[ -10/17 12/17 ] -4/17 |-> -6/17 |-> -10/17 f(z) = -289/16*z^3 + 27/4*z + 1 * [ -3/17 ] -4/17 |-> -5/17 |-> -3/17 8/17 |-> -3/17 f(z) = -289/6*z^3 + 49/6*z + 1 * [ -1/21 11/42 ] -1/14 |-> -1/21 -4/21 |-> -1/21 f(z) = -294*z^3 + 97/6*z + 1 * [ -5/34 13/34 ] -7/34 |-> 13/34 6/17 |-> 13/34 f(z) = -289/5*z^3 + 109/20*z + 1 * [ -9/34 -4/17 ] 8/17 |-> -4/17 -7/34 |-> -4/17 f(z) = -289/6*z^3 + 193/24*z + 1 * [ 0 1 ] -1/17 |-> 0 -16/17 |-> 0 f(z) = -289/16*z^3 + 273/16*z + 1 * [ -5/14 19/42 ] -3/14 |-> -5/14 -5/21 |-> -5/14 -1/7 | 0.081517631909516264451523411570709410515 | 0.010904873923414821351349338684016510253 f(z) = -294/5*z^3 + 271/30*z + 1 * [ -5/17 11/17 ] 9/17 |-> 11/17 -4/17 |-> 11/17 f(z) = -289/30*z^3 + 61/30*z + 1 * [ 12/17 -1/17 ] -10/17 |-> 12/17 11/17 |-> 12/17 f(z) = -289/22*z^3 + 111/22*z + 1 * [ 11/17 ] 13/17 |-> -9/17 |-> 11/17 -2/17 |-> 11/17 f(z) = -289/33*z^3 + 103/33*z + 1 * [ 0 1 ] -2/17 |-> 0 -15/17 |-> 0 f(z) = -289/30*z^3 + 259/30*z + 1 * [ 0 1 ] -16/17 |-> 1 16/17 |-> 1 f(z) = -289/33*z^3 + 256/33*z + 1 * [ -18/17 20/17 ] -6/17 |-> -18/17 -14/17 |-> -18/17 f(z) = -289/48*z^3 + 79/12*z + 1 * [ -7/17 ] 14/17 |-> 16/17 |-> -7/17 -9/17 |-> -7/17 f(z) = -289/42*z^3 + 193/42*z + 1 * [ 0 1 ] -4/17 |-> 0 -13/17 |-> 0 f(z) = -289/52*z^3 + 237/52*z + 1 * [ 0 1 ] -3/17 |-> 0 -14/17 |-> 0 f(z) = -289/42*z^3 + 247/42*z + 1 * [ 0 1 ] -8/17 |-> 0 -9/17 |-> 0 f(z) = -289/72*z^3 + 217/72*z + 1 * [ 1 0 ] 15/17 |-> 1 -15/17 |-> 1 f(z) = -289/64*z^3 + 225/64*z + 1 * [ 0 1 ] -6/17 |-> 0 -11/17 |-> 0 f(z) = -289/66*z^3 + 223/66*z + 1 * [ 14/17 -4/17 ] -6/17 |-> 14/17 10/17 |-> 14/17 f(z) = -289/80*z^3 + 19/20*z + 1 * [ 0 1 ] -14/17 |-> 1 14/17 |-> 1 f(z) = -289/93*z^3 + 196/93*z + 1 * [ 46/51 -6/17 ] -10/51 |-> 46/51 28/51 |-> 46/51 f(z) = -289/112*z^3 + 151/252*z + 1 * [ -28/17 30/17 ] 26/17 |-> 30/17 2/17 |-> 30/17 f(z) = -289/112*z^3 + 183/28*z + 1 * [ 55/48 -5/6 ] 35/48 |-> 55/48 5/48 |-> 55/48 f(z) = -288/125*z^3 + 57/40*z + 1 * [ -7/17 16/17 ] -2/17 |-> 16/17 9/17 |-> 16/17 f(z) = -289/126*z^3 + 67/126*z + 1 * [ 5/68 20/17 ] -45/68 |-> 5/68 -35/68 |-> 5/68 f(z) = -289/125*z^3 + 193/80*z + 1 * [ -30/17 32/17 ] [ 2/17 30/17 ] f(z) = -289/128*z^3 + 209/32*z + 1 * [ 0 1 ] -12/17 |-> 1 12/17 |-> 1 f(z) = -289/145*z^3 + 144/145*z + 1 * [ -10/17 18/17 ] 8/17 |-> 18/17 2/17 |-> 18/17 f(z) = -289/160*z^3 + 21/40*z + 1 * [ -22/17 26/17 ] 18/17 |-> 26/17 4/17 |-> 26/17 f(z) = -289/176*z^3 + 103/44*z + 1 * [ 0 1 ] 11/17 |-> 1 -11/17 |-> 1 f(z) = -289/168*z^3 + 121/168*z + 1 * [ -16/17 22/17 ] 10/17 |-> 22/17 6/17 |-> 22/17 f(z) = -289/192*z^3 + 49/48*z + 1 * [ 0 1 ] -10/17 |-> 1 10/17 |-> 1 f(z) = -289/189*z^3 + 100/189*z + 1 * [ 20/17 -13/17 ] 6/17 |-> 20/17 7/17 |-> 20/17 f(z) = -289/182*z^3 + 127/182*z + 1 * [ -18/17 -16/17 ] 30/17 |-> -18/17 -14/17 |-> -18/17 f(z) = -289/192*z^3 + 169/48*z + 1 * [ 24/17 -19/17 ] 14/17 |-> 24/17 5/17 |-> 24/17 f(z) = -289/190*z^3 + 291/190*z + 1 * [ 0 1 ] 9/17 |-> 1 -9/17 |-> 1 f(z) = -289/208*z^3 + 81/208*z + 1 * [ 0 1 ] 8/17 |-> 1 -8/17 |-> 1 f(z) = -289/225*z^3 + 64/225*z + 1 * [ 18/17 2/17 ] -12/17 |-> 18/17 10/17 |-> 18/17 f(z) = -289/240*z^3 + 31/60*z + 1 * [ 0 1 ] 6/17 |-> 1 -6/17 |-> 1 f(z) = -289/253*z^3 + 36/253*z + 1 * [ 0 1 ] -7/17 |-> 1 7/17 |-> 1 f(z) = -289/240*z^3 + 49/240*z + 1 * [ 0 1 ] 4/17 |-> 1 -4/17 |-> 1 f(z) = -289/273*z^3 + 16/273*z + 1 * [ 0 1 ] -5/17 |-> 1 5/17 |-> 1 f(z) = -289/264*z^3 + 25/264*z + 1 * [ -3/2 ] -15/34 |-> -12/17 |-> -3/2 75/34 |-> -3/2 f(z) = -289/270*z^3 + 163/40*z + 1 * [ 0 1 ] 3/17 |-> 1 -3/17 |-> 1 f(z) = -289/280*z^3 + 9/280*z + 1 * [ 0 1 ] -2/17 |-> 1 2/17 |-> 1 f(z) = -289/285*z^3 + 4/285*z + 1 * [ 1 0 ] 1/17 |-> 1 -1/17 |-> 1 f(z) = -289/288*z^3 + 1/288*z + 1 * [ 1/4 ] [ -1/8 ] -1/16 |-> 1/4 -3/16 |-> 1/4 f(z) = -256*z^3 + 13*z + 1 * [ 0 1 ] -1/16 |-> 0 -15/16 |-> 0 f(z) = -256/15*z^3 + 241/15*z + 1 * [ 6/11 ] 7/11 |-> -7/22 |-> 6/11 -5/22 |-> 6/11 f(z) = -242/21*z^3 + 109/42*z + 1 * [ 0 1 ] -3/16 |-> 0 -13/16 |-> 0 f(z) = -256/39*z^3 + 217/39*z + 1 * [ 0 1 ] -15/16 |-> 1 15/16 |-> 1 f(z) = -256/31*z^3 + 225/31*z + 1 * [ 20/27 -1/9 ] -14/27 |-> 20/27 17/27 |-> 20/27 f(z) = -243/34*z^3 + 247/102*z + 1 * [ 0 1 ] -11/16 |-> 0 -5/16 |-> 0 f(z) = -256/55*z^3 + 201/55*z + 1 * [ 22/27 -2/9 ] 16/27 |-> 22/27 -10/27 |-> 22/27 f(z) = -243/64*z^3 + 49/48*z + 1 * [ -5/22 9/11 ] 13/22 |-> 9/11 -4/11 |-> 9/11 f(z) = -242/65*z^3 + 129/130*z + 1 * [ 0 1 ] -9/16 |-> 0 -7/16 |-> 0 f(z) = -256/63*z^3 + 193/63*z + 1 * [ 0 1 ] -13/16 |-> 1 13/16 |-> 1 f(z) = -256/87*z^3 + 169/87*z + 1 * [ 57/50 -9/10 ] 21/25 |-> 57/50 3/50 |-> 57/50 f(z) = -250/81*z^3 + 211/90*z + 1 * [ 26/27 -4/9 ] -2/27 |-> 26/27 14/27 |-> 26/27 f(z) = -243/112*z^3 + 43/84*z + 1 * [ 21/22 -1/22 ] -7/11 |-> 21/22 15/22 |-> 21/22 f(z) = -242/105*z^3 + 211/210*z + 1 * [ 0 1 ] -11/16 |-> 1 11/16 |-> 1 f(z) = -256/135*z^3 + 121/135*z + 1 * [ 36/35 -3/7 ] 9/35 |-> 36/35 6/35 |-> 36/35 f(z) = -245/162*z^3 + 19/90*z + 1 * [ 0 1 ] 9/16 |-> 1 -9/16 |-> 1 f(z) = -256/175*z^3 + 81/175*z + 1 * [ -10/9 38/27 ] 8/27 |-> 38/27 22/27 |-> 38/27 2/27 | 0.16741650837633066806424881578098771800 | 0.025398178851506111962913413845880437603 10/27 | 0.17273796274947866363701254323072819033 | 0.026205478270363484173430925799022609993 f(z) = -243/160*z^3 + 181/120*z + 1 * [ 0 1 ] -7/16 |-> 1 7/16 |-> 1 f(z) = -256/207*z^3 + 49/207*z + 1 * [ 0 1 ] 5/16 |-> 1 -5/16 |-> 1 f(z) = -256/231*z^3 + 25/231*z + 1 * [ 0 1 ] -3/16 |-> 1 3/16 |-> 1 f(z) = -256/247*z^3 + 9/247*z + 1 * [ 0 1 ] -1/16 |-> 1 1/16 |-> 1 f(z) = -256/255*z^3 + 1/255*z + 1 * [ 0 1 ] -1/15 |-> 0 -14/15 |-> 0 f(z) = -225/14*z^3 + 211/14*z + 1 * [ 0 1 ] -2/15 |-> 0 -13/15 |-> 0 f(z) = -225/26*z^3 + 199/26*z + 1 * [ 0 1 ] -14/15 |-> 1 14/15 |-> 1 f(z) = -225/29*z^3 + 196/29*z + 1 * [ 0 1 ] -4/15 |-> 0 -11/15 |-> 0 f(z) = -225/44*z^3 + 181/44*z + 1 * [ 0 1 ] 11/15 |-> 1 -11/15 |-> 1 f(z) = -225/104*z^3 + 121/104*z + 1 * [ 28/15 -26/15 ] [ 2/15 26/15 ] f(z) = -225/112*z^3 + 155/28*z + 1 * [ -4/5 ] [ -8/15 ] [ 4/3 ] 8/5 |-> -4/5 f(z) = -225/128*z^3 + 27/8*z + 1 * [ 0 1 ] 7/15 |-> 1 -7/15 |-> 1 f(z) = -225/176*z^3 + 49/176*z + 1 * [ 0 1 ] -8/15 |-> 1 8/15 |-> 1 f(z) = -225/161*z^3 + 64/161*z + 1 * [ 0 1 ] -4/15 |-> 1 4/15 |-> 1 f(z) = -225/209*z^3 + 16/209*z + 1 * [ 26/15 -22/15 ] [ 4/15 22/15 ] f(z) = -225/208*z^3 + 95/52*z + 1 * [ 0 1 ] -2/15 |-> 1 2/15 |-> 1 f(z) = -225/221*z^3 + 4/221*z + 1 * [ 0 1 ] -1/15 |-> 1 1/15 |-> 1 f(z) = -225/224*z^3 + 1/224*z + 1 * [ -13/36 7/12 ] -5/36 |-> 7/12 1/2 |-> 7/12 f(z) = -216/13*z^3 + 259/78*z + 1 * [ 1 ] -1/6 |-> 0 |-> 1 -1 |-> 1 f(z) = -216/35*z^3 + 216/35*z + 1 * [ 1 ] -5/6 |-> 0 |-> 1 -1 |-> 1 f(z) = -216/55*z^3 + 216/55*z + 1 * [ 1 ] 7/6 |-> 0 |-> 1 -1 |-> 1 f(z) = -216/91*z^3 + 216/91*z + 1 * [ -1/20 9/20 ] -1/10 |-> -1/20 -7/20 |-> -1/20 f(z) = -200/3*z^3 + 67/6*z + 1 * [ 7/10 -1/20 ] -3/5 |-> 7/10 13/20 |-> 7/10 f(z) = -200/13*z^3 + 157/26*z + 1 * [ 0 1 ] -1/14 |-> 0 -13/14 |-> 0 f(z) = -196/13*z^3 + 183/13*z + 1 * [ -5/28 -11/28 ] -1/7 |-> -5/28 15/28 |-> -5/28 f(z) = -196/5*z^3 + 181/20*z + 1 * [ 1 0 ] 13/14 |-> 1 -13/14 |-> 1 f(z) = -196/27*z^3 + 169/27*z + 1 * [ 0 1 ] -3/14 |-> 0 -11/14 |-> 0 f(z) = -196/33*z^3 + 163/33*z + 1 * [ 0 1 ] -9/14 |-> 0 -5/14 |-> 0 f(z) = -196/45*z^3 + 151/45*z + 1 * [ -7/20 9/10 ] 11/20 |-> 9/10 -1/5 |-> 9/10 f(z) = -200/77*z^3 + 93/154*z + 1 * [ 0 1 ] -11/14 |-> 1 11/14 |-> 1 f(z) = -196/75*z^3 + 121/75*z + 1 * [ 9/10 -3/20 ] 3/5 |-> 9/10 -9/20 |-> 9/10 f(z) = -200/81*z^3 + 13/18*z + 1 * [ 0 1 ] 9/14 |-> 1 -9/14 |-> 1 f(z) = -196/115*z^3 + 81/115*z + 1 * [ -13/20 11/10 ] 9/20 |-> 11/10 1/5 |-> 11/10 f(z) = -200/117*z^3 + 133/234*z + 1 * [ 13/10 -19/20 ] 3/5 |-> 13/10 7/20 |-> 13/10 f(z) = -200/133*z^3 + 277/266*z + 1 * [ 0 1 ] -5/14 |-> 1 5/14 |-> 1 f(z) = -196/171*z^3 + 25/171*z + 1 * [ 0 1 ] -3/14 |-> 1 3/14 |-> 1 f(z) = -196/187*z^3 + 9/187*z + 1 * [ 0 1 ] -1/14 |-> 1 1/14 |-> 1 f(z) = -196/195*z^3 + 1/195*z + 1 * [ -1/13 7/13 ] -3/13 |-> -1/13 -4/13 |-> -1/13 f(z) = -169/6*z^3 + 37/6*z + 1 * [ -8/13 9/13 ] -2/13 |-> -8/13 -7/13 |-> -8/13 f(z) = -169/6*z^3 + 67/6*z + 1 * [ -10/13 -3/13 ] -2/13 |-> -3/13 12/13 |-> -3/13 f(z) = -169/15*z^3 + 124/15*z + 1 * [ 0 1 ] -1/13 |-> 0 -12/13 |-> 0 f(z) = -169/12*z^3 + 157/12*z + 1 * [ -9/26 -7/26 ] 15/26 |-> -9/26 -4/13 |-> -9/26 f(z) = -169/6*z^3 + 169/24*z + 1 * [ -3/52 4/13 ] -5/52 |-> -3/52 -11/52 |-> -3/52 f(z) = -169*z^3 + 201/16*z + 1 * [ -2/3 ] -28/39 |-> -10/39 |-> -2/3 12/13 |-> -2/3 f(z) = -169/16*z^3 + 259/36*z + 1 * [ 10/13 -2/13 ] 8/13 |-> 10/13 -6/13 |-> 10/13 f(z) = -169/32*z^3 + 13/8*z + 1 * [ -5/13 -8/13 ] -7/13 |-> -8/13 12/13 |-> -8/13 f(z) = -169/20*z^3 + 109/20*z + 1 * [ 0 1 ] -4/13 |-> 0 -9/13 |-> 0 f(z) = -169/36*z^3 + 133/36*z + 1 * [ 0 1 ] -2/13 |-> 0 -11/13 |-> 0 f(z) = -169/22*z^3 + 147/22*z + 1 * [ 0 1 ] -12/13 |-> 1 12/13 |-> 1 f(z) = -169/25*z^3 + 144/25*z + 1 * [ 10/13 -7/26 ] -4/13 |-> 10/13 15/26 |-> 10/13 f(z) = -169/35*z^3 + 169/140*z + 1 * [ -12/13 -6/13 -10/13 ] [ -4/13 ] -2/13 | 0.15129839413986097928772999763094325177 | 0.028051324055956008278392545053153074568 f(z) = -169/48*z^3 + 55/12*z + 1 * [ 0 1 ] -8/13 |-> 0 -5/13 |-> 0 f(z) = -169/40*z^3 + 129/40*z + 1 * [ 0 1 ] -6/13 |-> 0 -7/13 |-> 0 f(z) = -169/42*z^3 + 127/42*z + 1 * [ 1 0 ] 11/13 |-> 1 -11/13 |-> 1 f(z) = -169/48*z^3 + 121/48*z + 1 * [ 21/26 -4/13 ] 15/26 |-> 21/26 -7/26 |-> 21/26 f(z) = -169/42*z^3 + 169/168*z + 1 * [ -5/13 12/13 ] -2/13 |-> 12/13 7/13 |-> 12/13 f(z) = -169/70*z^3 + 39/70*z + 1 * [ 0 1 ] -10/13 |-> 1 10/13 |-> 1 f(z) = -169/69*z^3 + 100/69*z + 1 * [ -8/13 14/13 ] 6/13 |-> 14/13 2/13 |-> 14/13 10/13 | 0.089853886871339726821459425426628089998 | 0.017515723382598432180705812623579493032 f(z) = -169/96*z^3 + 13/24*z + 1 * [ 0 1 ] 9/13 |-> 1 -9/13 |-> 1 f(z) = -169/88*z^3 + 81/88*z + 1 * [ 38/39 -6/13 ] -2/39 |-> 38/39 20/39 |-> 38/39 f(z) = -169/80*z^3 + 91/180*z + 1 * [ 3/35 6/5 ] -24/35 |-> 3/35 -18/35 |-> 3/35 f(z) = -175/81*z^3 + 148/63*z + 1 * [ -14/13 18/13 ] 4/13 |-> 18/13 10/13 |-> 18/13 f(z) = -169/112*z^3 + 39/28*z + 1 * [ 0 1 ] 8/13 |-> 1 -8/13 |-> 1 f(z) = -169/105*z^3 + 64/105*z + 1 * [ 16/13 -11/13 ] 6/13 |-> 16/13 5/13 |-> 16/13 f(z) = -169/110*z^3 + 91/110*z + 1 * [ -17/13 20/13 ] 14/13 |-> 20/13 3/13 |-> 20/13 f(z) = -169/102*z^3 + 247/102*z + 1 * [ 50/39 -12/13 ] 22/39 |-> 50/39 14/39 |-> 50/39 f(z) = -169/112*z^3 + 247/252*z + 1 * [ 5/26 35/26 ] -15/26 |-> 5/26 -10/13 |-> 5/26 f(z) = -169/125*z^3 + 37/20*z + 1 * [ 0 1 ] 6/13 |-> 1 -6/13 |-> 1 f(z) = -169/133*z^3 + 36/133*z + 1 * [ -5/9 -35/18 ] 20/9 |-> -5/9 -5/18 |-> -5/9 f(z) = -162/125*z^3 + 57/10*z + 1 * [ 0 1 ] -7/13 |-> 1 7/13 |-> 1 f(z) = -169/120*z^3 + 49/120*z + 1 * [ 15/13 ] -9/13 |-> 1/13 |-> 15/13 -16/13 |-> 15/13 -15/13 | 0.098036494242426860650147358951113635887 | 0.017874224958777846312661763357302850693 16/13 | 0.098036494242426860650147358951113635887 | 0.017874224958777846312661763357302850693 -1/13 | 0.098036494242426860650147358951113635887 | 0.017874224958777846312661763357302850693 f(z) = -169/120*z^3 + 241/120*z + 1 * [ 0 1 ] -4/13 |-> 1 4/13 |-> 1 f(z) = -169/153*z^3 + 16/153*z + 1 * [ 0 1 ] [ 15/13 -8/13 ] f(z) = -169/140*z^3 + 29/140*z + 1 * [ 1 0 ] 5/13 |-> 1 -5/13 |-> 1 f(z) = -169/144*z^3 + 25/144*z + 1 * [ 15/13 3/13 ] 9/13 |-> 15/13 -12/13 |-> 15/13 f(z) = -169/162*z^3 + 13/18*z + 1 * [ 0 1 ] 3/13 |-> 1 -3/13 |-> 1 f(z) = -169/160*z^3 + 9/160*z + 1 * [ 0 1 ] -2/13 |-> 1 2/13 |-> 1 f(z) = -169/165*z^3 + 4/165*z + 1 * [ 22/13 -18/13 ] [ 4/13 18/13 ] f(z) = -169/176*z^3 + 59/44*z + 1 * [ 7/13 12/13 ] [ -12/13 19/13 ] f(z) = -169/266*z^3 + 11/266*z + 1 * [ -10/13 18/13 ] [ 8/13 10/13 ] f(z) = -169/288*z^3 - 11/72*z + 1 * [ 3/7 ] 10/21 |-> -5/21 |-> 3/7 -4/21 |-> 3/7 f(z) = -147/5*z^3 + 61/15*z + 1 * [ 0 1 ] -1/12 |-> 0 -11/12 |-> 0 f(z) = -144/11*z^3 + 133/11*z + 1 * [ -5/21 -13/21 ] -4/7 |-> -13/21 17/21 |-> -13/21 f(z) = -147/10*z^3 + 229/30*z + 1 * [ 21/40 -1/8 ] 19/40 |-> 21/40 -7/20 |-> 21/40 f(z) = -160/7*z^3 + 291/70*z + 1 * [ -2/3 ] -8/21 |-> -10/21 |-> -2/3 8/7 |-> -2/3 f(z) = -147/32*z^3 + 109/24*z + 1 * [ 0 1 ] -7/12 |-> 0 -5/12 |-> 0 f(z) = -144/35*z^3 + 109/35*z + 1 * [ 0 1 ] -11/12 |-> 1 11/12 |-> 1 f(z) = -144/23*z^3 + 121/23*z + 1 * [ 16/21 -1/7 ] -10/21 |-> 16/21 13/21 |-> 16/21 f(z) = -147/26*z^3 + 139/78*z + 1 * [ 0 1 ] -7/12 |-> 1 7/12 |-> 1 f(z) = -144/95*z^3 + 49/95*z + 1 * [ -3/5 ] 3/20 |-> 3/2 |-> -3/5 -9/10 |-> -3/5 f(z) = -160/81*z^3 + 152/45*z + 1 * [ 0 1 ] 5/12 |-> 1 -5/12 |-> 1 f(z) = -144/119*z^3 + 25/119*z + 1 * [ 5/21 10/7 ] -20/21 |-> 5/21 -10/21 |-> 5/21 f(z) = -147/125*z^3 + 28/15*z + 1 * [ -15/7 ] 5/21 |-> 55/21 |-> -15/7 -10/21 |-> -15/7 f(z) = -147/125*z^3 + 103/15*z + 1 * [ -44/21 -4/7 ] 52/21 |-> -44/21 -40/21 |-> -44/21 f(z) = -147/128*z^3 + 139/24*z + 1 * [ 0 1 ] -1/12 |-> 1 1/12 |-> 1 f(z) = -144/143*z^3 + 1/143*z + 1 * [ -3/5 ] 33/20 |-> 21/10 |-> -3/5 -3/2 |-> -3/5 f(z) = -160/189*z^3 + 104/35*z + 1 * [ 20/21 5/7 ] -10/21 |-> 20/21 -5/21 |-> 20/21 f(z) = -147/250*z^3 + 7/30*z + 1 * [ 20/21 16/21 ] -4/21 |-> 20/21 -4/7 |-> 20/21 f(z) = -147/256*z^3 + 13/48*z + 1 * [ 5/2 ] -15/14 |-> -20/7 |-> 5/2 5/14 |-> 5/2 f(z) = -147/250*z^3 + 171/40*z + 1 * [ -4/11 5/11 ] -2/11 |-> -4/11 -3/11 |-> -4/11 f(z) = -121/2*z^3 + 19/2*z + 1 * [ -5/11 6/11 ] -2/11 |-> -5/11 -4/11 |-> -5/11 f(z) = -121/3*z^3 + 28/3*z + 1 * [ 8/11 -1/11 ] -6/11 |-> 8/11 7/11 |-> 8/11 f(z) = -121/14*z^3 + 43/14*z + 1 * [ -4/11 ] 8/11 |-> 9/11 |-> -4/11 -5/11 |-> -4/11 f(z) = -121/12*z^3 + 61/12*z + 1 * [ -7/11 -4/11 ] -3/11 |-> -4/11 10/11 |-> -4/11 f(z) = -121/14*z^3 + 79/14*z + 1 * [ -5/11 -6/11 ] -4/11 |-> -5/11 10/11 |-> -5/11 f(z) = -121/15*z^3 + 76/15*z + 1 * [ -3/11 ] -5/11 |-> -7/11 |-> -3/11 10/11 |-> -3/11 f(z) = -121/15*z^3 + 79/15*z + 1 * [ 1/3 ] -7/33 |-> -3/11 |-> 1/3 -2/33 |-> 1/3 f(z) = -121*z^3 + 103/9*z + 1 * [ 0 1 ] -1/11 |-> 0 -10/11 |-> 0 f(z) = -121/10*z^3 + 111/10*z + 1 * [ 0 1 ] -2/11 |-> 0 -9/11 |-> 0 f(z) = -121/18*z^3 + 103/18*z + 1 * [ 15/22 -7/22 ] 6/11 |-> 15/22 -5/22 |-> 15/22 f(z) = -121/15*z^3 + 109/60*z + 1 * [ 1 ] -1/4 |-> -1 |-> 1 0 |-> 1 f(z) = -128/15*z^3 + 128/15*z + 1 * [ 1 ] -1/5 |-> -1 |-> 1 0 |-> 1 f(z) = -125/12*z^3 + 125/12*z + 1 * [ 1 ] -4/5 |-> -1 |-> 1 0 |-> 1 f(z) = -125/18*z^3 + 125/18*z + 1 * [ 0 1 ] -4/11 |-> 0 -7/11 |-> 0 f(z) = -121/28*z^3 + 93/28*z + 1 * [ 0 1 ] -6/11 |-> 0 -5/11 |-> 0 -4/11 | 0.10082096374777223639821220260658535876 | 0.021022803808715350302685999647033757815 f(z) = -121/30*z^3 + 91/30*z + 1 * [ 0 1 ] -10/11 |-> 1 10/11 |-> 1 f(z) = -121/21*z^3 + 100/21*z + 1 * [ 1 ] -3/4 |-> -1 |-> 1 0 |-> 1 f(z) = -128/21*z^3 + 128/21*z + 1 * [ 1 ] -2/5 |-> -1 |-> 1 0 |-> 1 f(z) = -125/21*z^3 + 125/21*z + 1 * [ 1 ] 6/5 |-> -1 |-> 1 0 |-> 1 f(z) = -125/33*z^3 + 125/33*z + 1 * [ 1 ] -4/5 |-> 0 |-> 1 -1 |-> 1 f(z) = -125/36*z^3 + 125/36*z + 1 * [ -15/11 16/11 ] -3/11 |-> -15/11 -13/11 |-> -15/11 f(z) = -121/24*z^3 + 217/24*z + 1 * [ -4/11 10/11 ] 6/11 |-> 10/11 -2/11 |-> 10/11 2/11 | 0.10621198745766083866738709884037764344 | 0.022146919563695178390730872486378867523 4/11 | 0.10621198745766083866738709884037764344 | 0.022146919563695178390730872486378867523 f(z) = -121/48*z^3 + 7/12*z + 1 * [ 0 1 ] -8/11 |-> 1 8/11 |-> 1 f(z) = -121/57*z^3 + 64/57*z + 1 * [ -5/16 7/8 ] 9/16 |-> 7/8 -1/4 |-> 7/8 f(z) = -128/45*z^3 + 61/90*z + 1 * [ -18/11 -4/11 ] 20/11 |-> -4/11 -2/11 |-> -4/11 f(z) = -121/48*z^3 + 91/12*z + 1 * [ 1 ] 5/4 |-> -1 |-> 1 0 |-> 1 f(z) = -128/45*z^3 + 128/45*z + 1 * [ 1 ] -2/5 |-> 0 |-> 1 -1 |-> 1 f(z) = -125/42*z^3 + 125/42*z + 1 * [ 1 ] -3/5 |-> 0 |-> 1 -1 |-> 1 f(z) = -125/48*z^3 + 125/48*z + 1 * [ 8/11 ] 21/22 |-> -9/22 |-> 8/11 -7/22 |-> 8/11 f(z) = -121/42*z^3 + 193/168*z + 1 * [ -1 ] 1/11 |-> 16/11 |-> -1 -5/11 |-> -1 f(z) = -121/40*z^3 + 201/40*z + 1 * [ 12/11 -7/11 ] 2/11 |-> 12/11 5/11 |-> 12/11 f(z) = -121/70*z^3 + 39/70*z + 1 * [ -16/11 18/11 ] 14/11 |-> 18/11 2/11 |-> 18/11 f(z) = -121/64*z^3 + 57/16*z + 1 * [ -6/11 34/33 ] 16/33 |-> 34/33 2/33 |-> 34/33 f(z) = -121/64*z^3 + 73/144*z + 1 * [ 9/8 -11/16 ] 1/4 |-> 9/8 7/16 |-> 9/8 f(z) = -128/77*z^3 + 93/154*z + 1 * [ 1 ] 6/5 |-> 0 |-> 1 -1 |-> 1 f(z) = -125/66*z^3 + 125/66*z + 1 * [ -13/11 16/11 ] 10/11 |-> 16/11 3/11 |-> 16/11 f(z) = -121/78*z^3 + 139/78*z + 1 * [ -10/11 14/11 ] 4/11 |-> 14/11 6/11 |-> 14/11 f(z) = -121/80*z^3 + 19/20*z + 1 * [ 0 1 ] -6/11 |-> 1 6/11 |-> 1 f(z) = -121/85*z^3 + 36/85*z + 1 * [ 1 0 ] 5/11 |-> 1 -5/11 |-> 1 f(z) = -121/96*z^3 + 25/96*z + 1 * [ 1 ] 7/5 |-> -1 |-> 1 0 |-> 1 f(z) = -125/84*z^3 + 125/84*z + 1 * [ 11/8 -17/16 ] 3/4 |-> 11/8 5/16 |-> 11/8 f(z) = -128/85*z^3 + 229/170*z + 1 * [ 46/33 -12/11 ] 26/33 |-> 46/33 10/33 |-> 46/33 f(z) = -121/80*z^3 + 259/180*z + 1 * [ 0 1 ] 4/11 |-> 1 -4/11 |-> 1 f(z) = -121/105*z^3 + 16/105*z + 1 * [ 0 1 ] -3/11 |-> 1 3/11 |-> 1 f(z) = -121/112*z^3 + 9/112*z + 1 * [ 0 1 ] -2/11 |-> 1 2/11 |-> 1 f(z) = -121/117*z^3 + 4/117*z + 1 * [ -3/2 ] 39/22 |-> 24/11 |-> -3/2 -15/22 |-> -3/2 f(z) = -121/108*z^3 + 67/16*z + 1 * [ 19/11 -16/11 ] [ 3/11 16/11 ] f(z) = -121/114*z^3 + 199/114*z + 1 * [ 0 1 ] -1/11 |-> 1 1/11 |-> 1 9/11 | 0.093165054361919826357521653977680062238 | 0.019426422708860668503586940358159974906 f(z) = -121/120*z^3 + 1/120*z + 1 * [ -56/25 12/5 ] -24/25 |-> -56/25 -36/25 |-> -56/25 f(z) = -125/128*z^3 + 171/40*z + 1 * [ -14/11 18/11 ] [ 4/11 14/11 ] f(z) = -121/144*z^3 + 31/36*z + 1 * [ 1 ] 8/5 |-> -1 |-> 1 0 |-> 1 f(z) = -125/156*z^3 + 125/156*z + 1 * [ -9/11 ] 18/11 |-> 24/11 |-> -9/11 -15/11 |-> -9/11 f(z) = -121/162*z^3 + 49/18*z + 1 * [ 5/11 12/11 ] [ 17/11 -12/11 ] f(z) = -121/170*z^3 + 59/170*z + 1 * [ -24/11 -9/11 ] 30/11 |-> -24/11 -21/11 |-> -24/11 f(z) = -121/162*z^3 + 79/18*z + 1 * [ 1 ] 7/5 |-> 0 |-> 1 -1 |-> 1 f(z) = -125/168*z^3 + 125/168*z + 1 * [ 5/11 16/11 ] -9/11 |-> 5/11 -7/11 |-> 5/11 f(z) = -121/168*z^3 + 193/168*z + 1 * [ -10/11 16/11 ] [ 6/11 10/11 ] f(z) = -121/192*z^3 + 1/48*z + 1 * [ 15/11 -8/11 ] [ 7/11 8/11 ] f(z) = -121/210*z^3 - 41/210*z + 1 * [ 13/11 -4/11 ] [ 4/11 9/11 ] f(z) = -121/234*z^3 - 101/234*z + 1 * [ 14/11 -6/11 ] [ 8/11 6/11 ] f(z) = -121/224*z^3 - 19/56*z + 1 * [ 1 ] 7/4 |-> -1 |-> 1 0 |-> 1 f(z) = -128/231*z^3 + 128/231*z + 1 * [ 10/11 2/11 ] [ 12/11 -2/11 ] f(z) = -121/240*z^3 - 29/60*z + 1 * [ -15/11 20/11 ] [ 10/11 ] -5/11 |-> 10/11 f(z) = -121/250*z^3 + 3/10*z + 1 * [ 1 ] 9/5 |-> -1 |-> 1 0 |-> 1 f(z) = -125/252*z^3 + 125/252*z + 1 * [ -5/9 2/3 ] -7/18 |-> -5/9 -5/18 |-> -5/9 f(z) = -108/5*z^3 + 109/15*z + 1 * [ -4/9 -1/3 ] 13/18 |-> -4/9 -7/18 |-> -4/9 f(z) = -108/7*z^3 + 127/21*z + 1 * [ -1/14 1/2 ] -5/28 |-> -1/14 -9/28 |-> -1/14 f(z) = -112/3*z^3 + 151/21*z + 1 * [ 7/9 -2/3 ] -1/2 |-> -2/3 -5/18 |-> -2/3 f(z) = -108/7*z^3 + 151/21*z + 1 * [ -1/14 5/14 ] -1/7 |-> -1/14 -3/14 |-> -1/14 f(z) = -98*z^3 + 19/2*z + 1 * [ 5/7 -3/14 ] 4/7 |-> 5/7 -5/14 |-> 5/7 f(z) = -98/15*z^3 + 49/30*z + 1 * [ 5/7 -1/14 ] 9/14 |-> 5/7 -4/7 |-> 5/7 f(z) = -98/9*z^3 + 73/18*z + 1 * [ 0 1 ] -1/9 |-> 0 -8/9 |-> 0 f(z) = -81/8*z^3 + 73/8*z + 1 * [ 0 1 ] -2/9 |-> 0 -7/9 |-> 0 f(z) = -81/14*z^3 + 67/14*z + 1 * [ 0 1 ] -8/9 |-> 1 8/9 |-> 1 f(z) = -81/17*z^3 + 64/17*z + 1 * [ 0 1 ] -1/10 |-> 0 -9/10 |-> 0 f(z) = -100/9*z^3 + 91/9*z + 1 * [ 0 1 ] -9/10 |-> 1 9/10 |-> 1 f(z) = -100/19*z^3 + 81/19*z + 1 * [ 7/12 -5/24 ] 1/2 |-> 7/12 -7/24 |-> 7/12 f(z) = -96/7*z^3 + 109/42*z + 1 * [ 15/28 -2/7 ] 13/28 |-> 15/28 -5/28 |-> 15/28 f(z) = -98/5*z^3 + 129/40*z + 1 * [ 1 0 ] 7/9 |-> 1 -7/9 |-> 1 f(z) = -81/32*z^3 + 49/32*z + 1 * [ 0 1 ] -3/10 |-> 0 -7/10 |-> 0 f(z) = -100/21*z^3 + 79/21*z + 1 * [ 0 1 ] -4/9 |-> 0 -5/9 |-> 0 f(z) = -81/20*z^3 + 61/20*z + 1 * [ 17/9 -16/9 ] [ 1/9 16/9 ] f(z) = -81/34*z^3 + 239/34*z + 1 * [ 0 1 ] 5/9 |-> 1 -5/9 |-> 1 f(z) = -81/56*z^3 + 25/56*z + 1 * [ 0 1 ] -7/10 |-> 1 7/10 |-> 1 f(z) = -100/51*z^3 + 49/51*z + 1 * [ 0 1 ] 4/9 |-> 1 -4/9 |-> 1 f(z) = -81/65*z^3 + 16/65*z + 1 * [ 0 1 ] -2/9 |-> 1 2/9 |-> 1 f(z) = -81/77*z^3 + 4/77*z + 1 * [ -14/9 16/9 ] [ 2/9 14/9 ] f(z) = -81/64*z^3 + 41/16*z + 1 * [ 9/7 -13/14 ] 4/7 |-> 9/7 5/14 |-> 9/7 f(z) = -98/65*z^3 + 129/130*z + 1 * [ 6/7 ] 9/7 |-> -9/14 |-> 6/7 -3/14 |-> 6/7 f(z) = -98/81*z^3 + 13/18*z + 1 * [ 0 1 ] -3/10 |-> 1 3/10 |-> 1 f(z) = -100/91*z^3 + 9/91*z + 1 * [ 0 1 ] -1/10 |-> 1 1/10 |-> 1 f(z) = -100/99*z^3 + 1/99*z + 1 * [ 0 1 ] -1/9 |-> 1 1/9 |-> 1 f(z) = -81/80*z^3 + 1/80*z + 1 * [ 14/9 -10/9 ] [ 10/9 4/9 ] f(z) = -81/112*z^3 + 11/28*z + 1 * [ 5/14 9/7 ] [ -9/7 23/14 ] f(z) = -98/115*z^3 + 209/230*z + 1 * [ 5/9 8/9 ] [ -8/9 13/9 ] f(z) = -81/130*z^3 - 1/130*z + 1 * [ 5/12 35/24 ] -5/8 |-> 5/12 -5/6 |-> 5/12 5/24 | 0.089414056667779905176603579121092676103 | 0.013091765301296880850139583736973692143 f(z) = -96/125*z^3 + 37/30*z + 1 * [ -5/3 ] 5/12 |-> 5/2 |-> -5/3 -5/6 |-> -5/3 f(z) = -96/125*z^3 + 56/15*z + 1 * [ 10/21 5/3 ] -55/42 |-> 10/21 -5/14 |-> 10/21 f(z) = -84/125*z^3 + 163/105*z + 1 * [ 7/9 4/9 ] [ -4/9 11/9 ] f(z) = -81/154*z^3 - 61/154*z + 1 * [ 10/9 -2/9 ] [ 2/9 8/9 ] f(z) = -81/160*z^3 - 19/40*z + 1 * [ 8/15 -1/5 ] 7/15 |-> 8/15 -4/15 |-> 8/15 f(z) = -75/4*z^3 + 37/12*z + 1 * [ 0 1 ] -1/8 |-> 0 -7/8 |-> 0 f(z) = -64/7*z^3 + 57/7*z + 1 * [ -14/15 -2/5 ] 6/5 |-> -2/5 -4/15 |-> -2/5 f(z) = -75/16*z^3 + 67/12*z + 1 * [ -7/15 4/5 ] -2/15 |-> 4/5 3/5 |-> 4/5 f(z) = -75/14*z^3 + 67/42*z + 1 * [ 0 1 ] -5/8 |-> 1 5/8 |-> 1 f(z) = -64/39*z^3 + 25/39*z + 1 * [ 1 ] -3/4 |-> 0 |-> 1 -1 |-> 1 f(z) = -64/21*z^3 + 64/21*z + 1 * [ 0 1 ] 3/8 |-> 1 -3/8 |-> 1 f(z) = -64/55*z^3 + 9/55*z + 1 * [ 1 ] 5/4 |-> 0 |-> 1 -1 |-> 1 f(z) = -64/45*z^3 + 64/45*z + 1 * [ 0 1 ] -1/8 |-> 1 1/8 |-> 1 f(z) = -64/63*z^3 + 1/63*z + 1 * [ -9/4 -3/4 ] 21/8 |-> -3/4 -3/8 |-> -3/4 f(z) = -64/81*z^3 + 43/9*z + 1 * [ 3/10 3/2 ] -21/20 |-> 3/10 -9/20 |-> 3/10 f(z) = -80/81*z^3 + 79/45*z + 1 * [ 5/12 7/6 ] [ -7/6 19/12 ] f(z) = -72/95*z^3 + 101/190*z + 1 * [ 7/12 5/6 ] [ 17/12 -5/6 ] f(z) = -72/119*z^3 - 19/238*z + 1 * [ 4/3 ] -4/5 |-> 4/15 |-> 4/3 -8/5 |-> 4/3 f(z) = -75/128*z^3 + 31/24*z + 1 * [ 8/15 28/15 ] -4/15 |-> 8/15 -8/5 |-> 8/15 f(z) = -75/128*z^3 + 43/24*z + 1 * [ -3/16 ] -3/4 |-> -57/16 |-> -3/16 15/4 |-> -3/16 f(z) = -64/135*z^3 + 127/20*z + 1 * [ 11/12 1/6 ] [ 13/12 -1/6 ] f(z) = -72/143*z^3 - 139/286*z + 1 * [ 1 ] 7/4 |-> 0 |-> 1 -1 |-> 1 f(z) = -64/231*z^3 + 64/231*z + 1 * [ 1/2 ] 4/7 |-> -2/7 |-> 1/2 -3/14 |-> 1/2 f(z) = -49/3*z^3 + 37/12*z + 1 * [ 0 1 ] -3/7 |-> 0 -4/7 |-> 0 f(z) = -49/12*z^3 + 37/12*z + 1 * [ 0 1 ] -6/7 |-> 1 6/7 |-> 1 f(z) = -49/13*z^3 + 36/13*z + 1 * [ 8/15 -1/3 ] 7/15 |-> 8/15 -2/15 |-> 8/15 f(z) = -45/2*z^3 + 39/10*z + 1 * [ -1/14 4/7 ] -3/14 |-> -1/14 -5/14 |-> -1/14 f(z) = -49/2*z^3 + 49/8*z + 1 * [ -5/7 -3/7 ] [ 0 1 ] f(z) = -49/8*z^3 + 41/8*z + 1 * [ -5/14 6/7 ] 4/7 |-> 6/7 -3/14 |-> 6/7 f(z) = -49/15*z^3 + 49/60*z + 1 * [ -1/14 9/14 ] -2/7 |-> -1/14 -5/14 |-> -1/14 f(z) = -49/3*z^3 + 61/12*z + 1 * [ -8/7 9/7 ] -4/7 |-> -8/7 -5/7 |-> -8/7 -1 | 0.063666631595351400194945952130284412877 | 0.015487371711940044206540676340883180285 f(z) = -49/12*z^3 + 61/12*z + 1 * [ 10/7 -9/7 ] -6/7 |-> -9/7 -4/7 |-> -9/7 f(z) = -49/15*z^3 + 76/15*z + 1 * [ -1 ] -2/7 |-> -3/7 |-> -1 10/7 |-> -1 f(z) = -49/15*z^3 + 79/15*z + 1 * [ -4/7 11/14 ] 9/14 |-> 11/14 -1/14 |-> 11/14 f(z) = -49/6*z^3 + 73/24*z + 1 * [ 7/9 -1/6 ] -4/9 |-> 7/9 11/18 |-> 7/9 f(z) = -54/11*z^3 + 97/66*z + 1 * [ -3/7 -5/21 ] 13/21 |-> -5/21 -4/21 |-> -5/21 f(z) = -49/2*z^3 + 133/18*z + 1 * [ 15/28 -1/4 ] 13/28 |-> 15/28 -3/14 |-> 15/28 f(z) = -56/3*z^3 + 127/42*z + 1 * [ -2/5 1/2 ] -7/30 |-> -2/5 -4/15 |-> -2/5 f(z) = -45*z^3 + 169/20*z + 1 * [ -2/9 ] -1/3 |-> -11/18 |-> -2/9 5/6 |-> -2/9 -5/9 | 0.11206716057975862704215108669654110938 | 0.019386288333603450168068343760914156967 f(z) = -54/5*z^3 + 181/30*z + 1 * [ -4/5 ] 0 |-> 1 |-> -4/5 -1/5 |-> -4/5 f(z) = -45/4*z^3 + 189/20*z + 1 * [ -1/6 ] 0 |-> 1 |-> -1/6 -5/6 |-> -1/6 f(z) = -42/5*z^3 + 217/30*z + 1 * [ -5/7 ] 0 |-> 1 |-> -5/7 -2/7 |-> -5/7 f(z) = -42/5*z^3 + 234/35*z + 1 * [ -17/10 9/5 ] 8/5 |-> 9/5 1/10 |-> 9/5 f(z) = -50/17*z^3 + 273/34*z + 1 * [ -8/7 10/7 ] 6/7 |-> 10/7 2/7 |-> 10/7 f(z) = -49/32*z^3 + 13/8*z + 1 * [ 0 1 ] -4/7 |-> 1 4/7 |-> 1 f(z) = -49/33*z^3 + 16/33*z + 1 * [ 15/14 -4/7 ] 3/14 |-> 15/14 5/14 |-> 15/14 -5/14 | 0.092742118095900826284994730015854207220 | 0.017571069232781968652207143003520915716 -3/14 | 0.092742118095900826284994730015854207220 | 0.017571069232781968652207143003520915716 4/7 | 0.092742118095900826284994730015854207220 | 0.017571069232781968652207143003520915716 f(z) = -49/30*z^3 + 49/120*z + 1 * [ 1/7 9/7 ] -4/7 |-> 1/7 -5/7 |-> 1/7 10/7 | 0.098820802199655424314204334149108136484 | 0.024038879679789955252763635847824182212 f(z) = -49/30*z^3 + 61/30*z + 1 * [ -6/7 26/21 ] 10/21 |-> 26/21 8/21 |-> 26/21 f(z) = -49/32*z^3 + 61/72*z + 1 * [ -11/10 7/5 ] 4/5 |-> 7/5 3/10 |-> 7/5 f(z) = -50/33*z^3 + 97/66*z + 1 * [ -11/7 12/7 ] 10/7 |-> 12/7 1/7 |-> 12/7 f(z) = -49/22*z^3 + 111/22*z + 1 * [ 20/21 -3/7 ] -2/21 |-> 20/21 11/21 |-> 20/21 f(z) = -49/22*z^3 + 103/198*z + 1 * [ 13/7 -12/7 ] [ 1/7 12/7 ] f(z) = -49/26*z^3 + 131/26*z + 1 * [ -5/6 11/9 ] 4/9 |-> 11/9 7/18 |-> 11/9 f(z) = -54/35*z^3 + 169/210*z + 1 * [ 0 1 ] -2/7 |-> 1 2/7 |-> 1 f(z) = -49/45*z^3 + 4/45*z + 1 * [ 1 0 ] 1/7 |-> 1 -1/7 |-> 1 f(z) = -49/48*z^3 + 1/48*z + 1 * [ 17/10 -7/5 ] [ 3/10 7/5 ] f(z) = -50/51*z^3 + 145/102*z + 1 * [ -15/7 16/7 ] -11/7 |-> -15/7 -5/7 |-> -15/7 f(z) = -49/40*z^3 + 201/40*z + 1 * [ 0 1 ] [ -3/7 8/7 ] f(z) = -49/60*z^3 - 11/60*z + 1 * [ 11/7 -8/7 ] [ 3/7 8/7 ] f(z) = -49/66*z^3 + 31/66*z + 1 * [ -13/7 -8/7 ] -5/7 |-> -8/7 18/7 |-> -8/7 f(z) = -49/78*z^3 + 259/78*z + 1 * [ 11/10 -1/5 ] [ 1/5 9/10 ] f(z) = -50/99*z^3 - 95/198*z + 1 * [ 7/10 3/5 ] [ -3/5 13/10 ] f(z) = -50/91*z^3 - 55/182*z + 1 * [ 5/7 4/7 ] [ -4/7 9/7 ] f(z) = -49/90*z^3 - 29/90*z + 1 * [ 10/7 -6/7 ] [ 6/7 4/7 ] f(z) = -49/80*z^3 - 1/20*z + 1 * [ -2/7 8/7 ] [ 2/7 6/7 ] f(z) = -49/96*z^3 - 11/24*z + 1 * [ 15/14 9/14 ] 3/14 |-> 15/14 -6/7 |-> 15/14 f(z) = -49/81*z^3 + 13/36*z + 1 * [ -12/7 -9/7 ] 18/7 |-> -9/7 -6/7 |-> -9/7 f(z) = -49/81*z^3 + 28/9*z + 1 * [ -3/7 ] -9/7 |-> -15/7 |-> -3/7 18/7 |-> -3/7 f(z) = -49/81*z^3 + 31/9*z + 1 * [ -33/14 18/7 ] 12/7 |-> 18/7 9/14 |-> 18/7 f(z) = -49/81*z^3 + 97/36*z + 1 * [ 15/28 12/7 ] -9/28 |-> 15/28 -39/28 |-> 15/28 f(z) = -49/81*z^3 + 217/144*z + 1 * [ 4/5 2 ] -2/15 |-> 4/5 -28/15 |-> 4/5 f(z) = -45/112*z^3 + 211/140*z + 1 * [ 0 1 ] [ 5/7 3/7 ] f(z) = -49/120*z^3 - 71/120*z + 1 * [ -20/7 -8/7 ] 24/7 |-> -8/7 -4/7 |-> -8/7 f(z) = -49/128*z^3 + 31/8*z + 1 * [ 5/3 ] 55/21 |-> -15/7 |-> 5/3 10/21 |-> 5/3 f(z) = -49/125*z^3 + 67/45*z + 1 * [ 5/7 16/7 ] -1/7 |-> 5/7 -15/7 |-> 5/7 15/7 | 0.051198183069084085754347302448450832800 | 0.0093345631004975687289664216053366264224 1/7 | 0.051198183069084085754347302448450832800 | 0.0093345631004975687289664216053366264224 -16/7 | 0.051198183069084085754347302448450832800 | 0.0093345631004975687289664216053366264224 9/7 | 0.15359402997749256465702421127948673783 | 0.028003594634403661897365209568311648672 f(z) = -49/120*z^3 + 241/120*z + 1 * [ 12/7 9/7 ] 6/7 |-> 12/7 -15/7 |-> 12/7 f(z) = -49/162*z^3 + 19/18*z + 1 * [ -20/7 -15/7 ] 10/7 |-> 30/7 |-> -20/7 f(z) = -49/250*z^3 + 27/10*z + 1 * [ 12/7 16/7 ] 4/7 |-> 12/7 -20/7 |-> 12/7 f(z) = -49/256*z^3 + 21/16*z + 1 * [ -2/3 10/9 ] 4/9 |-> 10/9 2/9 |-> 10/9 f(z) = -27/16*z^3 + 7/12*z + 1 * [ 4/5 -1/5 ] 3/5 |-> 4/5 -2/5 |-> 4/5 f(z) = -25/6*z^3 + 7/6*z + 1 * [ 0 1 ] -2/5 |-> 0 -3/5 |-> 0 f(z) = -25/6*z^3 + 19/6*z + 1 * [ 1 0 ] 4/5 |-> 1 -4/5 |-> 1 f(z) = -25/9*z^3 + 16/9*z + 1 * [ 1 0 ] 3/5 |-> 1 -3/5 |-> 1 f(z) = -25/16*z^3 + 9/16*z + 1 * [ 8/9 -1/3 ] -2/9 |-> 8/9 5/9 |-> 8/9 7/9 | 0.047221626713853433933783848470359146929 | 0.010745744245019788648216502203289426773 f(z) = -27/10*z^3 + 19/30*z + 1 * [ 0 1 ] -1/6 |-> 0 -5/6 |-> 0 f(z) = -36/5*z^3 + 31/5*z + 1 * [ 0 1 ] -5/6 |-> 1 5/6 |-> 1 f(z) = -36/11*z^3 + 25/11*z + 1 * [ 3/4 -1/8 ] -1/2 |-> 3/4 5/8 |-> 3/4 f(z) = -32/5*z^3 + 21/10*z + 1 * [ 1 ] -1/3 |-> -1 |-> 1 0 |-> 1 f(z) = -27/4*z^3 + 27/4*z + 1 * [ 1 ] -2/3 |-> -1 |-> 1 0 |-> 1 f(z) = -27/5*z^3 + 27/5*z + 1 * [ 1 ] -1/3 |-> 0 |-> 1 -1 |-> 1 f(z) = -27/8*z^3 + 27/8*z + 1 * [ 1 ] -2/3 |-> 0 |-> 1 -1 |-> 1 f(z) = -27/10*z^3 + 27/10*z + 1 * [ 1 ] 4/3 |-> -1 |-> 1 0 |-> 1 f(z) = -27/14*z^3 + 27/14*z + 1 * [ -4/3 14/9 ] 10/9 |-> 14/9 2/9 |-> 14/9 -2/3 | 0.027716643555305763216222529903183871746 | 0.0057500050937017821617551731794407328491 -10/9 | 0.083147051446215863185367704917550408581 | 0.017249417967512304318950434195013880296 -2/9 | 0.083147051446215863185367704917550408581 | 0.017249417967512304318950434195013880296 4/3 | 0.083147051446215863185367704917550408581 | 0.017249417967512304318950434195013880296 f(z) = -27/16*z^3 + 31/12*z + 1 * [ 5/6 -1/4 ] -1/3 |-> 5/6 7/12 |-> 5/6 f(z) = -24/7*z^3 + 37/42*z + 1 * [ -7/5 8/5 ] 6/5 |-> 8/5 1/5 |-> 8/5 f(z) = -25/14*z^3 + 43/14*z + 1 * [ -8/5 9/5 ] [ 1/5 8/5 ] f(z) = -25/18*z^3 + 55/18*z + 1 * [ 2/3 ] 5/6 |-> -5/12 |-> 2/3 -1/4 |-> 2/3 f(z) = -24/5*z^3 + 49/30*z + 1 * [ -6/5 22/15 ] 14/15 |-> 22/15 4/15 |-> 22/15 f(z) = -25/16*z^3 + 67/36*z + 1 * [ 16/15 -3/5 ] 2/15 |-> 16/15 7/15 |-> 16/15 f(z) = -25/14*z^3 + 67/126*z + 1 * [ -8/21 1 ] 0 |-> 1 8/21 |-> 1 f(z) = -21/13*z^3 + 64/273*z + 1 * [ -3/4 ] 0 |-> 1 |-> -3/4 -1/4 |-> -3/4 f(z) = -28/3*z^3 + 91/12*z + 1 * [ -9/22 1 ] 0 |-> 1 9/22 |-> 1 f(z) = -22/13*z^3 + 81/286*z + 1 * [ -5/9 ] 10/9 |-> 4/3 |-> -5/9 -7/9 |-> -5/9 -8/9 | 0.10629873347450856046736011707277601973 | 0.022658463226990446486497454622762358408 f(z) = -27/10*z^3 + 109/30*z + 1 * [ 16/21 -1/3 ] -5/21 |-> 16/21 4/7 |-> 16/21 f(z) = -21/4*z^3 + 109/84*z + 1 * [ -10/21 1 ] 0 |-> 1 10/21 |-> 1 f(z) = -21/11*z^3 + 100/231*z + 1 * [ 1 -10/23 ] 10/23 |-> 1 0 |-> 1 f(z) = -23/13*z^3 + 100/299*z + 1 * [ -2/5 ] 0 |-> 1 |-> -2/5 -3/5 |-> -2/5 f(z) = -35/6*z^3 + 133/30*z + 1 * [ 1 -11/21 ] 11/21 |-> 1 0 |-> 1 f(z) = -21/10*z^3 + 121/210*z + 1 * [ 11/12 -3/8 ] -1/6 |-> 11/12 13/24 |-> 11/12 f(z) = -32/13*z^3 + 133/234*z + 1 * [ -11/23 1 ] 0 |-> 1 11/23 |-> 1 f(z) = -23/12*z^3 + 121/276*z + 1 * [ -13/8 7/4 ] 3/2 |-> 7/4 1/8 |-> 7/4 f(z) = -32/13*z^3 + 157/26*z + 1 * [ -3/4 ] -5/6 |-> -5/12 |-> -3/4 7/6 |-> -3/4 -1/3 | 0.020145631424323963965644410346382173640 | 0.0040152497129027664799376446162550177728 -1/2 | 0.060433522761422673724077142635432127974 | 0.012045077158739297256369465900309697098 f(z) = -24/5*z^3 + 151/30*z + 1 * [ 1 -12/23 ] 12/23 |-> 1 0 |-> 1 f(z) = -23/11*z^3 + 144/253*z + 1 * [ -1/7 ] 0 |-> 1 |-> -1/7 -6/7 |-> -1/7 f(z) = -28/3*z^3 + 172/21*z + 1 * [ -2/3 ] -1/2 |-> -7/12 |-> -2/3 5/4 |-> -2/3 f(z) = -24/7*z^3 + 169/42*z + 1 * [ -13/21 1 ] 0 |-> 1 13/21 |-> 1 f(z) = -21/8*z^3 + 169/168*z + 1 * [ -13/22 1 ] 0 |-> 1 13/22 |-> 1 f(z) = -22/9*z^3 + 169/198*z + 1 * [ 1 -13/23 ] 13/23 |-> 1 0 |-> 1 f(z) = -23/10*z^3 + 169/230*z + 1 * [ 1 -13/24 ] 13/24 |-> 1 0 |-> 1 f(z) = -24/11*z^3 + 169/264*z + 1 * [ -3/7 ] 0 |-> 1 |-> -3/7 -4/7 |-> -3/7 f(z) = -35/6*z^3 + 185/42*z + 1 * [ -1/20 4/5 ] -7/20 |-> -1/20 -9/20 |-> -1/20 f(z) = -25/3*z^3 + 193/48*z + 1 * [ -14/23 1 ] 0 |-> 1 14/23 |-> 1 f(z) = -23/9*z^3 + 196/207*z + 1 * [ -14/25 1 ] 0 |-> 1 14/25 |-> 1 f(z) = -25/11*z^3 + 196/275*z + 1 * [ -5/3 16/9 ] 14/9 |-> 16/9 1/9 |-> 16/9 f(z) = -27/10*z^3 + 211/30*z + 1 * [ 1 -15/22 ] 15/22 |-> 1 0 |-> 1 f(z) = -22/7*z^3 + 225/154*z + 1 * [ -15/23 1 ] 0 |-> 1 15/23 |-> 1 f(z) = -23/8*z^3 + 225/184*z + 1 * [ 1 -15/26 ] 15/26 |-> 1 0 |-> 1 f(z) = -26/11*z^3 + 225/286*z + 1 * [ 1 -16/21 ] 16/21 |-> 1 0 |-> 1 f(z) = -21/5*z^3 + 256/105*z + 1 * [ 8/9 ] 19/18 |-> -1/18 |-> 8/9 -5/6 |-> 8/9 f(z) = -27/10*z^3 + 241/120*z + 1 * [ 1 -16/23 ] 16/23 |-> 1 0 |-> 1 f(z) = -23/7*z^3 + 256/161*z + 1 * [ -16/25 1 ] 0 |-> 1 16/25 |-> 1 f(z) = -25/9*z^3 + 256/225*z + 1 * [ 1 -16/27 ] 16/27 |-> 1 0 |-> 1 f(z) = -27/11*z^3 + 256/297*z + 1 * [ -17/21 1 ] 0 |-> 1 17/21 |-> 1 f(z) = -21/4*z^3 + 289/84*z + 1 * [ 1 -17/22 ] 17/22 |-> 1 0 |-> 1 f(z) = -22/5*z^3 + 289/110*z + 1 * [ -17/23 1 ] 0 |-> 1 17/23 |-> 1 f(z) = -23/6*z^3 + 289/138*z + 1 * [ 1 -17/24 ] 17/24 |-> 1 0 |-> 1 f(z) = -24/7*z^3 + 289/168*z + 1 * [ -17/25 1 ] 0 |-> 1 17/25 |-> 1 f(z) = -25/8*z^3 + 289/200*z + 1 * [ -17/26 1 ] 0 |-> 1 17/26 |-> 1 f(z) = -26/9*z^3 + 289/234*z + 1 * [ 1 -17/27 ] 17/27 |-> 1 0 |-> 1 f(z) = -27/10*z^3 + 289/270*z + 1 * [ -6/5 8/5 ] [ 2/5 6/5 ] f(z) = -25/32*z^3 + 5/8*z + 1 * [ 0 1 ] -1/6 |-> 1 1/6 |-> 1 f(z) = -36/35*z^3 + 1/35*z + 1 * [ 0 1 ] -2/5 |-> 1 2/5 |-> 1 f(z) = -25/21*z^3 + 4/21*z + 1 * [ 1 0 ] 1/5 |-> 1 -1/5 |-> 1 f(z) = -25/24*z^3 + 1/24*z + 1 * [ 1 ] 4/3 |-> 0 |-> 1 -1 |-> 1 f(z) = -27/28*z^3 + 27/28*z + 1 * [ -7/8 5/4 ] 1/2 |-> 5/4 3/8 |-> 5/4 f(z) = -32/21*z^3 + 37/42*z + 1 * [ 13/8 -5/4 ] [ 3/8 5/4 ] f(z) = -32/39*z^3 + 61/78*z + 1 * [ -2/9 ] -2/3 |-> -22/9 |-> -2/9 8/3 |-> -2/9 f(z) = -27/32*z^3 + 133/24*z + 1 * [ 5/3 -1/3 1/3 ] [ 4/3 ] f(z) = -21/20*z^3 + 127/60*z + 1 * [ -7/8 -9/8 ] -5/8 |-> -7/8 7/4 |-> -7/8 f(z) = -32/21*z^3 + 151/42*z + 1 * [ -7/10 -3/10 3/10 17/10 ] f(z) = -25/21*z^3 + 205/84*z + 1 * [ -2/5 6/5 ] [ 2/5 4/5 ] f(z) = -25/48*z^3 - 5/12*z + 1 * [ 7/5 -4/5 ] [ 3/5 4/5 ] f(z) = -25/42*z^3 - 5/42*z + 1 * [ 5/8 3/4 ] [ 11/8 -3/4 ] f(z) = -32/55*z^3 - 19/110*z + 1 * [ 1 ] 5/3 |-> -1 |-> 1 0 |-> 1 f(z) = -27/40*z^3 + 27/40*z + 1 * [ -14/5 -2/5 -4/5 -12/5 ] 2/5 | 0.056810190649023039016990720424218446247 | 0.010532835306257476788382115406718052426 f(z) = -25/48*z^3 + 55/12*z + 1 * [ 6/5 ] 8/5 |-> 1/5 |-> 6/5 -7/5 |-> 6/5 f(z) = -25/42*z^3 + 43/42*z + 1 * [ -7/5 -8/5 ] 13/5 |-> -8/5 -6/5 |-> -8/5 f(z) = -25/42*z^3 + 127/42*z + 1 * [ 7/8 1/4 ] [ 9/8 -1/4 ] f(z) = -32/63*z^3 - 59/126*z + 1 * [ -9/5 ] 11/5 |-> 16/5 |-> -9/5 -7/5 |-> -9/5 f(z) = -25/72*z^3 + 193/72*z + 1 * [ 1 ] 5/3 |-> 0 |-> 1 -1 |-> 1 f(z) = -27/80*z^3 + 27/80*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 * [ -4/9 ] -14/9 |-> -26/9 |-> -4/9 10/3 |-> -4/9 -2/3 | 0.027049808102931457941227904615763266546 | 0.0040496154560076393919065238488586531407 -10/9 | 0.081150628554263936297170842769784500223 | 0.012149026655108423927085166427674960834 f(z) = -27/80*z^3 + 199/60*z + 1 * [ -5/3 ] [ -5/6 ] [ 5/2 ] 10/3 |-> -5/3 f(z) = -36/125*z^3 + 12/5*z + 1 * [ -3/8 ] -3/2 |-> -15/4 |-> -3/8 33/8 |-> -3/8 f(z) = -32/135*z^3 + 37/10*z + 1 * [ -5/9 ] 10/9 |-> 35/9 |-> -5/9 -10/3 |-> -5/9 20/9 | 0.18415256786740307872805757598724052223 | 0.026382602343518672997726223843960713799 f(z) = -27/125*z^3 + 43/15*z + 1 * [ 35/24 15/8 ] -55/24 |-> 35/24 5/12 |-> 35/24 f(z) = -32/125*z^3 + 103/90*z + 1 * [ 1 ] 7/3 |-> -1 |-> 1 0 |-> 1 f(z) = -27/140*z^3 + 27/140*z + 1 * [ 21/10 12/5 ] 9/10 |-> 21/10 -33/10 |-> 21/10 f(z) = -25/162*z^3 + 97/72*z + 1 * [ 10/3 14/9 ] -4 |-> 10/3 22/9 |-> 10/3 f(z) = -27/176*z^3 + 247/132*z + 1 * [ 1 ] 8/3 |-> -1 |-> 1 0 |-> 1 f(z) = -27/220*z^3 + 27/220*z + 1 * [ -4/9 ] -4 |-> -16/3 |-> -4/9 52/9 |-> -4/9 f(z) = -27/256*z^3 + 157/48*z + 1 * [ 15/7 ] 20/7 |-> 5/3 |-> 15/7 -80/21 |-> 15/7 f(z) = -21/250*z^3 + 193/210*z + 1 * [ 1 ] 7/3 |-> 0 |-> 1 -1 |-> 1 f(z) = -27/280*z^3 + 27/280*z + 1 * [ 5/4 -1/2 ] [ 1/2 3/4 ] f(z) = -8/15*z^3 - 11/30*z + 1 * [ 0 1 ] -3/4 |-> 1 3/4 |-> 1 f(z) = -16/7*z^3 + 9/7*z + 1 * [ 0 1 ] -1/4 |-> 1 1/4 |-> 1 f(z) = -16/15*z^3 + 1/15*z + 1 * [ 0 1 ] -1/3 |-> 0 -2/3 |-> 0 f(z) = -9/2*z^3 + 7/2*z + 1 * [ 0 1 ] -2/3 |-> 1 2/3 |-> 1 f(z) = -9/5*z^3 + 4/5*z + 1 * [ 1 0 ] 1/3 |-> 1 -1/3 |-> 1 f(z) = -9/8*z^3 + 1/8*z + 1 * [ 5/3 -4/3 ] [ 1/3 4/3 ] f(z) = -9/10*z^3 + 11/10*z + 1 * [ 4/3 2/3 ] -2/3 |-> 2/3 -4/3 |-> 4/3 f(z) = -9/16*z^3 + 3/4*z + 1 * [ 1 ] -1/2 |-> 0 |-> 1 -1 |-> 1 f(z) = -8/3*z^3 + 8/3*z + 1 * [ 1 ] 3/2 |-> 0 |-> 1 -1 |-> 1 f(z) = -8/15*z^3 + 8/15*z + 1 * [ -1/3 ] 0 |-> 1 |-> -1/3 -2/3 |-> -1/3 f(z) = -6*z^3 + 14/3*z + 1 * [ -4/5 1 ] 0 |-> 1 4/5 |-> 1 f(z) = -5*z^3 + 16/5*z + 1 * [ -3/5 1 ] 0 |-> 1 3/5 |-> 1 f(z) = -5/2*z^3 + 9/10*z + 1 * [ -2/5 1 ] 0 |-> 1 2/5 |-> 1 f(z) = -5/3*z^3 + 4/15*z + 1 * [ 1 ] [ -1/2 ] 0 |-> 1 -1 |-> 1 f(z) = -4*z^3 + 4*z + 1 * [ -3/4 1 ] 3/4 |-> 1 0 |-> 1 f(z) = -4*z^3 + 9/4*z + 1 * [ 1 0 ] 1/2 |-> 1 -1/2 |-> 1 f(z) = -4/3*z^3 + 1/3*z + 1 * [ -1/4 1 ] 1/4 |-> 1 0 |-> 1 f(z) = -4/3*z^3 + 1/12*z + 1 * [ -1/3 ] -2/3 |-> -1 |-> -1/3 4/3 |-> -1/3 f(z) = -3*z^3 + 13/3*z + 1 * [ -2/3 ] 4/3 |-> 5/3 |-> -2/3 -1 |-> -2/3 -1/3 | 0.038831921296284423457265680964325962107 | 0.013188224164617462551464402067290940144 -4/3 | 0.063393241558010098407109688824482097317 | 0.021529820113968361252097519989936331319 f(z) = -3/2*z^3 + 19/6*z + 1 * [ 1 1/3 ] 0 |-> 1 -1/3 |-> 1 f(z) = -3/4*z^3 + 1/12*z + 1 * [ 1 2/3 ] -2/3 |-> 1 0 |-> 1 f(z) = -3/5*z^3 + 4/15*z + 1 * [ -2 ] 2 |-> 4 |-> -2 -4 |-> 4 f(z) = -3/16*z^3 + 9/4*z + 1 * [ -1/2 1 ] 1/2 |-> 1 0 |-> 1 f(z) = -2*z^3 + 1/2*z + 1 * [ -1 0 1 2 ] f(z) = -2/3*z^3 + 5/3*z + 1 * [ 1 3/2 ] -3/2 |-> 1 0 |-> 1 f(z) = -2/5*z^3 + 9/10*z + 1 * [ 1 ] 2 |-> -1 |-> 1 0 |-> 1 f(z) = -1/3*z^3 + 1/3*z + 1 * [ 1 4 ] -4 |-> 1 0 |-> 1 f(z) = -1/5*z^3 + 16/5*z + 1 * [ -4/7 1 ] 0 |-> 1 4/7 |-> 1 f(z) = -7/3*z^3 + 16/21*z + 1 * [ -3/7 1 ] 0 |-> 1 3/7 |-> 1 f(z) = -7/4*z^3 + 9/28*z + 1 * [ 1 -2/7 ] 2/7 |-> 1 0 |-> 1 f(z) = -7/5*z^3 + 4/35*z + 1 * [ -1/5 1 ] 0 |-> 1 1/5 |-> 1 f(z) = -5/4*z^3 + 1/20*z + 1 * [ 1/5 1 ] 0 |-> 1 -1/5 |-> 1 f(z) = -5/6*z^3 + 1/30*z + 1 * [ 2/5 1 ] 0 |-> 1 -2/5 |-> 1 f(z) = -5/7*z^3 + 4/35*z + 1 * [ 1 1/4 ] -1/4 |-> 1 0 |-> 1 f(z) = -4/5*z^3 + 1/20*z + 1 * [ 1 3/4 ] -3/4 |-> 1 0 |-> 1 f(z) = -4/7*z^3 + 9/28*z + 1 * [ 1 4/3 ] -4/3 |-> 1 0 |-> 1 f(z) = -3/7*z^3 + 16/21*z + 1 * [ 1 -4/9 ] 4/9 |-> 1 0 |-> 1 f(z) = -9/5*z^3 + 16/45*z + 1 * [ 1 -3/8 ] 3/8 |-> 1 0 |-> 1 f(z) = -8/5*z^3 + 9/40*z + 1 * [ 1 -1/8 ] 1/8 |-> 1 0 |-> 1 f(z) = -8/7*z^3 + 1/56*z + 1 * [ -1/7 1 ] 0 |-> 1 1/7 |-> 1 f(z) = -7/6*z^3 + 1/42*z + 1 * [ 1/7 1 ] 0 |-> 1 -1/7 |-> 1 f(z) = -7/8*z^3 + 1/56*z + 1 * [ 1 1/6 ] -1/6 |-> 1 0 |-> 1 f(z) = -6/7*z^3 + 1/42*z + 1 * [ 3/5 1 ] 0 |-> 1 -3/5 |-> 1 f(z) = -5/8*z^3 + 9/40*z + 1 * [ 4/5 1 ] 0 |-> 1 -4/5 |-> 1 f(z) = -5/9*z^3 + 16/45*z + 1 * [ 1 -4/11 ] 4/11 |-> 1 0 |-> 1 f(z) = -11/7*z^3 + 16/77*z + 1 * [ 1 -3/10 ] 0 |-> 1 3/10 |-> 1 f(z) = -10/7*z^3 + 9/70*z + 1 * [ 1 -2/9 ] 2/9 |-> 1 0 |-> 1 f(z) = -9/7*z^3 + 4/63*z + 1 * [ -1/9 1 ] 1/9 |-> 1 0 |-> 1 f(z) = -9/8*z^3 + 1/72*z + 1 * [ 1 1/8 ] 0 |-> 1 -1/8 |-> 1 f(z) = -8/9*z^3 + 1/72*z + 1 * [ 2/7 1 ] 0 |-> 1 -2/7 |-> 1 f(z) = -7/9*z^3 + 4/63*z + 1 * [ 1 3/7 ] -3/7 |-> 1 0 |-> 1 f(z) = -7/10*z^3 + 9/70*z + 1 * [ 4/7 1 ] 0 |-> 1 -4/7 |-> 1 f(z) = -7/11*z^3 + 16/77*z + 1 * [ -3/11 1 ] 0 |-> 1 3/11 |-> 1 f(z) = -11/8*z^3 + 9/88*z + 1 * [ -2/11 1 ] 0 |-> 1 2/11 |-> 1 f(z) = -11/9*z^3 + 4/99*z + 1 * [ 1 -1/10 ] 0 |-> 1 1/10 |-> 1 f(z) = -10/9*z^3 + 1/90*z + 1 * [ 1 1/9 ] -1/9 |-> 1 0 |-> 1 f(z) = -9/10*z^3 + 1/90*z + 1 * [ 1 2/9 ] -2/9 |-> 1 0 |-> 1 f(z) = -9/11*z^3 + 4/99*z + 1 * [ 1 3/8 ] -3/8 |-> 1 0 |-> 1 f(z) = -8/11*z^3 + 9/88*z + 1 * [ -4/13 1 ] 0 |-> 1 4/13 |-> 1 f(z) = -13/9*z^3 + 16/117*z + 1 * [ 1 -1/11 ] 1/11 |-> 1 0 |-> 1 f(z) = -11/10*z^3 + 1/110*z + 1 * [ 1 1/10 ] 0 |-> 1 -1/10 |-> 1 f(z) = -10/11*z^3 + 1/110*z + 1 * [ 1 4/9 ] -4/9 |-> 1 0 |-> 1 f(z) = -9/13*z^3 + 16/117*z + 1 * [ 1 -3/13 ] 3/13 |-> 1 0 |-> 1 f(z) = -13/10*z^3 + 9/130*z + 1 * [ 1 -1/12 ] 1/12 |-> 1 0 |-> 1 f(z) = -12/11*z^3 + 1/132*z + 1 * [ 1/11 1 ] 0 |-> 1 -1/11 |-> 1 f(z) = -11/12*z^3 + 1/132*z + 1 * [ 1 3/10 ] 0 |-> 1 -3/10 |-> 1 f(z) = -10/13*z^3 + 9/130*z + 1 * [ 1 -3/14 ] 0 |-> 1 3/14 |-> 1 f(z) = -14/11*z^3 + 9/154*z + 1 * [ 1 -2/13 ] 2/13 |-> 1 0 |-> 1 f(z) = -13/11*z^3 + 4/143*z + 1 * [ -1/13 1 ] 0 |-> 1 1/13 |-> 1 f(z) = -13/12*z^3 + 1/156*z + 1 * [ 1 1/12 ] -1/12 |-> 1 0 |-> 1 f(z) = -12/13*z^3 + 1/156*z + 1 * [ 2/11 1 ] 0 |-> 1 -2/11 |-> 1 f(z) = -11/13*z^3 + 4/143*z + 1 * [ 1 3/11 ] -3/11 |-> 1 0 |-> 1 f(z) = -11/14*z^3 + 9/154*z + 1 * [ 1 -4/15 ] 0 |-> 1 4/15 |-> 1 f(z) = -15/11*z^3 + 16/165*z + 1 * [ 1 4/11 ] -4/11 |-> 1 0 |-> 1 f(z) = -11/15*z^3 + 16/165*z + 1 * [ 1 -2/15 ] 0 |-> 1 2/15 |-> 1 f(z) = -15/13*z^3 + 4/195*z + 1 * [ 1 -1/14 ] 0 |-> 1 1/14 |-> 1 f(z) = -14/13*z^3 + 1/182*z + 1 * [ 1 1/13 ] -1/13 |-> 1 0 |-> 1 f(z) = -13/14*z^3 + 1/182*z + 1 * [ 1 2/13 ] -2/13 |-> 1 0 |-> 1 f(z) = -13/15*z^3 + 4/195*z + 1 * [ 1 -3/16 ] 3/16 |-> 1 0 |-> 1 f(z) = -16/13*z^3 + 9/208*z + 1 * [ 1 -1/15 ] 0 |-> 1 1/15 |-> 1 f(z) = -15/14*z^3 + 1/210*z + 1 * [ 1 1/14 ] -1/14 |-> 1 0 |-> 1 f(z) = -14/15*z^3 + 1/210*z + 1 * [ 3/13 1 ] 0 |-> 1 -3/13 |-> 1 f(z) = -13/16*z^3 + 9/208*z + 1 * [ 1 -4/17 ] 4/17 |-> 1 0 |-> 1 f(z) = -17/13*z^3 + 16/221*z + 1 * [ 1 -3/17 ] 3/17 |-> 1 0 |-> 1 f(z) = -17/14*z^3 + 9/238*z + 1 * [ 1 3/14 ] 0 |-> 1 -3/14 |-> 1 f(z) = -14/17*z^3 + 9/238*z + 1 * [ 4/13 1 ] 0 |-> 1 -4/13 |-> 1 f(z) = -13/17*z^3 + 16/221*z + 1 * [ 1 -2/17 ] 2/17 |-> 1 0 |-> 1 f(z) = -17/15*z^3 + 4/255*z + 1 * [ 1 -1/16 ] 1/16 |-> 1 0 |-> 1 f(z) = -16/15*z^3 + 1/240*z + 1 * [ 1 1/15 ] 0 |-> 1 -1/15 |-> 