# Logarithm of the associator in Lyndon basis
# S.Duzhin 17.03.04, updated 23.10.09

# This is the expansion up to order 12 of the logarithm of the Knizhnik-
# Zamolodchikov Drinfeld associator over the basis consisting of Hall
# monomials coming from Lyndon words. The terms in each degree are arranged
# according to the lower central series of the free Lie L algebra in 
# 2 generators A,B.
# The MZVs are expressed through some basic numbers according
# to the tables by Petitot et al.

# Notations:
# z2, z3, z62... -- zeta numbers zeta(2), zeta(3), zeta(6,2)
# (Euler-Hoffman order of arguments assumed). The number 10 is denoted
# by A and 11 by B, so for example, zA2 means zeta(10,2).
# (the double use of letters A and B leads to no confusion!)

# Ckl is ad_B^{k-1}ad_A^{l-1}([A,B]), where

#	       | | |                 | | |
# A = 1/(2i pi)|_| |	B = 1/(2i pi)| |_|
#	       | | |                 | | |

# so for example  C11 = [A,B]
#                 C12 = [A,[A,B]]
#                 C21 = [B,[A,B]]...

# Each line of the file corresponds to one Hall monomial;
# the result is the sum over all lines.

Degree 2
(-z2) C11
Degree 3
(-z3) C12
(-z3) C21
Degree 4
(-2/5*z2^2) C13
(-1/10*z2^2) C22
(-2/5*z2^2) C31
Degree 5
(-z5) C14
(z2*z3-2*z5) C23
(z2*z3-2*z5) C32
(-z5) C41
(1/2*z2*z3-1/2*z5) [C11,C12]
(1/2*z2*z3-3/2*z5) [C11,C21]
Degree 6
(-8/35*z2^3) C15
(-6/35*z2^3+1/2*z3^2) C24
(-23/70*z2^3+z3^2) C33
(-6/35*z2^3+1/2*z3^2) C42
(-8/35*z2^3) C51
(-19/105*z2^3+z3^2) [C11,C13]
(-69/140*z2^3+3/2*z3^2) [C11,C22]
(-17/105*z2^3) [C11,C31]
(2/105*z2^3-1/2*z3^2) [C12,C21]
Degree 7
(-z7) C16
(2/5*z3*z2^2+z2*z5-3*z7) C25
(1/2*z3*z2^2+2*z2*z5-5*z7) C34
(1/2*z3*z2^2+2*z2*z5-5*z7) C43
(2/5*z3*z2^2+z2*z5-3*z7) C52
(-z7) C61
(6/5*z3*z2^2+1/2*z2*z5-4*z7) [C11,C14]
(11/5*z3*z2^2+7/2*z2*z5-13*z7) [C11,C23]
(3/10*z3*z2^2+13/2*z2*z5-12*z7) [C11,C32]
(5/2*z2*z5-5*z7) [C11,C41]
(z3*z2^2-3*z7) [C12,C13]
(23/20*z3*z2^2-61/16*z7) [C12,C22]
(-3/10*z3*z2^2-1/2*z2*z5+19/16*z7) [C12,C31]
(4/5*z3*z2^2+5/2*z2*z5-99/16*z7) [C21,C13]
(7/20*z3*z2^2+6*z2*z5-179/16*z7) [C21,C22]
(-1/5*z3*z2^2+2*z2*z5-3*z7) [C21,C31]
(67/60*z3*z2^2+1/4*z2*z5-65/16*z7) [C11,[C11,C12]]
(-1/12*z3*z2^2+3/4*z2*z5-17/16*z7) [C11,[C11,C21]]
Degree 8
(-24/175*z2^4) C17
(-6/35*z2^4+z3*z5) C26
(-61/175*z2^4-1/2*z2*z3^2+3*z3*z5) C35
(-499/1400*z2^4-z2*z3^2+4*z3*z5) C44
(-61/175*z2^4-1/2*z2*z3^2+3*z3*z5) C53
(-6/35*z2^4+z3*z5) C62
(-24/175*z2^4) C71
(-32/35*z2^4+6*z3*z5-z62) [C11,C15]
(-193/75*z2^4-7/4*z2*z3^2+37/2*z3*z5-5/2*z62) [C11,C24]
(-499/350*z2^4-4*z2*z3^2+16*z3*z5) [C11,C33]
(2/15*z2^4-7/4*z2*z3^2+5/2*z3*z5+5/2*z62) [C11,C42]
(8/35*z2^4-2*z3*z5+z62) [C11,C51]
(-303/175*z2^4+21/2*z3*z5-5/2*z62) [C12,C14]
(-1747/525*z2^4-z2*z3^2+43/2*z3*z5-9/2*z62) [C12,C23]
(-409/2100*z2^4-z2*z3^2+3*z3*z5+3/4*z62) [C12,C32]
(809/1050*z2^4+1/2*z2*z3^2-6*z3*z5+7/4*z62) [C12,C41]
(-1541/1050*z2^4-3/2*z2*z3^2+12*z3*z5-7/4*z62) [C21,C14]
(-2041/1050*z2^4-5*z2*z3^2+21*z3*z5-3/4*z62) [C21,C23]
(283/525*z2^4-3*z2*z3^2+5/2*z3*z5+9/2*z62) [C21,C32]
(153/175*z2^4-11/2*z3*z5+5/2*z62) [C21,C41]
(226/525*z2^4+3/2*z2*z3^2-11/2*z3*z5+3/4*z62) [C13,C22]
(4789/4200*z2^4+2*z2*z3^2-11*z3*z5+3/2*z62) [C13,C31]
(592/525*z2^4+5/2*z2*z3^2-23/2*z3*z5+3/4*z62) [C22,C31]
(-103/50*z2^4-1/2*z2*z3^2+13*z3*z5-2*z62) [C11,[C11,C13]]
(41/42*z2^4-9/4*z2*z3^2-3/2*z3*z5+9/2*z62) [C11,[C11,C22]]
(209/210*z2^4-6*z3*z5+3*z62) [C11,[C11,C31]]
(-27/14*z2^4+1/12*z2*z3^2+45/4*z3*z5-11/4*z62) [C12,[C11,C12]]
(458/525*z2^4+11/6*z2*z3^2-35/4*z3*z5+3/4*z62) [C12,[C11,C21]]
(-15/14*z2^4-19/6*z2*z3^2+49/4*z3*z5) [C21,[C11,C12]]
(737/1050*z2^4+1/12*z2*z3^2-17/4*z3*z5+7/4*z62) [C21,[C11,C21]]
Degree 9
(-z9) C18
(8/35*z2^3*z3+2/5*z2^2*z5+z2*z7-4*z9) C27
(2/5*z2^3*z3-1/6*z3^3+9/10*z2^2*z5+3*z2*z7-28/3*z9) C36
(1/2*z2^3*z3-1/2*z3^3+7/5*z2^2*z5+5*z2*z7-14*z9) C45
(1/2*z2^3*z3-1/2*z3^3+7/5*z2^2*z5+5*z2*z7-14*z9) C54
(2/5*z2^3*z3-1/6*z3^3+9/10*z2^2*z5+3*z2*z7-28/3*z9) C63
(8/35*z2^3*z3+2/5*z2^2*z5+z2*z7-4*z9) C72
(-z9) C81
(8/7*z2^3*z3+6/5*z2^2*z5+1/2*z2*z7-19/2*z9) [C11,C16]
(307/105*z2^3*z3-z3^3+26/5*z2^2*z5+17/2*z2*z7-85/2*z9) [C11,C25]
