[ 4/17 26/17 ] [ 30/17 -26/17 ] -6/17 |-> 4/17 6/17 |-> 30/17 20/17 |-> 30/17 -20/17 |-> 4/17 -14/17 | 0.15706945519975658577364143426512828823 | 0.024849741026360375333146745646596232308 f(z) = -289/240*z^3 + 139/60*z + 1 * [ -10/7 12/7 ] [ 2/7 10/7 ] -2/7 |-> 4/7 |-> 12/7 6/7 |-> 12/7 -4/7 |-> 2/7 -6/7 |-> 2/7 f(z) = -49/48*z^3 + 19/12*z + 1 * -20/9 | 0.029807202445300351555027897104198566839 | 0.0050545064813181585180729587349371666446 2/9 | 0.029807202445300351555027897104198566839 | 0.0050545064813181585180729587349371666446 2 | 0.029807202445300351555027897104198566839 | 0.0050545064813181585180729587349371666446 -10/9 | 0.089415555252578349261828187491323583243 | 0.015162493172051359899223099684651173881 10/9 | 0.089415555252578349261828187491323583243 | 0.015162493172051359899223099684651173881 4/3 | 0.089415555252578349261828187491323583243 | 0.015162493172051359899223099684651173881 22/9 | 0.089415555252578349261828187491323583243 | 0.015162493172051359899223099684651173881 -22/9 | 0.089415555252578349261828187491323583243 | 0.015162493172051359899223099684651173881 -4/3 | 0.089415555252578349261828187491323583243 | 0.015162493172051359899223099684651173881 f(z) = -27/80*z^3 + 91/60*z + 1 * [ 10/3 -28/9 ] 2 |-> 10/3 10/9 |-> 10/3 -10/9 | 0.089414250973870910533334493493078325206 | 0.013963178720207139711111235830744902617 -2 | 0.089414250973870910533334493493078325206 | 0.013963178720207139711111235830744902617 28/9 | 0.089414250973870910533334493493078325206 | 0.013963178720207139711111235830744902617 -22/9 | 0.089414521636157459539646990288589015789 | 0.013963220987584417278421731472584229281 22/9 | 0.090805961039645420041054233228128203930 | 0.014180512044184761933366435030219705070 f(z) = -27/80*z^3 + 151/60*z + 1 * [ 3 ] [ -1 ] [ -2 ] 2 |-> 4 |-> -1 0 |-> 1 |-> 3 -3 |-> -1 -4 |-> 3 f(z) = -1/6*z^3 + 13/6*z + 1 * [ -4 -4/3 -10/3 ] 14/3 |-> -4/3 -2/3 |-> -4/3 -2 | 0.025106534841925703028005776468314536616 | 0.0048774282235787569208262932535491160374 -14/3 | 0.075314928735520452182667547002983958863 | 0.014631376308371295202431192674505574668 2/3 | 0.075314928735520452182667547002983958863 | 0.014631376308371295202431192674505574668 4 | 0.075314928735520452182667547002983958863 | 0.014631376308371295202431192674505574668 f(z) = -3/16*z^3 + 43/12*z + 1 * [ 7/5 1 ] -1 |-> 3/5 |-> 7/5 8/5 |-> 3/5 -3/5 |-> 3/5 0 |-> 1 -7/5 |-> 1 -8/5 |-> 7/5 f(z) = -5/12*z^3 + 49/60*z + 1 * [ -10 4 11 ] 0 |-> 1 |-> 4 9 |-> 4 -6 |-> -10 -5 |-> -10 -4 | 0.089434827108855643218390334613444906297 | 0.019826560100053864283362425848517644750 f(z) = -1/30*z^3 + 91/30*z + 1 * 4 | 0.0019031175161312641333750740112561614979 | 0.00039481459541925882257039588187044792176 -12 | 0.0057061185606017308596364962385331921275 | 0.0011837728736257971336132338251963303560 2 | 0.0057061185606017308596364962385331921275 | 0.0011837728736257971336132338251963303560 10 | 0.0057061185606017308596364962385331921275 | 0.0011837728736257971336132338251963303560 -6 | 0.017115340323547650582886551549842585197 | 0.0035506930644204702974548395629657330652 6 | 