1 f(z) = -15/16*z^3 + 1/240*z + 1 * [ 1 2/15 ] 0 |-> 1 -2/15 |-> 1 f(z) = -15/17*z^3 + 4/255*z + 1 * [ -1/17 1 ] 0 |-> 1 1/17 |-> 1 f(z) = -17/16*z^3 + 1/272*z + 1 * [ 1 1/16 ] -1/16 |-> 1 0 |-> 1 f(z) = -16/17*z^3 + 1/272*z + 1 * [ 1 -4/19 ] 4/19 |-> 1 0 |-> 1 f(z) = -19/15*z^3 + 16/285*z + 1 * [ 1 4/15 ] 0 |-> 1 -4/15 |-> 1 f(z) = -15/19*z^3 + 16/285*z + 1 * [ -2/3 ] 0 |-> 1 |-> -2/3 -1/3 |-> -2/3 f(z) = -15/2*z^3 + 35/6*z + 1 * [ -1/4 ] -1/2 |-> -5/4 |-> -1/4 3/2 |-> -1/4 f(z) = -8/3*z^3 + 31/6*z + 1 * [ -5/4 -3/4 ] -1/2 |-> -3/4 7/4 |-> -3/4 f(z) = -8/5*z^3 + 39/10*z + 1 * [ 7/4 -3/2 ] [ 1/4 3/2 ] f(z) = -8/7*z^3 + 29/14*z + 1 * [ -6/7 1 ] 0 |-> 1 6/7 |-> 1 f(z) = -7*z^3 + 36/7*z + 1 * [ -5/7 1 ] 0 |-> 1 5/7 |-> 1 f(z) = -7/2*z^3 + 25/14*z + 1 * [ -2/3 ] 4/3 |-> 4 |-> -2/3 -10/3 |-> -2/3 -4/3 | 0.051344460090293709653874389695794317499 | 0.010651755378080077978949285771494445898 2 | 0.089413931737567367864165595979082588043 | 0.018549524653409789273380527768421396544 f(z) = -3/16*z^3 + 31/12*z + 1 * [ 1 5/2 ] -5/2 |-> 1 0 |-> 1 f(z) = -2/7*z^3 + 25/14*z + 1 * [ 1 6 ] -6 |-> 1 0 |-> 1 f(z) = -1/7*z^3 + 36/7*z + 1 * [ 9/10 -1/2 ] -1/10 |-> 9/10 3/5 |-> 9/10 f(z) = -10/3*z^3 + 31/30*z + 1 * [ -5/9 1 ] 5/9 |-> 1 0 |-> 1 f(z) = -9/4*z^3 + 25/36*z + 1 * [ -5/8 1 ] 5/8 |-> 1 0 |-> 1 -1/8 | 0.015115282453223814120329907506949393706 | 0.0036344571728169936056845739788513195470 7/8 | 0.045342746510408773194446130912644478752 | 0.010902625921808681316177117694999417395 f(z) = -8/3*z^3 + 25/24*z + 1 * [ 1 5/4 ] 0 |-> 1 -5/4 |-> 1 f(z) = -4/9*z^3 + 25/36*z + 1 * [ 1 5/3 ] 0 |-> 1 -5/3 |-> 1 -1 | 0.064181328112712122075628615856269434869 | 0.019939050651430480084804179829588302715 f(z) = -3/8*z^3 + 25/24*z + 1 * [ 1 -6/11 ] 6/11 |-> 1 0 |-> 1 f(z) = -11/5*z^3 + 36/55*z + 1 * [ 6/5 1 ] 0 |-> 1 -6/5 |-> 1 f(z) = -5/11*z^3 + 36/55*z + 1 * [ -5/11 1 ] 0 |-> 1 5/11 |-> 1 f(z) = -11/6*z^3 + 25/66*z + 1 * [ 1 5/6 ] -5/6 |-> 1 0 |-> 1 f(z) = -6/11*z^3 + 25/66*z + 1 * [ 1 -6/13 ] 6/13 |-> 1 0 |-> 1 f(z) = -13/7*z^3 + 36/91*z + 1 * [ 1 -5/12 ] 5/12 |-> 1 0 |-> 1 f(z) = -12/7*z^3 + 25/84*z + 1 * [ 5/7 1 ] 0 |-> 1 -5/7 |-> 1 -1 | 0.10810845728709017873430559917004536603 | 0.024399216260828572280330200494635376244 f(z) = -7/12*z^3 + 25/84*z + 1 * [ 6/7 1 ] 0 |-> 1 -6/7 |-> 1 f(z) = -7/13*z^3 + 36/91*z + 1 * [ -5/13 1 ] 0 |-> 1 5/13 |-> 1 f(z) = -13/8*z^3 + 25/104*z + 1 * [ 1 5/8 ] -5/8 |-> 1 0 |-> 1 f(z) = -8/13*z^3 + 25/104*z + 1 * [ 1 -5/14 ] 0 |-> 1 5/14 |-> 1 f(z) = -14/9*z^3 + 25/126*z + 1 * [ 1 5/9 ] -5/9 |-> 1 0 |-> 1 f(z) = -9/14*z^3 + 25/126*z + 1 * [ 1 -5/16 ] 5/16 |-> 1 0 |-> 1 f(z) = -16/11*z^3 + 25/176*z + 1 * [ 5/11 1 ] 0 |-> 1 -5/11 |-> 1 f(z) = -11/16*z^3 + 25/176*z + 1 * [ 1 -6/17 ] 6/17 |-> 1 0 |-> 1 f(z) = -17/11*z^3 + 36/187*z + 1 * [ 6/11 1 ] 0 |-> 1 -6/11 |-> 1 f(z) = -11/17*z^3 + 36/187*z + 1 * [ -5/17 1 ] 0 |-> 1 5/17 |-> 1 f(z) = -17/12*z^3 + 25/204*z + 1 * [ 1 5/12 ] -5/12 |-> 1 0 |-> 1 f(z) = -12/17*z^3 + 25/204*z + 1 * [ 1 -5/18 ] 5/18 |-> 1 0 |-> 1 f(z) = -18/13*z^3 + 25/234*z + 1 * [ 5/13 1 ] 0 |-> 1 -5/13 |-> 1 f(z) = -13/18*z^3 + 25/234*z + 1 * [ 1 -6/19 ] 6/19 |-> 1 0 |-> 1 f(z) = -19/13*z^3 + 36/247*z + 1 * [ 6/13 1 ] 0 |-> 1 -6/13 |-> 1 f(z) = -13/19*z^3 + 36/247*z + 1 * [ 1 -5/19 ] 5/19 |-> 1 0 |-> 1 f(z) = -19/14*z^3 + 25/266*z + 1 * [ 1 5/14 ] 0 |-> 1 -5/14 |-> 1 f(z) = -14/19*z^3 + 25/266*z + 1 * [ -7/9 1 ] 7/9 |-> 1 0 |-> 1 f(z) = -9/2*z^3 + 49/18*z + 1 * [ -5/6 -2/3 ] 4/3 |-> -2/3 -1/2 |-> -2/3 f(z) = -3*z^3 + 49/12*z + 1 * [ -5/3 ] -2/3 |-> -1 |-> -5/3 8/3 |-> -5/3 f(z) = -3/5*z^3 + 49/15*z + 1 * [ 1 7/2 ] 0 |-> 1 -7/2 |-> 1 f(z) = -2/9*z^3 + 49/18*z + 1 * [ 0 1 4 5 ] f(z) = -2/15*z^3 + 47/15*z + 1 * [ 1 7 ] 0 |-> 1 -7 |-> 1 f(z) = -1/8*z^3 + 49/8*z + 1 * [ 1/6 4/3 ] -1/2 |-> 1/6 -5/6 |-> 1/6 f(z) = -3/2*z^3 + 49/24*z + 1 * [ -2 9/4 ] 5/4 |-> 9/4 3/4 |-> 9/4 -5/4 | 0.090027055125181197027420971384466468292 | 0.023132377198630392813635784060050463031 -3/4 | 0.090027055125181197027420971384466468292 | 0.023132377198630392813635784060050463031 2 | 0.090027055125181197027420971384466468292 | 0.023132377198630392813635784060050463031 f(z) = -2/3*z^3 + 49/24*z + 1 * [ -7/11 1 ] 0 |-> 1 7/11 |-> 1 f(z) = -11/4*z^3 + 49/44*z + 1 * [ 1 7/4 ] -7/4 |-> 1 0 |-> 1 f(z) = -4/11*z^3 + 49/44*z + 1 * [ -7/13 1 ] 0 |-> 1 7/13 |-> 1 f(z) = -13/6*z^3 + 49/78*z + 1 * [ 1 -7/12 ] 7/12 |-> 1 0 |-> 1 f(z) = -12/5*z^3 + 49/60*z + 1 * [ 1 7/6 ] -7/6 |-> 1 0 |-> 1 f(z) = -6/13*z^3 + 49/78*z + 1 * [ 1 -7/15 ] 0 |-> 1 7/15 |-> 1 f(z) = -15/8*z^3 + 49/120*z + 1 * [ -7/16 1 ] 7/16 |-> 1 0 |-> 1 f(z) = -16/9*z^3 + 49/144*z + 1 * [ 1 7/9 ] 0 |-> 1 -7/9 |-> 1 f(z) = -9/16*z^3 + 49/144*z + 1 * [ 1 -7/17 ] 7/17 |-> 1 0 |-> 1 f(z) = -17/10*z^3 + 49/170*z + 1 * [ 1 7/10 ] 0 |-> 1 -7/10 |-> 1 f(z) = -10/17*z^3 + 49/170*z + 1 * [ 1 -7/18 ] 7/18 |-> 1 0 |-> 1 f(z) = -18/11*z^3 + 49/198*z + 1 * [ 7/11 1 ] 0 |-> 1 -7/11 |-> 1 f(z) = -11/18*z^3 + 49/198*z + 1 * [ -7/19 1 ] 0 |-> 1 7/19 |-> 1 f(z) = -19/12*z^3 + 49/228*z + 1 * [ 1 7/12 ] -7/12 |-> 1 0 |-> 1 f(z) = -12/19*z^3 + 49/228*z + 1 * [ -7/20 1 ] 0 |-> 1 7/20 |-> 1 f(z) = -20/13*z^3 + 49/260*z + 1 * [ -1/4 ] 0 |-> 1 |-> -1/4 -3/4 |-> -1/4 f(z) = -20/3*z^3 + 65/12*z + 1 * [ -3/5 ] 0 |-> 1 |-> -3/5 -2/5 |-> -3/5 f(z) = -20/3*z^3 + 76/15*z + 1 * [ -1/15 2/3 ] -4/15 |-> -1/15 -2/5 |-> -1/15 f(z) = -15*z^3 + 76/15*z + 1 * [ -1/5 ] 0 |-> 1 |-> -1/5 -4/5 |-> -1/5 f(z) = -15/2*z^3 + 63/10*z + 1 * [ -1 -2/3 ] 3/2 |-> -1 -5/6 |-> -1 f(z) = -12/5*z^3 + 61/15*z + 1 * [ -8/9 1 ] 8/9 |-> 1 0 |-> 1 f(z) = -9*z^3 + 64/9*z + 1 * [ -1/3 ] -4/3 |-> -5/3 |-> -1/3 2 |-> -1/3 f(z) = -6/5*z^3 + 62/15*z + 1 * [ -3/2 5/3 ] 4/3 |-> 5/3 1/6 |-> 5/3 f(z) = -2*z^3 + 73/18*z + 1 * [ 5 ] 0 |-> 1 |-> 5 -6 |-> 5 f(z) = -2/15*z^3 + 62/15*z + 1 * [ 1 8 ] 0 |-> 1 -8 |-> 1 f(z) = -1/9*z^3 + 64/9*z + 1 * [ -8/11 1 ] 0 |-> 1 8/11 |-> 1 f(z) = -11/3*z^3 + 64/33*z + 1 * [ 1 8/3 ] -8/3 |-> 1 0 |-> 1 f(z) = -3/11*z^3 + 64/33*z + 1 * [ 1 -8/13 ] 8/13 |-> 1 0 |-> 1 f(z) = -13/5*z^3 + 64/65*z + 1 * [ 8/5 1 ] 0 |-> 1 -8/5 |-> 1 f(z) = -5/13*z^3 + 64/65*z + 1 * [ 5/2 ] 11/2 |-> -9/2 |-> 5/2 2 |-> 5/2 -5/2 | 0.029805710064524112332211459428359843954 | 0.0072504559977585161803502449071817367391 -2 | 0.029805710064524112332211459428359843954 | 0.0072504559977585161803502449071817367391 9/2 | 0.029805710064524112332211459428359843954 | 0.0072504559977585161803502449071817367391 -1/2 | 0.089414521636157459539646990288589015789 | 0.021750733442690668935940786597920633615 f(z) = -1/15*z^3 + 61/60*z + 1 * [ 7/6 -3/4 ] 1/3 |-> 7/6 5/12 |-> 7/6 f(z) = -8/5*z^3 + 61/90*z + 1 * [ 1 -8/15 ] 0 |-> 1 8/15 |-> 1 f(z) = -15/7*z^3 + 64/105*z + 1 * [ 1 8/7 ] -8/7 |-> 1 0 |-> 1 f(z) = -7/15*z^3 + 64/105*z + 1 * [ -8/17 1 ] 0 |-> 1 8/17 |-> 1 f(z) = -17/9*z^3 + 64/153*z + 1 * [ 1 8/9 ] -8/9 |-> 1 0 |-> 1 f(z) = -9/17*z^3 + 64/153*z + 1 * [ 1 -8/19 ] 8/19 |-> 1 0 |-> 1 f(z) = -19/11*z^3 + 64/209*z + 1 * [ 8/11 1 ] 0 |-> 1 -8/11 |-> 1 f(z) = -11/19*z^3 + 64/209*z + 1 * [ 1 -9/10 ] 0 |-> 1 9/10 |-> 1 f(z) = -10*z^3 + 81/10*z + 1 * [ 1 9 ] -9 |-> 1 0 |-> 1 f(z) = -1/10*z^3 + 81/10*z + 1 * [ 11/6 -5/3 ] [ 1/6 5/3 ] f(z) = -18/11*z^3 + 89/22*z + 1 * [ -9/11 1 ] 0 |-> 1 9/11 |-> 1 f(z) = -11/2*z^3 + 81/22*z + 1 * [ -6/5 ] -4/5 |-> -1 |-> -6/5 11/5 |-> -6/5 0 | 0.13031914642363070083780791819180512689 | 0.028890092062357141292508245897479762804 f(z) = -5/6*z^3 + 91/30*z + 1 * [ 1 9/2 ] -9/2 |-> 1 0 |-> 1 f(z) = -2/11*z^3 + 81/22*z + 1 * [ -9/13 1 ] 0 |-> 1 9/13 |-> 1 f(z) = -13/4*z^3 + 81/52*z + 1 * [ 1 9/4 ] -9/4 |-> 1 0 |-> 1 f(z) = -4/13*z^3 + 81/52*z + 1 * [ 1 -9/14 ] 9/14 |-> 1 0 |-> 1 f(z) = -14/5*z^3 + 81/70*z + 1 * [ 9/5 1 ] 0 |-> 1 -9/5 |-> 1 f(z) = -5/14*z^3 + 81/70*z + 1 * [ 1 -9/16 ] 9/16 |-> 1 0 |-> 1 f(z) = -16/7*z^3 + 81/112*z + 1 * [ 9/7 1 ] 0 |-> 1 -9/7 |-> 1 f(z) = -7/16*z^3 + 81/112*z + 1 * [ -9/17 1 ] 0 |-> 1 9/17 |-> 1 f(z) = -17/8*z^3 + 81/136*z + 1 * [ 1 9/8 ] -9/8 |-> 1 0 |-> 1 f(z) = -8/17*z^3 + 81/136*z + 1 * [ 1 -9/19 ] 9/19 |-> 1 0 |-> 1 f(z) = -19/10*z^3 + 81/190*z + 1 * [ 1 9/10 ] 0 |-> 1 -9/10 |-> 1 f(z) = -10/19*z^3 + 81/190*z + 1 * [ -9/20 1 ] 0 |-> 1 9/20 |-> 1 f(z) = -20/11*z^3 + 81/220*z + 1 * [ -10/11 1 ] 0 |-> 1 10/11 |-> 1 f(z) = -11*z^3 + 100/11*z + 1 * [ 1 10 ] -10 |-> 1 0 |-> 1 f(z) = -1/11*z^3 + 100/11*z + 1 * [ -10/13 1 ] 0 |-> 1 10/13 |-> 1 f(z) = -13/3*z^3 + 100/39*z + 1 * [ 1 10/3 ] -10/3 |-> 1 0 |-> 1 f(z) = -3/13*z^3 + 100/39*z + 1 * [ 1 -10/17 ] 10/17 |-> 1 0 |-> 1 f(z) = -17/7*z^3 + 100/119*z + 1 * [ 10/7 1 ] 0 |-> 1 -10/7 |-> 1 f(z) = -7/17*z^3 + 100/119*z + 1 * [ -10/19 1 ] 0 |-> 1 10/19 |-> 1 f(z) = -19/9*z^3 + 100/171*z + 1 * [ 1 10/9 ] -10/9 |-> 1 0 |-> 1 f(z) = -9/19*z^3 + 100/171*z + 1 * [ -11/12 1 ] 11/12 |-> 1 0 |-> 1 f(z) = -12*z^3 + 121/12*z + 1 * [ 1 11 ] 0 |-> 1 -11 |-> 1 f(z) = -1/12*z^3 + 121/12*z + 1 * [ -11/13 1 ] 0 |-> 1 11/13 |-> 1 f(z) = -13/2*z^3 + 121/26*z + 1 * [ -3/10 ] -4/5 |-> -1 |-> -3/10 13/10 |-> -3/10 -6/5 | 0.070686179484417787358582620622818354151 | 0.014324967654570368598628548518459283881 f(z) = -10/3*z^3 + 139/30*z + 1 * [ 1 11/2 ] -11/2 |-> 1 0 |-> 1 f(z) = -2/13*z^3 + 121/26*z + 1 * [ 1 -11/14 ] 0 |-> 1 11/14 |-> 1 f(z) = -14/3*z^3 + 121/42*z + 1 * [ -7/6 ] -4/3 |-> -1 |-> -7/6 13/6 |-> -7/6 f(z) = -6/7*z^3 + 127/42*z + 1 * [ 1 11/3 ] -11/3 |-> 1 0 |-> 1 -4/3 | 0.10810729406170203890132039603562023649 | 0.022542121686477912825008601810003338395 f(z) = -3/14*z^3 + 121/42*z + 1 * [ 1 -11/15 ] 0 |-> 1 11/15 |-> 1 -3/5 | 0.12327181704366541832376327803675051267 | 0.022760253298386465979021109598922081786 f(z) = -15/4*z^3 + 121/60*z + 1 * [ 1 11/4 ] -11/4 |-> 1 0 |-> 1 -5/4 | 0.095119166040207908964752041817836980087 | 0.019833886642013931796571156933058063764 f(z) = -4/15*z^3 + 121/60*z + 1 * [ 1 -11/16 ] 11/16 |-> 1 0 |-> 1 f(z) = -16/5*z^3 + 121/80*z + 1 * [ 11/5 1 ] 0 |-> 1 -11/5 |-> 1 f(z) = -5/16*z^3 + 121/80*z + 1 * [ -11/17 1 ] 0 |-> 1 11/17 |-> 1 f(z) = -17/6*z^3 + 121/102*z + 1 * [ 1 11/6 ] -11/6 |-> 1 0 |-> 1 f(z) = -6/17*z^3 + 121/102*z + 1 * [ 1 -11/18 ] 11/18 |-> 1 0 |-> 1 f(z) = -18/7*z^3 + 121/126*z + 1 * [ 11/7 1 ] 0 |-> 1 -11/7 |-> 1 f(z) = -7/18*z^3 + 121/126*z + 1 * [ -11/19 1 ] 0 |-> 1 11/19 |-> 1 f(z) = -19/8*z^3 + 121/152*z + 1 * [ 1 11/8 ] -11/8 |-> 1 0 |-> 1 f(z) = -8/19*z^3 + 121/152*z + 1 * [ -11/20 1 ] 0 |-> 1 11/20 |-> 1 f(z) = -20/9*z^3 + 121/180*z + 1 * [ -12/13 1 ] 0 |-> 1 12/13 |-> 1 f(z) = -13*z^3 + 144/13*z + 1 * [ 1 12 ] -12 |-> 1 0 |-> 1 f(z) = -1/13*z^3 + 144/13*z + 1 * [ 1 -12/17 ] 12/17 |-> 1 0 |-> 1 f(z) = -17/5*z^3 + 144/85*z + 1 * [ 12/5 1 ] 0 |-> 1 -12/5 |-> 1 f(z) = -5/17*z^3 + 144/85*z + 1 * [ 1 -12/19 ] 12/19 |-> 1 0 |-> 1 f(z) = -19/7*z^3 + 144/133*z + 1 * [ 12/7 1 ] 0 |-> 1 -12/7 |-> 1 f(z) = -7/19*z^3 + 144/133*z + 1 * [ 1 -13/14 ] 0 |-> 1 13/14 |-> 1 f(z) = -14*z^3 + 169/14*z + 1 * [ 1 13 ] -13 |-> 1 0 |-> 1 f(z) = -1/14*z^3 + 169/14*z + 1 * [ -13/16 1 ] 13/16 |-> 1 0 |-> 1 f(z) = -16/3*z^3 + 169/48*z + 1 * [ -7/3 5/2 ] -4/3 |-> -7/3 -7/6 |-> -7/3 -1 | 0.081859013972337468274892723139611333893 | 0.015957237856218571203882873811610930020 f(z) = -6/7*z^3 + 169/42*z + 1 * [ 1 13/3 ] 0 |-> 1 -13/3 |-> 1 f(z) = -3/16*z^3 + 169/48*z + 1 * [ -13/17 1 ] 0 |-> 1 13/17 |-> 1 f(z) = -17/4*z^3 + 169/68*z + 1 * [ 1 13/4 ] -13/4 |-> 1 0 |-> 1 f(z) = -4/17*z^3 + 169/68*z + 1 * [ 1 -13/18 ] 13/18 |-> 1 0 |-> 1 f(z) = -18/5*z^3 + 169/90*z + 1 * [ 13/5 1 ] 0 |-> 1 -13/5 |-> 1 f(z) = -5/18*z^3 + 169/90*z + 1 * [ -13/19 1 ] 0 |-> 1 13/19 |-> 1 f(z) = -19/6*z^3 + 169/114*z + 1 * [ 1 13/6 ] -13/6 |-> 1 0 |-> 1 f(z) = -6/19*z^3 + 169/114*z + 1 * [ -13/20 1 ] 0 |-> 1 13/20 |-> 1 f(z) = -20/7*z^3 + 169/140*z + 1 * [ 1 -14/15 ] 0 |-> 1 14/15 |-> 1 f(z) = -15*z^3 + 196/15*z + 1 * [ 1 14 ] -14 |-> 1 0 |-> 1 f(z) = -1/15*z^3 + 196/15*z + 1 * [ -14/17 1 ] 0 |-> 1 14/17 |-> 1 f(z) = -17/3*z^3 + 196/51*z + 1 * [ -3/4 ] 1/12 |-> 4/3 |-> -3/4 -7/12 |-> -3/4 f(z) = -3*z^3 + 193/48*z + 1 * [ -5/2 8/3 ] -7/6 |-> -5/2 -3/2 |-> -5/2 f(z) = -3/4*z^3 + 193/48*z + 1 * [ 1 14/3 ] -14/3 |-> 1 0 |-> 1 f(z) = -3/17*z^3 + 196/51*z + 1 * [ 5/4 1/12 ] -11/12 |-> 1/12 -1/3 |-> 1/12 -5/12 | 0.071900944516299853291310570236663204489 | 0.013831102352056568901590910509568820267 f(z) = -12/5*z^3 + 181/60*z + 1 * [ 16/5 -3 ] 4/5 |-> 16/5 11/5 |-> 16/5 f(z) = -5/12*z^3 + 181/60*z + 1 * [ 1 -14/19 ] 14/19 |-> 1 0 |-> 1 f(z) = -19/5*z^3 + 196/95*z + 1 * [ 14/5 1 ] 0 |-> 1 -14/5 |-> 1 f(z) = -5/19*z^3 + 196/95*z + 1 * [ -15/16 1 ] 15/16 |-> 1 0 |-> 1 f(z) = -16*z^3 + 225/16*z + 1 * [ 1 15 ] 0 |-> 1 -15 |-> 1 f(z) = -1/16*z^3 + 225/16*z + 1 * [ -15/17 1 ] 0 |-> 1 15/17 |-> 1 f(z) = -17/2*z^3 + 225/34*z + 1 * [ 1 15/2 ] -15/2 |-> 1 0 |-> 1 f(z) = -2/17*z^3 + 225/34*z + 1 * [ -15/19 1 ] 0 |-> 1 15/19 |-> 1 f(z) = -19/4*z^3 + 225/76*z + 1 * [ 1 15/4 ] -15/4 |-> 1 0 |-> 1 f(z) = -4/19*z^3 + 225/76*z + 1 * [ -16/17 1 ] 0 |-> 1 16/17 |-> 1 f(z) = -17*z^3 + 256/17*z + 1 * [ 1 16 ] -16 |-> 1 0 |-> 1 f(z) = -1/17*z^3 + 256/17*z + 1 * [ -16/19 1 ] 0 |-> 1 16/19 |-> 1 f(z) = -19/3*z^3 + 256/57*z + 1 * [ 1 16/3 ] -16/3 |-> 1 0 |-> 1 f(z) = -3/19*z^3 + 256/57*z + 1 * [ 25/24 -2/3 ] 1/24 |-> 25/24 5/8 |-> 25/24 f(z) = -12/5*z^3 + 241/240*z + 1 * [ 8/5 9/10 ] -3/2 |-> 9/10 -1/10 |-> 9/10 f(z) = -5/12*z^3 + 241/240*z + 1 * [ -17/18 1 ] 17/18 |-> 1 0 |-> 1 f(z) = -18*z^3 + 289/18*z + 1 * [ 1 17 ] 0 |-> 1 -17 |-> 1 f(z) = -1/18*z^3 + 289/18*z + 1 * [ -17/19 1 ] 0 |-> 1 17/19 |-> 1 f(z) = -19/2*z^3 + 289/38*z + 1 * [ 1 17/2 ] -17/2 |-> 1 0 |-> 1 f(z) = -2/19*z^3 + 289/38*z + 1 * [ -17/20 1 ] 0 |-> 1 17/20 |-> 1 -7/20 | 0.081150168890820860745375359791669653645 | 0.013544295931783691944776860646511460711 