(1201/420*z2^3*z3-3*z3^3+173/20*z2^2*z5+51/2*z2*z7-153/2*z9) [C11,C34]
(1109/420*z2^3*z3-5/2*z3^3+27/4*z2^2*z5+59/2*z2*z7-155/2*z9) [C11,C43]
(71/105*z2^3*z3-1/2*z3^3+29/10*z2^2*z5+37/2*z2*z7-83/2*z9) [C11,C52]
(4/5*z2^2*z5+9/2*z2*z7-21/2*z9) [C11,C61]
(76/35*z2^3*z3+6/5*z2^2*z5-29/2*z9) [C12,C15]
(153/35*z2^3*z3-11/12*z3^3+26/5*z2^2*z5+7*z2*z7-3449/72*z9) [C12,C24]
(913/420*z2^3*z3-2*z3^3+169/20*z2^2*z5+269/16*z2*z7-2147/36*z9) [C12,C33]
(37/42*z2^3*z3-3/4*z3^3+41/10*z2^2*z5+173/16*z2*z7-1181/36*z9) [C12,C42]
(-2/7*z2^3*z3+1/6*z3^3-1/10*z2^2*z5+2*z2*z7-173/72*z9) [C12,C51]
(52/35*z2^3*z3-2/3*z3^3+14/5*z2^2*z5+7*z2*z7-1843/72*z9) [C21,C15]
(76/21*z2^3*z3-15/4*z3^3+17/2*z2^2*z5+547/16*z2*z7-3355/36*z9) [C21,C24]
(2027/420*z2^3*z3-5*z3^3+223/20*z2^2*z5+851/16*z2*z7-4909/36*z9) [C21,C33]
(57/35*z2^3*z3-19/12*z3^3+83/10*z2^2*z5+38*z2*z7-6631/72*z9) [C21,C42]
(-4/35*z2^3*z3+12/5*z2^2*z5+9*z2*z7-43/2*z9) [C21,C51]
(8/7*z2^3*z3+1/5*z2^2*z5-13/2*z9) [C13,C14]
(221/105*z2^3*z3+1/3*z3^3+2/5*z2^2*z5-467/36*z9) [C13,C23]
(-173/210*z2^3*z3+z3^3+23/20*z2^2*z5-19/8*z2*z7+479/144*z9) [C13,C32]
(-z2^3*z3+z3^3-21/20*z2^2*z5-99/16*z2*z7+779/48*z9) [C13,C41]
(36/35*z2^3*z3-z3^3+57/20*z2^2*z5+7*z2*z7-835/36*z9) [C22,C14]
(351/140*z2^3*z3-5/2*z3^3+27/5*z2^2*z5+307/16*z2*z7-4027/72*z9) [C22,C23]
(69/140*z2^3*z3-1/2*z3^3+3*z2^2*z5+173/16*z2*z7-2021/72*z9) [C22,C32]
(-36/35*z2^3*z3+z3^3-57/20*z2^2*z5-7*z2*z7+835/36*z9) [C22,C41]
(3/2*z2^3*z3-3/2*z3^3+49/20*z2^2*z5+179/16*z2*z7-1451/48*z9) [C31,C14]
(803/210*z2^3*z3-4*z3^3+29/4*z2^2*z5+259/8*z2*z7-12575/144*z9) [C31,C23]
(199/105*z2^3*z3-2*z3^3+43/5*z2^2*z5+30*z2*z7-2893/36*z9) [C31,C32]
(9/5*z2^2*z5+5*z2*z7-27/2*z9) [C31,C41]
(139/35*z2^3*z3-z3^3+319/60*z2^2*z5+2*z2*z7-2723/72*z9) [C11,[C11,C14]]
(137/42*z2^3*z3-4*z3^3+266/15*z2^2*z5+377/16*z2*z7-3569/36*z9) [C11,[C11,C23]]
(69/28*z2^3*z3-5/2*z3^3+737/60*z2^2*z5+497/16*z2*z7-3407/36*z9) [C11,[C11,C32]]
(31/60*z2^2*z5+25/2*z2*z7-1607/72*z9) [C11,[C11,C41]]
(257/35*z2^3*z3-5/6*z3^3+6*z2^2*z5+3/2*z2*z7-685/12*z9) [C12,[C11,C13]]
(4/3*z2^3*z3-7/4*z3^3+84/5*z2^2*z5+313/32*z2*z7-2423/36*z9) [C12,[C11,C22]]
(-641/420*z2^3*z3+3/2*z3^3+59/20*z2^2*z5-373/32*z2*z7+49/3*z9) [C12,[C11,C31]]
(-107/105*z2^3*z3+11/12*z3^3-24/5*z2^2*z5-63/8*z2*z7+272/9*z9) [C12,[C12,C21]]
(57/14*z2^3*z3-9/2*z3^3+16*z2^2*z5+1191/32*z2*z7-1085/9*z9) [C21,[C11,C13]]
(86/15*z2^3*z3-25/4*z3^3+201/10*z2^2*z5+2491/32*z2*z7-1844/9*z9) [C21,[C11,C22]]
(-1/21*z2^3*z3+7/5*z2^2*z5+49/2*z2*z7-797/18*z9) [C21,[C11,C31]]
(-208/105*z2^3*z3+25/12*z3^3-18/5*z2^2*z5-177/8*z2*z7+484/9*z9) [C21,[C12,C21]]
(-64/105*z2^3*z3+z3^3-29/10*z2^2*z5-3/2*z2*z7+221/18*z9) [C13,[C11,C12]]
(-39/14*z2^3*z3+3*z3^3-46/5*z2^2*z5-645/32*z2*z7+206/3*z9) [C13,[C11,C21]]
(197/420*z2^3*z3-71/40*z2^2*z5+191/32*z2*z7-119/16*z9) [C22,[C11,C12]]
(-1663/420*z2^3*z3+4*z3^3-85/8*z2^2*z5-1335/32*z2*z7+16271/144*z9) [C22,[C11,C21]]
(1007/420*z2^3*z3-5/2*z3^3+5/2*z2^2*z5+727/32*z2*z7-7655/144*z9) [C31,[C11,C12]]
(-1/15*z2^3*z3-1/10*z2^2*z5-17/2*z2*z7+179/12*z9) [C31,[C11,C21]]
(19/35*z2^3*z3-z3^3+787/120*z2^2*z5+65/32*z2*z7-3299/144*z9) [C11,[C11,[C11,C12]]]
(91/40*z2^2*z5+17/32*z2*z7-347/48*z9) [C11,[C11,[C11,C21]]]
Degree 10
(-32/385*z2^5) C19
(-8/55*z2^5+z3*z7+1/2*z5^2) C28
(-666/1925*z2^5-1/5*z2^2*z3^2-z5*z2*z3+4*z3*z7+2*z5^2) C37
(-139/275*z2^5-9/20*z2^2*z3^2-3*z5*z2*z3+8*z3*z7+4*z5^2) C46
(-1341/2200*z2^5-1/2*z2^2*z3^2-4*z5*z2*z3+10*z3*z7+5*z5^2) C55
(-139/275*z2^5-9/20*z2^2*z3^2-3*z5*z2*z3+8*z3*z7+4*z5^2) C64
(-666/1925*z2^5-1/5*z2^2*z3^2-z5*z2*z3+4*z3*z7+2*z5^2) C73
(-8/55*z2^5+z3*z7+1/2*z5^2) C82
(-32/385*z2^5) C91
(-2108/1925*z2^5+8*z3*z7+4*z5^2-z82) [C11,C17]
(-827/231*z2^5-8/5*z2^2*z3^2-15/2*z5*z2*z3+z2*z62+37*z3*z7+37/2*z5^2-7/2*z82) [C11,C26]
(-51199/11550*z2^5-9/2*z2^2*z3^2-26*z5*z2*z3+5/2*z2*z62+71*z3*z7+71/2*z5^2-7/2*z82) [C11,C35]
(-4023/880*z2^5-15/4*z2^2*z3^2-30*z5*z2*z3+75*z3*z7+75/2*z5^2) [C11,C44]
(-30533/11550*z2^5-9/5*z2^2*z3^2-16*z5*z2*z3-5/2*z2*z62+41*z3*z7+41/2*z5^2+7/2*z82) [C11,C53]
(-1303/5775*z2^5-3/5*z2^2*z3^2-7/2*z5*z2*z3-z2*z62+7*z3*z7+7/2*z5^2+7/2*z82) [C11,C62]
(428/1925*z2^5-2*z3*z7-z5^2+z82) [C11,C71]
