[ -2 4 ] 
6 |-> 4
2 |-> -2
-4 |-> 4
-6 |-> -2
f(z) = 1/16*z^3 - 7/4*z + 1
*
[ 5/3 1/3 ] 
4/3 |-> 5/3
-1/3 |-> 1/3
-4/3 |-> 1/3
-5/3 |-> 5/3
f(z) = -9/10*z^3 + 21/10*z + 1
*
[ 5/2 -1/2 ] 
-3 |-> -1/2
3 |-> 5/2
1/2 |-> -1/2
-5/2 |-> 5/2
f(z) = 2/5*z^3 - 31/10*z + 1
*
[ 8/5 2/5 ] 
6/5 |-> 8/5
-2/5 |-> 2/5
-6/5 |-> 2/5
-8/5 |-> 8/5
f(z) = -25/32*z^3 + 13/8*z + 1
*
[ -2/3 8/3 ] 
10/3 |-> 8/3
2/3 |-> -2/3
-8/3 |-> 8/3
-10/3 |-> -2/3
f(z) = 9/32*z^3 - 21/8*z + 1
*
[ 7/5 3/5 ] 
4/5 |-> 7/5
-3/5 |-> 3/5
-4/5 |-> 3/5
-7/5 |-> 7/5
f(z) = -25/42*z^3 + 37/42*z + 1
*
[ 7/4 1/4 ] 
3/2 |-> 7/4
-1/4 |-> 1/4
-3/2 |-> 1/4
-7/4 |-> 7/4
f(z) = -8/7*z^3 + 43/14*z + 1
*
[ 6/5 4/5 ] 
2/5 |-> 6/5
-2/5 |-> 4/5
-4/5 |-> 4/5
-6/5 |-> 6/5
f(z) = -25/48*z^3 + 7/12*z + 1
*
[ -7/5 1 ] 
0 |-> 1
3/5 |-> -7/5
7/5 |-> 1
-8/5 |-> -7/5
f(z) = 5/2*z^3 - 49/10*z + 1
*
[ -7/8 1 ] 
7/8 |-> 1
0 |-> 1
-3/8 |-> -7/8
-5/8 |-> -7/8
f(z) = -8*z^3 + 49/8*z + 1
*
[ 5 -3 ] 
8 |-> 5
3 |-> -3
-8 |-> -3
-5 |-> 5
2 | 0.089413869496803740175400143289466386770 | 0.022974819659636328294891970856061718359
f(z) = 1/30*z^3 - 49/30*z + 1
*
[ 0 1 ] 
-7/3 |-> 1
7/3 |-> 1
-8/3 |-> 0
5/3 |-> 0
f(z) = 9/40*z^3 - 49/40*z + 1
*
[ 7/3 -1/3 ] 
-8/3 |-> -1/3
8/3 |-> 7/3
1/3 |-> -1/3
-7/3 |-> 7/3
f(z) = 9/14*z^3 - 57/14*z + 1
*
[ 0 1 ] 
-7/8 |-> 1
7/8 |-> 1
-3/8 |-> 0
-5/8 |-> 0
f(z) = -64/15*z^3 + 49/15*z + 1
*
[ 5/6 7/6 ] 
-1/3 |-> 5/6
-7/6 |-> 7/6
1/3 |-> 7/6
-5/6 |-> 5/6
f(z) = -18/35*z^3 + 39/70*z + 1
*
[ 9/5 1/5 ] 
8/5 |-> 9/5
-1/5 |-> 1/5
-8/5 |-> 1/5
-9/5 |-> 9/5
f(z) = -25/18*z^3 + 73/18*z + 1
*
[ -2/7 16/7 ] 
18/7 |-> 16/7
2/7 |-> -2/7
-16/7 |-> 16/7
-18/7 |-> -2/7
f(z) = 49/64*z^3 - 73/16*z + 1
*
[ 7/2 -3/2 ] 
-5 |-> -3/2
5 |-> 7/2
3/2 |-> -3/2
-7/2 |-> 7/2
2 | 0.10810780514773645937005875217092273701 | 0.024741754289777830792426361840768096470
f(z) = 2/21*z^3 - 79/42*z + 1
*
[ 10/7 4/7 ] 
-6/7 |-> 4/7
6/7 |-> 10/7
-4/7 |-> 4/7
-10/7 |-> 10/7
f(z) = -49/80*z^3 + 19/20*z + 1
*
[ 10/3 -4/3 ] 
14/3 |-> 10/3
4/3 |-> -4/3
-14/3 |-> -4/3
-10/3 |-> 10/3
2 | 0.089413217357450020811153296290343757751 | 0.017706092456713428581190004925188415706
f(z) = 9/80*z^3 - 39/20*z + 1
*
[ 16/9 2/9 ] 
14/9 |-> 16/9