f(z) = -20/3*z^3 + 289/60*z + 1 * [ 5/6 1/3 ] [ 7/6 -1/3 ] f(z) = -18/35*z^3 - 31/70*z + 1 * [ 6 ] -3 |-> -15/2 |-> 6 3/2 |-> 6 f(z) = -2/27*z^3 + 7/2*z + 1 * [ -3/4 ] 15/4 |-> 6 |-> -3/4 -21/4 |-> -3/4 f(z) = -2/27*z^3 + 19/8*z + 1 * [ 1 ] 3 |-> 0 |-> 1 -1 |-> 1 f(z) = -1/24*z^3 + 1/24*z + 1 * [ 1 ] 4 |-> -1 |-> 1 0 |-> 1 -5 | 0.089413869496803740175400143289466386770 | 0.026288938706964263094225478145394535841 f(z) = -1/30*z^3 + 1/30*z + 1 * [ 7/8 ] 11/8 |-> -3/8 |-> 7/8 -1/2 |-> 7/8 f(z) = -16/21*z^3 + 37/84*z + 1 * [ 4/3 ] 0 |-> 1 |-> 4/3 -7/3 |-> 4/3 f(z) = -3/28*z^3 + 37/84*z + 1 * [ -1 ] [ 0 1 3 ] f(z) = -7/24*z^3 + 55/24*z + 1 * [ 1 7/13 ] -7/13 |-> 1 0 |-> 1 f(z) = -13/20*z^3 + 49/260*z + 1 * [ 4 ] 0 |-> 1 |-> 4 -5 |-> 4 f(z) = -3/20*z^3 + 63/20*z + 1 * [ 1 8/13 ] -8/13 |-> 1 0 |-> 1 f(z) = -13/21*z^3 + 64/273*z + 1 * [ 1 9/11 ] -9/11 |-> 1 0 |-> 1 f(z) = -11/20*z^3 + 81/220*z + 1 * [ 1 9/13 ] -9/13 |-> 1 0 |-> 1 f(z) = -13/22*z^3 + 81/286*z + 1 * [ 5/2 ] 0 |-> 1 |-> 5/2 -7/2 |-> 5/2 f(z) = -6/35*z^3 + 117/70*z + 1 * [ 7/4 9/4 ] 5/4 |-> 9/4 -3 |-> 9/4 f(z) = -4/21*z^3 + 109/84*z + 1 * [ 7/2 ] 9/2 |-> 5/2 |-> 7/2 -6 |-> 7/2 f(z) = -1/21*z^3 + 109/84*z + 1 * [ 7/3 ] 2/3 |-> 5/3 |-> 7/3 -4 |-> 7/3 f(z) = -3/35*z^3 + 109/105*z + 1 * [ 1 10/11 ] -10/11 |-> 1 0 |-> 1 f(z) = -11/21*z^3 + 100/231*z + 1 * [ 10/13 1 ] 0 |-> 1 -10/13 |-> 1 f(z) = -13/23*z^3 + 100/299*z + 1 * [ 1 11/9 ] -11/9 |-> 1 0 |-> 1 f(z) = -9/20*z^3 + 121/180*z + 1 * [ 1 11/10 ] 0 |-> 1 -11/10 |-> 1 f(z) = -10/21*z^3 + 121/210*z + 1 * [ 1 11/12 ] -11/12 |-> 1 0 |-> 1 f(z) = -12/23*z^3 + 121/276*z + 1 * [ 7/3 ] 0 |-> 1 |-> 7/3 -10/3 |-> 7/3 f(z) = -6/35*z^3 + 158/105*z + 1 * [ 12/11 1 ] 0 |-> 1 -12/11 |-> 1 f(z) = -11/23*z^3 + 144/253*z + 1 * [ 7 ] 0 |-> 1 |-> 7 -8 |-> 7 f(z) = -3/28*z^3 + 171/28*z + 1 * [ 1 13/9 ] -13/9 |-> 1 0 |-> 1 f(z) = -9/22*z^3 + 169/198*z + 1 * [ 1 13/10 ] 0 |-> 1 -13/10 |-> 1 f(z) = -10/23*z^3 + 169/230*z + 1 * [ 13/11 1 ] 0 |-> 1 -13/11 |-> 1 f(z) = -11/24*z^3 + 169/264*z + 1 * [ -11/3 -7/3 ] -4/3 |-> -7/3 5 |-> -7/3 f(z) = -3/22*z^3 + 181/66*z + 1 * [ -3 ] -5/3 |-> -7/3 |-> -3 16/3 |-> -3 f(z) = -3/28*z^3 + 193/84*z + 1 * [ 1 14/9 ] -14/9 |-> 1 0 |-> 1 f(z) = -9/23*z^3 + 196/207*z + 1 * [ 1 14/11 ] -14/11 |-> 1 0 |-> 1 f(z) = -11/25*z^3 + 196/275*z + 1 * [ 15/7 1 ] 0 |-> 1 -15/7 |-> 1 f(z) = -7/22*z^3 + 225/154*z + 1 * [ 1 15/8 ] -15/8 |-> 1 0 |-> 1 f(z) = -8/23*z^3 + 225/184*z + 1 * [ 15/11 1 ] 0 |-> 1 -15/11 |-> 1 f(z) = -11/26*z^3 + 225/286*z + 1 * [ -1/3 ] -5/3 |-> -5 |-> -1/3 16/3 |-> -1/3 f(z) = -3/20*z^3 + 241/60*z + 1 * [ 16/5 1 ] 0 |-> 1 -16/5 |-> 1 f(z) = -5/21*z^3 + 256/105*z + 1 * [ 16/7 1 ] 0 |-> 1 -16/7 |-> 1 f(z) = -7/23*z^3 + 256/161*z + 1 * [ 1 16/9 ] -16/9 |-> 1 0 |-> 1 f(z) = -9/25*z^3 + 256/225*z + 1 * [ 16/11 1 ] 0 |-> 1 -16/11 |-> 1 f(z) = -11/27*z^3 + 256/297*z + 1 * [ 1 17/3 ] -17/3 |-> 1 0 |-> 1 -5 | 0.10237356365890846411317317348048311857 | 0.018066688107635354151460767984884572449 f(z) = -3/20*z^3 + 289/60*z + 1 * [ 1 17/4 ] -17/4 |-> 1 0 |-> 1 f(z) = -4/21*z^3 + 289/84*z + 1 * [ 17/5 1 ] 0 |-> 1 -17/5 |-> 1 f(z) = -5/22*z^3 + 289/110*z + 1 * [ 1 17/6 ] -17/6 |-> 1 0 |-> 1 f(z) = -6/23*z^3 + 289/138*z + 1 * [ 17/7 1 ] 0 |-> 1 -17/7 |-> 1 f(z) = -7/24*z^3 + 289/168*z + 1 * [ 1 17/8 ] -17/8 |-> 1 0 |-> 1 f(z) = -8/25*z^3 + 289/200*z + 1 * [ 1 17/9 ] -17/9 |-> 1 0 |-> 1 f(z) = -9/26*z^3 + 289/234*z + 1 * [ 1 17/10 ] 0 |-> 1 -17/10 |-> 1 f(z) = -10/27*z^3 + 289/270*z + 1 * [ 5/4 ] 0 |-> 1 |-> 5/4 -9/4 |-> 5/4 f(z) = -4/45*z^3 + 61/180*z + 1 * [ -9 -5 ] 12 |-> -9 -7 |-> -9 9 | 0.10810780514773645937005875217092273701 | 0.023044081969970619449291457231926674128 f(z) = -1/42*z^3 + 109/42*z + 1 * [ 7/5 ] 0 |-> 1 |-> 7/5 -12/5 |-> 7/5 f(z) = -5/42*z^3 + 109/210*z + 1 * [ 3 ] 19/3 |-> -16/3 |-> 3 7/3 |-> 3 f(z) = -3/56*z^3 + 193/168*z + 1 * [ 6 ] 0 |-> 1 |-> 6 -7 |-> 6 f(z) = -5/42*z^3 + 215/42*z + 1 * [ -2/5 ] -22/5 |-> -28/5 |-> -2/5 6 |-> -2/5 -12/5 | 0.052184326372504533376097079356673941691 | 0.0077446045357917780011897654078984089689 2/5 | 0.15655401273393448985047243527275639253 | 0.023233967004975302049616034639645030388 28/5 | 0.15655401273393448985047243527275639253 | 0.023233967004975302049616034639645030388 -6 | 0.15655401273393448985047243527275639253 | 0.023233967004975302049616034639645030388 f(z) = -5/48*z^3 + 211/60*z + 1 * [ -5/3 -16/3 ] 19/3 |-> -16/3 -14/3 |-> -16/3 f(z) = -9/70*z^3 + 291/70*z + 1 * [ 9/4 ] 3 |-> 3/2 |-> 9/4 -15/4 |-> 9/4 f(z) = -8/81*z^3 + 19/18*z + 1 * [ 6 3 ] 9/2 |-> 6 -15/2 |-> 6 f(z) = -4/81*z^3 + 19/9*z + 1 * [ 9/8 ] 15/8 |-> 3/8 |-> 9/8 -3/2 |-> 9/8 f(z) = -16/81*z^3 + 13/36*z + 1 * [ 2 ] -10 |-> 6 |-> 2 -8 |-> 2 f(z) = -1/96*z^3 + 13/24*z + 1 * [ 9/4 15/4 ] 3/4 |-> 9/4 -9/2 |-> 9/4 f(z) = -8/81*z^3 + 31/18*z + 1 * [ -6 ] -3 |-> -9/2 |-> -6 21/2 |-> -6 f(z) = -2/81*z^3 + 37/18*z + 1 * [ -3/4 ] 9/4 |-> 21/4 |-> -3/4 -9/2 |-> -3/4 f(z) = -8/81*z^3 + 43/18*z + 1 * [ -10/3 -26/3 ] -4/3 |-> -10/3 10 |-> -10/3 -20/3 | 0.085753961822035029927729900698340622774 | 0.012838189753027026960244919028592244082 f(z) = -3/80*z^3 + 199/60*z + 1 * [ 11 ] 17 |-> -16 |-> 11 5 |-> 11 f(z) = -1/88*z^3 + 201/88*z + 1 * [ 1 ] 5/2 |-> -1 |-> 1 0 |-> 1 f(z) = -16/105*z^3 + 16/105*z + 1 * [ 1 ] 5/2 |-> 0 |-> 1 -1 |-> 1 f(z) = -8/105*z^3 + 8/105*z + 1 * [ 1 ] 6 |-> -1 |-> 1 0 |-> 1 f(z) = -1/105*z^3 + 1/105*z + 1 * [ 14/3 22/3 ] 2 |-> 14/3 -28/3 |-> 14/3 f(z) = -3/112*z^3 + 163/84*z + 1 * [ -2/3 ] 14/3 |-> 10 |-> -2/3 -28/3 |-> -2/3 4 | 0.15945147496251439673860190857881250591 | 0.023663975413200507811473044365090228763 f(z) = -3/112*z^3 + 211/84*z + 1 * [ 4/3 ] 20/3 |-> -4 |-> 4/3 8/3 |-> 4/3 f(z) = -3/128*z^3 + 7/24*z + 1 * [ 1 ] 5 |-> 0 |-> 1 -1 |-> 1 f(z) = -1/120*z^3 + 1/120*z + 1 * [ 1 ] 7 |-> -1 |-> 1 0 |-> 1 f(z) = -1/168*z^3 + 1/168*z + 1 * [ 1 ] 6 |-> 0 |-> 1 -1 |-> 1 f(z) = -1/210*z^3 + 1/210*z + 1 * [ -5 ] [ 10 ] 20 |-> -5 -15 |-> -5 f(z) = -1/250*z^3 + 13/10*z + 1 * [ 5/3 ] 10 |-> -20/3 |-> 5/3 5 |-> 5/3 f(z) = -3/250*z^3 + 13/30*z + 1 * [ 1 ] 8 |-> -1 |-> 1 0 |-> 1 f(z) = -1/252*z^3 + 1/252*z + 1 * [ -12 ] 28/3 |-> 52/3 |-> -12 -16/3 |-> -12 20/3 | 0.12836254873809688459337960594110430222 | 0.016751088321871965984706632967167770026 f(z) = -3/256*z^3 + 133/48*z + 1 * [ -6 ] -24 |-> 21 |-> -6 -15 |-> -6 f(z) = -1/270*z^3 + 13/10*z + 1 * [ -17 1 ] 17 |-> 1 0 |-> 1 f(z) = 1/16*z^3 - 289/16*z + 1 * [ -17/16 1 ] 17/16 |-> 1 0 |-> 1 f(z) = 16*z^3 - 289/16*z + 1 * [ 1 -17/2 ] 17/2 |-> 1 0 |-> 1 f(z) = 2/15*z^3 - 289/30*z + 1 * [ -17/15 1 ] 0 |-> 1 17/15 |-> 1 f(z) = 15/2*z^3 - 289/30*z + 1 * [ 1 -17/4 ] 17/4 |-> 1 0 |-> 1 f(z) = 4/13*z^3 - 289/52*z + 1 * [ 1 -17/13 ] 0 |-> 1 17/13 |-> 1 f(z) = 13/4*z^3 - 289/52*z + 1 * [ -17/14 1 ] 0 |-> 1 17/14 |-> 1 f(z) = 14/3*z^3 - 289/42*z + 1 * [ 1 -17/5 ] 0 |-> 1 17/5 |-> 1 f(z) = 5/12*z^3 - 289/60*z + 1 * [ 1 -17/6 ] 17/6 |-> 1 0 |-> 1 f(z) = 6/11*z^3 - 289/66*z + 1 * [ 1 -17/7 ] 17/7 |-> 1 0 |-> 1 f(z) = 7/10*z^3 - 289/70*z + 1 * [ -17/8 1 ] 17/8 |-> 1 0 |-> 1 f(z) = 8/9*z^3 - 289/72*z + 1 * [ -17/9 1 ] 17/9 |-> 1 0 |-> 1 f(z) = 9/8*z^3 - 289/72*z + 1 * [ -17/10 1 ] 0 |-> 1 17/10 |-> 1 f(z) = 10/7*z^3 - 289/70*z + 1 * [ 1 -17/11 ] 0 |-> 1 17/11 |-> 1 f(z) = 11/6*z^3 - 289/66*z + 1 * [ 1 -17/12 ] 17/12 |-> 1 0 |-> 1 f(z) = 12/5*z^3 - 289/60*z + 1 * [ 1 -16 ] 16 |-> 1 0 |-> 1 f(z) = 1/15*z^3 - 256/15*z + 1 * [ -16/15 1 ] 0 |-> 1 16/15 |-> 1 f(z) = 15*z^3 - 256/15*z + 1 * [ 1 -16/3 ] 16/3 |-> 1 0 |-> 1 f(z) = 3/13*z^3 - 256/39*z + 1 * [ -5/2 7/3 ] -1/6 |-> 7/3 8/3 |-> 7/3 f(z) = 6/5*z^3 - 241/30*z + 1 * [ 1 -16/13 ] 0 |-> 1 16/13 |-> 1 f(z) = 13/3*z^3 - 256/39*z + 1 * [ -4/3 7/12 ] 5/4 |-> 7/12 1/12 |-> 7/12 f(z) = 3*z^3 - 241/48*z + 1 * [ 1 -16/5 ] 0 |-> 1 16/5 |-> 1 f(z) = 5/11*z^3 - 256/55*z + 1 * [ 1 -16/11 ] 16/11 |-> 1 0 |-> 1 f(z) = 11/5*z^3 - 256/55*z + 1 * [ 11/6 -5/2 ] 7/6 |-> -5/2 -3 |-> -5/2 f(z) = 6/11*z^3 - 247/66*z + 1 * [ 1 -16/7 ] 0 |-> 1 16/7 |-> 1 f(z) = 7/9*z^3 - 256/63*z + 1 * [ 1 -16/9 ] 16/9 |-> 1 0 |-> 1 f(z) = 9/7*z^3 - 256/63*z + 1 * [ 1 -15 ] 15 |-> 1 0 |-> 1 f(z) = 1/14*z^3 - 225/14*z + 1 * [ -15/14 1 ] 0 |-> 1 15/14 |-> 1 f(z) = 14*z^3 - 225/14*z + 1 * [ 1 -15/2 ] 15/2 |-> 1 0 |-> 1 f(z) = 2/13*z^3 - 225/26*z + 1 * [ 1 -15/13 ] 0 |-> 1 15/13 |-> 1 f(z) = 13/2*z^3 - 225/26*z + 1 * [ 1 -15/4 ] 15/4 |-> 1 0 |-> 1 f(z) = 4/11*z^3 - 225/44*z + 1 * [ 1 -15/7 ] 0 |-> 1 15/7 |-> 1 f(z) = 7/8*z^3 - 225/56*z + 1 * [ 1 -15/8 ] 15/8 |-> 1 0 |-> 1 f(z) = 8/7*z^3 - 225/56*z + 1 * [ 1 -15/11 ] 0 |-> 1 15/11 |-> 1 f(z) = 11/4*z^3 - 225/44*z + 1 * [ 13/6 -7/3 ] [ 7/3 -1/6 ] f(z) = 18/13*z^3 - 209/26*z + 1 * [ 1 -14 ] 14 |-> 1 0 |-> 1 f(z) = 1/13*z^3 - 196/13*z + 1 * [ 1 -14/13 ] 0 |-> 1 14/13 |-> 1 f(z) = 13*z^3 - 196/13*z + 1 * [ 1 -14/3 ] 14/3 |-> 1 0 |-> 1 f(z) = 3/11*z^3 - 196/33*z + 1 * [ 1 -14/11 ] 0 |-> 1 14/11 |-> 1 f(z) = 11/3*z^3 - 196/33*z + 1 * [ 1 -14/5 ] 0 |-> 1 14/5 |-> 1 f(z) = 5/9*z^3 - 196/45*z + 1 * [ 1 -14/9 ] 14/9 |-> 1 0 |-> 1 f(z) = 9/5*z^3 - 196/45*z + 1 * [ -7/3 ] 0 |-> 1 |-> -7/3 4/3 |-> -7/3 f(z) = 15/14*z^3 - 185/42*z + 1 * [ 8 ] 11/2 |-> -9/2 |-> 8 -7/2 |-> 8 f(z) = 1/18*z^3 - 193/72*z + 1 * [ -1/3 3/2 ] -8/3 |-> -1/3 7/6 |-> -1/3 f(z) = 2/7*z^3 - 193/126*z + 1 * [ -13 1 ] 13 |-> 1 0 |-> 1 f(z) = 1/12*z^3 - 169/12*z + 1 * [ -13/12 1 ] 13/12 |-> 1 0 |-> 1 f(z) = 12*z^3 - 169/12*z + 1 * [ 1 -13/2 ] 13/2 |-> 1 0 |-> 1 f(z) = 2/11*z^3 - 169/22*z + 1 * [ -13/4 1 ] 13/4 |-> 1 0 |-> 1 f(z) = 4/9*z^3 - 169/36*z + 1 * [ -13/9 1 ] 13/9 |-> 1 0 |-> 1 f(z) = 9/4*z^3 - 169/36*z + 1 * [ 1 -13/11 ] 0 |-> 1 13/11 |-> 1 f(z) = 11/2*z^3 - 169/22*z + 1 * [ 14/3 ] 4/3 |-> -11/3 |-> 14/3 -1 |-> 14/3 0 | 0.14817962570212051950777566070763908367 | 0.029090477518636743899568698748555674016 f(z) = 3/14*z^3 - 163/42*z + 1 * [ 1 -13/5 ] 0 |-> 1 13/5 |-> 1 f(z) = 5/8*z^3 - 169/40*z + 1 * [ 1 -13/6 ] 13/6 |-> 1 0 |-> 1 7/6 | 0.13579090472554645272594150300108689474 | 0.026470484559573362881640327664185444415 4/3 | 0.13579090472554645272594150300108689474 | 0.026470484559573362881640327664185444415 -5/2 | 0.13579090472554645272594150300108689474 | 0.026470484559573362881640327664185444415 f(z) = 6/7*z^3 - 169/42*z + 1 * [ -6 7/2 ] 4 |-> -6 -15/2 |-> -6 6 | 0.061282196749296275945867149537016196992 | 0.011946083179191043082175860752460016514 f(z) = 1/15*z^3 - 169/60*z + 1 * [ -3/4 2 ] 7/4 |-> -3/4 -15/4 |-> -3/4 -17/4 | 0.15359454547016214288678191214661319262 | 0.029941048353128235939852322235926679085 3/4 | 0.15359454547016214288678191214661319262 | 0.029941048353128235939852322235926679085 f(z) = 2/15*z^3 - 169/120*z + 1 * [ 1 -12 ] 12 |-> 1 0 |-> 1 f(z) = 1/11*z^3 - 144/11*z + 1 * [ 1 -12/11 ] 0 |-> 1 12/11 |-> 1 f(z) = 11*z^3 - 144/11*z + 1 * [ 1 -12/5 ] 0 |-> 1 12/5 |-> 1 f(z) = 5/7*z^3 - 144/35*z + 1 * [ 1 -12/7 ] 12/7 |-> 1 0 |-> 1 f(z) = 7/5*z^3 - 144/35*z + 1 * [ -4/3 3 ] -14/3 |-> -4/3 5/3 |-> -4/3 f(z) = 1/10*z^3 - 151/90*z + 1 * [ 3/7 ] 0 |-> 1 |-> 3/7 -10/7 |-> 3/7 f(z) = 14/15*z^3 - 158/105*z + 1 * [ 1 -11 ] 11 |-> 1 0 |-> 1 f(z) = 1/10*z^3 - 121/10*z + 1 * [ -11/2 1 ] 11/2 |-> 1 0 |-> 1 f(z) = 2/9*z^3 - 121/18*z + 1 * [ -11/9 1 ] 11/9 |-> 1 0 |-> 1 f(z) = 9/2*z^3 - 121/18*z + 1 * [ -11/10 1 ] 0 |-> 1 11/10 |-> 1 f(z) = 10*z^3 - 121/10*z + 1 * [ -11/3 1 ] 11/3 |-> 1 0 |-> 1 -1/3 | 0.11348197118285669446672426257967972372 | 0.023662828912962067694537710555000995230 f(z) = 3/8*z^3 - 121/24*z + 1 * [ 1 -11/4 ] 11/4 |-> 1 0 |-> 1 f(z) = 4/7*z^3 - 121/28*z + 1 * [ 1 -11/7 ] 0 |-> 1 11/7 |-> 1 f(z) = 7/4*z^3 - 121/28*z + 1 * [ -11/8 1 ] 11/8 |-> 1 0 |-> 1 f(z) = 8/3*z^3 - 121/24*z + 1 * [ -11/4 5/2 ] -1/4 |-> 5/2 3 |-> 5/2 f(z) = 8/11*z^3 - 133/22*z + 1 * [ -5/2 ] 0 |-> 1 |-> -5/2 3/2 |-> -5/2 f(z) = 14/15*z^3 - 133/30*z + 1 * [ -5/2 9/4 ] [ -1/4 5/2 ] f(z) = 8/9*z^3 - 109/18*z + 1 * [ -6 14/3 ] 22/3 |-> 14/3 -4/3 |-> 14/3 f(z) = 1/16*z^3 - 103/36*z + 1 * [ -5/2 7/4 ] -3 |-> -5/2 5/4 |-> -5/2 f(z) = 8/15*z^3 - 109/30*z + 1 * [ 3/10 1/2 ] -6/5 |-> 3/10 7/10 |-> 3/10 -13/10 | 0.088888249246574336891509340309853986378 | 0.018947273039222608781849128443664210843 f(z) = 5/3*z^3 - 109/60*z + 1 * [ 5/12 ] 1/4 |-> 7/12 |-> 5/12 -1 |-> 5/12 f(z) = 12/5*z^3 - 109/60*z + 1 * [ 2/5 ] 0 |-> 1 |-> 2/5 -7/5 |-> 2/5 f(z) = 15/14*z^3 - 117/70*z + 1 * [ -3 8/3 ] 10/3 |-> 8/3 -1/3 |-> 8/3 f(z) = 1/2*z^3 - 91/18*z + 1 * [ -9 1 ] 9 |-> 1 0 |-> 1 f(z) = 1/8*z^3 - 81/8*z + 1 * [ -10 1 ] 10 |-> 1 0 |-> 1 f(z) = 1/9*z^3 - 100/9*z + 1 * [ 1 -9/2 ] 9/2 |-> 1 0 |-> 1 f(z) = 2/7*z^3 - 81/14*z + 1 * [ 1 -9/7 ] 0 |-> 1 9/7 |-> 1 f(z) = 7/2*z^3 - 81/14*z + 1 * [ -9/8 1 ] 9/8 |-> 1 0 |-> 1 f(z) = 8*z^3 - 81/8*z + 1 * [ -10/9 1 ] 10/9 |-> 1 0 |-> 1 f(z) = 9*z^3 - 100/9*z + 1 * [ -9/2 4 ] 3/2 |-> -9/2 -11/2 |-> -9/2 f(z) = 1/6*z^3 - 97/24*z + 1 * [ 1 -10/3 ] 10/3 |-> 1 0 |-> 1 f(z) = 3/7*z^3 - 100/21*z + 1 * [ 1/12 2/3 ] 1/4 |-> 1/12 -11/12 |-> 1/12 f(z) = 6*z^3 - 97/24*z + 1 * [ 1 -10/7 ] 0 |-> 1 10/7 |-> 1 f(z) = 7/3*z^3 - 100/21*z + 1 * [ 4/15 1/3 ] 2/5 |-> 4/15 -11/15 |-> 4/15 f(z) = 15/2*z^3 - 91/30*z + 1 * [ 1 -8 ] 8 |-> 1 0 |-> 1 f(z) = 1/7*z^3 - 64/7*z + 1 * [ 1 -8/3 ] 8/3 |-> 1 0 |-> 1 f(z) = 3/5*z^3 - 64/15*z + 1 * [ -5 ] 0 |-> 1 |-> -5 4 |-> -5 f(z) = 3/10*z^3 - 63/10*z + 1 * [ -6 ] -2/3 |-> 14/3 |-> -6 4/3 |-> -6 f(z) = 3/16*z^3 - 67/12*z + 1 * [ 1 -8/5 ] 0 |-> 1 8/5 |-> 1 f(z) = 5/3*z^3 - 64/15*z + 1 * [ -4 ] 0 |-> 1 |-> -4 3 |-> -4 f(z) = 5/12*z^3 - 65/12*z + 1 * [ 1 -8/7 ] 0 |-> 1 8/7 |-> 1 f(z) = 7*z^3 - 64/7*z + 1 * [ 7/3 -8/3 ] [ 8/3 -1/3 ] f(z) = 9/14*z^3 - 71/14*z + 1 * [ 1/5 ] 0 |-> 1 |-> 1/5 -6/5 |-> 1/5 f(z) = 10/3*z^3 - 62/15*z + 1 * [ 3/2 ] 7/6 |-> -1/6 |-> 3/2 -4/3 |-> 3/2 -3/2 | 