(-232/77*z2^5+43/2*z3*z7+10*z5^2-7/2*z82) [C12,C16]
(-13831/1925*z2^5-12/5*z2^2*z3^2-33/2*z5*z2*z3+7/2*z2*z62+151/2*z3*z7+71/2*z5^2-10*z82) [C12,C25]
(-9949/1925*z2^5-109/20*z2^2*z3^2-40*z5*z2*z3+7*z2*z62+1509/16*z3*z7+95/2*z5^2-15/2*z82) [C12,C34]
(-23293/5775*z2^5-61/20*z2^2*z3^2-19*z5*z2*z3-3/4*z2*z62+433/8*z3*z7+63/2*z5^2+1/2*z82) [C12,C43]
(-12569/11550*z2^5-1/2*z2^2*z3^2+7/2*z5*z2*z3-17/4*z2*z62+45/16*z3*z7+17/4*z5^2+19/4*z82) [C12,C52]
(2978/5775*z2^5+1/5*z2^2*z3^2+3*z5*z2*z3-z2*z62-8*z3*z7-15/4*z5^2+9/4*z82) [C12,C61]
(-2194/1155*z2^5-z2^2*z3^2-7*z5*z2*z3+z2*z62+24*z3*z7+47/4*z5^2-9/4*z82) [C21,C16]
(-57487/11550*z2^5-49/10*z2^2*z3^2-79/2*z5*z2*z3+17/4*z2*z62+1491/16*z3*z7+175/4*z5^2-19/4*z82) [C21,C25]
(-94219/11550*z2^5-139/20*z2^2*z3^2-61*z5*z2*z3+3/4*z2*z62+1167/8*z3*z7+137/2*z5^2-1/2*z82) [C21,C34]
(-14376/1925*z2^5-29/5*z2^2*z3^2-35*z5*z2*z3-7*z2*z62+1691/16*z3*z7+105/2*z5^2+15/2*z82) [C21,C43]
(-2153/1925*z2^5-12/5*z2^2*z3^2-15/2*z5*z2*z3-7/2*z2*z62+41/2*z3*z7+25/2*z5^2+10*z82) [C21,C52]
(376/385*z2^5-15/2*z3*z7-3*z5^2+7/2*z82) [C21,C61]
(-5568/1925*z2^5+21*z3*z7+9*z5^2-7/2*z82) [C13,C15]
(-31081/5775*z2^5-1/2*z2^2*z3^2-10*z5*z2*z3+5/2*z2*z62+52*z3*z7+45/2*z5^2-15/2*z82) [C13,C24]
(-503/550*z2^5-11/10*z2^2*z3^2-15*z5*z2*z3+15/4*z2*z62+24*z3*z7+251/16*z5^2-51/32*z82) [C13,C33]
(9929/46200*z2^5+13/20*z2^2*z3^2+9*z5*z2*z3-9/4*z2*z62-573/32*z3*z7-55/32*z5^2+215/64*z82) [C13,C42]
(6393/7700*z2^5+9/10*z2^2*z3^2+19/2*z5*z2*z3-7/4*z2*z62-653/32*z3*z7-261/32*z5^2+141/64*z82) [C13,C51]
(-4713/1925*z2^5-2*z2^2*z3^2-17*z5*z2*z3+7/2*z2*z62+85/2*z3*z7+77/4*z5^2-19/4*z82) [C22,C15]
(-113287/23100*z2^5-217/40*z2^2*z3^2-58*z5*z2*z3+19/2*z2*z62+3779/32*z3*z7+1661/32*z5^2-541/64*z82) [C22,C24]
(-1341/220*z2^5-5*z2^2*z3^2-40*z5*z2*z3+100*z3*z7+50*z5^2) [C22,C33]
(-5623/2100*z2^5-53/40*z2^2*z3^2+13*z5*z2*z3-19/2*z2*z62+61/32*z3*z7+259/32*z5^2+541/64*z82) [C22,C42]
(543/385*z2^5+7/5*z2^2*z3^2+14*z5*z2*z3-7/2*z2*z62-61/2*z3*z7-53/4*z5^2+19/4*z82) [C22,C51]
(-14177/7700*z2^5-9/5*z2^2*z3^2-31/2*z5*z2*z3+7/4*z2*z62+1165/32*z3*z7+517/32*z5^2-141/64*z82) [C31,C15]
(-291539/46200*z2^5-113/20*z2^2*z3^2-49*z5*z2*z3+9/4*z2*z62+3773/32*z3*z7+1655/32*z5^2-215/64*z82) [C31,C24]
(-5057/550*z2^5-79/10*z2^2*z3^2-45*z5*z2*z3-15/4*z2*z62+136*z3*z7+1029/16*z5^2+51/32*z82) [C31,C33]
(-18869/5775*z2^5-9/2*z2^2*z3^2-15*z5*z2*z3-5/2*z2*z62+48*z3*z7+55/2*z5^2+15/2*z82) [C31,C42]
(1648/1925*z2^5-7*z3*z7-2*z5^2+7/2*z82) [C31,C51]
(-5177/5775*z2^5+8/5*z2^2*z3^2+21/2*z5*z2*z3-5/2*z2*z62-10*z3*z7-9/2*z5^2+1/2*z82) [C14,C23]
(40471/23100*z2^5+21/10*z2^2*z3^2+35/2*z5*z2*z3-5/2*z2*z62-1303/32*z3*z7-471/32*z5^2+215/64*z82) [C14,C32]
(6973/4620*z2^5+3/2*z2^2*z3^2+15*z5*z2*z3-3/2*z2*z62-541/16*z3*z7-213/16*z5^2+61/32*z82) [C14,C41]
(6217/1540*z2^5+21/5*z2^2*z3^2+29*z5*z2*z3-3*z2*z62-1239/16*z3*z7-455/16*z5^2+183/32*z82) [C23,C32]
(98851/23100*z2^5+87/20*z2^2*z3^2+65/2*z5*z2*z3-5/2*z2*z62-2583/32*z3*z7-1111/32*z5^2+215/64*z82) [C23,C41]
(14803/5775*z2^5+18/5*z2^2*z3^2+41/2*z5*z2*z3-5/2*z2*z62-50*z3*z7-49/2*z5^2+1/2*z82) [C32,C41]
(-212/33*z2^5-12/5*z2^2*z3^2-3*z5*z2*z3+1/2*z2*z62+53*z3*z7+53/2*z5^2-13/2*z82) [C11,[C11,C15]]
(-35003/3850*z2^5-1327/120*z2^2*z3^2-163/4*z5*z2*z3+23/4*z2*z62+2097/16*z3*z7+575/8*z5^2-15/2*z82) [C11,[C11,C24]]
(-94181/9240*z2^5-499/60*z2^2*z3^2-77/2*z5*z2*z3-9/2*z2*z62+1009/8*z3*z7+303/4*z5^2+4*z82) [C11,[C11,C33]]
(-244/105*z2^5-139/120*z2^2*z3^2-11/4*z5*z2*z3-47/4*z2*z62+289/16*z3*z7+123/8*z5^2+17*z82) [C11,[C11,C42]]
(376/385*z2^5+7*z5*z2*z3-7/2*z2*z62-15*z3*z7-15/2*z5^2+15/2*z82) [C11,[C11,C51]]
(-10581/550*z2^5-24/5*z2^2*z3^2-31/6*z5*z2*z3+5/4*z2*z62+151*z3*z7+145/2*z5^2-45/2*z82) [C12,[C11,C14]]
(-187003/11550*z2^5-1001/60*z2^2*z3^2-208/3*z5*z2*z3+27/2*z2*z62+1681/8*z3*z7+2193/16*z5^2-593/32*z82) [C12,[C11,C23]]
(-516889/46200*z2^5-89/15*z2^2*z3^2+53/12*z5*z2*z3-93/8*z2*z62+1839/32*z3*z7+2367/32*z5^2+413/64*z82) [C12,[C11,C32]]
(115/231*z2^5+9/10*z2^2*z3^2+355/12*z5*z2*z3-63/8*z2*z62-1455/32*z3*z7-451/32*z5^2+511/64*z82) [C12,[C11,C41]]
(-2872/385*z2^5-37/30*z2^2*z3^2+111/2*z3*z7+51/2*z5^2-9*z82) [C12,[C12,C13]]