-2/9 |-> 2/9
-14/9 |-> 2/9
-16/9 |-> 16/9
f(z) = -81/64*z^3 + 57/16*z + 1
*
[ 5/7 9/7 ] 
4/7 |-> 9/7
-4/7 |-> 5/7
-9/7 |-> 9/7
-5/7 |-> 5/7
f(z) = -49/90*z^3 + 61/90*z + 1
*
[ -1/4 9/4 ] 
5/2 |-> 9/4
1/4 |-> -1/4
-9/4 |-> 9/4
-5/2 |-> -1/4
f(z) = 8/9*z^3 - 91/18*z + 1
*
[ -5/6 1/2 ] 
3/4 |-> 1/2
-11/12 |-> -5/6
1/12 |-> 1/2
5/12 |-> -5/6
f(z) = 48/5*z^3 - 91/15*z + 1
*
[ 11/7 3/7 ] 
8/7 |-> 11/7
-3/7 |-> 3/7
-8/7 |-> 3/7
-11/7 |-> 11/7
f(z) = -49/66*z^3 + 97/66*z + 1
*
[ -5 7 ] 
-12 |-> -5
-7 |-> 7
12 |-> 7
5 |-> -5
f(z) = 1/70*z^3 - 109/70*z + 1
*
[ 5/8 11/8 ] 
-3/4 |-> 5/8
-11/8 |-> 11/8
3/4 |-> 11/8
-5/8 |-> 5/8
f(z) = -32/55*z^3 + 91/110*z + 1
*
[ 11/6 1/6 ] 
5/3 |-> 11/6
-1/6 |-> 1/6
-5/3 |-> 1/6
-11/6 |-> 11/6
f(z) = -18/11*z^3 + 111/22*z + 1
*
[ 20/9 -2/9 ] 
-22/9 |-> -2/9
22/9 |-> 20/9
2/9 |-> -2/9
-20/9 |-> 20/9
f(z) = 81/80*z^3 - 111/20*z + 1
*
[ 14/9 4/9 ] 
-10/9 |-> 4/9
10/9 |-> 14/9
-4/9 |-> 4/9
-14/9 |-> 14/9
f(z) = -81/112*z^3 + 39/28*z + 1
*
[ 14/5 -4/5 ] 
18/5 |-> 14/5
4/5 |-> -4/5
-18/5 |-> -4/5
-14/5 |-> 14/5
2 | 0.15747308313254135297100447926507461651 | 0.028165524920995757078570024917288019300
f(z) = 25/112*z^3 - 67/28*z + 1
*
[ 20/11 2/11 ] 
18/11 |-> 20/11
-2/11 |-> 2/11
-18/11 |-> 2/11
-20/11 |-> 20/11
f(z) = -121/80*z^3 + 91/20*z + 1
*
[ 7/8 9/8 ] 
-1/4 |-> 7/8
-9/8 |-> 9/8
1/4 |-> 9/8
-7/8 |-> 7/8
f(z) = -32/63*z^3 + 67/126*z + 1
*
[ 5/9 13/9 ] 
8/9 |-> 13/9
-8/9 |-> 5/9
-13/9 |-> 13/9
-5/9 |-> 5/9
f(z) = -81/130*z^3 + 129/130*z + 1
*
[ 11/5 -1/5 ] 
-12/5 |-> -1/5
12/5 |-> 11/5
1/5 |-> -1/5
-11/5 |-> 11/5
f(z) = 25/22*z^3 - 133/22*z + 1
*
[ -8/5 26/15 ] 
22/15 |-> 26/15
2/15 |-> 26/15
-8/15 |-> -8/5
-6/5 |-> -8/5
f(z) = -75/32*z^3 + 133/24*z + 1
*
[ 13/8 3/8 ] 
5/4 |-> 13/8
-3/8 |-> 3/8
-5/4 |-> 3/8
-13/8 |-> 13/8
f(z) = -32/39*z^3 + 139/78*z + 1
*
[ 18/11 4/11 ] 
14/11 |-> 18/11
-4/11 |-> 4/11
-14/11 |-> 4/11
-18/11 |-> 18/11
f(z) = -121/144*z^3 + 67/36*z + 1
*
[ -4/7 18/7 ] 
22/7 |-> 18/7
4/7 |-> -4/7
-18/7 |-> 18/7
-22/7 |-> -4/7
2 | 0.15052310338606138907921347348973394518 | 0.024999588052141163242279367129245947165
f(z) = 49/144*z^3 - 103/36*z + 1
*
[ -5/2 9/2 ] 
7 |-> 9/2
-9/2 |-> 9/2
-7 |-> -5/2