0.11489187500599689221795342421184804259 | 0.026778454984122808084020582809432716872 1/6 | 0.11489187500599689221795342421184804259 | 0.026778454984122808084020582809432716872 4/3 | 0.11489187500599689221795342421184804259 | 0.026778454984122808084020582809432716872 f(z) = 3/2*z^3 - 73/24*z + 1 * [ 3 ] 5/3 |-> -7/3 |-> 3 -2/3 |-> 3 f(z) = 3/7*z^3 - 67/21*z + 1 * [ 2/5 ] 3/5 |-> 1/2 |-> 2/5 -9/10 |-> 2/5 f(z) = 10/3*z^3 - 61/30*z + 1 * [ 1/4 ] 0 |-> 1 |-> 1/4 -5/4 |-> 1/4 f(z) = 12/5*z^3 - 63/20*z + 1 * [ 3/2 ] -11/6 |-> -5/6 |-> 3/2 -2/3 |-> 3/2 1/6 | 0.089414521636157459539646990288589015789 | 0.021750733442690668935940786597920633615 f(z) = 3/5*z^3 - 61/60*z + 1 * [ -7 1 ] 7 |-> 1 0 |-> 1 f(z) = 1/6*z^3 - 49/6*z + 1 * [ 1 -7/2 ] 7/2 |-> 1 0 |-> 1 f(z) = 2/5*z^3 - 49/10*z + 1 * [ 5/2 -3 ] [ 3 -1/2 ] f(z) = 2/5*z^3 - 41/10*z + 1 * [ -7/2 3 ] -1/2 |-> 3 4 |-> 3 f(z) = 2/7*z^3 - 57/14*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 * [ -7/6 1 ] 7/6 |-> 1 0 |-> 1 f(z) = 6*z^3 - 49/6*z + 1 * [ -2/3 5/12 ] 7/12 |-> 5/12 1/12 |-> 5/12 f(z) = 18*z^3 - 57/8*z + 1 * [ 5/2 -1 ] 3/2 |-> -1 -4 |-> -1 0 | 0.089414903113224629897581340492200954225 | 0.022975085246518998986282832941489439832 7/2 | 0.089414903113224629897581340492200954225 | 0.022975085246518998986282832941489439832 -7/2 | 0.089414903113224629897581340492200954225 | 0.022975085246518998986282832941489439832 f(z) = 2/15*z^3 - 49/30*z + 1 * [ 1/3 1/2 ] -4/3 |-> 1/3 5/6 |-> 1/3 f(z) = 6/5*z^3 - 49/30*z + 1 * [ -5 1 ] 5 |-> 1 0 |-> 1 f(z) = 1/4*z^3 - 25/4*z + 1 * [ 1 -6 ] 6 |-> 1 0 |-> 1 f(z) = 1/5*z^3 - 36/5*z + 1 * [ -5 4 ] -1 |-> 4 6 |-> 4 0 | 0.096493343688403349175409422174890030676 | 0.028099505892850432234466941309198622335 f(z) = 1/10*z^3 - 31/10*z + 1 * [ -5/2 1 ] 5/2 |-> 1 0 |-> 1 f(z) = 2/3*z^3 - 25/6*z + 1 * [ -5/3 1 ] 5/3 |-> 1 0 |-> 1 1/3 | 0.093687899044031827813296567894745581208 | 0.029105782310775516826828966539689029393 f(z) = 3/2*z^3 - 25/6*z + 1 * [ -5/4 1 ] 5/4 |-> 1 0 |-> 1 f(z) = 4*z^3 - 25/4*z + 1 * [ 1 -6/5 ] 0 |-> 1 6/5 |-> 1 f(z) = 5*z^3 - 36/5*z + 1 * [ -2 2 0 1 ] f(z) = 5/6*z^3 - 23/6*z + 1 * [ -2 0 1 ] [ 2 ] f(z) = 7/6*z^3 - 25/6*z + 1 * [ 1 0 ] 5/3 |-> 1 -5/3 |-> 1 f(z) = 9/16*z^3 - 25/16*z + 1 * [ -3/2 ] 0 |-> 1 |-> -3/2 1/2 |-> -3/2 f(z) = 10/3*z^3 - 35/6*z + 1 * [ 0 1 ] 1/4 |-> 0 -5/4 |-> 0 f(z) = 16/5*z^3 - 21/5*z + 1 * [ 1 0 ] 5/4 |-> 1 -5/4 |-> 1 f(z) = 16/9*z^3 - 25/9*z + 1 * [ -2 1 ] 2 |-> 1 0 |-> 1 f(z) = z^3 - 4*z + 1 * [ -3 1 ] 3 |-> 1 0 |-> 1 f(z) = 1/2*z^3 - 9/2*z + 1 * [ -2 ] [ 1 ] 0 |-> 1 -1 |-> 1 f(z) = 1/2*z^3 - 1/2*z + 1 * [ -4 1 ] 4 |-> 1 0 |-> 1 f(z) = 1/3*z^3 - 16/3*z + 1 * [ 1 ] -2 |-> -1 |-> 1 0 |-> 1 f(z) = 1/3*z^3 - 1/3*z + 1 * [ 1 0 ] 3 |-> 1 -3 |-> 1 f(z) = 1/8*z^3 - 9/8*z + 1 * [ -6 4 ] [ -2 6 ] 2 | 0.083399620377349580281101092450138472336 | 0.022038964334616381858832653492059524019 f(z) = 1/16*z^3 - 11/4*z + 1 * [ -3/2 1 ] 3/2 |-> 1 0 |-> 1 f(z) = 2*z^3 - 9/2*z + 1 * [ -3 ] 0 |-> 1 |-> -3 2 |-> -3 f(z) = 2/3*z^3 - 14/3*z + 1 * [ -4/3 1 ] 4/3 |-> 1 0 |-> 1 f(z) = 3*z^3 - 16/3*z + 1 * [ 2/3 ] -4/3 |-> -1 |-> 2/3 1/3 |-> 2/3 0 | 0.047409174999515914621301537330508976058 | 0.021576845393287880094836773072337295204 f(z) = 3/2*z^3 - 7/6*z + 1 * [ -2/3 2 ] 4/3 |-> -2/3 -10/3 |-> -2/3 f(z) = 3/16*z^3 - 19/12*z + 1 * [ 4 ] 2 |-> -2 |-> 4 -4 |-> -2 f(z) = 3/16*z^3 - 9/4*z + 1 * [ 0 1 ] 1/2 |-> 0 -3/2 |-> 0 f(z) = 4/3*z^3 - 7/3*z + 1 * [ 0 1 ] 3/2 |-> 1 -3/2 |-> 1 f(z) = 4/5*z^3 - 9/5*z + 1 * [ 0 1 ] 3/2 |-> 0 -5/2 |-> 0 f(z) = 4/15*z^3 - 19/15*z + 1 * [ 1/2 1/4 ] 3/4 |-> 1/2 -1 |-> 1/2 f(z) = 8/3*z^3 - 13/6*z + 1 * [ 1 ] 1/2 |-> 0 |-> 1 -1 |-> 1 f(z) = 8/3*z^3 - 8/3*z + 1 * [ 1 ] -3/2 |-> 0 |-> 1 -1 |-> 1 f(z) = 8/15*z^3 - 8/15*z + 1 * [ 0 1 ] 1/3 |-> 0 -4/3 |-> 0 f(z) = 9/4*z^3 - 13/4*z + 1 * [ 0 1 ] 4/3 |-> 1 -4/3 |-> 1 f(z) = 9/7*z^3 - 16/7*z + 1 * [ 0 1 ] 2/3 |-> 0 -5/3 |-> 0 f(z) = 9/10*z^3 - 19/10*z + 1 * [ 1 ] 1/2 |-> -1 |-> 1 0 |-> 1 f(z) = 16/3*z^3 - 16/3*z + 1 * [ 1 ] -3/2 |-> -1 |-> 1 0 |-> 1 f(z) = 16/15*z^3 - 16/15*z + 1 * [ 2/3 ] 0 |-> 1 |-> 2/3 -5/3 |-> 2/3 f(z) = 3/10*z^3 - 19/30*z + 1 * [ 7/3 -16/3 ] 4 |-> -16/3 -19/3 |-> -16/3 f(z) = 3/28*z^3 - 277/84*z + 1 * [ 11/4 -7/2 ] [ 7/2 -3/4 ] f(z) = 8/33*z^3 - 229/66*z + 1 * [ -6 ] 0 |-> 1 |-> -6 5 |-> -6 f(z) = 7/30*z^3 - 217/30*z + 1 * [ -13/2 5 ] -3/2 |-> 5 8 |-> 5 f(z) = 2/39*z^3 - 217/78*z + 1 * [ 8/3 ] -17/6 |-> -11/6 |-> 8/3 -5/6 |-> 8/3 f(z) = 9/22*z^3 - 201/88*z + 1 * [ -7 ] 0 |-> 1 |-> -7 6 |-> -7 f(z) = 4/21*z^3 - 172/21*z + 1 * [ 7/2 -5 ] [ 5 -3/2 ] f(z) = 2/21*z^3 - 121/42*z + 1 * [ -10/3 6 ] 8/3 |-> -10/3 -26/3 |-> -10/3 f(z) = 1/32*z^3 - 133/72*z + 1 * [ -1/2 7/4 ] -3 |-> -1/2 5/4 |-> -1/2 f(z) = 8/35*z^3 - 109/70*z + 1 * [ 5/7 ] 0 |-> 1 |-> 5/7 -12/7 |-> 5/7 f(z) = 7/30*z^3 - 109/210*z + 1 * [ 4 -9 ] -1 |-> 4 10 |-> 4 0 | 0.089414250973870910533334493493078325206 | 0.019821998633451988013165214192057051571 5 | 0.089414250973870910533334493493078325206 | 0.019821998633451988013165214192057051571 6 | 0.089414250973870910533334493493078325206 | 0.019821998633451988013165214192057051571 -11 | 0.089414250973870910533334493493078325206 | 0.019821998633451988013165214192057051571 f(z) = 1/30*z^3 - 91/30*z + 1 * [ 6 ] 2 |-> -10/3 |-> 6 -8/3 |-> 6 2/3 | 0.029952758419020928686779264916247551511 | 0.0054487614698062731467167764109698577089 -14/3 | 0.089852412294807725294826386114948814380 | 0.016345217867152915243025784026655076095 -2/3 | 0.089852412294807725294826386114948814380 | 0.016345217867152915243025784026655076095 f(z) = 3/32*z^3 - 61/24*z + 1 * [ 4/5 ] 0 |-> 1 |-> 4/5 -9/5 |-> 4/5 f(z) = 5/36*z^3 - 61/180*z + 1 * [ -1 3 0 1 ] f(z) = 5/24*z^3 - 53/24*z + 1 * [ 0 1 ] 7/4 |-> 1 -7/4 |-> 1 f(z) = 16/33*z^3 - 49/33*z + 1 * [ 1/2 ] 4 |-> 3 |-> 1/2 -7/2 |-> 1/2 f(z) = 2/21*z^3 - 43/42*z + 1 * [ -10/3 8/3 ] [ -2/3 10/3 ] f(z) = 9/32*z^3 - 29/8*z + 1 * [ 0 1 ] 4 |-> 0 -5 |-> 0 f(z) = 1/20*z^3 - 21/20*z + 1 * [ 1 0 ] 5 |-> 1 -5 |-> 1 -3 | 0.029951837714690131487123325907717505582 | 0.0093050615631985529077645114650459414292 3 | 0.089853445911228615017007583317683381835 | 0.027914542467604425467583931102995073679 f(z) = 1/24*z^3 - 25/24*z + 1 * [ 0 1 ] -6 |-> 0 5 |-> 0 4 | 0.089414250973870910533334493493078325206 | 0.026038026832798489240963245587457676952 f(z) = 1/30*z^3 - 31/30*z + 1 * [ 0 1 ] -6 |-> 1 6 |-> 1 f(z) = 1/35*z^3 - 36/35*z + 1 * [ 0 1 ] 5/2 |-> 1 -5/2 |-> 1 f(z) = 4/21*z^3 - 25/21*z + 1 * [ 0 1 ] -7/2 |-> 0 5/2 |-> 0 f(z) = 4/35*z^3 - 39/35*z + 1 * [ 0 1 ] 4/3 |-> 0 -7/3 |-> 0 f(z) = 9/28*z^3 - 37/28*z + 1 * [ 0 1 ] 3/4 |-> 0 -7/4 |-> 0 f(z) = 16/21*z^3 - 37/21*z + 1 * [ 1 ] -3 |-> 0 |-> 1 -1 |-> 1 f(z) = 1/24*z^3 - 1/24*z + 1 * [ -5/2 7 ] [ -7 9/2 ] f(z) = 2/45*z^3 - 241/90*z + 1 * [ -3 11/2 ] -8 |-> -3 5/2 |-> -3 f(z) = 2/55*z^3 - 201/110*z + 1 * [ 7 -9 ] 5 |-> -9 -12 |-> -9 9 | 0.10810780514773645937005875217092273701 | 0.023044081969970619449291457231926674128 f(z) = 1/42*z^3 - 109/42*z + 1 * [ 0 1 ] 8/3 |-> 1 -8/3 |-> 1 f(z) = 9/55*z^3 - 64/55*z + 1 * [ 0 1 ] -9/4 |-> 0 5/4 |-> 0 f(z) = 16/45*z^3 - 61/45*z + 1 * [ 0 1 ] 6 |-> 0 -7 |-> 0 f(z) = 1/42*z^3 - 43/42*z + 1 * [ 0 1 ] -8 |-> 0 7 |-> 0 f(z) = 1/56*z^3 - 57/56*z + 1 * [ 0 1 ] -7/2 |-> 1 7/2 |-> 1 f(z) = 4/45*z^3 - 49/45*z + 1 * [ 15 ] 3 |-> -7 |-> 15 -8 |-> 15 -15 | 0.089416044492236035904386343530049961284 | 0.017430372305815962669694835817995100084 -5 | 0.089416044492236035904386343530049961284 | 0.017430372305815962669694835817995100084 7 | 0.089416044492236035904386343530049961284 | 0.017430372305815962669694835817995100084 8 | 0.089416044492236035904386343530049961284 | 0.017430372305815962669694835817995100084 f(z) = 1/60*z^3 - 169/60*z + 1 * [ -11 8 ] -3 |-> 8 14 |-> 8 f(z) = 1/66*z^3 - 163/66*z + 1 * [ -5 12 ] [ 7 -12 ] f(z) = 1/70*z^3 - 179/70*z + 1 * [ -5 8 ] -7 |-> 8 12 |-> 8 f(z) = 1/60*z^3 - 109/60*z + 1 * [ 0 1 ] -9/2 |-> 1 9/2 |-> 1 f(z) = 4/77*z^3 - 81/77*z + 1 * [ 0 1 ] 9/4 |-> 1 -9/4 |-> 1 f(z) = 16/65*z^3 - 81/65*z + 1 * [ 0 1 ] -11/4 |-> 0 7/4 |-> 0 f(z) = 16/77*z^3 - 93/77*z + 1 * [ 0 1 ] -8 |-> 1 8 |-> 1 f(z) = 1/63*z^3 - 64/63*z + 1 * [ 0 1 ] 8 |-> 0 -9 |-> 0 f(z) = 1/72*z^3 - 73/72*z + 1 * [ 0 1 ] -9/2 |-> 0 7/2 |-> 0 f(z) = 4/63*z^3 - 67/63*z + 1 * [ 0 1 ] 7/3 |-> 0 -10/3 |-> 0 f(z) = 9/70*z^3 - 79/70*z + 1 * [ 10/3 -28/3 ] -2/3 |-> 10/3 10 |-> 10/3 22/3 | 0.095497510911921131608019840929144011019 | 0.014172655039866011825017376721924868645 f(z) = 3/80*z^3 - 211/60*z + 1 * [ -9/2 33/2 ] 3/2 |-> -9/2 -18 |-> -9/2 f(z) = 1/81*z^3 - 133/36*z + 1 * [ 21/5 -6 ] 36/5 |-> 21/5 -6/5 |-> 21/5 f(z) = 5/81*z^3 - 124/45*z + 1 * [ 0 1 ] 9/2 |-> 0 -11/2 |-> 0 f(z) = 4/99*z^3 - 103/99*z + 1 * [ 0 1 ] 9 |-> 1 -9 |-> 1 f(z) = 1/80*z^3 - 81/80*z + 1 * [ 0 1 ] 9 |-> 0 -10 |-> 0 f(z) = 1/90*z^3 - 91/90*z + 1 * [ 0 1 ] 10 |-> 1 -10 |-> 1 f(z) = 1/99*z^3 - 100/99*z + 1 * [ 0 1 ] 8/3 |-> 0 -11/3 |-> 0 f(z) = 9/88*z^3 - 97/88*z + 1 * [ 0 1 ] -10/3 |-> 1 10/3 |-> 1 f(z) = 9/91*z^3 - 100/91*z + 1 * [ 10/3 -2 ] -14/3 |-> 10/3 20/3 |-> 10/3 -20/3 | 0.14075848657090389641609242841590621914 | 0.024455314596722501972808397786361626238 2 | 0.14075848657090389641609242841590621914 | 0.024455314596722501972808397786361626238 14/3 | 0.14075848657090389641609242841590621914 | 0.024455314596722501972808397786361626238 f(z) = 3/80*z^3 - 79/60*z + 1 * [ -9 15/2 ] 9/2 |-> -9 -12 |-> -9 f(z) = 2/81*z^3 - 49/18*z + 1 * [ 6 ] 9/2 |-> -9/4 |-> 6 -15/4 |-> 6 -3/4 | 0.082877001184205574522105991188208908150 | 0.013610837640299641618448122043825456714 f(z) = 8/81*z^3 - 49/18*z + 1 * [ 6 -9/2 ] 12 |-> 6 -15/2 |-> 6 f(z) = 1/81*z^3 - 49/36*z + 1 * [ 10/3 -14/3 ] [ -4/3 14/3 ] f(z) = 9/80*z^3 - 59/20*z + 1 * [ 10 -6 ] 4 |-> -6 -14 |-> -6 f(z) = 1/80*z^3 - 39/20*z + 1 * [ 3/4 ] 15/4 |-> 9/4 |-> 3/4 -3 |-> 3/4 f(z) = 4/81*z^3 - 13/36*z + 1 * [ 0 1 ] 11/2 |-> 1 -11/2 |-> 1 f(z) = 4/117*z^3 - 121/117*z + 1 * [ 0 1 ] 11/3 |-> 1 -11/3 |-> 1 f(z) = 9/112*z^3 - 121/112*z + 1 * [ 0 1 ] 9/4 |-> 0 -13/4 |-> 0 f(z) = 16/117*z^3 - 133/117*z + 1 * [ 0 1 ] -11 |-> 0 10 |-> 0 f(z) = 1/110*z^3 - 111/110*z + 1 * [ -14 10 ] 18 |-> 10 -4 |-> 10 f(z) = 1/112*z^3 - 67/28*z + 1 * [ 1 ] -6 |-> -1 |-> 1 0 |-> 1 f(z) = 1/105*z^3 - 1/105*z + 1 * [ 1 ] -5/2 |-> 0 |-> 1 -1 |-> 1 f(z) = 8/105*z^3 - 8/105*z + 1 * [ 1 ] -5/2 |-> -1 |-> 1 0 |-> 1 f(z) = 16/105*z^3 - 16/105*z + 1 * [ -8 13 ] -18 |-> -8 5 |-> -8 f(z) = 1/130*z^3 - 259/130*z + 1 * [ -10 55/6 ] [ 65/6 -10/3 ] 5/6 | 0.24353544544434673149781770706352074395 | 0.028713499965557447583006909915094954121 f(z) = 3/125*z^3 - 193/60*z + 1 * [ 0 1 ] -11 |-> 1 11 |-> 1 -5 | 0.096544361190371268850425231696292076353 | 0.020131062912873363709988037290240979491 f(z) = 1/120*z^3 - 121/120*z + 1 * [ 0 1 ] -12 |-> 0 11 |-> 0 f(z) = 1/132*z^3 - 133/132*z + 1 * [ 0 1 ] -13/3 |-> 0 10/3 |-> 0 f(z) = 9/130*z^3 - 139/130*z + 1 * [ 12 ] 3 |-> -33/4 |-> 12 -15/4 |-> 12 f(z) = 4/135*z^3 - 67/20*z + 1 * [ 10/3 -5 ] -5/6 |-> 10/3 35/6 |-> 10/3 f(z) = 12/125*z^3 - 43/15*z + 1 * [ 10/3 -35/6 ] 20/3 |-> 10/3 -5/6 |-> 10/3 f(z) = 9/125*z^3 - 57/20*z + 1 * [ -8 ] [ -20/3 8/3 ] 4 |-> -8 f(z) = 9/128*z^3 - 27/8*z + 1 * [ 5/2 -5/4 ] 5 |-> 5/2 -15/4 |-> 5/2 f(z) = 8/125*z^3 - 13/10*z + 1 * [ 5 ] [ -5/4 15/4 ] -5/2 |-> 5 f(z) = 16/125*z^3 - 12/5*z + 1 * [ -10/3 ] [ 5/6 ] [ 5/2 ] -5/3 |-> 5/6 f(z) = 18/125*z^3 - 3/10*z + 1 * [ 0 1 ] 11/3 |-> 0 -14/3 |-> 0 f(z) = 9/154*z^3 - 163/154*z + 1 * [ 0 1 ] 13/4 |-> 1 -13/4 |-> 1 f(z) = 16/153*z^3 - 169/153*z + 1 * [ 0 1 ] -12 |-> 1 12 |-> 1 f(z) = 1/143*z^3 - 144/143*z + 1 * [ 0 1 ] 12 |-> 0 -13 |-> 0 f(z) = 1/156*z^3 - 157/156*z + 1 * [ 0 1 ] -13/2 |-> 0 11/2 |-> 0 f(z) = 4/143*z^3 - 147/143*z + 1 * [ -14/3 8 ] -34/3 |-> -14/3 10/3 |-> -14/3 26/3 | 0.089976357244828435468877012639242750882 | 0.013192982602047998045125326577207797796 -2 | 0.096544361190371268850425231696292076353 | 0.014156030723099927751947379173596838707 f(z) = 3/160*z^3 - 229/120*z + 1 * [ 0 1 ] 11/4 |-> 0 -15/4 |-> 0 f(z) = 16/165*z^3 - 181/165*z + 1 * [ -33/2 12 ] 21/2 |-> -33/2 -45/2 |-> -33/2 -3/2 | 0.11697864164463759421816577468093710338 | 0.015965152622478615201635607825368239956 f(z) = 1/162*z^3 - 169/72*z + 1 * [ 0 1 ] 13 |-> 1 -13 |-> 1 f(z) = 1/168*z^3 - 169/168*z + 1 * [ 0 1 ] 13/2 |-> 1 -13/2 |-> 1 f(z) = 4/165*z^3 - 169/165*z + 1 * [ 0 1 ] 13/3 |-> 1 -13/3 |-> 1 f(z) = 9/160*z^3 - 169/160*z + 1 * [ 10 -18 ] [ -8 18 ] -22 | 0.090956975240766013115768629912312482000 | 0.015155921910145739406974421009107673044 f(z) = 1/160*z^3 - 101/40*z + 1 * [ -9/5 3 ] 21/5 |-> -9/5 -36/5 |-> -9/5 f(z) = 5/162*z^3 - 109/90*z + 1 * [ 15 -9 ] 21 |-> 15 -12 |-> 15 f(z) = 1/162*z^3 - 37/18*z + 1 * [ 1 ] -7 |-> -1 |-> 1 0 |-> 1 f(z) = 1/168*z^3 - 1/168*z + 1 * [ 0 1 ] 13 |-> 0 -14 |-> 0 f(z) = 1/182*z^3 - 183/182*z + 1 * [ 0 1 ] 14 |-> 1 -14 |-> 1 f(z) = 1/195*z^3 - 196/195*z + 1 * [ 0 1 ] 13/2 |-> 0 -15/2 |-> 0 f(z) = 4/195*z^3 - 199/195*z + 1 * [ 0 1 ] -14/3 |-> 1 14/3 |-> 1 f(z) = 9/187*z^3 - 196/187*z + 1 * [ -10 16 ] 6 |-> -10 -22 |-> -10 f(z) = 1/192*z^3 - 97/48*z + 1 * [ 0 1 ] -15/4 |-> 1 15/4 |-> 1 f(z) = 16/209*z^3 - 225/209*z + 1 * [ 0 1 ] 14 |-> 0 -15 |-> 0 -6 | 0.10920998627291802338006469928129200668 | 0.020405994245214685926656049114409889449 f(z) = 1/210*z^3 - 211/210*z + 1 * [ 0 1 ] -16/3 |-> 0 13/3 |-> 0 f(z) = 9/208*z^3 - 217/208*z + 1 * [ 0 1 ] -17/3 |-> 0 14/3 |-> 0 f(z) = 9/238*z^3 - 247/238*z + 1 * [ 0 1 ] -15 |-> 1 15 |-> 1 f(z) = 1/224*z^3 - 225/224*z + 1 * [ 0 1 ] -15/2 |-> 1 15/2 |-> 1 f(z) = 4/221*z^3 - 225/221*z + 1 * [ 0 1 ] -17/4 |-> 0 13/4 |-> 0 f(z) = 16/221*z^3 - 237/221*z + 1 * [ 14/3 -22/3 ] [ 22/3 -8/3 ] f(z) = 9/224*z^3 - 149/56*z + 1 * [ 0 1 ] -16 |-> 0 15 |-> 0 f(z) = 1/240*z^3 - 241/240*z + 1 * [ 0 1 ] -16 |-> 1 16 |-> 1 f(z) = 1/255*z^3 - 256/255*z + 1 * [ 0 1 ] -17/2 |-> 0 15/2 |-> 0 f(z) = 4/255*z^3 - 259/255*z + 1 * [ 0 1 ] -16/3 |-> 1 16/3 |-> 1 f(z) = 9/247*z^3 - 256/247*z + 1 * [ -52/3 16/3 ] 44/3 |-> -52/3 -20 |-> -52/3 4/3 | 0.23145264046461778144561720168253014788 | 0.029036526217626893843320435064200534143 f(z) = 3/256*z^3 - 181/48*z + 1 * [ -20 14 ] -6 |-> 14 26 |-> 14 -10 | 0.089414325937831238017467315567572876146 | 0.014146116702167863152924479391133721698 -4 | 0.089415555252578349261828187491323583243 | 0.014146311190351875441138506696477875265 f(z) = 1/240*z^3 - 139/60*z + 1 * [ 35/2 -20 ] -15/2 |-> 35/2 55/2 |-> 35/2 f(z) = 1/250*z^3 - 97/40*z + 1 * [ -4 16/3 ] 20/3 |-> -4 -12 |-> -4 28/3 | 0.12836162260900335442907603450980430228 | 0.018647827455671751800972965421634431166 f(z) = 3/256*z^3 - 61/48*z + 1 * [ -20 16 ] 12 |-> -20 -28 |-> -20 f(z) = 1/256*z^3 - 37/16*z + 1 * [ 1 ] -8 |-> -1 |-> 1 0 |-> 1 f(z) = 1/252*z^3 - 1/252*z + 1 * [ 0 1 ] -17/4 |-> 1 17/4 |-> 1 f(z) = 16/273*z^3 - 289/273*z + 1 * [ 0 1 ] 16 |-> 0 -17 |-> 0 f(z) = 1/272*z^3 - 273/272*z + 1 * [ 1 0 ] 17 |-> 1 -17 |-> 1 f(z) = 1/288*z^3 - 289/288*z + 1 * [ 0 1 ] -17/2 |-> 1 17/2 |-> 1 f(z) = 4/285*z^3 - 289/285*z + 1 * [ 0 1 ] -17/3 |-> 1 17/3 |-> 1 f(z) = 9/280*z^3 - 289/280*z + 1 * [ 15 ] 57/5 |-> -33/5 |-> 15 -42/5 |-> 15 f(z) = 5/297*z^3 - 157/55*z + 1 * [ 9/28 1/4 ] 3/7 |-> 9/28 -19/28 |-> 9/28 f(z) = 28/3*z^3 - 277/84*z + 1 * [ -7/5 ] 0 |-> 1 |-> -7/5 2/5 |-> -7/5 f(z) = 30/7*z^3 - 234/35*z + 1 * [ 7/12 -5/4 ] 1/12 |-> 7/12 7/6 |-> 7/12 f(z) = 24/7*z^3 - 211/42*z + 1 * [ 1/6 ] 0 |-> 1 |-> 1/6 -7/6 |-> 1/6 f(z) = 30/7*z^3 - 215/42*z + 1 * [ -5/4 ] 0 |-> 1 |-> -5/4 1/4 |-> -5/4 f(z) = 36/5*z^3 - 189/20*z + 1 * [ 5/21 -2/3 ] 4/7 |-> 5/21 2/21 |-> 5/21 f(z) = 21*z^3 - 172/21*z + 1 * [ 1/7 ] 0 |-> 1 |-> 1/7 -8/7 |-> 1/7 f(z) = 21/4*z^3 - 171/28*z + 1 * [ 7/12 1/6 ] 5/12 |-> 1/6 -1 |-> 1/6 f(z) = 24/7*z^3 - 109/42*z + 1 * [ 2/5 -1 ] 9/10 |-> 2/5 1/10 |-> 2/5 f(z) = 20/3*z^3 - 91/15*z + 1 * [ -4/3 ] 0 |-> 1 |-> -4/3 1/3 |-> -4/3 f(z) = 21/4*z^3 - 91/12*z + 1 * [ -9/10 2/5 ] 4/5 |-> 2/5 1/10 |-> 2/5 f(z) = 25/3*z^3 - 73/12*z + 1 * [ 1/6 5/18 ] 2/9 |-> 1/6 -1/2 |-> 1/6 f(z) = 27*z^3 - 61/12*z + 1 * [ 4/9 1/3 ] -10/9 |-> 4/9 7/9 |-> 4/9 f(z) = 27/14*z^3 - 79/42*z + 1 * [ -4/5 3/10 ] 7/10 |-> 3/10 1/10 |-> 3/10 f(z) = 25/2*z^3 - 57/8*z + 1 * [ 1/8 ] 5/8 |-> -7/8 |-> 1/8 3/4 |-> 1/8 f(z) = 32/3*z^3 - 43/6*z + 1 * [ 0 1 ] 1/6 |-> 0 -7/6 |-> 0 f(z) = 36/7*z^3 - 43/7*z + 1 * [ 0 1 ] 7/6 |-> 1 -7/6 |-> 1 f(z) = 36/13*z^3 - 49/13*z + 1 * [ 5/9 ] -10/9 |-> -8/9 |-> 5/9 1/3 |-> 5/9 f(z) = 27/10*z^3 - 49/30*z + 1 * [ 0 1 ] 6/5 |-> 1 -6/5 |-> 1 f(z) = 25/11*z^3 - 36/11*z + 1 * [ 0 1 ] 2/5 |-> 0 -7/5 |-> 0 f(z) = 25/14*z^3 - 39/14*z + 1 * [ 1 ] 1/3 |-> -1 |-> 1 0 |-> 1 f(z) = 27/4*z^3 - 27/4*z + 1 * [ 1 ] 2/3 |-> -1 |-> 1 0 |-> 1 f(z) = 27/5*z^3 - 27/5*z + 1 * [ 1 ] 1/3 |-> 0 |-> 1 -1 |-> 1 f(z) = 27/8*z^3 - 27/8*z + 1 * [ 1 ] 2/3 |-> 0 |-> 1 -1 |-> 1 f(z) = 27/10*z^3 - 27/10*z + 1 * [ 1 ] -4/3 |-> -1 |-> 1 0 |-> 1 f(z) = 27/14*z^3 - 27/14*z + 1 * [ 4/9 ] 2/9 |-> 2/3 |-> 4/9 -10/9 |-> 4/9 f(z) = 27/16*z^3 - 19/12*z + 1 * [ -13/5 12/5 ] -1/5 |-> 12/5 14/5 |-> 12/5 f(z) = 25/26*z^3 - 183/26*z + 1 * [ 11/5 -12/5 ] [ 12/5 -1/5 ] f(z) = 25/22*z^3 - 155/22*z + 1 * [ -8/3 22/9 ] 26/9 |-> 22/9 -2/9 |-> 22/9 f(z) = 27/32*z^3 - 157/24*z + 1 * [ 5/8 1/4 ] -3/2 |-> 1/4 7/8 |-> 1/4 f(z) = 32/35*z^3 - 109/70*z + 1 * [ 1/2 ] 9/10 |-> 7/10 |-> 1/2 -6/5 |-> 1/2 f(z) = 25/21*z^3 - 109/84*z + 1 * [ 5/9 ] 2/9 |-> 7/9 |-> 5/9 -4/3 |-> 5/9 f(z) = 27/35*z^3 - 109/105*z + 1 * [ 0 1 ] 4/5 |-> 0 -9/5 |-> 0 f(z) = 25/36*z^3 - 61/36*z + 1 * [ 0 1 ] 8/5 |-> 1 -8/5 |-> 1 f(z) = 25/39*z^3 - 64/39*z + 1 * [ 1 ] -4/3 |-> 0 |-> 1 -1 |-> 1 f(z) = 27/28*z^3 - 27/28*z + 1 * [ 2/9 2/3 ] 8/9 |-> 2/9 -14/9 |-> 2/9 -10/9 | 0.099563900924260199184622137906619376965 | 0.019923888654276515210647500964323993977 f(z) = 27/32*z^3 - 37/24*z + 1 * [ 0 1 ] -11/6 |-> 0 5/6 |-> 0 f(z) = 36/55*z^3 - 91/55*z + 1 * [ -14/5 12/5 ] [ -2/5 14/5 ] 2/5 | 0.10726420841660358425310143784550534605 | 0.019887210878909304660258898480493785034 f(z) = 25/48*z^3 - 55/12*z + 1 * [ 1 ] -5/3 |-> -1 |-> 1 0 |-> 1 f(z) = 27/40*z^3 - 27/40*z + 1 * [ 3 ] 6/5 |-> -12/5 |-> 3 -3/5 |-> 3 f(z) = 25/54*z^3 - 7/2*z + 1 * [ 13/5 -16/5 ] [ 16/5 -3/5 ] f(z) = 25/78*z^3 - 295/78*z + 1 * [ -2/15 6/5 ] 16/15 |-> -2/15 -34/15 |-> -2/15 f(z) = 25/64*z^3 - 217/144*z + 1 * [ 0 1 ] 6/5 |-> 0 -11/5 |-> 0 f(z) = 25/66*z^3 - 91/66*z + 1 * [ -16/5 14/5 ] 18/5 |-> 14/5 -2/5 |-> 14/5 f(z) = 25/64*z^3 - 73/16*z + 1 * [ 2/9 ] 2 |-> -10/3 |-> 2/9 28/9 |-> 2/9 10/9 | 0.088730369849955167024078528999339786172 | 0.013168352886212876712357620907700787961 20/9 | 0.14121011124316685633566071459374943628 | 0.020956799561366160814334419906139135109 f(z) = 27/80*z^3 - 211/60*z + 1 * [ 12/7 -3 ] 45/14 |-> 12/7 -3/14 |-> 12/7 f(z) = 28/81*z^3 - 211/63*z + 1 * [ 1 0 ] 11/5 |-> 1 -11/5 |-> 1 f(z) = 25/96*z^3 - 121/96*z + 1 * [ 0 1 ] -11/6 |-> 1 11/6 |-> 1 f(z) = 36/85*z^3 - 121/85*z + 1 * [ 0 1 ] -13/6 |-> 0 7/6 |-> 0 f(z) = 36/91*z^3 - 127/91*z + 1 * [ 0 1 ] -12/5 |-> 0 7/5 |-> 0 f(z) = 25/84*z^3 - 109/84*z + 1 * [ 1 ] -5/3 |-> 0 |-> 1 -1 |-> 1 f(z) = 27/80*z^3 - 27/80*z + 1 * [ 0 1 ] 12/5 |-> 1 -12/5 |-> 1 f(z) = 25/119*z^3 - 144/119*z + 1 * [ 0 1 ] 8/5 |-> 0 -13/5 |-> 0 f(z) = 25/104*z^3 - 129/104*z + 1 * [ 14/5 -18/5 ] [ -4/5 18/5 ] f(z) = 25/112*z^3 - 95/28*z + 1 * [ 0 1 ] 13/6 |-> 1 -13/6 |-> 1 f(z) = 36/133*z^3 - 169/133*z + 1 * [ 0 1 ] 9/5 |-> 0 -14/5 |-> 0 f(z) = 25/126*z^3 - 151/126*z + 1 * [ -5/6 55/12 ] 5/12 |-> -5/6 -5 |-> -5/6 f(z) = 24/125*z^3 - 133/30*z + 1 * [ 5/9 ] -10/9 |-> 5/3 |-> 5/9 -20/9 |-> 5/9 f(z) = 27/125*z^3 - 13/15*z + 1 * [ -4/5 11/5 ] -18/5 |-> -4/5 7/5 |-> -4/5 f(z) = 25/154*z^3 - 247/154*z + 1 * [ 1 0 ] 13/5 |-> 1 -13/5 |-> 1 f(z) = 25/144*z^3 - 169/144*z + 1 * [ 1 ] -7/3 |-> -1 |-> 1 0 |-> 1 f(z) = 27/140*z^3 - 27/140*z + 1 * [ 0 1 ] -16/5 |-> 0 11/5 |-> 0 f(z) = 25/176*z^3 - 201/176*z + 1 * [ 0 1 ] 14/5 |-> 1 -14/5 |-> 1 f(z) = 25/171*z^3 - 196/171*z + 1 * [ -22/5 18/5 ] -4/5 |-> 18/5 26/5 |-> 18/5 f(z) = 25/176*z^3 - 147/44*z + 1 * [ 0 1 ] -17/6 |-> 0 11/6 |-> 0 f(z) = 36/187*z^3 - 223/187*z + 1 * [ -22/5 16/5 ] [ -6/5 22/5 ] f(z) = 25/192*z^3 - 145/48*z + 1 * [ 0 1 ] 12/5 |-> 0 -17/5 |-> 0 f(z) = 25/204*z^3 - 229/204*z + 1 * [ -10/9 8/3 ] -38/9 |-> -10/9 14/9 |-> -10/9 f(z) = 27/224*z^3 - 277/168*z + 1 * [ 0 1 ] -16/5 |-> 1 16/5 |-> 1 f(z) = 25/231*z^3 - 256/231*z + 1 * [ 0 1 ] -18/5 |-> 0 13/5 |-> 0 f(z) = 25/234*z^3 - 259/234*z + 1 * [ 14/5 -6/5 ] -22/5 |-> -6/5 8/5 |-> -6/5 f(z) = 25/224*z^3 - 93/56*z + 1 * [ 1 ] -8/3 |-> -1 |-> 1 0 |-> 1 f(z) = 27/220*z^3 - 27/220*z + 1 * [ 0 1 ] -19/6 |-> 0 13/6 |-> 0 f(z) = 36/247*z^3 - 283/247*z + 1 * [ 0 1 ] 17/6 |-> 1 -17/6 |-> 1 f(z) = 36/253*z^3 - 289/253*z + 1 * [ 0 1 ] 17/5 |-> 1 -17/5 |-> 1 f(z) = 25/264*z^3 - 289/264*z + 1 * [ 0 1 ] -19/5 |-> 0 14/5 |-> 0 f(z) = 25/266*z^3 - 291/266*z + 1 * [ -26/5 18/5 ] [ -8/5 26/5 ] f(z) = 25/288*z^3 - 205/72*z + 1 * [ 1 ] -7/3 |-> 0 |-> 1 -1 |-> 1 f(z) = 27/280*z^3 - 27/280*z + 1 * [ -8/7 9/14 ] 15/14 |-> 9/14 1/14 |-> 9/14 f(z) = 49/12*z^3 - 241/48*z + 1 * [ -5/6 11/18 ] 7/9 |-> 11/18 1/18 |-> 11/18 f(z) = 54/5*z^3 - 211/30*z + 1 * [ 5/9 1/6 ] -8/9 |-> 5/9 13/18 |-> 5/9 f(z) = 54/13*z^3 - 217/78*z + 1 * [ 7/20 -3/4 ] 13/20 |-> 7/20 1/10 |-> 7/20 f(z) = 40/3*z^3 - 199/30*z + 1 * [ 5/14 -6/7 ] 4/7 |-> -6/7 -13/14 |-> -6/7 f(z) = 49/5*z^3 - 129/20*z + 1 * [ 3/14 ] 9/14 |-> 4/7 |-> 3/14 -11/14 |-> 3/14 f(z) = 49/6*z^3 - 97/24*z + 1 * [ 1/7 ] 3/7 |-> -9/7 |-> 1/7 8/7 |-> 1/7 0 | 0.064644300820922987984782517200337879656 | 0.015066987978243232768663707641717300079 f(z) = 49/12*z^3 - 73/12*z + 1 * [ 0 1 ] 8/7 |-> 1 -8/7 |-> 1 f(z) = 49/15*z^3 - 64/15*z + 1 * [ 0 1 ] 2/7 |-> 0 -9/7 |-> 0 f(z) = 49/18*z^3 - 67/18*z + 1 * [ 5/9 ] 4/9 |-> 1/9 |-> 5/9 -2/3 |-> 5/9 f(z) = 54/5*z^3 - 62/15*z + 1 * [ 2/7 3/14 ] 5/14 |-> 2/7 -4/7 |-> 2/7 f(z) = 49/3*z^3 - 49/12*z + 1 * [ 0 1 ] 1/7 |-> 0 -8/7 |-> 0 f(z) = 49/8*z^3 - 57/8*z + 1 * [ 0 1 ] [ -8/7 3/7 ] f(z) = 49/10*z^3 - 59/10*z + 1 * [ -7/10 3/10 ] 3/5 |-> 3/10 1/10 |-> 3/10 f(z) = 50/3*z^3 - 43/6*z + 1 * [ 3/5 1/10 ] -4/5 |-> 3/5 7/10 |-> 3/5 f(z) = 50/7*z^3 - 57/14*z + 1 * [ -1/2 1/6 ] 5/12 |-> 1/6 1/12 |-> 1/6 f(z) = 48*z^3 - 31/3*z + 1 * [ 4/7 1/7 ] -6/7 |-> 4/7 5/7 |-> 4/7 f(z) = 49/10*z^3 - 31/10*z + 1 * [ 1/2 ] 1/5 |-> 1/10 |-> 1/2 -3/5 |-> 1/2 f(z) = 50/3*z^3 - 31/6*z + 1 * [ 3/7 ] 2/7 |-> 1/7 |-> 3/7 -4/7 |-> 3/7 f(z) = 49/3*z^3 - 13/3*z + 1 * [ 15/7 -16/7 ] [ 16/7 -1/7 ] f(z) = 49/30*z^3 - 271/30*z + 1 * [ -7/5 9/10 ] -8/5 |-> -7/5 7/10 |-> -7/5 f(z) = 50/21*z^3 - 193/42*z + 1 * [ 1/2 ] 5/14 |-> 4/7 |-> 1/2 -15/14 |-> 1/2 f(z) = 49/30*z^3 - 169/120*z + 1 * [ 1 0 ] 9/7 |-> 1 -9/7 |-> 1 f(z) = 49/32*z^3 - 81/32*z + 1 * [ 5/7 1/7 ] 4/7 |-> 1/7 -9/7 |-> 1/7 f(z) = 49/30*z^3 - 61/30*z + 1 * [ 0 1 ] 4/7 |-> 0 -11/7 |-> 0 f(z) = 49/44*z^3 - 93/44*z + 1 * [ 0 1 ] 10/7 |-> 1 -10/7 |-> 1 f(z) = 49/51*z^3 - 100/51*z + 1 * [ -15/7 11/7 ] -1/7 |-> 11/7 16/7 |-> 11/7 f(z) = 49/60*z^3 - 241/60*z + 1 * [ 7/10 1/5 ] -8/5 |-> 1/5 9/10 |-> 1/5 f(z) = 50/63*z^3 - 193/126*z + 1 * [ 5/7 -1/7 9/7 1/7 ] 4/7 | 0.089414521636157459539646990288589015789 | 0.018644375892990880063940082321021921510 f(z) = 49/60*z^3 - 121/60*z + 1 * [ 1 0 ] 11/7 |-> 1 -11/7 |-> 1 f(z) = 49/72*z^3 - 121/72*z + 1 * [ 0 1 ] 6/7 |-> 0 -13/7 |-> 0 f(z) = 49/78*z^3 - 127/78*z + 1 * [ 0 1 ] -12/7 |-> 0 5/7 |-> 0 -8/7 | 0.12777996752341155784360135059343001840 | 0.027237367752547813849854410164386627555 f(z) = 49/60*z^3 - 109/60*z + 1 * [ -18/7 16/7 ] [ -2/7 18/7 ] f(z) = 49/64*z^3 - 89/16*z + 1 * [ 2/21 6/7 ] -38/21 |-> 2/21 20/21 |-> 2/21 f(z) = 49/80*z^3 - 271/180*z + 1 * [ 0 1 ] -12/7 |-> 1 12/7 |-> 1 f(z) = 49/95*z^3 - 144/95*z + 1 * [ -20/7 18/7 ] -2/7 |-> 18/7 22/7 |-> 18/7 f(z) = 49/80*z^3 - 111/20*z + 1 * [ 9/20 ] -3/20 |-> 6/5 |-> 9/20 -33/20 |-> 9/20 f(z) = 50/81*z^3 - 97/72*z + 1 * [ -3 ] -18/7 |-> 9/7 |-> -3 12/7 |-> -3 f(z) = 49/81*z^3 - 37/9*z + 1 * [ 45/28 -20/7 ] -5/28 |-> 45/28 85/28 |-> 45/28 f(z) = 49/125*z^3 - 273/80*z + 1 * [ 10/3 ] 5/3 |-> -5/2 |-> 10/3 -5/6 |-> 10/3 f(z) = 42/125*z^3 - 91/30*z + 1 * [ 5/9 ] -20/9 |-> -5/3 |-> 5/9 10/9 |-> 5/9 f(z) = 54/125*z^3 - 14/15*z + 1 * [ 10/9 ] -5/3 |-> -5/18 |-> 10/9 -5/6 |-> 10/9 f(z) = 54/125*z^3 - 13/30*z + 1 * [ 0 1 ] 9/7 |-> 0 -16/7 |-> 0 f(z) = 49/144*z^3 - 193/144*z + 1 * [ -22/7 18/7 ] [ -4/7 22/7 ] f(z) = 49/144*z^3 - 139/36*z + 1 * [ 0 1 ] -15/7 |-> 1 15/7 |-> 1 f(z) = 49/176*z^3 - 225/176*z + 1 * [ 0 1 ] -17/7 |-> 0 10/7 |-> 0 f(z) = 49/170*z^3 - 219/170*z + 1 * [ 10/7 -2/7 ] 8/7 |-> -2/7 -18/7 |-> -2/7 f(z) = 49/160*z^3 - 61/40*z + 1 * [ 0 1 ] -18/7 |-> 0 11/7 |-> 0 f(z) = 49/198*z^3 - 247/198*z + 1 * [ 15/4 ] 3/2 |-> -33/20 |-> 15/4 -21/10 |-> 15/4 f(z) = 40/189*z^3 - 157/70*z + 1 * [ 21/5 ] 33/10 |-> -6/5 |-> 21/5 -3 |-> 21/5 f(z) = 40/189*z^3 - 104/35*z + 1 * [ 0 1 ] 16/7 |-> 1 -16/7 |-> 1 f(z) = 49/207*z^3 - 256/207*z + 1 * [ -26/7 22/7 ] -4/7 |-> 22/7 30/7 |-> 22/7 f(z) = 49/208*z^3 - 199/52*z + 1 * [ 0 1 ] 12/7 |-> 0 -19/7 |-> 0 f(z) = 49/228*z^3 - 277/228*z + 1 * [ 0 1 ] -17/7 |-> 1 17/7 |-> 1 f(z) = 49/240*z^3 - 289/240*z + 1 * [ 3/5 ] -13/15 |-> -11/15 |-> 3/5 2/15 |-> 3/5 f(z) = 75/11*z^3 - 103/33*z + 1 * [ 0 1 ] 9/8 |-> 1 -9/8 |-> 1 f(z) = 64/17*z^3 - 81/17*z + 1 * [ 7/12 -5/6 ] 1/3 |-> -5/6 -11/12 |-> -5/6 f(z) = 72/7*z^3 - 93/14*z + 1 * [ 4/15 ] 2/15 |-> 1/10 |-> 4/15 -11/30 |-> 4/15 f(z) = 75*z^3 - 97/12*z + 1 * [ 0 1 ] 1/8 |-> 0 -9/8 |-> 0 f(z) = 64/9*z^3 - 73/9*z + 1 * [ 1 ] 1/4 |-> 0 |-> 1 -1 |-> 1 f(z) = 64/15*z^3 - 64/15*z + 1 * [ -5/12 1/6 ] 1/3 |-> 1/6 1/12 |-> 1/6 f(z) = 72*z^3 - 21/2*z + 1 * [ 8/15 1/5 ] -14/15 |-> 8/15 11/15 |-> 8/15 f(z) = 75/22*z^3 - 163/66*z + 1 * [ 0 1 ] 3/8 |-> 0 -11/8 |-> 0 f(z) = 64/33*z^3 - 97/33*z + 1 * [ 1 ] 3/4 |-> 0 |-> 1 -1 |-> 1 f(z) = 64/21*z^3 - 64/21*z + 1 * [ 3/5 ] -7/5 |-> -16/15 |-> 3/5 7/15 |-> 3/5 f(z) = 75/56*z^3 - 193/168*z + 1 * [ 0 1 ] 11/8 |-> 1 -11/8 |-> 1 f(z) = 64/57*z^3 - 121/57*z + 1 * [ 1 ] -5/4 |-> 0 |-> 1 -1 |-> 1 f(z) = 64/45*z^3 - 64/45*z + 1 * [ 0 1 ] -13/8 |-> 0 5/8 |-> 0 f(z) = 64/65*z^3 - 129/65*z + 1 * [ 3/16 ] 15/16 |-> -39/16 |-> 3/16 9/4 |-> 3/16 f(z) = 64/81*z^3 - 157/36*z + 1 * [ 2/15 4/5 ] -26/15 |-> 2/15 14/15 |-> 2/15 -14/15 | 0.17756166177265660200671549424511305089 | 0.028498866944169639470296548831722524039 -4/5 | 0.17756166177265660200671549424511305089 | 0.028498866944169639470296548831722524039 f(z) = 75/112*z^3 - 127/84*z + 1 * [ -5/2 5/4 ] -35/12 |-> -5/2 5/3 |-> -5/2 f(z) = 72/125*z^3 - 37/10*z + 1 * [ 0 1 ] 9/8 |-> 0 -17/8 |-> 0 f(z) = 64/153*z^3 - 217/153*z + 1 * [ 0 1 ] -15/8 |-> 1 15/8 |-> 1 f(z) = 64/161*z^3 - 225/161*z + 1 * [ 0 1 ] -19/8 |-> 0 11/8 |-> 0 f(z) = 64/209*z^3 - 273/209*z + 1 * [ 0 1 ] -17/8 |-> 1 17/8 |-> 1 f(z) = 64/225*z^3 - 289/225*z + 1 * [ 1 ] -7/4 |-> 0 |-> 1 -1 |-> 1 f(z) = 64/231*z^3 - 64/231*z + 1 * [ 0 1 ] 1/9 |-> 0 -10/9 |-> 0 f(z) = 81/10*z^3 - 91/10*z + 1 * [ 0 1 ] 10/9 |-> 1 -10/9 |-> 1 f(z) = 81/19*z^3 - 100/19*z + 1 * [ -9/14 1/7 ] 4/7 |-> 1/7 1/14 |-> 1/7 f(z) = 98/3*z^3 - 73/6*z + 1 * [ 5/14 1/7 ] 3/14 |-> 1/7 -4/7 |-> 1/7 f(z) = 98/5*z^3 - 49/10*z + 1 * [ 0 1 ] 2/9 |-> 0 -11/9 |-> 0 f(z) = 81/22*z^3 - 103/22*z + 1 * [ 5/14 3/7 ] -8/7 |-> 3/7 11/14 |-> 3/7 f(z) = 98/55*z^3 - 201/110*z + 1 * [ 0 1 ] -11/9 |-> 1 11/9 |-> 1 f(z) = 81/40*z^3 - 121/40*z + 1 * [ 0 1 ] 4/9 |-> 0 -13/9 |-> 0 f(z) = 81/52*z^3 - 133/52*z + 1 * [ 0 1 ] -14/9 |-> 0 5/9 |-> 0 f(z) = 81/70*z^3 - 