(-3317/1540*z2^5-29/24*z2^2*z3^2+155/16*z3*z7+563/32*z5^2-83/64*z82) [C12,[C12,C22]]
(6637/3300*z2^5+121/60*z2^2*z3^2+47/4*z5*z2*z3-1109/32*z3*z7-213/16*z5^2+23/32*z82) [C12,[C12,C31]]
(-3909/350*z2^5-12*z2^2*z3^2-827/12*z5*z2*z3+79/8*z2*z62+5891/32*z3*z7+2949/32*z5^2-849/64*z82) [C21,[C11,C14]]
(-47251/1925*z2^5-1091/60*z2^2*z3^2-1447/12*z5*z2*z3-63/8*z2*z62+10779/32*z3*z7+6127/32*z5^2+253/64*z82) [C21,[C11,C23]]
(-23141/1650*z2^5-73/12*z2^2*z3^2-37/3*z5*z2*z3-83/2*z2*z62+1705/16*z3*z7+1337/16*z5^2+1503/32*z82) [C21,[C11,C32]]
(5143/2310*z2^5+179/6*z5*z2*z3-57/4*z2*z62-105/2*z3*z7-45/2*z5^2+25*z82) [C21,[C11,C41]]
(-39421/4620*z2^5-133/15*z2^2*z3^2-235/4*z5*z2*z3+45/4*z2*z62+2315/16*z3*z7+2447/32*z5^2-867/64*z82) [C21,[C12,C13]]
(-21489/1925*z2^5-367/60*z2^2*z3^2-6*z5*z2*z3-45/4*z2*z62+1225/16*z3*z7+291/4*z5^2+39/8*z82) [C21,[C12,C22]]
(47147/23100*z2^5+7/3*z2^2*z3^2+133/4*z5*z2*z3-17/4*z2*z62-64*z3*z7-721/32*z5^2+221/64*z82) [C21,[C12,C31]]
(-141979/23100*z2^5-74/15*z2^2*z3^2-197/4*z5*z2*z3+3/4*z2*z62+3559/32*z3*z7+883/16*z5^2+7/32*z82) [C21,[C21,C13]]
(-72337/7700*z2^5-613/120*z2^2*z3^2-15*z5*z2*z3-21*z2*z62+347/4*z3*z7+1763/32*z5^2+1357/64*z82) [C21,[C21,C22]]
(1314/1925*z2^5-1/30*z2^2*z3^2+15*z5*z2*z3-7*z2*z62-47/2*z3*z7-19/2*z5^2+11*z82) [C21,[C21,C31]]
(-42803/5775*z2^5+z2^2*z3^2+51*z3*z7+22*z5^2-17/2*z82) [C13,[C11,C13]]
(1058/385*z2^5+18/5*z2^2*z3^2+41/4*z5*z2*z3-3/8*z2*z62-1659/32*z3*z7-159/32*z5^2+379/64*z82) [C13,[C11,C22]]
(430691/92400*z2^5+9/2*z2^2*z3^2+42*z5*z2*z3-3*z2*z62-3141/32*z3*z7-1221/32*z5^2+261/64*z82) [C13,[C11,C31]]
(10631/1540*z2^5+223/30*z2^2*z3^2+205/4*z5*z2*z3-45/4*z2*z62-969/8*z3*z7-2095/32*z5^2+755/64*z82) [C13,[C12,C21]]
(-76613/11550*z2^5-139/20*z2^2*z3^2-251/4*z5*z2*z3+93/8*z2*z62+4425/32*z3*z7+2017/32*z5^2-797/64*z82) [C22,[C11,C13]]
(-21959/4400*z2^5-51/40*z2^2*z3^2-21/2*z5*z2*z3-27/4*z2*z62+1155/32*z3*z7+1281/32*z5^2+399/64*z82) [C22,[C11,C22]]
(1312/385*z2^5+3*z2^2*z3^2+221/4*z5*z2*z3-19/8*z2*z62-3197/32*z3*z7-1337/32*z5^2-163/64*z82) [C22,[C11,C31]]
(22391/1925*z2^5+229/30*z2^2*z3^2+63/2*z5*z2*z3+27/4*z2*z62-3823/32*z3*z7-669/8*z5^2-51/16*z82) [C22,[C12,C21]]
(-49031/6160*z2^5-34/5*z2^2*z3^2-56*z5*z2*z3+3/2*z2*z62+4405/32*z3*z7+2089/32*z5^2-169/64*z82) [C31,[C11,C13]]
(-114397/11550*z2^5-57/10*z2^2*z3^2-147/4*z5*z2*z3-133/8*z2*z62+3781/32*z3*z7+2207/32*z5^2+1133/64*z82) [C31,[C11,C22]]
(-207/1925*z2^5+10*z5*z2*z3-5*z2*z62-13*z3*z7-3*z5^2+13/2*z82) [C31,[C11,C31]]
(21979/5775*z2^5+73/30*z2^2*z3^2+1/2*z5*z2*z3+17/2*z2*z62-467/16*z3*z7-39/2*z5^2-31/4*z82) [C31,[C12,C21]]
(3021/550*z2^5+18/5*z2^2*z3^2+16/3*z5*z2*z3-5/4*z2*z62-103/2*z3*z7-53/2*z5^2+25/4*z82) [C14,[C11,C12]]
(27729/3850*z2^5+81/10*z2^2*z3^2+451/12*z5*z2*z3-43/8*z2*z62-3609/32*z3*z7-1749/32*z5^2+537/64*z82) [C14,[C11,C21]]
(12659/2100*z2^5+106/15*z2^2*z3^2+109/6*z5*z2*z3-9/4*z2*z62-2295/32*z3*z7-1503/32*z5^2+283/64*z82) [C23,[C11,C12]]
(23741/1540*z2^5+187/15*z2^2*z3^2+923/12*z5*z2*z3+15/8*z2*z62-7053/32*z3*z7-3721/32*z5^2+113/64*z82) [C23,[C11,C21]]
(6887/3080*z2^5+23/30*z2^2*z3^2-145/12*z5*z2*z3+39/8*z2*z62+225/32*z3*z7-411/32*z5^2-253/64*z82) [C32,[C11,C12]]
(53579/7700*z2^5+52/15*z2^2*z3^2+157/6*z5*z2*z3+71/4*z2*z62-2551/32*z3*z7-1631/32*z5^2-1509/64*z82) [C32,[C11,C21]]
(-8773/4620*z2^5-33/20*z2^2*z3^2-275/12*z5*z2*z3+17/8*z2*z62+735/16*z3*z7+305/16*z5^2-63/32*z82) [C41,[C11,C12]]
(-523/462*z2^5-38/3*z5*z2*z3+25/4*z2*z62+47/2*z3*z7+21/2*z5^2-47/4*z82) [C41,[C11,C21]]
(-75784/17325*z2^5-71/12*z2^2*z3^2-13/2*z5*z2*z3+z2*z62+345/8*z3*z7+137/4*z5^2-3/2*z82) [C11,[C11,[C11,C13]]]
(-37859/6160*z2^5-199/40*z2^2*z3^2+9/4*z5*z2*z3-27/4*z2*z62+627/16*z3*z7+309/8*z5^2+6*z82) [C11,[C11,[C11,C22]]]
(2276/3465*z2^5+9*z5*z2*z3-9/2*z2*z62-15*z3*z7-15/2*z5^2+15/2*z82) [C11,[C11,[C11,C31]]]
(-26/5*z2^5-581/120*z2^2*z3^2-67/12*z5*z2*z3+11/8*z2*z62+601/16*z3*z7+1411/32*z5^2-211/64*z82) [C12,[C11,[C11,C12]]]
(274397/69300*z2^5+229/60*z2^2*z3^2+3*z5*z2*z3+33/8*z2*z62-673/16*z3*z7-531/32*z5^2-49/64*z82) [C12,[C11,[C11,C21]]]
(-168961/13860*z2^5-81/10*z2^2*z3^2-19/12*z5*z2*z3-27/2*z2*z62+2789/32*z3*z7+1137/16*z5^2+183/32*z82) [C21,[C11,[C11,C12]]]