0.017115340323547650582886551549842585197 | 0.0035506930644204702974548395629657330652 -10 | 0.051344235597032985882757934922827893931 | 0.010651708805435374890334270423149805538 -2 | 0.051344235597032985882757934922827893931 | 0.010651708805435374890334270423149805538 12 | 0.051344235597032985882757934922827893931 | 0.010651708805435374890334270423149805538 f(z) = -1/48*z^3 + 31/12*z + 1 * [ -3 ] -5 | 0.051198131489159592722802626850412313509 | 0.0093345536963345489314666347971121832756 16/3 | 0.051198131489159592722802626850412313509 | 0.0093345536963345489314666347971121832756 -1/3 | 0.051198131489159592722802626850412313509 | 0.0093345536963345489314666347971121832756 3 | 0.051198131489159592722802626850412313509 | 0.0093345536963345489314666347971121832756 19/3 | 0.051198131489159592722802626850412313509 | 0.0093345536963345489314666347971121832756 5 | 0.15359458935244231443421095224039568049 | 0.028003696620850294804463072156851157822 1/3 | 0.15359458935244231443421095224039568049 | 0.028003696620850294804463072156851157822 -16/3 | 0.15359458935244231443421095224039568049 | 0.028003696620850294804463072156851157822 f(z) = -3/40*z^3 + 241/120*z + 1 * -28/3 | 0.10810742367066928901212440196731079857 | 0.015677551942170600211159829717495082485 14/3 | 0.10810742367066928901212440196731079857 | 0.015677551942170600211159829717495082485 -2 | 0.10810742367066928901212440196731079857 | 0.015677551942170600211159829717495082485 22/3 | 0.10810742367066928901212440196731079857 | 0.015677551942170600211159829717495082485 -12 | 0.10810742367066928901212440196731079857 | 0.015677551942170600211159829717495082485 34/3 | 0.10810742367066928901212440196731079857 | 0.015677551942170600211159829717495082485 28/3 | 0.13758325689064893245186887658017496168 | 0.019952086388137271508526445033874360115 -34/3 | 0.13758325689064893245186887658017496168 | 0.019952086388137271508526445033874360115 2 | 0.13758325689064893245186887658017496168 | 0.019952086388137271508526445033874360115 f(z) = -3/112*z^3 + 247/84*z + 1 * [ -10 ] [ 12 ] [ -2 ] -12 |-> -10 -22 |-> 12 22 |-> -10 -18 |-> -2 20 |-> -2 10 |-> 12 f(z) = -1/240*z^3 + 91/60*z + 1 * [ 5/2 -9/2 ] 9/2 |-> -1/2 |-> 5/2 1/2 |-> -1/2 -5 |-> -1/2 -11/2 |-> -9/2 3 |-> -9/2 5 |-> 5/2 f(z) = 2/15*z^3 - 91/30*z + 1 * [ -7/3 1 ] 1/3 |-> -1/3 |-> 7/3 |-> 1 4/3 |-> -8/3 |-> -7/3 5/3 |-> -7/3 0 |-> 1 f(z) = 3/4*z^3 - 49/12*z + 1 * [ -4 10/3 ] 14/3 |-> 10/3 -2/3 |-> 10/3 2 | 0.034826084185883350366935765105872505498 | 0.0067656379900464455711215010869670349825 4/3 | 0.085063628679502997826948855837867160738 | 0.016525249140657938151150033299720244034 -14/3 | 0.10447618532480827165644490091214838159 | 0.020296512370321970972150802891984948890 2/3 | 0.10447618532480827165644490091214838159 | 0.020296512370321970972150802891984948890 4 | 0.10447618532480827165644490091214838159 | 0.020296512370321970972150802891984948890 f(z) = 3/16*z^3 - 43/12*z + 1 * [ -3 ] [ 8/3 ] [ 1/3 ] -1 |-> 8/3 -5/3 |-> 8/3 -7/3 | 0.089853493266003260224456137838899028822 | 0.023087780622765315901764999751245568066 -1/3 | 