5/2 |-> -5/2
f(z) = 2/45*z^3 - 151/90*z + 1
*
[ 7/9 11/9 ] 
4/9 |-> 11/9
-4/9 |-> 7/9
-11/9 |-> 11/9
-7/9 |-> 7/9
f(z) = -81/154*z^3 + 93/154*z + 1
*
[ 13/7 1/7 ] 
12/7 |-> 13/7
-1/7 |-> 1/7
-12/7 |-> 1/7
-13/7 |-> 13/7
f(z) = -49/26*z^3 + 157/26*z + 1
*
[ 10/9 8/9 ] 
-2/9 |-> 8/9
2/9 |-> 10/9
-8/9 |-> 8/9
-10/9 |-> 10/9
f(z) = -81/160*z^3 + 21/40*z + 1
*
[ 10 -8 ] 
18 |-> 10
8 |-> -8
-18 |-> -8
-10 |-> 10
f(z) = 1/160*z^3 - 61/40*z + 1
*
[ 11/4 -3/4 ] 
-7/2 |-> -3/4
7/2 |-> 11/4
3/4 |-> -3/4
-11/4 |-> 11/4
f(z) = 8/33*z^3 - 163/66*z + 1
*
[ -13/7 1 ] 
0 |-> 1
8/7 |-> -13/7
13/7 |-> 1
-15/7 |-> -13/7
f(z) = 7/6*z^3 - 169/42*z + 1
*
[ -13/8 1 ] 
13/8 |-> 1
7/8 |-> -13/8
0 |-> 1
-15/8 |-> -13/8
f(z) = 8/5*z^3 - 169/40*z + 1
*
[ 13/7 1 ] 
8/7 |-> 13/7
-13/7 |-> 1
0 |-> 1
-15/7 |-> 13/7
f(z) = -7/20*z^3 + 169/140*z + 1
*
[ -20/13 22/13 ] 
18/13 |-> 22/13
-12/13 |-> -20/13
2/13 |-> 22/13
-10/13 |-> -20/13
f(z) = -169/80*z^3 + 91/20*z + 1
*
[ 0 1 ] 
13/8 |-> 1
-13/8 |-> 1
7/8 |-> 0
-15/8 |-> 0
f(z) = 64/105*z^3 - 169/105*z + 1
*
[ 24/13 2/13 ] 
22/13 |-> 24/13
-2/13 |-> 2/13
-22/13 |-> 2/13
-24/13 |-> 24/13
-6/13 | 0.088924669895940315972006688980491086115 | 0.014167551502159254080742320346447107427
f(z) = -169/96*z^3 + 133/24*z + 1
*
[ 22/13 4/13 ] 
18/13 |-> 22/13
-4/13 |-> 4/13
-18/13 |-> 4/13
-22/13 |-> 22/13
f(z) = -169/176*z^3 + 103/44*z + 1
*
[ 22/9 -4/9 ] 
-26/9 |-> -4/9
26/9 |-> 22/9
4/9 |-> -4/9
-22/9 |-> 22/9
f(z) = 81/176*z^3 - 147/44*z + 1
*
[ 7/10 13/10 ] 
3/5 |-> 13/10
-3/5 |-> 7/10
-13/10 |-> 13/10
-7/10 |-> 7/10
f(z) = -50/91*z^3 + 127/182*z + 1
*
[ 13/6 -1/6 ] 
-7/3 |-> -1/6
7/3 |-> 13/6
1/6 |-> -1/6
-13/6 |-> 13/6
f(z) = 18/13*z^3 - 183/26*z + 1
*
[ 16/11 6/11 ] 
10/11 |-> 16/11
-6/11 |-> 6/11
-10/11 |-> 6/11
-16/11 |-> 16/11
f(z) = -121/192*z^3 + 49/48*z + 1
*
[ -6/5 16/5 ] 
22/5 |-> 16/5
6/5 |-> -6/5
-16/5 |-> 16/5
-22/5 |-> -6/5
2 | 0.12836162260900335442907603450980430228 | 0.021533552697189097911592274147320042305
f(z) = 25/192*z^3 - 97/48*z + 1
*
[ -7 9 ] 
-9 |-> 9
-16 |-> -7
16 |-> 9
7 |-> -7
f(z) = 1/126*z^3 - 193/126*z + 1
*
[ 11/10 9/10 ] 
-1/5 |-> 9/10
1/5 |-> 11/10
-9/10 |-> 9/10
-11/10 |-> 11/10