(-133/150*z2^5-1/24*z2^2*z3^2+57/4*z5*z2*z3-55/8*z2*z62-225/16*z3*z7-33/32*z5^2+433/64*z82) [C21,[C11,[C11,C21]]]
(68993/4950*z2^5+661/60*z2^2*z3^2+71/12*z5*z2*z3+105/8*z2*z62-3741/32*z3*z7-2429/32*z5^2-263/64*z82) [[C11,C12],[C11,C21]]
Degree 11
(-zB) C1A
(24/175*z2^4*z3+8/35*z5*z2^3+2/5*z2^2*z7+z2*z9-5*zB) C29
(54/175*z2^4*z3+22/35*z5*z2^3-1/2*z5*z3^2+13/10*z2^2*z7+4*z2*z9-15*zB) C38
(13/25*z2^4*z3+1/6*z2*z3^3+79/70*z5*z2^3-2*z5*z3^2+27/10*z2^2*z7+28/3*z2*z9-30*zB) C47
(141/200*z2^4*z3+1/2*z2*z3^3+7/5*z5*z2^3-7/2*z5*z3^2+37/10*z2^2*z7+14*z2*z9-42*zB) C56
(141/200*z2^4*z3+1/2*z2*z3^3+7/5*z5*z2^3-7/2*z5*z3^2+37/10*z2^2*z7+14*z2*z9-42*zB) C65
(13/25*z2^4*z3+1/6*z2*z3^3+79/70*z5*z2^3-2*z5*z3^2+27/10*z2^2*z7+28/3*z2*z9-30*zB) C74
(54/175*z2^4*z3+22/35*z5*z2^3-1/2*z5*z3^2+13/10*z2^2*z7+4*z2*z9-15*zB) C83
(24/175*z2^4*z3+8/35*z5*z2^3+2/5*z2^2*z7+z2*z9-5*zB) C92
(-zB) CA1
(24/25*z2^4*z3+8/7*z5*z2^3+6/5*z2^2*z7+1/2*z2*z9-17*zB) [C11,C18]
(652/175*z2^4*z3+583/105*z5*z2^3-7*z5*z3^2+z3*z62+9*z2^2*z7+31/2*z2*z9-98*zB) [C11,C27]
(3736/525*z2^4*z3+17/12*z2*z3^3+997/84*z5*z2^3-115/4*z5*z3^2+7/2*z3*z62+124/5*z2^2*z7+395/6*z2*z9-509/2*zB) [C11,C36]
(899/105*z2^4*z3+19/4*z2*z3^3+6163/420*z5*z2^3-165/4*z5*z3^2+5/2*z3*z62+359/10*z2^2*z7+251/2*z2*z9-799/2*zB) [C11,C45]
(20299/4200*z2^4*z3+19/4*z2*z3^3+5009/420*z5*z2^3-101/4*z5*z3^2-5/2*z3*z62+172/5*z2^2*z7+281/2*z2*z9-797/2*zB) [C11,C54]
(181/105*z2^4*z3+17/12*z2*z3^3+439/60*z5*z2^3-21/4*z5*z3^2-7/2*z3*z62+211/10*z2^2*z7+557/6*z2*z9-511/2*zB) [C11,C63]
(2/7*z2^4*z3+55/21*z5*z2^3+1/2*z5*z3^2-z3*z62+79/10*z2^2*z7+73/2*z2*z9-97*zB) [C11,C72]
(16/35*z5*z2^3+8/5*z2^2*z7+13/2*z2*z9-18*zB) [C11,C81]
(492/175*z2^4*z3+16/7*z5*z2^3+6/5*z2^2*z7-38*zB) [C12,C17]
(1842/175*z2^4*z3+508/35*z5*z2^3-17*z5*z3^2+5/2*z3*z62+116/5*z2^2*z7-2*z821+61*z2*z9-14299/48*zB) [C12,C26]
(17861/1050*z2^4*z3+23/12*z2*z3^3+959/30*z5*z2^3-221/4*z5*z3^2+7*z3*z62+2661/40*z2^2*z7-6*z821+14501/72*z2*z9-11731/16*zB) [C12,C35]
(21163/1680*z2^4*z3+5*z2*z3^3+5029/210*z5*z2^3-52*z5*z3^2+15/4*z3*z62+9153/160*z2^2*z7-5/2*z821+3283/18*z2*z9-58967/96*zB) [C12,C44]
(-437/700*z2^4*z3+13/4*z2*z3^3+353/420*z5*z2^3-43/4*z5*z3^2-5/2*z3*z62+1329/160*z2^2*z7+5*z821+641/36*z2*z9-87/2*zB) [C12,C53]
(-673/210*z2^4*z3+1/3*z2*z3^3-1039/210*z5*z2^3+5*z5*z3^2-7/4*z3*z62-411/40*z2^2*z7+9/2*z821-2833/72*z2*z9+13003/96*zB) [C12,C62]
(-174/175*z2^4*z3-66/35*z5*z2^3+3/2*z5*z3^2-39/10*z2^2*z7+z821-12*z2*z9+45*zB) [C12,C71]
(444/175*z2^4*z3+176/35*z5*z2^3-4*z5*z3^2+52/5*z2^2*z7-z821+32*z2*z9-120*zB) [C21,C17]
(2311/210*z2^4*z3+13/6*z2*z3^3+2297/105*z5*z2^3-35*z5*z3^2+7/4*z3*z62+2031/40*z2^2*z7-9/2*z821+12913/72*z2*z9-56203/96*zB) [C21,C26]
(3317/175*z2^4*z3+39/4*z2*z3^3+2987/84*z5*z2^3-321/4*z5*z3^2+5/2*z3*z62+14063/160*z2^2*z7-5*z821+12463/36*z2*z9-2097/2*zB) [C21,C35]
(20291/1680*z2^4*z3+25/2*z2*z3^3+5261/210*z5*z2^3-141/2*z5*z3^2-15/4*z3*z62+11567/160*z2^2*z7+5/2*z821+5537/18*z2*z9-82153/96*zB) [C21,C44]
(3433/1050*z2^4*z3+55/12*z2*z3^3+253/21*z5*z2^3-91/4*z5*z3^2-7*z3*z62+1551/40*z2^2*z7+6*z821+11707/72*z2*z9-6989/16*zB) [C21,C53]
(48/175*z2^4*z3+262/35*z5*z2^3-1/2*z5*z3^2-5/2*z3*z62+223/10*z2^2*z7+2*z821+79*z2*z9-10901/48*zB) [C21,C62]
(-12/175*z2^4*z3+16/7*z5*z2^3+34/5*z2^2*z7+20*z2*z9-62*zB) [C21,C71]
(96/25*z2^4*z3+16/7*z5*z2^3+1/5*z2^2*z7-89/2*zB) [C13,C16]
(2388/175*z2^4*z3+2249/105*z5*z2^3-13*z5*z3^2+39*z2^2*z7-6*z821+132*z2*z9-8371/16*zB) [C13,C25]
(8483/525*z2^4*z3+1/3*z2*z3^3+664/15*z5*z2^3-61/2*z5*z3^2-3/4*z3*z62+467/5*z2^2*z7-14*z821+2559/8*z2*z9-51997/48*zB) [C13,C34]
(5849/1400*z2^4*z3+1/2*z2*z3^3+1744/105*z5*z2^3-15/2*z5*z3^2-9/4*z3*z62+5507/160*z2^2*z7-3*z821+1789/16*z2*z9-4579/12*zB) [C13,C43]
(-27571/4200*z2^4*z3-1/2*z2*z3^3-4699/420*z5*z2^3+57/4*z5*z3^2-3/2*z3*z62-423/16*z2^2*z7+27/4*z821-15595/144*z2*z9+65275/192*zB) [C13,C52]
(-109/35*z2^4*z3-1/3*z2*z3^3-222/35*z5*z2^3+27/4*z5*z3^2-613/40*z2^2*z7+11/4*z821-2081/36*z2*z9+35323/192*zB) [C13,C61]
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(18287/350*z2^4*z3+397/12*z2*z3^3+26219/420*z5*z2^3-1275/4*z5*z3^2+153/4*z3*z62+11659/80*z2^2*z7+25*z821+3029/8*z2*z9-33281/24*zB) [C21,[C11,C24]]
