-- Theta graph calculations Cell 2 (from the Grobner Fan), corresponding to the Theta_0 Cell S=QQ[a6,a5,x34,a3,a2,a1, MonomialOrder=>{Weights => {6,5,2,4,2,1}},Global=>false]; -- polynomial A A = 6*a6^2*a5^2*x34^2 + 8*a6^2*a5^2*x34*a3 - 4*a6^2*a5*x34^2*a3 - 4*a6*a5^2*x34^2*a3 + 8*a6^2*a5^2*a3^2 - 12*a6^2*a5*x34*a3^2 - 12*a6*a5^2*x34*a3^2 + 6*a6^2*x34^2*a3^2 - 4*a6*a5*x34^2*a3^2 + 6*a5^2*x34^2*a3^2 - 8*a6^2*a5*a3^3 - 8*a6*a5^2*a3^3 + 12*a6^2*x34*a3^3 - 8*a6*a5*x34*a3^3 + 12*a5^2*x34*a3^3 + 6*a6^2*a3^4 - 4*a6*a5*a3^4 + 6*a5^2*a3^4 - 4*a6^2*a5^2*x34*a2 - 4*a6^2*a5*x34^2*a2 - 4*a6*a5^2*x34^2*a2 - 8*a6^2*a5^2*a3*a2 + 4*a6^2*a5*x34*a3*a2 + 4*a6*a5^2*x34*a3*a2 - 4*a6^2*x34^2*a3*a2 + 12*a6*a5*x34^2*a3*a2 - 4*a5^2*x34^2*a3*a2 + 4*a6^2*a5*a3^2*a2 + 4*a6*a5^2*a3^2*a2 - 12*a6^2*x34*a3^2*a2 + 36*a6*a5*x34*a3^2*a2 - 12*a5^2*x34*a3^2*a2 - 4*a6*x34^2*a3^2*a2 - 4*a5*x34^2*a3^2*a2 - 8*a6^2*a3^3*a2 + 24*a6*a5*a3^3*a2 - 8*a5^2*a3^3*a2 - 8*a6*x34*a3^3*a2 - 8*a5*x34*a3^3*a2 - 4*a6*a3^4*a2 - 4*a5*a3^4*a2 + 6*a6^2*a5^2*a2^2 - 4*a6^2*a5*x34*a2^2 - 4*a6*a5^2*x34*a2^2 + 6*a6^2*x34^2*a2^2 - 4*a6*a5*x34^2*a2^2 + 6*a5^2*x34^2*a2^2 - 8*a6^2*a5*a3*a2^2 - 8*a6*a5^2*a3*a2^2 + 8*a6^2*x34*a3*a2^2 + 4*a6*a5*x34*a3*a2^2 + 8*a5^2*x34*a3*a2^2 - 4*a6*x34^2*a3*a2^2 - 4*a5*x34^2*a3*a2^2 + 8*a6^2*a3^2*a2^2 + 4*a6*a5*a3^2*a2^2 + 8*a5^2*a3^2*a2^2 - 12*a6*x34*a3^2*a2^2 - 12*a5*x34*a3^2*a2^2 + 6*x34^2*a3^2*a2^2 - 8*a6*a3^3*a2^2 - 8*a5*a3^3*a2^2 + 12*x34*a3^3*a2^2 + 6*a3^4*a2^2 - 4*a6^2*a5^2*x34*a1 - 4*a6^2*a5*x34^2*a1 - 4*a6*a5^2*x34^2*a1 - 8*a6^2*a5^2*a3*a1 + 4*a6^2*a5*x34*a3*a1 + 4*a6*a5^2*x34*a3*a1 - 4*a6^2*x34^2*a3*a1 + 12*a6*a5*x34^2*a3*a1 - 4*a5^2*x34^2*a3*a1 + 4*a6^2*a5*a3^2*a1 + 4*a6*a5^2*a3^2*a1 - 12*a6^2*x34*a3^2*a1 + 36*a6*a5*x34*a3^2*a1 - 12*a5^2*x34*a3^2*a1 - 4*a6*x34^2*a3^2*a1 - 4*a5*x34^2*a3^2*a1 - 8*a6^2*a3^3*a1 + 24*a6*a5*a3^3*a1 - 8*a5^2*a3^3*a1 - 8*a6*x34*a3^3*a1 - 8*a5*x34*a3^3*a1 - 4*a6*a3^4*a1 - 4*a5*a3^4*a1 - 4*a6^2*a5^2*a2*a1 + 12*a6^2*a5*x34*a2*a1 + 12*a6*a5^2*x34*a2*a1 - 4*a6^2*x34^2*a2*a1 + 12*a6*a5*x34^2*a2*a1 - 4*a5^2*x34^2*a2*a1 + 24*a6^2*a5*a3*a2*a1 + 24*a6*a5^2*a3*a2*a1 + 4*a6^2*x34*a3*a2*a1 - 96*a6*a5*x34*a3*a2*a1 + 4*a5^2*x34*a3*a2*a1 + 12*a6*x34^2*a3*a2*a1 + 12*a5*x34^2*a3*a2*a1 + 4*a6^2*a3^2*a2*a1 - 96*a6*a5*a3^2*a2*a1 + 4*a5^2*a3^2*a2*a1 + 36*a6*x34*a3^2*a2*a1 + 36*a5*x34*a3^2*a2*a1 - 4*x34^2*a3^2*a2*a1 + 24*a6*a3^3*a2*a1 + 24*a5*a3^3*a2*a1 - 8*x34*a3^3*a2*a1 - 4*a3^4*a2*a1 - 4*a6^2*a5*a2^2*a1 - 4*a6*a5^2*a2^2*a1 - 4*a6^2*x34*a2^2*a1 + 12*a6*a5*x34*a2^2*a1 - 4*a5^2*x34*a2^2*a1 - 4*a6*x34^2*a2^2*a1 - 4*a5*x34^2*a2^2*a1 - 8*a6^2*a3*a2^2*a1 + 24*a6*a5*a3*a2^2*a1 - 8*a5^2*a3*a2^2*a1 + 4*a6*x34*a3*a2^2*a1 + 4*a5*x34*a3*a2^2*a1 - 