f(z) = -50/99*z^3 + 103/198*z + 1
*
[ -5/3 11/3 ] 
-16/3 |-> -5/3
-11/3 |-> 11/3
16/3 |-> 11/3
5/3 |-> -5/3
f(z) = 9/110*z^3 - 201/110*z + 1
*
[ 26/11 -4/11 ] 
-30/11 |-> -4/11
30/11 |-> 26/11
4/11 |-> -4/11
-26/11 |-> 26/11
f(z) = 121/208*z^3 - 199/52*z + 1
*
[ 15/11 7/11 ] 
8/11 |-> 15/11
-7/11 |-> 7/11
-8/11 |-> 7/11
-15/11 |-> 15/11
f(z) = -121/210*z^3 + 169/210*z + 1
*
[ 15/8 1/8 ] 
7/4 |-> 15/8
-1/8 |-> 1/8
-7/4 |-> 1/8
-15/8 |-> 15/8
f(z) = -32/15*z^3 + 211/30*z + 1
*
[ 28/13 -2/13 ] 
-30/13 |-> -2/13
30/13 |-> 28/13
2/13 |-> -2/13
-28/13 |-> 28/13
f(z) = 169/112*z^3 - 211/28*z + 1
*
[ 13/5 -3/5 ] 
-16/5 |-> -3/5
16/5 |-> 13/5
3/5 |-> -3/5
-13/5 |-> 13/5
f(z) = 25/78*z^3 - 217/78*z + 1
*
[ 14/11 8/11 ] 
6/11 |-> 14/11
-8/11 |-> 8/11
-6/11 |-> 8/11
-14/11 |-> 14/11
f(z) = -121/224*z^3 + 37/56*z + 1
*
[ 14/3 -8/3 ] 
-22/3 |-> -8/3
22/3 |-> 14/3
8/3 |-> -8/3
-14/3 |-> 14/3
f(z) = 9/224*z^3 - 93/56*z + 1
*
[ 26/15 4/15 ] 
22/15 |-> 26/15
-4/15 |-> 4/15
-22/15 |-> 4/15
-26/15 |-> 26/15
f(z) = -225/208*z^3 + 147/52*z + 1
*
[ 0 1 ] 
13/15 |-> 1
-8/15 |-> 0
-13/15 |-> 1
-7/15 |-> 0
f(z) = -225/56*z^3 + 169/56*z + 1
*
[ 28/15 2/15 ] 
26/15 |-> 28/15
-2/15 |-> 2/15
-26/15 |-> 2/15
-28/15 |-> 28/15
f(z) = -225/112*z^3 + 183/28*z + 1
*
[ 5/11 17/11 ] 
-12/11 |-> 5/11
-17/11 |-> 17/11
12/11 |-> 17/11
-5/11 |-> 5/11
f(z) = -121/170*z^3 + 229/170*z + 1
*
[ 13/11 9/11 ] 
-4/11 |-> 9/11
4/11 |-> 13/11
-9/11 |-> 9/11
-13/11 |-> 13/11
f(z) = -121/234*z^3 + 133/234*z + 1
*
[ 7/12 17/12 ] 
-5/6 |-> 7/12
-17/12 |-> 17/12
5/6 |-> 17/12
-7/12 |-> 7/12
f(z) = -72/119*z^3 + 219/238*z + 1
*
[ 20/13 6/13 ] 
14/13 |-> 20/13
-6/13 |-> 6/13
-14/13 |-> 6/13
-20/13 |-> 20/13
-10/13 | 0.089415555252578349261828187491323583243 | 0.015535017367787152386995449446878879420
f(z) = -169/240*z^3 + 79/60*z + 1
*
[ 10/7 18/7 ] 
-22/7 |-> 18/7
12/7 |-> 18/7
2/7 |-> 10/7
-20/7 |-> 10/7
f(z) = -49/240*z^3 + 91/60*z + 1
*
[ -10 12 ] 
-12 |-> 12
-22 |-> -10
22 |-> 12
10 |-> -10
-20 | 0.10652796255646101610540594126461972240 | 0.018064301008166104403113845594142687254
2 | 0.10652796255646101610540594126461972240 | 0.018064301008166104403113845594142687254