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(9887/420*z2^4*z3+45/4*z2*z3^3+2813/70*z5*z2^3-617/6*z5*z3^2+53/8*z3*z62+487/5*z2^2*z7-19/4*z821+3025/8*z2*z9-148401/128*zB) [C21,[C21,C14]]
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(5281/210*z2^4*z3-7/6*z2*z3^3+1251/14*z5*z2^3-121/2*z5*z3^2+13/2*z3*z62+623/5*z2^2*z7-16*z821+25939/72*z2*z9-70699/48*zB) [C13,[C11,C23]]
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(7158/175*z2^4*z3+5*z2*z3^3+2075/28*z5*z2^3-267/2*z5*z3^2+69/4*z3*z62+1315/8*z2^2*z7-15*z821+8455/18*z2*z9-83449/48*zB) [C22,[C11,C14]]
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(-74681/8400*z2^4*z3+3/2*z2*z3^3-498/35*z5*z2^3+3*z5*z3^2+9/4*z3*z62-16571/320*z2^2*z7+27/2*z821-638/3*z2*z9+160407/256*zB) [C22,[C12,C22]]
(56/15*z2^4*z3-53/4*z2*z3^3+4793/840*z5*z2^3+50*z5*z3^2+33/8*z3*z62+65/64*z2^2*z7-45/2*z821+3559/144*z2*z9-107381/768*zB) [C22,[C12,C31]]
(97301/2100*z2^4*z3+59/4*z2*z3^3+82693/840*z5*z2^3-285/2*z5*z3^2-1/8*z3*z62+80311/320*z2^2*z7-29*z821+134041/144*z2*z9-2233613/768*zB) [C22,[C21,C13]]
(-291377/8400*z2^4*z3+12*z2*z3^3-387/5*z5*z2^3-9*z5*z3^2-62981/320*z2^2*z7+63*z821-17381/24*z2*z9+607023/256*zB) [C22,[C21,C22]]
(-44053/2100*z2^4*z3-127/12*z2*z3^3-2809/42*z5*z2^3+50*z5*z3^2+183/8*z3*z62-3763/20*z2^2*z7+31/2*z821-4645/6*z2*z9+214691/96*zB) [C22,[C21,C31]]
(37809/1400*z2^4*z3+51/4*z2*z3^3+31831/840*z5*z2^3-507/4*z5*z3^2+12*z3*z62+763/8*z2^2*z7-3/2*z821+31979/96*z2*z9-273491/256*zB) [C31,[C11,C14]]
(38809/4200*z2^4*z3+73/2*z2*z3^3+11371/840*z5*z2^3-705/4*z5*z3^2-3*z3*z62+913/20*z2^2*z7+153/4*z821+25357/96*z2*z9-417469/768*zB) [C31,[C11,C23]]
(-1067/42*z2^4*z3+31/2*z2*z3^3-1285/42*z5*z2^3-21/2*z5*z3^2-99/4*z3*z62-639/10*z2^2*z7+54*z821-697/9*z2*z9+15323/24*zB) [C31,[C11,C32]]
(-2376/175*z2^4*z3-999/35*z5*z2^3+18*z5*z3^2-296/5*z2^2*z7+18*z821-729/4*z2*z9+10973/16*zB) [C31,[C11,C41]]
(7033/336*z2^4*z3+8*z2*z3^3+5771/210*z5*z2^3-381/4*z5*z3^2+45/4*z3*z62+2293/32*z2^2*z7-3/4*z821+5383/24*z2*z9-145201/192*zB) [C31,[C12,C13]]
(-2935/168*z2^4*z3+37/4*z2*z3^3-4153/105*z5*z2^3-83/4*z5*z3^2+3/8*z3*z62-14959/160*z2^2*z7+147/4*z821-9149/24*z2*z9+313299/256*zB) [C31,[C12,C22]]
(-963/175*z2^4*z3-23/6*z2*z3^3-647/105*z5*z2^3+31*z5*z3^2-3/4*z3*z62-2039/80*z2^2*z7-5/2*z821-6973/72*z2*z9+8657/32*zB) [C31,[C12,C31]]
(21209/1200*z2^4*z3+24*z2*z3^3+5041/140*z5*z2^3-509/4*z5*z3^2-15/4*z3*z62+15483/160*z2^2*z7+33/4*z821+16043/36*z2*z9-306619/256*zB) [C31,[C21,C13]]
(-35741/2100*z2^4*z3+239/12*z2*z3^3-6061/210*z5*z2^3-57*z5*z3^2-159/8*z3*z62-3461/80*z2^2*z7+115/2*z821-4051/72*z2*z9+16717/32*zB) [C31,[C21,C22]]
(-949/105*z2^4*z3-410/21*z5*z2^3+12*z5*z3^2-41*z2^2*z7+12*z821-152*z2*z9+3083/6*zB) [C31,[C21,C31]]
(94/175*z2^4*z3+158/35*z5*z2^3+61/2*z5*z3^2-10*z3*z62+83/5*z2^2*z7-5*z821+357/4*z2*z9-2105/8*zB) [C14,[C11,C13]]
(-107/7*z2^4*z3-7/2*z2*z3^3+32/3*z5*z2^3+363/4*z5*z3^2-45/2*z3*z62+35/4*z2^2*z7-21/2*z821+3937/36*z2*z9-23441/96*zB) [C14,[C11,C22]]
(-7019/350*z2^4*z3-33/4*z2*z3^3-22009/840*z5*z2^3+171/2*z5*z3^2-15/2*z3*z62-12383/160*z2^2*z7+15/4*z821-24949/96*z2*z9+79865/96*zB) [C14,[C11,C31]]
(-53839/2100*z2^4*z3-3/4*z2*z3^3-4919/105*z5*z2^3+545/6*z5*z3^2-141/8*z3*z62-1527/20*z2^2*z7+7/2*z821-2065/12*z2*z9+76763/96*zB) [C14,[C12,C21]]
(6379/525*z2^4*z3-1/3*z2*z3^3+1466/35*z5*z2^3+11*z5*z3^2-15*z3*z62+2397/20*z2^2*z7-45/2*z821+11221/24*z2*z9-135589/96*zB) [C23,[C11,C13]]
(-8468/525*z2^4*z3-11*z2*z3^3+12163/420*z5*z2^3+297/2*z5*z3^2-75/2*z3*z62+2427/40*z2^2*z7-105/4*z821+21745/72*z2*z9-216291/256*zB) [C23,[C11,C22]]
(-29051/1050*z2^4*z3-47/2*z2*z3^3-7751/120*z5*z2^3+525/4*z5*z3^2+9*z3*z62-28521/160*z2^2*z7+27/4*z821-209563/288*z2*z9+536713/256*zB) [C23,[C11,C31]]
(-62327/2100*z2^4*z3-157/12*z2*z3^3-647/14*z5*z2^3+1009/6*z5*z3^2-195/8*z3*z62-444/5*z2^2*z7-63/4*z821-2363/18*z2*z9+22999/32*zB) [C23,[C12,C21]]
(2201/75*z2^4*z3+15/2*z2*z3^3+6277/120*z5*z2^3-329/4*z5*z3^2+1/2*z3*z62+23437/160*z2^2*z7-85/4*z821+166669/288*z2*z9-1344427/768*zB) [C32,[C11,C13]]
(3058/525*z2^4*z3+5/2*z2*z3^3+1919/84*z5*z2^3-15/2*z5*z3^2-27/4*z3*z62+6723/160*z2^2*z7-33/4*z821+31259/144*z2*z9-79947/128*zB) [C32,[C11,C22]]
