[ 1/6 ] [ -1/6 ] [ 5/6 -5/6 ] [ 0 ] -2/3 |-> 1/6 2/3 |-> -1/6 -1/2 |-> -1/6 1/2 |-> 1/6 f(z) = -3*z^3 + 13/12*z * [ 2/3 1 ] [ -2/3 -1 ] [ 0 ] -4/3 |-> 2/3 4/3 |-> -2/3 -1/3 |-> -2/3 1/3 |-> 2/3 f(z) = -3/2*z^3 + 13/6*z * [ 8/5 -8/5 ] [ 0 ] -3/5 |-> -8/5 3/5 |-> 8/5 -1 |-> -8/5 1 |-> 8/5 -7/5 |-> 0 7/5 |-> 0 f(z) = -5/3*z^3 + 49/15*z * [ 5/6 ] [ -5/6 ] [ 0 ] -4/3 |-> 5/6 4/3 |-> -5/6 -7/6 |-> 0 7/6 |-> 0 -1/2 |-> -5/6 1/2 |-> 5/6 f(z) = -3/2*z^3 + 49/24*z * [ 3/10 ] [ -3/10 ] [ 0 ] -4/5 |-> 3/10 4/5 |-> -3/10 -7/10 |-> 0 7/10 |-> 0 -1/2 |-> -3/10 1/2 |-> 3/10 f(z) = -5/2*z^3 + 49/40*z * [ 5/6 1 ] [ -5/6 -1 ] [ 0 ] -3/2 |-> 1 3/2 |-> -1 -2/3 |-> -1 2/3 |-> 1 f(z) = -6/5*z^3 + 61/30*z * [ -7/6 ] [ 7/6 ] [ 0 ] -1/2 |-> -7/6 1/2 |-> 7/6 -5/3 |-> 7/6 5/3 |-> -7/6 1/3 | 0.089414903113224629897581340492200954225 | 0.020463661801740084020731060456688385150 -1/3 | 0.089414903113224629897581340492200954225 | 0.020463661801740084020731060456688385150 f(z) = -6/5*z^3 + 79/30*z * [ 11/6 -11/6 ] [ 0 ] -1 |-> -11/6 1 |-> 11/6 -5/6 |-> -11/6 5/6 |-> 11/6 2/3 | 0.089416035519950806962558382727130216102 | 0.019822394244549455866248883271474729482 -2/3 | 0.089416035519950806962558382727130216102 | 0.019822394244549455866248883271474729482 f(z) = -6/5*z^3 + 91/30*z * [ 13/6 -13/6 ] [ 0 ] -1/2 |-> -13/6 1/2 |-> 13/6 -5/3 |-> -13/6 5/3 |-> 13/6 2 | 0.12457313016393647196771692785557022661 | 0.025245473347733478987422386872107293880 -2 | 0.12457313016393647196771692785557022661 | 0.025245473347733478987422386872107293880 f(z) = -6/5*z^3 + 139/30*z * [ 15/14 -15/14 ] [ 0 ] -4/7 |-> -15/14 4/7 |-> 15/14 -1/2 |-> -15/14 1/2 |-> 15/14 -13/14 |-> 0 13/14 |-> 0 f(z) = -7/2*z^3 + 169/56*z * [ -11/7 ] [ 11/7 ] [ 0 ] -4/7 |-> -2 |-> 11/7 4/7 |-> 2 |-> -11/7 -3/7 |-> -11/7 3/7 |-> 11/7 f(z) = -7/6*z^3 + 163/42*z * [ 1/2 6/5 ] [ -1/2 -6/5 ] [ 0 ] -13/10 |-> 0 13/10 |-> 0 3/10 | 0.14075909300881659103491744366536333433 | 0.027438961435894036958032101577587891939 -3/10 | 0.14075909300881659103491744366536333433 | 0.027438961435894036958032101577587891939 f(z) = -5/3*z^3 + 169/60*z * [ -8/15 ] [ 8/15 ] [ 0 ] -13/15 |-> 0 13/15 |-> 0 -7/15 |-> -8/15 7/15 |-> 8/15 -1 |-> 8/15 1 |-> -8/15 f(z) = -15/7*z^3 + 169/105*z * [ -11/10 ] [ 11/10 ] [ 0 ] -9/10 |-> -3/2 |-> 11/10 9/10 |-> 3/2 |-> -11/10 -2/5 |-> -11/10 2/5 |-> 11/10 f(z) = -5/3*z^3 + 181/60*z * [ 1/2 6/7 ] [ -1/2 -6/7 ] [ 0 ] -8/7 |-> 6/7 8/7 |-> -6/7 -9/14 |-> -6/7 9/14 |-> 6/7 f(z) = -7/3*z^3 + 193/84*z * [ 17/10 -17/10 ] [ 13/10 ] [ -13/10 ] [ 0 ] -6/5 |-> -17/10 6/5 |-> 17/10 -1/2 |-> -17/10 1/2 |-> 17/10 f(z) = -5/3*z^3 + 229/60*z * [ 3/2 2/5 ] [ -3/2 -2/5 ] [ 0 ] -8/5 |-> 2/5 8/5 |-> -2/5 -1/10 |-> -2/5 1/10 |-> 2/5 f(z) = -5/3*z^3 + 241/60*z * [ 5/4 2/3 ] [ -5/4 -2/3 ] [ 13/12 ] [ -13/12 ] [ 0 ] -17/12 |-> 0 17/12 |-> 0 f(z) = -6/5*z^3 + 