[ 3/2 1/2 ] 
0 |-> 1 |-> 3/2
-1/2 |-> 1/2
-1 |-> 1/2
-3/2 |-> 3/2
f(z) = -2/3*z^3 + 7/6*z + 1
*
[ 5/4 3/4 ] 
7/4 |-> -3/4 |-> 3/4
-1/2 |-> 3/4
1/2 |-> 5/4
-5/4 |-> 5/4
f(z) = -8/15*z^3 + 19/30*z + 1
*
[ -2/5 12/5 ] 
6/5 |-> -12/5 |-> 12/5
14/5 |-> 12/5
2/5 |-> -2/5
-14/5 |-> -2/5
2 | 0.10436668589368841991464593467352524541 | 0.020275239995652491547554140670783781397
f(z) = 25/48*z^3 - 43/12*z + 1
*
[ 1 7/3 ] 
-2/3 |-> 0 |-> 1
-7/3 |-> 1
-8/3 |-> 7/3
5/3 |-> 7/3
f(z) = -3/10*z^3 + 49/30*z + 1
*
[ 8/7 6/7 ] 
10/7 |-> 2/7 |-> 8/7
-2/7 |-> 6/7
-6/7 |-> 6/7
-8/7 |-> 8/7
f(z) = -49/96*z^3 + 13/24*z + 1
*
[ -6 8 ] 
-10 |-> 6 |-> -6
14 |-> 8
-8 |-> 8
-14 |-> -6
2 | 0.089852412294807725294826386114948814380 | 0.017980507405407260501685220423548959742
f(z) = 1/96*z^3 - 37/24*z + 1
*
[ 7/8 1 ] 
13/8 |-> -5/8 |-> 7/8
-7/8 |-> 1
-3/8 |-> 7/8
0 |-> 1
f(z) = -8/15*z^3 + 49/120*z + 1
*
[ -2/11 24/11 ] 
6/11 |-> -26/11 |-> -2/11
26/11 |-> 24/11
2/11 |-> -2/11
-24/11 |-> 24/11
f(z) = 121/96*z^3 - 157/24*z + 1
*
[ -13/15 1 ] 
-2/3 |-> -8/15 |-> -13/15
0 |-> 1
13/15 |-> 1
-7/15 |-> -13/15
f(z) = -15/2*z^3 + 169/30*z + 1
*
[ 1 13/8 ] 
-1/8 |-> 7/8 |-> 13/8
-15/8 |-> 13/8
-13/8 |-> 1
0 |-> 1
f(z) = -8/21*z^3 + 169/168*z + 1
*
[ 10/11 12/11 ] 
20/11 |-> -12/11 |-> 12/11
-2/11 |-> 10/11
2/11 |-> 12/11
-10/11 |-> 10/11
f(z) = -121/240*z^3 + 31/60*z + 1
*
[ 20/7 -6/7 ] 
-10/7 |-> 26/7 |-> 20/7
-26/7 |-> -6/7
6/7 |-> -6/7
-20/7 |-> 20/7
2 | 0.12756168853485692444619524987705123710 | 0.020181358119215978932909452250644860795
f(z) = 49/240*z^3 - 139/60*z + 1
*
[ -10/3 26/9 ] 
-2/3 |-> 34/9 |-> 26/9
-4 |-> -10/3
-4/9 |-> 26/9
10/9 |-> -10/3
f(z) = 27/80*z^3 - 259/60*z + 1
*
TOTAL: 13