(-7657/525*z2^4*z3-10*z2*z3^3-2515/42*z5*z2^3+69/2*z5*z3^2+24*z3*z62-3333/20*z2^2*z7+21/2*z821-53771/72*z2*z9+198305/96*zB) [C32,[C11,C31]]
(34591/1050*z2^4*z3-169/12*z2*z3^3+14909/210*z5*z2^3+233/12*z5*z3^2+3/2*z3*z62+5981/40*z2^2*z7-255/4*z821+24635/36*z2*z9-411125/192*zB) [C32,[C12,C21]]
(2413/175*z2^4*z3+19/2*z2*z3^3+4913/168*z5*z2^3-241/4*z5*z3^2-3/2*z3*z62+12203/160*z2^2*z7-21/4*z821+93089/288*z2*z9-358547/384*zB) [C41,[C11,C13]]
(3853/350*z2^4*z3+8*z2*z3^3+371/12*z5*z2^3-177/4*z5*z3^2-39/4*z3*z62+863/10*z2^2*z7-3/2*z821+14167/36*z2*z9-103625/96*zB) [C41,[C11,C22]]
(-73/105*z5*z2^3-12/5*z2^2*z7-183/4*z2*z9+4097/48*zB) [C41,[C11,C31]]
(7466/525*z2^4*z3-13/6*z2*z3^3+184/5*z5*z2^3-2/3*z5*z3^2-3*z3*z62+819/10*z2^2*z7-26*z821+11815/36*z2*z9-25231/24*zB) [C41,[C12,C21]]
(6656/525*z2^4*z3+353/35*z5*z2^3-37*z5*z3^2+10*z3*z62+9/5*z2^2*z7+3*z821-193/4*z2*z9-457/16*zB) [[C11,C12],C15]
(8789/350*z2^4*z3+7/2*z2*z3^3+7223/210*z5*z2^3-987/8*z5*z3^2+109/4*z3*z62+44*z2^2*z7+25/4*z821-2647/144*z2*z9-18885/64*zB) [[C11,C12],C24]
(1087/700*z2^4*z3+91/12*z2*z3^3-1019/105*z5*z2^3-153/2*z5*z3^2+69/4*z3*z62-6693/160*z2^2*z7+27*z821-46375/144*z2*z9+98339/128*zB) [[C11,C12],C33]
(-15073/700*z2^4*z3+11/12*z2*z3^3-3333/70*z5*z2^3+193/8*z5*z3^2-3363/32*z2^2*z7+30*z821-67543/144*z2*z9+548977/384*zB) [[C11,C12],C42]
(-1689/175*z2^4*z3-19/12*z2*z3^3-9493/420*z5*z2^3+18*z5*z3^2+5/2*z3*z62-113/2*z2^2*z7+41/4*z821-33235/144*z2*z9+44867/64*zB) [[C11,C12],C51]
(2706/175*z2^4*z3+7/3*z2*z3^3+1847/105*z5*z2^3-143/2*z5*z3^2+14*z3*z62+651/20*z2^2*z7+7/2*z821+4085/144*z2*z9-24233/96*zB) [[C11,C21],C15]
(5876/175*z2^4*z3+233/12*z2*z3^3+5001/140*z5*z2^3-1597/8*z5*z3^2+103/4*z3*z62+3539/40*z2^2*z7+16*z821+25651/144*z2*z9-192491/256*zB) [[C11,C21],C24]
(3361/2100*z2^4*z3+337/12*z2*z3^3+1163/105*z5*z2^3-225/2*z5*z3^2-25/2*z3*z62+1167/20*z2^2*z7+33*z821+7835/36*z2*z9-126539/256*zB) [[C11,C21],C33]
(-679/50*z2^4*z3+47/6*z2*z3^3+5/84*z5*z2^3+107/8*z5*z3^2-93/4*z3*z62+49/4*z2^2*z7+91/4*z821+7573/48*z2*z9-13827/64*zB) [[C11,C21],C42]
(-3148/525*z2^4*z3-12*z5*z2^3+8*z5*z3^2-121/5*z2^2*z7+8*z821-117/4*z2*z9+3359/16*zB) [[C11,C21],C51]
(759/70*z2^4*z3+1/2*z2*z3^3+117/10*z5*z2^3-147/2*z5*z3^2+21*z3*z62-1471/120*z2^2*z7+12*z821-29245/144*z2*z9+1961/6*zB) [C11,[C11,[C11,C14]]]
(-169/350*z2^4*z3+7*z2*z3^3-1961/140*z5*z2^3-87*z5*z3^2+21*z3*z62-2695/48*z2^2*z7+39*z821-79183/144*z2*z9+29705/24*zB) [C11,[C11,[C11,C23]]]
(-4516/175*z2^4*z3+25/4*z2*z3^3-11541/280*z5*z2^3+111/4*z5*z3^2-27/2*z3*z62-7597/160*z2^2*z7+36*z821-60793/144*z2*z9+1183*zB) [C11,[C11,[C11,C32]]]
(-396/35*z2^4*z3-339/14*z5*z2^3+15*z5*z3^2-581/12*z2^2*z7+15*z821-31925/144*z2*z9+16465/24*zB) [C11,[C11,[C11,C41]]]
(7054/315*z2^4*z3+1/3*z2*z3^3+979/35*z5*z2^3-183*z5*z3^2+121/2*z3*z62-471/5*z2^2*z7+37*z821-15743/24*z2*z9+61597/48*zB) [C12,[C11,[C11,C13]]]
(-251731/8400*z2^4*z3+9/2*z2*z3^3-2524/35*z5*z2^3-159/2*z5*z3^2+45*z3*z62-289457/960*z2^2*z7+90*z821-13664/9*z2*z9+1030381/256*zB) [C12,[C11,[C11,C22]]]
(-31124/1575*z2^4*z3-19/4*z2*z3^3-14199/280*z5*z2^3+153/4*z5*z3^2+6*z3*z62-102067/960*z2^2*z7+45/2*z821-73973/144*z2*z9+1152127/768*zB) [C12,[C11,[C11,C31]]]
(129/700*z2^4*z3+1/5*z5*z2^3-721/24*z5*z3^2+109/8*z3*z62-259/5*z2^2*z7+49/4*z821-1813/8*z2*z9+106897/192*zB) [C12,[C12,[C11,C12]]]
(17897/1575*z2^4*z3-25/6*z2*z3^3+63*z5*z2^3+571/8*z5*z3^2-247/8*z3*z62+6733/40*z2^2*z7-203/4*z821+29183/36*z2*z9-875273/384*zB) [C12,[C12,[C11,C21]]]
(4801/3150*z2^4*z3+103/6*z2*z3^3-1006/21*z5*z2^3-192*z5*z3^2+48*z3*z62-8797/64*z2^2*z7+145/2*z821-131735/144*z2*z9+1787105/768*zB) [C21,[C11,[C11,C13]]]
(-108437/1200*z2^4*z3+107/4*z2*z3^3-26349/140*z5*z2^3+81/4*z5*z3^2-27/2*z3*z62-368671/960*z2^2*z7+150*z821-128933/72*z2*z9+1421827/256*zB) [C21,[C11,[C11,C22]]]
(-66911/1575*z2^4*z3-6571/70*z5*z2^3+54*z5*z3^2+3/2*z3*z62-4321/20*z2^2*z7+57*z821-5125/6*z2*z9+130667/48*zB) [C21,[C11,[C11,C31]]]
(-80347/3150*z2^4*z3+95/12*z2*z3^3-524/5*z5*z2^3-1399/12*z5*z3^2+431/8*z3*z62-1602/5*z2^2*z7+93*z821-53249/36*z2*z9+66705/16*zB) [C21,[C12,[C11,C12]]]
(114281/6300*z2^4*z3-55/4*z2*z3^3+4769/105*z5*z2^3+40*z5*z3^2-z3*z62+1831/16*z2^2*z7-87/2*z821+7133/18*z2*z9-260065/192*zB) [C21,[C12,[C11,C21]]]