289/120*z * [ 5/4 -2/3 ] [ -5/4 2/3 ] [ 13/12 -13/12 ] [ 0 ] -17/12 |-> 0 17/12 |-> 0 f(z) = 6/5*z^3 - 289/120*z * [ 3/2 -2/5 ] [ -3/2 2/5 ] [ 0 ] -8/5 |-> -2/5 8/5 |-> 2/5 -1/10 |-> 2/5 1/10 |-> -2/5 f(z) = 5/3*z^3 - 241/60*z * [ -17/10 ] [ 17/10 ] [ 13/10 -13/10 ] [ 0 ] -6/5 |-> 17/10 6/5 |-> -17/10 -1/2 |-> 17/10 1/2 |-> -17/10 f(z) = 5/3*z^3 - 229/60*z * [ 11/10 -11/10 ] [ 0 ] -9/10 |-> 3/2 |-> 11/10 9/10 |-> -3/2 |-> -11/10 -2/5 |-> 11/10 2/5 |-> -11/10 f(z) = 5/3*z^3 - 181/60*z * [ 1/2 -6/7 ] [ -1/2 6/7 ] [ 0 ] -8/7 |-> -6/7 8/7 |-> 6/7 -9/14 |-> 6/7 9/14 |-> -6/7 f(z) = 7/3*z^3 - 193/84*z * [ -15/14 ] [ 15/14 ] [ 0 ] -13/14 |-> 0 13/14 |-> 0 -4/7 |-> 15/14 4/7 |-> -15/14 -1/2 |-> 15/14 1/2 |-> -15/14 f(z) = 7/2*z^3 - 169/56*z * [ 11/7 -11/7 ] [ 0 ] -4/7 |-> 2 |-> 11/7 4/7 |-> -2 |-> -11/7 -3/7 |-> 11/7 3/7 |-> -11/7 f(z) = 7/6*z^3 - 163/42*z * [ 1/2 -6/5 ] [ -1/2 6/5 ] [ 0 ] -13/10 |-> 0 13/10 |-> 0 3/10 | 0.14075909300881659103491744366536333433 | 0.027438961435894036958032101577587891939 -3/10 | 0.14075909300881659103491744366536333433 | 0.027438961435894036958032101577587891939 f(z) = 5/3*z^3 - 169/60*z * [ 8/15 -8/15 ] [ 0 ] -7/15 |-> 8/15 7/15 |-> -8/15 -1 |-> -8/15 1 |-> 8/15 -13/15 |-> 0 13/15 |-> 0 f(z) = 15/7*z^3 - 169/105*z * [ -13/6 ] [ 13/6 ] [ 0 ] -1/2 |-> 13/6 1/2 |-> -13/6 -5/3 |-> 13/6 5/3 |-> -13/6 2 | 0.12457313016393647196771692785557022661 | 0.025245473347733478987422386872107293880 -2 | 0.12457313016393647196771692785557022661 | 0.025245473347733478987422386872107293880 f(z) = 6/5*z^3 - 139/30*z * [ -11/6 ] [ 11/6 ] [ 0 ] -1 |-> 11/6 1 |-> -11/6 -5/6 |-> 11/6 5/6 |-> -11/6 2/3 | 0.089416035519950806962558382727130216102 | 0.019822394244549455866248883271474729482 -2/3 | 0.089416035519950806962558382727130216102 | 0.019822394244549455866248883271474729482 f(z) = 6/5*z^3 - 91/30*z * [ 7/6 -7/6 ] [ 0 ] -1/2 |-> 7/6 1/2 |-> -7/6 -5/3 |-> -7/6 5/3 |-> 7/6 1/3 | 0.089414903113224629897581340492200954225 | 0.020463661801740084020731060456688385150 -1/3 | 0.089414903113224629897581340492200954225 | 0.020463661801740084020731060456688385150 f(z) = 6/5*z^3 - 79/30*z * [ 5/6 -1 ] [ -5/6 1 ] [ 0 ] -3/2 |-> -1 3/2 |-> 1 -2/3 |-> 1 2/3 |-> -1 f(z) = 6/5*z^3 - 61/30*z * [ -8/5 ] [ 8/5 ] [ 0 ] -3/5 |-> 8/5 3/5 |-> -8/5 -7/5 |-> 0 7/5 |-> 0 -1 |-> 8/5 1 |-> -8/5 f(z) = 5/3*z^3 - 49/15*z * [ -5/6 5/6 ] [ 0 ] -4/3 |-> -5/6 4/3 |-> 5/6 -1/2 |-> 5/6 1/2 |-> -5/6 -7/6 |-> 0 7/6 |-> 0 f(z) = 3/2*z^3 - 49/24*z * [ -3/10 3/10 ] [ 0 ] -4/5 |-> -3/10 4/5 |-> 3/10 -1/2 |-> 3/10 1/2 |-> -3/10 -7/10 |-> 0 7/10 |-> 0 f(z) = 5/2*z^3 - 49/40*z * [ 1/6 -1/6 ] [ 5/6 ] [ -5/6 ] [ 0 ] -2/3 |-> -1/6 2/3 |-> 1/6 -1/2 |-> 1/6 1/2 |-> -1/6 f(z) = 3*z^3 - 13/12*z * [ -2/3 1 ] [ 2/3 -1 ] [ 0 ] -4/3 |-> -2/3 4/3 |-> 2/3 -1/3 |-> 2/3 1/3 |-> -2/3 f(z) = 3/2*z^3 - 13/6*z * TOTAL: 36