151/70*z + 1 * [ 0 1 ] -13/9 |-> 1 13/9 |-> 1 f(z) = 81/88*z^3 - 169/88*z + 1 * [ 20/9 -22/9 ] [ 22/9 -2/9 ] f(z) = 81/80*z^3 - 131/20*z + 1 * [ -15/7 9/14 ] 12/7 |-> -15/7 -33/14 |-> -15/7 f(z) = 98/81*z^3 - 97/18*z + 1 * [ 3/2 ] 9/14 |-> -3/14 |-> 3/2 -9/7 |-> 3/2 f(z) = 98/81*z^3 - 43/18*z + 1 * [ 9/14 3/14 ] 15/14 |-> 9/14 -9/7 |-> 9/14 f(z) = 98/81*z^3 - 31/18*z + 1 * [ 0 1 ] -16/9 |-> 0 7/9 |-> 0 f(z) = 81/112*z^3 - 193/112*z + 1 * [ 0 1 ] 14/9 |-> 1 -14/9 |-> 1 f(z) = 81/115*z^3 - 196/115*z + 1 * [ 0 1 ] 8/9 |-> 0 -17/9 |-> 0 f(z) = 81/136*z^3 - 217/136*z + 1 * [ -5/28 10/7 ] 15/28 |-> -5/28 -55/28 |-> -5/28 f(z) = 98/125*z^3 - 97/40*z + 1 * [ 3/2 ] -12/7 |-> -3/7 |-> 3/2 -15/14 |-> 3/2 f(z) = 98/135*z^3 - 13/10*z + 1 * [ 0 1 ] -16/9 |-> 1 16/9 |-> 1 f(z) = 81/175*z^3 - 256/175*z + 1 * [ 22/9 -26/9 ] [ 26/9 -4/9 ] f(z) = 81/176*z^3 - 191/44*z + 1 * [ 0 1 ] -19/9 |-> 0 10/9 |-> 0 f(z) = 81/190*z^3 - 271/190*z + 1 * [ 0 1 ] -17/9 |-> 1 17/9 |-> 1 f(z) = 81/208*z^3 - 289/208*z + 1 * [ 0 1 ] 1/10 |-> 0 -11/10 |-> 0 f(z) = 100/11*z^3 - 111/11*z + 1 * [ 0 1 ] 11/10 |-> 1 -11/10 |-> 1 f(z) = 100/21*z^3 - 121/21*z + 1 * [ 0 1 ] 3/10 |-> 0 -13/10 |-> 0 f(z) = 100/39*z^3 - 139/39*z + 1 * [ 0 1 ] 13/10 |-> 1 -13/10 |-> 1 f(z) = 100/69*z^3 - 169/69*z + 1 * [ -9/5 6/5 ] 9/10 |-> -9/5 -21/10 |-> -9/5 f(z) = 100/81*z^3 - 37/9*z + 1 * [ 0 1 ] -17/10 |-> 0 7/10 |-> 0 f(z) = 100/119*z^3 - 219/119*z + 1 * [ 0 1 ] 9/10 |-> 0 -19/10 |-> 0 f(z) = 100/171*z^3 - 271/171*z + 1 * [ 0 1 ] -17/10 |-> 1 17/10 |-> 1 f(z) = 100/189*z^3 - 289/189*z + 1 * [ -4/11 5/44 ] 13/44 |-> 5/44 3/44 |-> 5/44 f(z) = 121*z^3 - 217/16*z + 1 * [ 0 1 ] 1/11 |-> 0 -12/11 |-> 0 f(z) = 121/12*z^3 - 133/12*z + 1 * [ 1 ] 1/5 |-> -1 |-> 1 0 |-> 1 f(z) = 125/12*z^3 - 125/12*z + 1 * [ 1 ] 4/5 |-> -1 |-> 1 0 |-> 1 f(z) = 125/18*z^3 - 125/18*z + 1 * [ 1 ] 1/4 |-> -1 |-> 1 0 |-> 1 f(z) = 128/15*z^3 - 128/15*z + 1 * [ 5/8 1/16 ] -3/4 |-> 5/8 11/16 |-> 5/8 f(z) = 128/11*z^3 - 133/22*z + 1 * [ -1 ] 1/11 |-> 3/11 |-> -1 8/11 |-> -1 f(z) = 121/12*z^3 - 97/12*z + 1 * [ 5/16 ] 1/4 |-> 3/8 |-> 5/16 -11/16 |-> 5/16 f(z) = 128/15*z^3 - 91/30*z + 1 * [ -9/11 5/11 ] 8/11 |-> 5/11 1/11 |-> 5/11 f(z) = 121/12*z^3 - 73/12*z + 1 * [ -7/11 4/11 ] 6/11 |-> 4/11 1/11 |-> 4/11 f(z) = 121/6*z^3 - 43/6*z + 1 * [ 3/11 ] 2/11 |-> 5/11 |-> 3/11 -8/11 |-> 3/11 f(z) = 121/15*z^3 - 49/15*z + 1 * [ 4/11 ] -8/11 |-> -7/11 |-> 4/11 3/11 |-> 4/11 f(z) = 121/12*z^3 - 37/12*z + 1 * [ 1/11 ] 13/11 |-> -15/11 |-> 1/11 14/11 |-> 1/11 f(z) = 121/21*z^3 - 211/21*z + 1 * [ -15/11 4/11 ] 14/11 |-> 4/11 1/11 |-> 4/11 f(z) = 121/30*z^3 - 211/30*z + 1 * [ 1/2 ] -19/22 |-> -8/11 |-> 1/2 5/22 |-> 1/2 f(z) = 121/20*z^3 - 201/80*z + 1 * [ 0 1 ] 12/11 |-> 1 -12/11 |-> 1 f(z) = 121/23*z^3 - 144/23*z + 1 * [ 0 1 ] 2/11 |-> 0 -13/11 |-> 0 f(z) = 121/26*z^3 - 147/26*z + 1 * [ 1 ] 2/5 |-> -1 |-> 1 0 |-> 1 f(z) = 125/21*z^3 - 125/21*z + 1 * [ 1 ] -6/5 |-> -1 |-> 1 0 |-> 1 f(z) = 125/33*z^3 - 125/33*z + 1 * [ 1 ] 4/5 |-> 0 |-> 1 -1 |-> 1 f(z) = 125/36*z^3 - 125/36*z + 1 * [ 1 ] 3/4 |-> -1 |-> 1 0 |-> 1 f(z) = 128/21*z^3 - 128/21*z + 1 * [ 6/11 2/11 ] 8/11 |-> 6/11 -10/11 |-> 6/11 f(z) = 121/32*z^3 - 21/8*z + 1 * [ 5/11 -16/11 ] 1/11 |-> 5/11 15/11 |-> 5/11 f(z) = 121/40*z^3 - 241/40*z + 1 * [ 0 1 ] 3/11 |-> 0 -14/11 |-> 0 f(z) = 121/42*z^3 - 163/42*z + 1 * [ 1 0 ] 13/11 |-> 1 -13/11 |-> 1 f(z) = 121/48*z^3 - 169/48*z + 1 * [ 1 ] 2/5 |-> 0 |-> 1 -1 |-> 1 f(z) = 125/42*z^3 - 125/42*z + 1 * [ 1 ] 3/5 |-> 0 |-> 1 -1 |-> 1 f(z) = 125/48*z^3 - 125/48*z + 1 * [ 1 ] -5/4 |-> -1 |-> 1 0 |-> 1 f(z) = 128/45*z^3 - 128/45*z + 1 * [ 0 1 ] 4/11 |-> 0 -15/11 |-> 0 f(z) = 121/60*z^3 - 181/60*z + 1 * [ 0 1 ] 14/11 |-> 1 -14/11 |-> 1 f(z) = 121/75*z^3 - 196/75*z + 1 * [ 1 ] -6/5 |-> 0 |-> 1 -1 |-> 1 f(z) = 125/66*z^3 - 125/66*z + 1 * [ 0 1 ] -16/11 |-> 0 5/11 |-> 0 f(z) = 121/80*z^3 - 201/80*z + 1 * [ -26/11 24/11 ] [ -2/11 26/11 ] f(z) = 121/96*z^3 - 181/24*z + 1 * [ 5/11 4/11 ] 9/11 |-> 4/11 -14/11 |-> 4/11 f(z) = 121/90*z^3 - 151/90*z + 1 * [ 1 ] -7/5 |-> -1 |-> 1 0 |-> 1 f(z) = 125/84*z^3 - 125/84*z + 1 * [ -21/11 18/11 ] 6/11 |-> -21/11 -24/11 |-> -21/11 f(z) = 121/81*z^3 - 52/9*z + 1 * [ 0 1 ] 6/11 |-> 0 -17/11 |-> 0 f(z) = 121/102*z^3 - 223/102*z + 1 * [ 0 1 ] -15/11 |-> 1 15/11 |-> 1 f(z) = 121/104*z^3 - 225/104*z + 1 * [ -28/11 26/11 ] -2/11 |-> 26/11 30/11 |-> 26/11 f(z) = 121/112*z^3 - 211/28*z + 1 * [ 0 1 ] -18/11 |-> 0 7/11 |-> 0 f(z) = 121/126*z^3 - 247/126*z + 1 * [ 0 1 ] -16/11 |-> 1 16/11 |-> 1 f(z) = 121/135*z^3 - 256/135*z + 1 * [ -24/11 20/11 ] 8/11 |-> -24/11 -28/11 |-> -24/11 f(z) = 121/128*z^3 - 39/8*z + 1 * [ 0 1 ] 8/11 |-> 0 -19/11 |-> 0 f(z) = 121/152*z^3 - 273/152*z + 1 * [ 1 ] -8/5 |-> -1 |-> 1 0 |-> 1 f(z) = 125/156*z^3 - 125/156*z + 1 * [ 0 1 ] -17/11 |-> 1 17/11 |-> 1 f(z) = 121/168*z^3 - 289/168*z + 1 * [ 1 ] -7/5 |-> 0 |-> 1 -1 |-> 1 f(z) = 125/168*z^3 - 125/168*z + 1 * [ 6/11 ] 12/11 |-> 9/11 |-> 6/11 -15/11 |-> 6/11 f(z) = 121/162*z^3 - 19/18*z + 1 * [ 9/11 ] -18/11 |-> -12/11 |-> 9/11 3/11 |-> 9/11 f(z) = 121/162*z^3 - 13/18*z + 1 * [ -3 ] 30/11 |-> 21/11 |-> -3 12/11 |-> -3 f(z) = 121/189*z^3 - 31/7*z + 1 * [ 26/11 -30/11 ] [ 30/11 -4/11 ] f(z) = 121/208*z^3 - 251/52*z + 1 * [ 1 ] -7/4 |-> -1 |-> 1 0 |-> 1 f(z) = 128/231*z^3 - 128/231*z + 1 * [ 18/11 -28/11 ] -2/11 |-> 18/11 30/11 |-> 18/11 10/11 | 0.17129262114776158930504658279746908390 | 0.025421303730531388962807926282735957320 f(z) = 121/240*z^3 - 211/60*z + 1 * [ 1 ] -9/5 |-> -1 |-> 1 0 |-> 1 f(z) = 125/252*z^3 - 125/252*z + 1 * [ 4/9 ] -20/9 |-> -16/9 |-> 4/9 4/3 |-> 4/9 f(z) = 135/256*z^3 - 65/48*z + 1 * [ 4/11 6/11 ] 14/11 |-> 4/11 -20/11 |-> 4/11 -10/11 | 0.089415555252578349261828187491323583243 | 0.015535017367787152386995449446878879420 f(z) = 121/240*z^3 - 79/60*z + 1 * [ -17/42 4/21 ] [ 1/14 13/42 ] f(z) = 147/2*z^3 - 241/24*z + 1 * [ 0 1 ] 1/12 |-> 0 -13/12 |-> 0 f(z) = 144/13*z^3 - 157/13*z + 1 * [ 5/21 -4/7 ] 2/21 |-> 5/21 10/21 |-> 5/21 f(z) = 147/5*z^3 - 124/15*z + 1 * [ -20/21 2/7 ] 6/7 |-> 2/7 2/21 |-> 2/7 f(z) = 147/16*z^3 - 91/12*z + 1 * [ 1/3 ] 5/21 |-> 1/7 |-> 1/3 -10/21 |-> 1/3 f(z) = 147/5*z^3 - 79/15*z + 1 * [ 5/21 4/21 ] 2/7 |-> 5/21 -10/21 |-> 5/21 f(z) = 147/5*z^3 - 76/15*z + 1 * [ -1/3 ] 1/15 |-> 1/5 |-> -1/3 2/15 |-> -1/3 f(z) = 150*z^3 - 38/3*z + 1 * [ -1/3 ] [ 1/12 ] [ 1/4 ] 1/6 |-> -1/3 f(z) = 144*z^3 - 12*z + 1 * [ 0 1 ] 13/12 |-> 1 -13/12 |-> 1 f(z) = 144/25*z^3 - 169/25*z + 1 * [ -26/21 8/21 ] 8/7 |-> 8/21 2/21 |-> 8/21 f(z) = 147/32*z^3 - 157/24*z + 1 * [ -8/7 10/21 ] 22/21 |-> 10/21 2/21 |-> 10/21 f(z) = 147/32*z^3 - 133/24*z + 1 * [ -10/7 16/21 ] 6/7 |-> -10/7 -34/21 |-> -10/7 -2/21 | 0.088724521588078188427109082026807346208 | 0.013112918659374993636621729086601628305 f(z) = 147/64*z^3 - 217/48*z + 1 * [ 10/21 2/7 ] 16/21 |-> 10/21 -22/21 |-> 10/21 f(z) = 147/64*z^3 - 97/48*z + 1 * [ 0 1 ] -17/12 |-> 0 5/12 |-> 0 f(z) = 144/85*z^3 - 229/85*z + 1 * [ 0 1 ] -19/12 |-> 0 7/12 |-> 0 f(z) = 144/133*z^3 - 277/133*z + 1 * [ 10/21 5/14 ] 20/21 |-> 10/21 -55/42 |-> 10/21 -10/7 | 0.14075745295448300669391123121317165168 | 0.018060676875195632036152389528279614104 f(z) = 147/125*z^3 - 97/60*z + 1 * [ 5/3 ] 10/21 |-> -5/21 |-> 5/3 -10/7 |-> 5/3 20/21 | 0.19162257424775244452916770304424654330 | 0.027452792187291085101183748390895956866 f(z) = 147/125*z^3 - 43/15*z + 1 * [ 0 1 ] -17/12 |-> 1 17/12 |-> 1 f(z) = 144/145*z^3 - 289/145*z + 1 * [ 10/21 8/21 ] 22/21 |-> 10/21 -10/7 |-> 10/21 2/21 | 0.092742118095900826284994730015854207220 | 0.014084290992595849382716773669067530033 f(z) = 147/160*z^3 - 181/120*z + 1 * [ 4/3 ] -12/7 |-> -4/7 |-> 4/3 -16/21 |-> 4/3 f(z) = 147/256*z^3 - 37/48*z + 1 * [ 0 1 ] 1/13 |-> 0 -14/13 |-> 0 f(z) = 169/14*z^3 - 183/14*z + 1 * [ 5/26 4/13 ] 7/26 |-> 5/26 -15/26 |-> 5/26 f(z) = 169/10*z^3 - 169/40*z + 1 * [ 4/39 3/13 ] 5/39 |-> 4/39 -14/39 |-> 4/39 f(z) = 169/2*z^3 - 151/18*z + 1 * [ 8/13 1/13 ] 9/13 |-> 8/13 -10/13 |-> 8/13 f(z) = 169/18*z^3 - 91/18*z + 1 * [ -5/13 3/13 ] 4/13 |-> 3/13 1/13 |-> 3/13 f(z) = 169/2*z^3 - 21/2*z + 1 * [ -16/13 3/13 ] 15/13 |-> 3/13 1/13 |-> 3/13 f(z) = 169/24*z^3 - 241/24*z + 1 * [ 1 0 ] 14/13 |-> 1 -14/13 |-> 1 f(z) = 169/27*z^3 - 196/27*z + 1 * [ 0 1 ] 2/13 |-> 0 -15/13 |-> 0 f(z) = 169/30*z^3 - 199/30*z + 1 * [ -1 ] 1/13 |-> 7/13 |-> -1 6/13 |-> -1 f(z) = 169/21*z^3 - 127/21*z + 1 * [ -6/5 ] 21/20 |-> 33/40 |-> -6/5 3/8 |-> -6/5 f(z) = 160/27*z^3 - 67/10*z + 1 * [ 0 1 ] -15/13 |-> 1 15/13 |-> 1 f(z) = 169/56*z^3 - 225/56*z + 1 * [ -15/13 7/13 ] [ 0 1 ] f(z) = 169/40*z^3 - 209/40*z + 1 * [ 0 1 ] 3/13 |-> 0 -16/13 |-> 0 f(z) = 169/48*z^3 - 217/48*z + 1 * [ -20/13 18/13 ] 4/13 |-> -20/13 -22/13 |-> -20/13 f(z) = 169/48*z^3 - 103/12*z + 1 * [ -3/2 ] 33/26 |-> 15/26 |-> -3/2 12/13 |-> -3/2 f(z) = 169/54*z^3 - 43/8*z + 1 * [ 0 1 ] 4/13 |-> 0 -17/13 |-> 0 f(z) = 169/68*z^3 - 237/68*z + 1 * [ 0 1 ] 16/13 |-> 1 -16/13 |-> 1 f(z) = 169/87*z^3 - 256/87*z + 1 * [ 0 1 ] -18/13 |-> 0 5/13 |-> 0 f(z) = 169/90*z^3 - 259/90*z + 1 * [ 3/2 ] 12/13 |-> -18/13 |-> 3/2 -3/26 |-> 3/2 f(z) = 169/81*z^3 - 157/36*z + 1 * [ 2 ] 6/13 |-> -24/13 |-> 2 -2/13 |-> 2 f(z) = 169/96*z^3 - 157/24*z + 1 * [ 6/13 4/13 ] -14/13 |-> 6/13 10/13 |-> 6/13 f(z) = 169/80*z^3 - 39/20*z + 1 * [ 0 1 ] 6/13 |-> 0 -19/13 |-> 0 f(z) = 169/114*z^3 - 283/114*z + 1 * [ 28/13 -30/13 ] [ 30/13 -2/13 ] f(z) = 169/112*z^3 - 239/28*z + 1 * [ 0 1 ] -17/13 |-> 1 17/13 |-> 1 15/13 | 0.091301098222518577727557795362365481196 | 0.016112640866607996376777523587242484915 f(z) = 169/120*z^3 - 289/120*z + 1 * [ -32/13 30/13 ] 34/13 |-> 30/13 -2/13 |-> 30/13 f(z) = 169/128*z^3 - 273/32*z + 1 * [ -55/26 15/26 ] -30/13 |-> -55/26 45/26 |-> -55/26 f(z) = 169/125*z^3 - 117/20*z + 1 * [ 7/13 4/13 ] 11/13 |-> 4/13 -18/13 |-> 4/13 f(z) = 169/154*z^3 - 247/154*z + 1 * [ 0 1 ] 1/14 |-> 0 -15/14 |-> 0 f(z) = 196/15*z^3 - 211/15*z + 1 * [ 5/7 -6/7 ] 3/14 |-> -6/7 -13/14 |-> -6/7 f(z) = 196/15*z^3 - 139/15*z + 1 * [ -3/7 2/7 ] 5/14 |-> 2/7 1/14 |-> 2/7 f(z) = 196/3*z^3 - 31/3*z + 1 * [ -2/7 1/7 ] 3/14 |-> 1/7 1/14 |-> 1/7 f(z) = 196*z^3 - 13*z + 1 * [ 0 1 ] 15/14 |-> 1 -15/14 |-> 1 f(z) = 196/29*z^3 - 225/29*z + 1 * [ 0 1 ] 3/14 |-> 0 -17/14 |-> 0 f(z) = 196/51*z^3 - 247/51*z + 1 * [ 0 1 ] 17/14 |-> 1 -17/14 |-> 1 f(z) = 196/93*z^3 - 289/93*z + 1 * [ 0 1 ] -19/14 |-> 0 5/14 |-> 0 f(z) = 196/95*z^3 - 291/95*z + 1 * [ -11/36 1/12 ] 1/4 |-> 1/12 1/18 |-> 1/12 f(z) = 216*z^3 - 103/6*z + 1 * [ 1 ] 1/6 |-> 0 |-> 1 -1 |-> 1 f(z) = 216/35*z^3 - 216/35*z + 1 * [ 1 ] 5/6 |-> 0 |-> 1 -1 |-> 1 f(z) = 216/55*z^3 - 216/55*z + 1 * [ 1 ] -7/6 |-> 0 |-> 1 -1 |-> 1 f(z) = 216/91*z^3 - 216/91*z + 1 * [ 3/10 9/20 ] 3/5 |-> 3/10 -21/20 |-> 3/10 f(z) = 200/81*z^3 - 37/18*z + 1 * [ 0 1 ] 1/15 |-> 0 -16/15 |-> 0 f(z) = 225/16*z^3 - 241/16*z + 1 * [ 1/8 ] 1/2 |-> -3/4 |-> 1/8 5/8 |-> 1/8 f(z) = 224/15*z^3 - 217/30*z + 1 * [ -4/5 ] [ 2/15 ] [ 2/3 ] 2/5 |-> -4/5 f(z) = 225/16*z^3 - 27/4*z + 1 * [ 0 1 ] 16/15 |-> 1 -16/15 |-> 1 f(z) = 225/31*z^3 - 256/31*z + 1 * [ 0 1 ] 2/15 |-> 0 -17/15 |-> 0 f(z) = 225/34*z^3 - 259/34*z + 1 * [ 1 0 ] 17/15 |-> 1 -17/15 |-> 1 f(z) = 225/64*z^3 - 289/64*z + 1 * [ 0 1 ] 1/16 |-> 0 -17/16 |-> 0 f(z) = 256/17*z^3 - 273/17*z + 1 * [ 7/11 1/22 ] -8/11 |-> 7/11 15/22 |-> 7/11 f(z) = 242/15*z^3 - 241/30*z + 1 * [ 8/35 -3/7 ] 12/35 |-> 8/35 3/35 |-> 8/35 f(z) = 245/4*z^3 - 189/20*z + 1 * [ 7/27 ] 2/9 |-> 8/27 |-> 7/27 -5/9 |-> 7/27 f(z) = 243/14*z^3 - 169/42*z + 1 * [ -13/22 9/22 ] 5/22 |-> -13/22 -7/11 |-> -13/22 f(z) = 242/9*z^3 - 151/18*z + 1 * [ 5/16 -11/16 ] [ 1/16 9/16 ] f(z) = 256/15*z^3 - 106/15*z + 1 * [ 3/35 -2/7 ] 8/35 |-> 3/35 2/35 |-> 3/35 f(z) = 245*z^3 - 84/5*z + 1 * [ 0 1 ] 17/16 |-> 1 -17/16 |-> 1 f(z) = 256/33*z^3 - 289/33*z + 1 * [ 7/22 5/22 ] 9/22 |-> 7/22 -7/11 |-> 7/22 f(z) = 242/21*z^3 - 151/42*z + 1 * [ 4/5 ] 22/35 |-> 2/35 |-> 4/5 -6/7 |-> 4/5 4/7 | 0.12353663250543759697129694102678877648 | 0.017373352815094758722577964689006015857 f(z) = 245/48*z^3 - 211/60*z + 1 * [ 9/44 6/11 ] 21/44 |-> 9/44 -45/44 |-> 9/44 f(z) = 242/81*z^3 - 169/72*z + 1 * [ 14/27 2/9 ] -26/27 |-> 14/27 20/27 |-> 14/27 f(z) = 243/80*z^3 - 139/60*z + 1 * [ 5/33 15/22 ] -40/33 |-> 5/33 35/66 |-> 5/33 f(z) = 242/125*z^3 - 193/90*z + 1 * [ -5/4 ] [ 5/8 ] 5/16 |-> 5/8 -15/16 |-> 5/8 f(z) = 256/125*z^3 - 7/5*z + 1 * [ 10/27 4/9 ] -34/27 |-> 10/27 22/27 |-> 10/27 f(z) = 243/176*z^3 - 223/132*z + 1 * [ -15/34 7/34 ] 3/34 |-> 7/34 6/17 |-> 7/34 f(z) = 289/5*z^3 - 189/20*z + 1 * [ 3/17 ] 2/17 |-> 7/17 |-> 3/17 -10/17 |-> 3/17 f(z) = 289/15*z^3 - 79/15*z + 1 * [ 5/17 ] -10/17 |-> -9/17 |-> 5/17 4/17 |-> 5/17 f(z) = 289/15*z^3 - 61/15*z + 1 * [ 11/17 -16/17 ] 1/17 |-> 11/17 15/17 |-> 11/17 f(z) = 289/40*z^3 - 241/40*z + 1 * [ 7/17 ] -14/17 |-> -12/17 |-> 7/17 5/17 |-> 7/17 f(z) = 289/42*z^3 - 109/42*z + 1 * [ -18/17 14/17 ] 6/17 |-> -18/17 -20/17 |-> -18/17 2/17 | 0.12955511706730918804348455290376571036 | 0.022508846341568854670975388760935148517 f(z) = 289/48*z^3 - 79/12*z + 1 * [ -3/2 ] 3/34 |-> 15/34 |-> -3/2 18/17 |-> -3/2 f(z) = 289/81*z^3 - 229/36*z + 1 * [ 7/17 5/17 ] -16/17 |-> 5/17 9/17 |-> 5/17 f(z) = 289/84*z^3 - 193/84*z + 1 * [ 3/17 ] 12/17 |-> -24/17 |-> 3/17 21/17 |-> 3/17 f(z) = 289/108*z^3 - 19/4*z + 1 * [ 5/17 8/17 ] 13/17 |-> 8/17 -18/17 |-> 8/17 f(z) = 289/130*z^3 - 259/130*z + 1 * [ 5/7 5/42 ] -15/14 |-> 5/7 20/21 |-> 5/7 f(z) = 294/125*z^3 - 73/30*z + 1 * [ 6/17 ] -26/17 |-> -22/17 |-> 6/17 16/17 |-> 6/17 f(z) = 289/192*z^3 - 97/48*z + 1 * [ 24/17 ] 15/17 |-> -3/17 |-> 24/17 -21/17 |-> 24/17 f(z) = 289/216*z^3 - 19/8*z + 1 * [ 6/17 8/17 ] -22/17 |-> 6/17 14/17 |-> 6/17 f(z) = 289/224*z^3 - 93/56*z + 1 * TOTAL: 1389