0.089853493266003260224456137838899028822 | 0.023087780622765315901764999751245568066 0 | 0.089853493266003260224456137838899028822 | 0.023087780622765315901764999751245568066 7/3 | 0.089853493266003260224456137838899028822 | 0.023087780622765315901764999751245568066 f(z) = 3/8*z^3 - 49/24*z + 1 * [ 3/5 ] -1 |-> 7/5 |-> 1 |-> 3/5 8/5 |-> 7/5 -3/5 |-> 7/5 0 |-> 1 -7/5 |-> 1 -8/5 |-> 3/5 f(z) = 5/12*z^3 - 49/60*z + 1 * [ -1 3 ] 2 |-> -2 |-> 4 |-> 3 0 |-> 1 |-> -1 -3 |-> 3 -4 |-> -1 f(z) = 1/6*z^3 - 13/6*z + 1 * [ 1/3 ] 3 |-> -3 |-> 5 |-> 1/3 -19/3 |-> -16/3 |-> 1/3 -5 | 0.11965785169704528862072534874779796775 | 0.021816277457129518691681979414065851432 16/3 | 0.11965785169704528862072534874779796775 | 0.021816277457129518691681979414065851432 -1/3 | 0.11965785169704528862072534874779796775 | 0.021816277457129518691681979414065851432 f(z) = 3/40*z^3 - 241/120*z + 1 * [ -4 10 ] [ -10 6 ] -6 |-> 12 |-> 6 2 |-> -4 -2 |-> 6 -12 |-> -4 f(z) = 1/48*z^3 - 31/12*z + 1 * [ -12 ] 26/3 |-> -12 10/3 |-> -12 -10 | 0.13969153420165374028395831958670829720 | 0.020119411079738458929850638745986663536 -4/3 | 0.13969153420165374028395831958670829720 | 0.020119411079738458929850638745986663536 34/3 | 0.13969153420165374028395831958670829720 | 0.020119411079738458929850638745986663536 10 | 0.20648950162295154060062940505691089027 | 0.029740149899171923040523657789788122777 -34/3 | 0.20648950162295154060062940505691089027 | 0.029740149899171923040523657789788122777 4/3 | 0.20648950162295154060062940505691089027 | 0.029740149899171923040523657789788122777 f(z) = 3/80*z^3 - 259/60*z + 1 * [ 12 ] 2 |-> -14/3 |-> 12 -34/3 |-> -14/3 28/3 |-> -14/3 -22/3 |-> 12 -28/3 | 0.15946769331008328647005089952179485913 | 0.023125729576009274085678307478410702092 -2 | 0.15946769331008328647005089952179485913 | 0.023125729576009274085678307478410702092 34/3 | 0.15946769331008328647005089952179485913 | 0.023125729576009274085678307478410702092 f(z) = 3/112*z^3 - 247/84*z + 1 * [ -10 12 ] -12 |-> 12 -22 |-> -10 22 |-> 12 10 |-> -10 -20 | 0.10652796255646101610540594126461972240 | 0.018064301008166104403113845594142687254 2 | 0.10652796255646101610540594126461972240 | 0.018064301008166104403113845594142687254 18 | 0.10652796255646101610540594126461972240 | 0.018064301008166104403113845594142687254 f(z) = 1/240*z^3 - 91/60*z + 1 * [ 1 0 ] 1/5 |-> 3/5 |-> 0 -1/5 |-> 7/5 |-> 1 -9/5 |-> -7/5 |-> 1 -8/5 |-> 0 f(z) = 25/24*z^3 - 49/24*z + 1 * [ 4/3 -2/9 ] -4/3 |-> 20/9 |-> 4/3 22/9 |-> 20/9 -10/9 |-> 20/9 -22/9 |-> -2/9 -2 |-> 4/3 10/9 |-> -2/9 f(z) = 27/80*z^3 - 91/60*z + 1 * [ -2 ] [ 2/7 ] [ 12/7 ] 4/7 |-> -2/7 |-> 12/7 10/7 |-> 2/7 -10/7 |-> 12/7 -12/7 |-> 2/7 6/7 | 0.12470919327606649070631110346261150598 | 0.025871765285647399510775781329311138956 f(z) = 49/48*z^3 - 31/12*z + 1 * [ 2/11 ] [ -2 ] [ 20/11 ] 18/11 |-> 2/11 -2/11 |-> 20/11 12/11 |-> -2 -18/11 |-> 20/11 10/11 |-> -2 -20/11 |-> 2/11 f(z) = 121/80*z^3 - 91/20*z + 1 * [ -2 ] [ 2/13 ] [ 24/13 ] 22/13 |-> 2/13 18/13 |-> -2 8/13 |-> -2 -2/13 |-> 24/13 -22/13 |-> 24/13 -24/13 |-> 2/13 f(z) = 169/96*z^3 - 133/24*z + 1 * TOTAL: 28