(-289799/6300*z2^4*z3+37/2*z2*z3^3-7813/70*z5*z2^3-721/24*z5*z3^2+9/2*z3*z62-22353/80*z2^2*z7+177/2*z821-73855/72*z2*z9+215255/64*zB) [C21,[C21,[C11,C12]]]
(-22627/2100*z2^4*z3-2591/105*z5*z2^3+103/8*z5*z3^2+7/8*z3*z62-1279/20*z2^2*z7+59/4*z821-16459/72*z2*z9+142139/192*zB) [C21,[C21,[C11,C21]]]
(-579/350*z2^4*z3-1/2*z2*z3^3+2158/105*z5*z2^3+39/2*z5*z3^2-6*z3*z62+275/16*z2^2*z7-6*z821+3775/36*z2*z9-5241/16*zB) [C13,[C11,[C11,C12]]]
(-1408/175*z2^4*z3-13/2*z2*z3^3+29/4*z5*z2^3+81*z5*z3^2-15*z3*z62+21/320*z2^2*z7-39/2*z821+29429/144*z2*z9-308659/768*zB) [C13,[C11,[C11,C21]]]
(-321/50*z2^4*z3+9/2*z2*z3^3-20851/840*z5*z2^3-33*z5*z3^2+45/4*z3*z62-3341/48*z2^2*z7+45/2*z821-9581/32*z2*z9+56983/64*zB) [C22,[C11,[C11,C12]]]
(5281/525*z2^4*z3-11*z2*z3^3+447/280*z5*z2^3+15/2*z5*z3^2+18*z3*z62-4277/96*z2^2*z7-39/2*z821+5317/288*z2*z9+1925/128*zB) [C22,[C11,[C11,C21]]]
(-70229/4200*z2^4*z3+43/4*z2*z3^3-16139/420*z5*z2^3-27*z5*z3^2-89369/960*z2^2*z7+147/4*z821-103967/288*z2*z9+454123/384*zB) [C31,[C11,[C11,C12]]]
(-1/10*z5*z2^3-191/16*z2^2*z7-563/72*z2*z9+1103/24*zB) [C31,[C11,[C11,C21]]]
(16003/630*z2^4*z3+z2*z3^3+2939/70*z5*z2^3-561/4*z5*z3^2+73/2*z3*z62+279/20*z2^2*z7+14*z821-16151/72*z2*z9+2899/24*zB) [[C11,C12],[C11,C13]]
(-5581/280*z2^4*z3+z2*z3^3-256/21*z5*z2^3+75/8*z5*z3^2+15/4*z3*z62-48257/480*z2^2*z7+141/4*z821-179191/288*z2*z9+290645/192*zB) [[C11,C12],[C11,C22]]
(-12637/1575*z2^4*z3-27/2*z2*z3^3-22949/840*z5*z2^3+231/4*z5*z3^2+9*z3*z62-8641/120*z2^2*z7-15/4*z821-28715/96*z2*z9+160847/192*zB) [[C11,C12],[C11,C31]]
(48779/2100*z2^4*z3-101/12*z2*z3^3+21949/210*z5*z2^3+1583/12*z5*z3^2-57*z3*z62+6333/20*z2^2*z7-195/2*z821+27851/18*z2*z9-410035/96*zB) [[C11,C12],[C12,C21]]
(5933/450*z2^4*z3+113/6*z2*z3^3-4537/140*z5*z2^3-931/4*z5*z3^2+103/2*z3*z62-13579/160*z2^2*z7+145/2*z821-126791/144*z2*z9+1542941/768*zB) [[C11,C21],[C11,C13]]
(-317599/4200*z2^4*z3+127/4*z2*z3^3-4551/35*z5*z2^3+81/8*z5*z3^2-135/4*z3*z62-93433/480*z2^2*z7+255/2*z821-367645/288*z2*z9+91049/24*zB) [[C11,C21],[C11,C22]]
(-21367/630*z2^4*z3-509/7*z5*z2^3+45*z5*z3^2-313/2*z2^2*z7+45*z821-48167/72*z2*z9+100571/48*zB) [[C11,C21],[C11,C31]]
(24029/1260*z2^4*z3-103/12*z2*z3^3+231/5*z5*z2^3+67/4*z5*z3^2-13/8*z3*z62+8017/80*z2^2*z7-153/4*z821+7853/18*z2*z9-263695/192*zB) [[C11,C21],[C12,C21]]
(-129349/25200*z2^4*z3+1/2*z2*z3^3-871/70*z5*z2^3-21/2*z5*z3^2+6*z3*z62-43453/960*z2^2*z7+15*z821-76621/288*z2*z9+521045/768*zB) [C11,[C11,[C11,[C11,C12]]]]
(-114013/25200*z2^4*z3-74/7*z5*z2^3+6*z5*z3^2-3473/192*z2^2*z7+6*z821-10309/96*z2*z9+234869/768*zB) [C11,[C11,[C11,[C11,C21]]]]
Degree 12
(-44224/875875*z2^6) C1B
(-99504/875875*z2^6+z5*z7+z3*z9) C2A
(-278016/875875*z2^6-4/35*z2^3*z3^2-2/5*z5*z3*z2^2-1/2*z2*z5^2-z7*z2*z3+5*z5*z7+5*z3*z9) C39
(-74663/125125*z2^6-11/35*z2^3*z3^2+1/24*z3^4-13/10*z5*z3*z2^2-2*z2*z5^2-4*z7*z2*z3+13*z5*z7+40/3*z3*z9) C48
(-3144237/3503500*z2^6-9/20*z2^3*z3^2+1/6*z3^4-23/10*z5*z3*z2^2-4*z2*z5^2-8*z7*z2*z3+22*z5*z7+70/3*z3*z9) C57
(-14142459/14014000*z2^6-1/2*z2^3*z3^2+1/4*z3^4-14/5*z5*z3*z2^2-5*z2*z5^2-10*z7*z2*z3+26*z5*z7+28*z3*z9) C66
(-3144237/3503500*z2^6-9/20*z2^3*z3^2+1/6*z3^4-23/10*z5*z3*z2^2-4*z2*z5^2-8*z7*z2*z3+22*z5*z7+70/3*z3*z9) C75
(-74663/125125*z2^6-11/35*z2^3*z3^2+1/24*z3^4-13/10*z5*z3*z2^2-2*z2*z5^2-4*z7*z2*z3+13*z5*z7+40/3*z3*z9) C84
(-278016/875875*z2^6-4/35*z2^3*z3^2-2/5*z5*z3*z2^2-1/2*z2*z5^2-z7*z2*z3+5*z5*z7+5*z3*z9) C93
(-99504/875875*z2^6+z5*z7+z3*z9) CA2
(-44224/875875*z2^6) CB1
(-191728/175175*z2^6+10*z5*z7+10*z3*z9-zA2) [C11,C19]
(-11413288/2627625*z2^6-48/35*z2^3*z3^2-24/5*z5*z3*z2^2-19/4*z2*z5^2+2/5*z2^2*z62-19/2*z7*z2*z3+123/2*z5*z7+123/2*z3*z9+z2*z82-9/2*zA2) [C11,C28]
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(162608/875875*z2^6-2*z5*z7-2*z3*z9+zA2) [C11,C91]
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(26288/75075*z2^6+4/35*z2^3*z3^2+6/5*z5*z3*z2^2+3/2*z2*z5^2-2/5*z2^2*z62+3*z7*z2*z3-17/2*z5*z7-10*z3*z9-z2*z82+11/4*zA2) [C12,C81]
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(757336/875875*z2^6-6*z5*z7-19/2*z3*z9+9/2*zA2) [C21,C81]
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