4*x34^2*a3*a2^2*a1 + 4*a6*a3^2*a2^2*a1 + 4*a5*a3^2*a2^2*a1 - 12*x34*a3^2*a2^2*a1 - 8*a3^3*a2^2*a1 + 6*a6^2*a5^2*a1^2 - 4*a6^2*a5*x34*a1^2 - 4*a6*a5^2*x34*a1^2 + 6*a6^2*x34^2*a1^2 - 4*a6*a5*x34^2*a1^2 + 6*a5^2*x34^2*a1^2 - 8*a6^2*a5*a3*a1^2 - 8*a6*a5^2*a3*a1^2 + 8*a6^2*x34*a3*a1^2 + 4*a6*a5*x34*a3*a1^2 + 8*a5^2*x34*a3*a1^2 - 4*a6*x34^2*a3*a1^2 - 4*a5*x34^2*a3*a1^2 + 8*a6^2*a3^2*a1^2 + 4*a6*a5*a3^2*a1^2 + 8*a5^2*a3^2*a1^2 - 12*a6*x34*a3^2*a1^2 - 12*a5*x34*a3^2*a1^2 + 6*x34^2*a3^2*a1^2 - 8*a6*a3^3*a1^2 - 8*a5*a3^3*a1^2 + 12*x34*a3^3*a1^2 + 6*a3^4*a1^2 - 4*a6^2*a5*a2*a1^2 - 4*a6*a5^2*a2*a1^2 - 4*a6^2*x34*a2*a1^2 + 12*a6*a5*x34*a2*a1^2 - 4*a5^2*x34*a2*a1^2 - 4*a6*x34^2*a2*a1^2 - 4*a5*x34^2*a2*a1^2 - 8*a6^2*a3*a2*a1^2 + 24*a6*a5*a3*a2*a1^2 - 8*a5^2*a3*a2*a1^2 + 4*a6*x34*a3*a2*a1^2 + 4*a5*x34*a3*a2*a1^2 - 4*x34^2*a3*a2*a1^2 + 4*a6*a3^2*a2*a1^2 + 4*a5*a3^2*a2*a1^2 - 12*x34*a3^2*a2*a1^2 - 8*a3^3*a2*a1^2 + 6*a6^2*a2^2*a1^2 - 4*a6*a5*a2^2*a1^2 + 6*a5^2*a2^2*a1^2 - 4*a6*x34*a2^2*a1^2 - 4*a5*x34*a2^2*a1^2 + 6*x34^2*a2^2*a1^2 - 8*a6*a3*a2^2*a1^2 - 8*a5*a3*a2^2*a1^2 + 8*x34*a3*a2^2*a1^2 + 8*a3^2*a2^2*a1^2; -- polynomial B B = 4*a6^4*a5^4*x34^2*a3^2 - 4*a6^4*a5^3*x34^3*a3^2 - 4*a6^3*a5^4*x34^3*a3^2 + 4*a6^4*a5^2*x34^4*a3^2 - 4*a6^3*a5^3*x34^4*a3^2 + 4*a6^2*a5^4*x34^4*a3^2 + 8*a6^4*a5^4*x34*a3^3 - 16*a6^4*a5^3*x34^2*a3^3 - 16*a6^3*a5^4*x34^2*a3^3 + 12*a6^4*a5^2*x34^3*a3^3 + 8*a6^3*a5^3*x34^3*a3^3 + 12*a6^2*a5^4*x34^3*a3^3 - 4*a6^3*a5^2*x34^4*a3^3 - 4*a6^2*a5^3*x34^4*a3^3 + 4*a6^4*a5^4*a3^4 - 20*a6^4*a5^3*x34*a3^4 - 20*a6^3*a5^4*x34*a3^4 + 16*a6^4*a5^2*x34^2*a3^4 + 44*a6^3*a5^3*x34^2*a3^4 + 16*a6^2*a5^4*x34^2*a3^4 - 20*a6^3*a5^2*x34^3*a3^4 - 20*a6^2*a5^3*x34^3*a3^4 + 4*a6^2*a5^2*x34^4*a3^4 - 8*a6^4*a5^3*a3^5 - 8*a6^3*a5^4*a3^5 + 12*a6^4*a5^2*x34*a3^5 + 48*a6^3*a5^3*x34*a3^5 + 12*a6^2*a5^4*x34*a3^5 - 36*a6^3*a5^2*x34^2*a3^5 - 36*a6^2*a5^3*x34^2*a3^5 + 16*a6^2*a5^2*x34^3*a3^5 + 4*a6^4*a5^2*a3^6 + 16*a6^3*a5^3*a3^6 + 4*a6^2*a5^4*a3^6 - 28*a6^3*a5^2*x34*a3^6 - 28*a6^2*a5^3*x34*a3^6 + 24*a6^2*a5^2*x34^2*a3^6 - 8*a6^3*a5^2*a3^7 - 8*a6^2*a5^3*a3^7 + 16*a6^2*a5^2*x34*a3^7 + 4*a6^2*a5^2*a3^8 - 4*a6^4*a5^4*x34^2*a3*a2 + 4*a6^4*a5^3*x34^3*a3*a2 + 4*a6^3*a5^4*x34^3*a3*a2 - 4*a6^4*a5^2*x34^4*a3*a2 + 4*a6^3*a5^3*x34^4*a3*a2 - 4*a6^2*a5^4*x34^4*a3*a2 - 12*a6^4*a5^4*x34*a3^2*a2 + 16*a6^4*a5^3*x34^2*a3^2*a2 + 16*a6^3*a5^4*x34^2*a3^2*a2 - 12*a6^4*a5^2*x34^3*a3^2*a2 + 4*a6^3*a5^3*x34^3*a3^2*a2 - 12*a6^2*a5^4*x34^3*a3^2*a2 - 4*a6^4*a5*x34^4*a3^2*a2 + 4*a6^3*a5^2*x34^4*a3^2*a2 + 4*a6^2*a5^3*x34^4*a3^2*a2 - 4*a6*a5^4*x34^4*a3^2*a2 - 8*a6^4*a5^4*a3^3*a2 + 24*a6^4*a5^3*x34*a3^3*a2 + 24*a6^3*a5^4*x34*a3^3*a2 - 8*a6^4*a5^2*x34^2*a3^3*a2 - 24*a6^3*a5^3*x34^2*a3^3*a2 - 8*a6^2*a5^4*x34^2*a3^3*a2 - 12*a6^4*a5*x34^3*a3^3*a2 + 4*a6^3*a5^2*x34^3*a3^3*a2 + 4*a6^2*a5^3*x34^3*a3^3*a2 - 12*a6*a5^4*x34^3*a3^3*a2 + 4*a6^3*a5*x34^4*a3^3*a2 + 4*a6^2*a5^2*x34^4*a3^3*a2 + 4*a6*a5^3*x34^4*a3^3*a2 + 12*a6^4*a5^3*a3^4*a2 + 12*a6^3*a5^4*a3^4*a2 - 40*a6^3*a5^3*x34*a3^4*a2 - 16*a6^4*a5*x34^2*a3^4*a2 - 8*a6^3*a5^2*x34^2*a3^4*a2 - 8*a6^2*a5^3*x34^2*a3^4*a2 - 16*a6*a5^4*x34^2*a3^4*a2 + 20*a6^3*a5*x34^3*a3^4*a2 + 20*a6^2*a5^2*x34^3*a3^4*a2 + 20*a6*a5^3*x34^3*a3^4*a2 - 4*a6^2*a5*x34^4*a3^4*a2 - 4*a6*a5^2*x34^4*a3^4*a2 - 16*a6^3*a5^3*a3^5*a2 - 12*a6^4*a5*x34*a3^5*a2 - 12*a6^3*a5^2*x34*a3^5*a2 - 12*a6^2*a5^3*x34*a3^5*a2 - 12*a6*a5^4*x34*a3^5*a2 + 36*a6^3*a5*x34^2*a3^5*a2 + 36*a6^2*a5^2*x34^2*a3^5*a2 + 36*a6*a5^3*x34^2*a3^5*a2 - 16*a6^2*a5*x34^3*a3^5*a2 - 16*a6*a5^2*x34^3*a3^5*a2 - 4*a6^4*a5*a3^6*a2 - 4*a6^3*a5^2*a3^6*a2 - 4*a6^2*a5^3*a3^6*a2 - 4*a6*a5^4*a3^6*a2 + 28*a6^3*a5*x34*a3^6*a2 + 28*a6^2*a5^2*x34*a3^6*a2 + 28*a6*a5^3*x34*a3^6*a2 - 24*a6^2*a5*x34^2*a3^6*a2 - 24*a6*a5^2*x34^2*a3^6*a2 + 8*a6^3*a5*a3^7*a2 + 8*a6^2*a5^2*a3^7*a2 + 8*a6*a5^3*a3^7*a2 - 16*a6^2*a5*x34*a3^7*a2 - 16*a6*a5^2*x34*a3^7*a2 - 4*a6^2*a5*a3^8*a2 - 4*a6*a5^2*a3^8*a2 + 4*a6^4*a5^4*x34^2*a2^2 - 4*a6^4*a5^3*x34^3*a2^2 - 4*a6^3*a5^4*x34^3*a2^2 + 4*a6^4*a5^2*x34^4*a2^2 - 4*a6^3*a5^3*x34^4*a2^2 + 4*a6^2*a5^4*x34^4*a2^2 + 4*a6^4*a5^4*x34*a3*a2^2 - 8*a6^4*a5^3*x34^2*a3*a2^2 - 8*a6^3*a5^4*x34^2*a3*a2^2 + 20*a6^4*a5^2*x34^3*a3*a2^2 - 28*a6^3*a5^3*x34^3*a3*a2^2 + 20*a6^2*a5^4*x34^3*a3*a2^2 - 4*a6^4*a5*x34^4*a3*a2^2 + 4*a6^3*a5^2*x34^4*a3*a2^2 + 4*a6^2*a5^3*x34^4*a3*a2^2 - 4*a6*a5^4*x34^4*a3*a2^2 + 4*a6^4*a5^4*a3^2*a2^2 + 12*a6^4*a5^2*x34^2*a3^2*a2^2 - 48*a6^3*a5^3*x34^2*a3^2*a2^2 + 12*a6^2*a5^4*x34^2*a3^2*a2^2 - 12*a6^4*a5*x34^3*a3^2*a2^2 + 28*a6^3*a5^2*x34^3*a3^2*a2^2 + 28*a6^2*a5^3*x34^3*a3^2*a2^2 - 12*a6*a5^4*x34^3*a3^2*a2^2 + 4*a6^4*x34^4*a3^2*a2^2 + 4*a6^3*a5*x34^4*a3^2*a2^2 - 24*a6^2*a5^2*x34^4*a3^2*a2^2 + 4*a6*a5^3*x34^4*a3^2*a2^2 + 4*a5^4*x34^4*a3^2*a2^2 - 16*a6^4*a5^2*x34*a3^3*a2^2 - 40*a6^3*a5^3*x34*a3^3*a2^2 - 16*a6^2*a5^4*x34*a3^3*a2^2 - 8*a6^4*a5*x34^2*a3^3*a2^2 + 72*a6^3*a5^2*x34^2*a3^3*a2^2 + 72*a6^2*a5^3*x34^2*a3^3*a2^2 - 8*a6*a5^4*x34^2*a3^3*a2^2 + 12*a6^4*x34^3*a3^3*a2^2 + 4*a6^3*a5*x34^3*a3^3*a2^2 - 84*a6^2*a5^2*x34^3*a3^3*a2^2 + 4*a6*a5^3*x34^3*a3^3*a2^2 + 12*a5^4*x34^3*a3^3*a2^2 - 4*a6^3*x34^4*a3^3*a2^2 + 4*a6^2*a5*x34^4*a3^3*a2^2 + 4*a6*a5^2*x34^4*a3^3*a2^2 - 4*a5^3*x34^4*a3^3*a2^2 - 8*a6^4*a5^2*a3^4*a2^2 - 20*a6^3*a5^3*a3^4*a2^2 - 8*a6^2*a5^4*a3^4*a2^2 + 80*a6^3*a5^2*x34*a3^4*a2^2 + 80*a6^2*a5^3*x34*a3^4*a2^2 + 16*a6^4*x34^2*a3^4*a2^2 - 8*a6^3*a5*x34^2*a3^4*a2^2 - 132*a6^2*a5^2*x34^2*a3^4*a2^2 - 8*a6*a5^3*x34^2*a3^4*a2^2 + 16*a5^4*x34^2*a3^4*a2^2 - 20*a6^3*x34^3*a3^4*a2^2 + 20*a6^2*a5*x34^3*a3^4*a2^2 + 20*a6*a5^2*x34^3*a3^4*a2^2 - 20*a5^3*x34^3*a3^4*a2^2 + 4*a6^2*x34^4*a3^4*a2^2 - 4*a6*a5*x34^4*a3^4*a2^2 + 4*a5^2*x34^4*a3^4*a2^2 + 32*a6^3*a5^2*a3^5*a2^2 + 32*a6^2*a5^3*a3^5*a2^2 + 12*a6^4*x34*a3^5*a2^2 - 12*a6^3*a5*x34*a3^5*a2^2 - 108*a6^2*a5^2*x34*a3^5*a2^2 - 12*a6*a5^3*x34*a3^5*a2^2 + 12*a5^4*x34*a3^5*a2^2 - 36*a6^3*x34^2*a3^5*a2^2 + 36*a6^2*a5*x34^2*a3^5*a2^2 + 36*a6*a5^2*x34^2*a3^5*a2^2 - 36*a5^3*x34^2*a3^5*a2^2 + 16*a6^2*x34^3*a3^5*a2^2 - 16*a6*a5*x34^3*a3^5*a2^2 + 16*a5^2*x34^3*a3^5*a2^2 + 4*a6^4*a3^6*a2^2 - 4*a6^3*a5*a3^6*a2^2 - 36*a6^2*a5^2*a3^6*a2^2 - 4*a6*a5^3*a3^6*a2^2 + 4*a5^4*a3^6*a2^2 - 28*a6^3*x34*a3^6*a2^2 + 28*a6^2*a5*x34*a3^6*a2^2 + 28*a6*a5^2*x34*a3^6*a2^2 - 28*a5^3*x34*a3^6*a2^2 + 24*a6^2*x34^2*a3^6*a2^2 - 24*a6*a5*x34^2*a3^6*a2^2 + 24*a5^2*x34^2*a3^6*a2^2 - 8*a6^3*a3^7*a2^2 + 8*a6^2*a5*a3^7*a2^2 + 8*a6*a5^2*a3^7*a2^2 - 8*a5^3*a3^7*a2^2 + 16*a6^2*x34*a3^7*a2^2 - 16*a6*a5*x34*a3^7*a2^2 + 16*a5^2*x34*a3^7*a2^2 + 4*a6^2*a3^8*a2^2 - 4*a6*a5*a3^8*a2^2 + 4*a5^2*a3^8*a2^2 - 4*a6^4*a5^3*x34^2*a2^3 - 4*a6^3*a5^4*x34^2*a2^3 - 4*a6^4*a5^2*x34^3*a2^3 + 24*a6^3*a5^3*x34^3*a2^3 - 4*a6^2*a5^4*x34^3*a2^3 - 4*a6^3*a5^2*x34^4*a2^3 - 4*a6^2*a5^3*x34^4*a2^3 - 4*a6^4*a5^3*x34*a3*a2^3 - 4*a6^3*a5^4*x34*a3*a2^3 - 8*a6^4*a5^2*x34^2*a3*a2^3 + 60*a6^3*a5^3*x34^2*a3*a2^3 - 8*a6^2*a5^4*x34^2*a3*a2^3 + 4*a6^4*a5*x34^3*a3*a2^3 - 28*a6^3*a5^2*x34^3*a3*a2^3 - 28*a6^2*a5^3*x34^3*a3*a2^3 + 4*a6*a5^4*x34^3*a3*a2^3 + 4*a6^3*a5*x34^4*a3*a2^3 + 4*a6^2*a5^2*x34^4*a3*a2^3 + 4*a6*a5^3*x34^4*a3*a2^3 - 4*a6^4*a5^3*a3^2*a2^3 - 4*a6^3*a5^4*a3^2*a2^3 + 36*a6^3*a5^3*x34*a3^2*a2^3 + 16*a6^4*a5*x34^2*a3^2*a2^3 - 48*a6^3*a5^2*x34^2*a3^2*a2^3 - 48*a6^2*a5^3*x34^2*a3^2*a2^3 + 16*a6*a5^4*x34^2*a3^2*a2^3 - 4*a6^4*x34^3*a3^2*a2^3 + 4*a6^3*a5*x34^3*a3^2*a2^3 + 28*a6^2*a5^2*x34^3*a3^2*a2^3 + 4*a6*a5^3*x34^3*a3^2*a2^3 - 4*a5^4*x34^3*a3^2*a2^3 - 4*a6^3*x34^4*a3^2*a2^3 + 4*a6^2*a5*x34^4*a3^2*a2^3 + 4*a6*a5^2*x34^4*a3^2*a2^3 - 4*a5^3*x34^4*a3^2*a2^3 + 24*a6^3*a5^3*a3^3*a2^3 + 24*a6^4*a5*x34*a3^3*a2^3 - 40*a6^3*a5^2*x34*a3^3*a2^3 - 40*a6^2*a5^3*x34*a3^3*a2^3 + 24*a6*a5^4*x34*a3^3*a2^3 - 16*a6^4*x34^2*a3^3*a2^3 - 24*a6^3*a5*x34^2*a3^3*a2^3 + 72*a6^2*a5^2*x34^2*a3^3*a2^3 - 24*a6*a5^3*x34^2*a3^3*a2^3 - 16*a5^4*x34^2*a3^3*a2^3 + 8*a6^3*x34^3*a3^3*a2^3 + 4*a6^2*a5*x34^3*a3^3*a2^3 + 4*a6*a5^2*x34^3*a3^3*a2^3 + 8*a5^3*x34^3*a3^3*a2^3 - 4*a6^2*x34^4*a3^3*a2^3 + 4*a6*a5*x34^4*a3^3*a2^3 - 4*a5^2*x34^4*a3^3*a2^3 + 12*a6^4*a5*a3^4*a2^3 - 20*a6^3*a5^2*a3^4*a2^3 - 20*a6^2*a5^3*a3^4*a2^3 + 12*a6*a5^4*a3^4*a2^3 - 20*a6^4*x34*a3^4*a2^3 - 40*a6^3*a5*x34*a3^4*a2^3 + 80*a6^2*a5^2*x34*a3^4*a2^3 - 40*a6*a5^3*x34*a3^4*a2^3 - 20*a5^4*x34*a3^4*a2^3 + 44*a6^3*x34^2*a3^4*a2^3 - 8*a6^2*a5*x34^2*a3^4*a2^3 - 8*a6*a5^2*x34^2*a3^4*a2^3 + 44*a5^3*x34^2*a3^4*a2^3 - 20*a6^2*x34^3*a3^4*a2^3 + 20*a6*a5*x34^3*a3^4*a2^3 - 20*a5^2*x34^3*a3^4*a2^3 - 8*a6^4*a3^5*a2^3 - 16*a6^3*a5*a3^5*a2^3 + 32*a6^2*a5^2*a3^5*a2^3 - 16*a6*a5^3*a3^5*a2^3 - 8*a5^4*a3^5*a2^3 + 48*a6^3*x34*a3^5*a2^3 - 12*a6^2*a5*x34*a3^5*a2^3 - 12*a6*a5^2*x34*a3^5*a2^3 + 48*a5^3*x34*a3^5*a2^3 - 36*a6^2*x34^2*a3^5*a2^3 + 36*a6*a5*x34^2*a3^5*a2^3 - 36*a5^2*x34^2*a3^5*a2^3 + 16*a6^3*a3^6*a2^3 - 4*a6^2*a5*a3^6*a2^3 - 4*a6*a5^2*a3^6*a2^3 + 16*a5^3*a3^6*a2^3 - 28*a6^2*x34*a3^6*a2^3 + 28*a6*a5*x34*a3^6*a2^3 - 28*a5^2*x34*a3^6*a2^3 - 8*a6^2*a3^7*a2^3 + 8*a6*a5*a3^7*a2^3 - 8*a5^2*a3^7*a2^3 + 4*a6^4*a5^2*x34^2*a2^4 - 4*a6^3*a5^3*x34^2*a2^4 + 4*a6^2*a5^4*x34^2*a2^4 - 4*a6^3*a5^2*x34^3*a2^4 - 4*a6^2*a5^3*x34^3*a2^4 + 4*a6^2*a5^2*x34^4*a2^4 + 4*a6^4*a5^2*x34*a3*a2^4 - 4*a6^3*a5^3*x34*a3*a2^4 + 4*a6^2*a5^4*x34*a3*a2^4 - 4*a6^4*a5*x34^2*a3*a2^4 - 8*a6^3*a5^2*x34^2*a3*a2^4 - 8*a6^2*a5^3*x34^2*a3*a2^4 - 4*a6*a5^4*x34^2*a3*a2^4 + 4*a6^3*a5*x34^3*a3*a2^4 + 20*a6^2*a5^2*x34^3*a3*a2^4 + 4*a6*a5^3*x34^3*a3*a2^4 - 4*a6^2*a5*x34^4*a3*a2^4 - 4*a6*a5^2*x34^4*a3*a2^4 + 4*a6^4*a5^2*a3^2*a2^4 - 4*a6^3*a5^3*a3^2*a2^4 + 4*a6^2*a5^4*a3^2*a2^4 - 12*a6^4*a5*x34*a3^2*a2^4 - 12*a6*a5^4*x34*a3^2*a2^4 + 4*a6^4*x34^2*a3^2*a2^4 + 16*a6^3*a5*x34^2*a3^2*a2^4 + 12*a6^2*a5^2*x34^2*a3^2*a2^4 + 16*a6*a5^3*x34^2*a3^2*a2^4 + 4*a5^4*x34^2*a3^2*a2^4 - 4*a6^3*x34^3*a3^2*a2^4 - 12*a6^2*a5*x34^3*a3^2*a2^4 - 12*a6*a5^2*x34^3*a3^2*a2^4 - 4*a5^3*x34^3*a3^2*a2^4 + 4*a6^2*x34^4*a3^2*a2^4 - 4*a6*a5*x34^4*a3^2*a2^4 + 4*a5^2*x34^4*a3^2*a2^4 - 8*a6^4*a5*a3^3*a2^4 - 8*a6*a5^4*a3^3*a2^4 + 8*a6^4*x34*a3^3*a2^4 + 24*a6^3*a5*x34*a3^3*a2^4 - 16*a6^2*a5^2*x34*a3^3*a2^4 + 24*a6*a5^3*x34*a3^3*a2^4 + 8*a5^4*x34*a3^3*a2^4 - 16*a6^3*x34^2*a3^3*a2^4 - 8*a6^2*a5*x34^2*a3^3*a2^4 - 8*a6*a5^2*x34^2*a3^3*a2^4 - 16*a5^3*x34^2*a3^3*a2^4 + 12*a6^2*x34^3*a3^3*a2^4 - 12*a6*a5*x34^3*a3^3*a2^4 + 12*a5^2*x34^3*a3^3*a2^4 + 4*a6^4*a3^4*a2^4 + 12*a6^3*a5*a3^4*a2^4 - 8*a6^2*a5^2*a3^4*a2^4 + 12*a6*a5^3*a3^4*a2^4 + 4*a5^4*a3^4*a2^4 - 20*a6^3*x34*a3^4*a2^4 - 20*a5^3*x34*a3^4*a2^4 + 16*a6^2*x34^2*a3^4*a2^4 - 16*a6*a5*x34^2*a3^4*a2^4 + 16*a5^2*x34^2*a3^4*a2^4 - 8*a6^3*a3^5*a2^4 - 8*a5^3*a3^5*a2^4 + 12*a6^2*x34*a3^5*a2^4 - 12*a6*a5*x34*a3^5*a2^4 + 12*a5^2*x34*a3^5*a2^4 + 4*a6^2*a3^6*a2^4 - 4*a6*a5*a3^6*a2^4 + 4*a5^2*a3^6*a2^4 - 4*a6^4*a5^4*x34^2*a3*a1 + 4*a6^4*a5^3*x34^3*a3*a1 + 4*a6^3*a5^4*x34^3*a3*a1 - 4*a6^4*a5^2*x34^4*a3*a1 + 4*a6^3*a5^3*x34^4*a3*a1 - 4*a6^2*a5^4*x34^4*a3*a1 - 12*a6^4*a5^4*x34*a3^2*a1 + 16*a6^4*a5^3*x34^2*a3^2*a1 + 