18 | 0.10652796255646101610540594126461972240 | 0.018064301008166104403113845594142687254
f(z) = 1/240*z^3 - 91/60*z + 1
*
[ 10/13 2/13 ] 
18/13 |-> 10/13
-22/13 |-> 2/13
12/13 |-> 2/13
-20/13 |-> 10/13
f(z) = 169/240*z^3 - 91/60*z + 1
*
[ 15/7 -1/7 ] 
-16/7 |-> -1/7
16/7 |-> 15/7
1/7 |-> -1/7
-15/7 |-> 15/7
f(z) = 49/30*z^3 - 241/30*z + 1
*
[ 17/10 3/10 ] 
7/5 |-> 17/10
-3/10 |-> 3/10
-7/5 |-> 3/10
-17/10 |-> 17/10
f(z) = -50/51*z^3 + 247/102*z + 1
*
[ -7/2 11/2 ] 
9 |-> 11/2
-9 |-> -7/2
-11/2 |-> 11/2
7/2 |-> -7/2
f(z) = 2/77*z^3 - 247/154*z + 1
*
[ -5/4 13/4 ] 
9/2 |-> 13/4
-9/2 |-> -5/4
-13/4 |-> 13/4
5/4 |-> -5/4
f(z) = 8/65*z^3 - 259/130*z + 1
*
[ 30/13 -4/13 ] 
34/13 |-> 30/13
4/13 |-> -4/13
-34/13 |-> -4/13
-30/13 |-> 30/13
14/13 | 0.074801126247351383155862151732457049416 | 0.010773413126277055700270338082086693041
f(z) = 169/240*z^3 - 259/60*z + 1
*
[ 5/22 -17/22 ] 
13/22 |-> -17/22
1/11 |-> 5/22
-9/11 |-> -17/22
15/22 |-> 5/22
f(z) = 242/15*z^3 - 259/30*z + 1
*
[ 17/9 1/9 ] 
16/9 |-> 17/9
-1/9 |-> 1/9
-16/9 |-> 1/9
-17/9 |-> 17/9
f(z) = -81/34*z^3 + 273/34*z + 1
*
[ -2/15 32/15 ] 
34/15 |-> 32/15
2/15 |-> -2/15
-32/15 |-> 32/15
-34/15 |-> -2/15
f(z) = 225/128*z^3 - 273/32*z + 1
*
[ 7/13 19/13 ] 
12/13 |-> 19/13
-12/13 |-> 7/13
-19/13 |-> 19/13
-7/13 |-> 7/13
f(z) = -169/266*z^3 + 277/266*z + 1
*
[ 11/12 13/12 ] 
-1/6 |-> 11/12
-13/12 |-> 13/12
1/6 |-> 13/12
-11/12 |-> 11/12
f(z) = -72/143*z^3 + 147/286*z + 1
*
[ 18/13 8/13 ] 
10/13 |-> 18/13
-8/13 |-> 8/13
-10/13 |-> 8/13
-18/13 |-> 18/13
f(z) = -169/288*z^3 + 61/72*z + 1
*
[ -8/5 18/5 ] 
26/5 |-> 18/5
8/5 |-> -8/5
-18/5 |-> 18/5
-26/5 |-> -8/5
2 | 0.17123110034429733206484455181291368139 | 0.027280679655466256332763813833636482298
f(z) = 25/288*z^3 - 133/72*z + 1
*
[ 30/17 4/17 ] 
-26/17 |-> 4/17
26/17 |-> 30/17
-4/17 |-> 4/17
-30/17 |-> 30/17
-20/17 | 0.15734462563574980324523648806597622976 | 0.023555998085813216138057516933642075249
f(z) = -289/240*z^3 + 199/60*z + 1
*
[ 32/17 2/17 ] 
30/17 |-> 32/17
-2/17 |-> 2/17
-30/17 |-> 2/17
-32/17 |-> 32/17
f(z) = -289/128*z^3 + 241/32*z + 1
*
[ 5/12 19/12 ] 
7/6 |-> 19/12
-7/6 |-> 5/12
-19/12 |-> 19/12
-5/12 |-> 5/12
f(z) = -72/95*z^3 + 291/190*z + 1
*
TOTAL: 92