16*a6^3*a5^4*x34^2*a3^2*a1 - 12*a6^4*a5^2*x34^3*a3^2*a1 + 4*a6^3*a5^3*x34^3*a3^2*a1 - 12*a6^2*a5^4*x34^3*a3^2*a1 - 4*a6^4*a5*x34^4*a3^2*a1 + 4*a6^3*a5^2*x34^4*a3^2*a1 + 4*a6^2*a5^3*x34^4*a3^2*a1 - 4*a6*a5^4*x34^4*a3^2*a1 - 8*a6^4*a5^4*a3^3*a1 + 24*a6^4*a5^3*x34*a3^3*a1 + 24*a6^3*a5^4*x34*a3^3*a1 - 8*a6^4*a5^2*x34^2*a3^3*a1 - 24*a6^3*a5^3*x34^2*a3^3*a1 - 8*a6^2*a5^4*x34^2*a3^3*a1 - 12*a6^4*a5*x34^3*a3^3*a1 + 4*a6^3*a5^2*x34^3*a3^3*a1 + 4*a6^2*a5^3*x34^3*a3^3*a1 - 12*a6*a5^4*x34^3*a3^3*a1 + 4*a6^3*a5*x34^4*a3^3*a1 + 4*a6^2*a5^2*x34^4*a3^3*a1 + 4*a6*a5^3*x34^4*a3^3*a1 + 12*a6^4*a5^3*a3^4*a1 + 12*a6^3*a5^4*a3^4*a1 - 40*a6^3*a5^3*x34*a3^4*a1 - 16*a6^4*a5*x34^2*a3^4*a1 - 8*a6^3*a5^2*x34^2*a3^4*a1 - 8*a6^2*a5^3*x34^2*a3^4*a1 - 16*a6*a5^4*x34^2*a3^4*a1 + 20*a6^3*a5*x34^3*a3^4*a1 + 20*a6^2*a5^2*x34^3*a3^4*a1 + 20*a6*a5^3*x34^3*a3^4*a1 - 4*a6^2*a5*x34^4*a3^4*a1 - 4*a6*a5^2*x34^4*a3^4*a1 - 16*a6^3*a5^3*a3^5*a1 - 12*a6^4*a5*x34*a3^5*a1 - 12*a6^3*a5^2*x34*a3^5*a1 - 12*a6^2*a5^3*x34*a3^5*a1 - 12*a6*a5^4*x34*a3^5*a1 + 36*a6^3*a5*x34^2*a3^5*a1 + 36*a6^2*a5^2*x34^2*a3^5*a1 + 36*a6*a5^3*x34^2*a3^5*a1 - 16*a6^2*a5*x34^3*a3^5*a1 - 16*a6*a5^2*x34^3*a3^5*a1 - 4*a6^4*a5*a3^6*a1 - 4*a6^3*a5^2*a3^6*a1 - 4*a6^2*a5^3*a3^6*a1 - 4*a6*a5^4*a3^6*a1 + 28*a6^3*a5*x34*a3^6*a1 + 28*a6^2*a5^2*x34*a3^6*a1 + 28*a6*a5^3*x34*a3^6*a1 - 24*a6^2*a5*x34^2*a3^6*a1 - 24*a6*a5^2*x34^2*a3^6*a1 + 8*a6^3*a5*a3^7*a1 + 8*a6^2*a5^2*a3^7*a1 + 8*a6*a5^3*a3^7*a1 - 16*a6^2*a5*x34*a3^7*a1 - 16*a6*a5^2*x34*a3^7*a1 - 4*a6^2*a5*a3^8*a1 - 4*a6*a5^2*a3^8*a1 - 4*a6^4*a5^4*x34^2*a2*a1 + 4*a6^4*a5^3*x34^3*a2*a1 + 4*a6^3*a5^4*x34^3*a2*a1 - 4*a6^4*a5^2*x34^4*a2*a1 + 4*a6^3*a5^3*x34^4*a2*a1 - 4*a6^2*a5^4*x34^4*a2*a1 + 16*a6^4*a5^4*x34*a3*a2*a1 - 28*a6^4*a5^2*x34^3*a3*a2*a1 + 16*a6^3*a5^3*x34^3*a3*a2*a1 - 28*a6^2*a5^4*x34^3*a3*a2*a1 + 24*a6^4*a5*x34^4*a3*a2*a1 - 12*a6^3*a5^2*x34^4*a3*a2*a1 - 12*a6^2*a5^3*x34^4*a3*a2*a1 + 24*a6*a5^4*x34^4*a3*a2*a1 + 16*a6^4*a5^4*a3^2*a2*a1 - 24*a6^4*a5^3*x34*a3^2*a2*a1 - 24*a6^3*a5^4*x34*a3^2*a2*a1 - 48*a6^4*a5^2*x34^2*a3^2*a2*a1 + 40*a6^3*a5^3*x34^2*a3^2*a2*a1 - 48*a6^2*a5^4*x34^2*a3^2*a2*a1 + 84*a6^4*a5*x34^3*a3^2*a2*a1 - 32*a6^3*a5^2*x34^3*a3^2*a2*a1 - 32*a6^2*a5^3*x34^3*a3^2*a2*a1 + 84*a6*a5^4*x34^3*a3^2*a2*a1 - 4*a6^4*x34^4*a3^2*a2*a1 - 12*a6^3*a5*x34^4*a3^2*a2*a1 + 12*a6^2*a5^2*x34^4*a3^2*a2*a1 - 12*a6*a5^3*x34^4*a3^2*a2*a1 - 4*a5^4*x34^4*a3^2*a2*a1 - 16*a6^4*a5^3*a3^3*a2*a1 - 16*a6^3*a5^4*a3^3*a2*a1 - 40*a6^4*a5^2*x34*a3^3*a2*a1 + 48*a6^3*a5^3*x34*a3^3*a2*a1 - 40*a6^2*a5^4*x34*a3^3*a2*a1 + 96*a6^4*a5*x34^2*a3^3*a2*a1 - 8*a6^3*a5^2*x34^2*a3^3*a2*a1 - 8*a6^2*a5^3*x34^2*a3^3*a2*a1 + 96*a6*a5^4*x34^2*a3^3*a2*a1 - 12*a6^4*x34^3*a3^3*a2*a1 - 48*a6^3*a5*x34^3*a3^3*a2*a1 + 64*a6^2*a5^2*x34^3*a3^3*a2*a1 - 48*a6*a5^3*x34^3*a3^3*a2*a1 - 12*a5^4*x34^3*a3^3*a2*a1 + 4*a6^3*x34^4*a3^3*a2*a1 - 12*a6^2*a5*x34^4*a3^3*a2*a1 - 12*a6*a5^2*x34^4*a3^3*a2*a1 + 4*a5^3*x34^4*a3^3*a2*a1 - 20*a6^4*a5^2*a3^4*a2*a1 + 24*a6^3*a5^3*a3^4*a2*a1 - 20*a6^2*a5^4*a3^4*a2*a1 + 60*a6^4*a5*x34*a3^4*a2*a1 + 20*a6^3*a5^2*x34*a3^4*a2*a1 + 20*a6^2*a5^3*x34*a3^4*a2*a1 + 60*a6*a5^4*x34*a3^4*a2*a1 - 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24*a5^2*x34^2*a3^6*a2*a1 + 8*a6^3*a3^7*a2*a1 - 24*a6^2*a5*a3^7*a2*a1 - 24*a6*a5^2*a3^7*a2*a1 + 8*a5^3*a3^7*a2*a1 - 16*a6^2*x34*a3^7*a2*a1 + 96*a6*a5*x34*a3^7*a2*a1 - 16*a5^2*x34*a3^7*a2*a1 - 4*a6^2*a3^8*a2*a1 + 24*a6*a5*a3^8*a2*a1 - 4*a5^2*a3^8*a2*a1 - 4*a6^4*a5^4*x34*a2^2*a1 + 4*a6^4*a5^3*x34^2*a2^2*a1 + 4*a6^3*a5^4*x34^2*a2^2*a1 + 4*a6^4*a5^2*x34^3*a2^2*a1 - 12*a6^3*a5^3*x34^3*a2^2*a1 + 4*a6^2*a5^4*x34^3*a2^2*a1 - 4*a6^4*a5*x34^4*a2^2*a1 + 4*a6^3*a5^2*x34^4*a2^2*a1 + 4*a6^2*a5^3*x34^4*a2^2*a1 - 4*a6*a5^4*x34^4*a2^2*a1 - 8*a6^4*a5^4*a3*a2^2*a1 - 4*a6^4*a5^3*x34*a3*a2^2*a1 - 4*a6^3*a5^4*x34*a3*a2^2*a1 + 24*a6^4*a5^2*x34^2*a3*a2^2*a1 - 20*a6^3*a5^3*x34^2*a3*a2^2*a1 + 24*a6^2*a5^4*x34^2*a3*a2^2*a1 - 28*a6^4*a5*x34^3*a3*a2^2*a1 + 32*a6^3*a5^2*x34^3*a3*a2^2*a1 + 32*a6^2*a5^3*x34^3*a3*a2^2*a1 - 28*a6*a5^4*x34^3*a3*a2^2*a1 - 4*a6^4*x34^4*a3*a2^2*a1 - 12*a6^3*a5*x34^4*a3*a2^2*a1 + 12*a6^2*a5^2*x34^4*a3*a2^2*a1 - 12*a6*a5^3*x34^4*a3*a2^2*a1 - 4*a5^4*x34^4*a3*a2^2*a1 - 4*a6^4*a5^3*a3^2*a2^2*a1 - 4*a6^3*a5^4*a3^2*a2^2*a1 + 48*a6^4*a5^2*x34*a3^2*a2^2*a1 + 12*a6^3*a5^3*x34*a3^2*a2^2*a1 + 48*a6^2*a5^4*x34*a3^2*a2^2*a1 - 48*a6^4*a5*x34^2*a3^2*a2^2*a1 + 24*a6^3*a5^2*x34^2*a3^2*a2^2*a1 + 24*a6^2*a5^3*x34^2*a3^2*a2^2*a1 - 48*a6*a5^4*x34^2*a3^2*a2^2*a1 - 12*a6^4*x34^3*a3^2*a2^2*a1 - 32*a6^3*a5*x34^3*a3^2*a2^2*a1 - 32*a6*a5^3*x34^3*a3^2*a2^2*a1 - 12*a5^4*x34^3*a3^2*a2^2*a1 + 4*a6^3*x34^4*a3^2*a2^2*a1 + 12*a6^2*a5*x34^4*a3^2*a2^2*a1 + 12*a6*a5^2*x34^4*a3^2*a2^2*a1 + 4*a5^3*x34^4*a3^2*a2^2*a1 + 32*a6^4*a5^2*a3^3*a2^2*a1 + 8*a6^3*a5^3*a3^3*a2^2*a1 + 32*a6^2*a5^4*a3^3*a2^2*a1 - 40*a6^4*a5*x34*a3^3*a2^2*a1 - 16*a6^3*a5^2*x34*a3^3*a2^2*a1 - 16*a6^2*a5^3*x34*a3^3*a2^2*a1 - 40*a6*a5^4*x34*a3^3*a2^2*a1 - 8*a6^4*x34^2*a3^3*a2^2*a1 - 8*a6^3*a5*x34^2*a3^3*a2^2*a1 - 120*a6^2*a5^2*x34^2*a3^3*a2^2*a1 - 8*a6*a5^3*x34^2*a3^3*a2^2*a1 - 8*a5^4*x34^2*a3^3*a2^2*a1 + 4*a6^3*x34^3*a3^3*a2^2*a1 + 64*a6^2*a5*x34^3*a3^3*a2^2*a1 + 64*a6*a5^2*x34^3*a3^3*a2^2*a1 + 4*a5^3*x34^3*a3^3*a2^2*a1 + 4*a6^2*x34^4*a3^3*a2^2*a1 - 12*a6*a5*x34^4*a3^3*a2^2*a1 + 4*a5^2*x34^4*a3^3*a2^2*a1 - 20*a6^4*a5*a3^4*a2^2*a1 - 8*a6^3*a5^2*a3^4*a2^2*a1 - 8*a6^2*a5^3*a3^4*a2^2*a1 - 20*a6*a5^4*a3^4*a2^2*a1 + 20*a6^3*a5*x34*a3^4*a2^2*a1 - 180*a6^2*a5^2*x34*a3^4*a2^2*a1 + 20*a6*a5^3*x34*a3^4*a2^2*a1 - 8*a6^3*x34^2*a3^4*a2^2*a1 + 132*a6^2*a5*x34^2*a3^4*a2^2*a1 + 132*a6*a5^2*x34^2*a3^4*a2^2*a1 - 8*a5^3*x34^2*a3^4*a2^2*a1 + 20*a6^2*x34^3*a3^4*a2^2*a1 - 60*a6*a5*x34^3*a3^4*a2^2*a1 + 20*a5^2*x34^3*a3^4*a2^2*a1 - 4*a6*x34^4*a3^4*a2^2*a1 - 4*a5*x34^4*a3^4*a2^2*a1 + 8*a6^3*a5*a3^5*a2^2*a1 - 72*a6^2*a5^2*a3^5*a2^2*a1 + 8*a6*a5^3*a3^5*a2^2*a1 - 12*a6^3*x34*a3^5*a2^2*a1 + 120*a6^2*a5*x34*a3^5*a2^2*a1 + 120*a6*a5^2*x34*a3^5*a2^2*a1 - 12*a5^3*x34*a3^5*a2^2*a1 + 36*a6^2*x34^2*a3^5*a2^2*a1 - 108*a6*a5*x34^2*a3^5*a2^2*a1 + 36*a5^2*x34^2*a3^5*a2^2*a1 - 16*a6*x34^3*a3^5*a2^2*a1 - 16*a5*x34^3*a3^5*a2^2*a1 - 4*a6^3*a3^6*a2^2*a1 + 40*a6^2*a5*a3^6*a2^2*a1 + 40*a6*a5^2*a3^6*a2^2*a1 - 4*a5^3*a3^6*a2^2*a1 + 28*a6^2*x34*a3^6*a2^2*a1 - 84*a6*a5*x34*a3^6*a2^2*a1 + 28*a5^2*x34*a3^6*a2^2*a1 - 24*a6*x34^2*a3^6*a2^2*a1 - 24*a5*x34^2*a3^6*a2^2*a1 + 8*a6^2*a3^7*a2^2*a1 - 24*a6*a5*a3^7*a2^2*a1 + 8*a5^2*a3^7*a2^2*a1 - 16*a6*x34*a3^7*a2^2*a1 - 16*a5*x34*a3^7*a2^2*a1 - 4*a6*a3^8*a2^2*a1 - 4*a5*a3^8*a2^2*a1 + 4*a6^4*a5^3*x34*a2^3*a1 + 4*a6^3*a5^4*x34*a2^3*a1 + 4*a6^4*a5^2*x34^2*a2^3*a1 - 12*a6^3*a5^3*x34^2*a2^3*a1 + 4*a6^2*a5^4*x34^2*a2^3*a1 + 4*a6^4*a5*x34^3*a2^3*a1 - 12*a6^3*a5^2*x34^3*a2^3*a1 - 12*a6^2*a5^3*x34^3*a2^3*a1 + 4*a6*a5^4*x34^3*a2^3*a1 + 4*a6^3*a5*x34^4*a2^3*a1 + 4*a6^2*a5^2*x34^4*a2^3*a1 + 4*a6*a5^3*x34^4*a2^3*a1 + 8*a6^4*a5^3*a3*a2^3*a1 + 8*a6^3*a5^4*a3*a2^3*a1 - 4*a6^4*a5^2*x34*a3*a2^3*a1 - 24*a6^3*a5^3*x34*a3*a2^3*a1 - 4*a6^2*a5^4*x34*a3*a2^3*a1 - 20*a6^3*a5^2*x34^2*a3*a2^3*a1 - 20*a6^2*a5^3*x34^2*a3*a2^3*a1 + 4*a6^4*x34^3*a3*a2^3*a1 + 16*a6^3*a5*x34^3*a3*a2^3*a1 + 32*a6^2*a5^2*x34^3*a3*a2^3*a1 + 16*a6*a5^3*x34^3*a3*a2^3*a1 + 4*a5^4*x34^3*a3*a2^3*a1 + 4*a6^3*x34^4*a3*a2^3*a1 - 12*a6^2*a5*x34^4*a3*a2^3*a1 - 12*a6*a5^2*x34^4*a3*a2^3*a1 + 4*a5^3*x34^4*a3*a2^3*a1 - 4*a6^4*a5^2*a3^2*a2^3*a1 - 24*a6^3*a5^3*a3^2*a2^3*a1 - 4*a6^2*a5^4*a3^2*a2^3*a1 - 24*a6^4*a5*x34*a3^2*a2^3*a1 + 12*a6^3*a5^2*x34*a3^2*a2^3*a1 + 12*a6^2*a5^3*x34*a3^2*a2^3*a1 - 24*a6*a5^4*x34*a3^2*a2^3*a1 + 16*a6^4*x34^2*a3^2*a2^3*a1 + 40*a6^3*a5*x34^2*a3^2*a2^3*a1 + 24*a6^2*a5^2*x34^2*a3^2*a2^3*a1 + 40*a6*a5^3*x34^2*a3^2*a2^3*a1 + 16*a5^4*x34^2*a3^2*a2^3*a1 + 4*a6^3*x34^3*a3^2*a2^3*a1 - 32*a6^2*a5*x34^3*a3^2*a2^3*a1 - 32*a6*a5^2*x34^3*a3^2*a2^3*a1 + 4*a5^3*x34^3*a3^2*a2^3*a1 + 4*a6^2*x34^4*a3^2*a2^3*a1 - 12*a6*a5*x34^4*a3^2*a2^3*a1 + 4*a5^2*x34^4*a3^2*a2^3*a1 - 16*a6^4*a5*a3^3*a2^3*a1 + 8*a6^3*a5^2*a3^3*a2^3*a1 + 8*a6^2*a5^3*a3^3*a2^3*a1 - 16*a6*a5^4*a3^3*a2^3*a1 + 24*a6^4*x34*a3^3*a2^3*a1 + 48*a6^3*a5*x34*a3^3*a2^3*a1 - 16*a6^2*a5^2*x34*a3^3*a2^3*a1 + 48*a6*a5^3*x34*a3^3*a2^3*a1 + 24*a5^4*x34*a3^3*a2^3*a1 - 24*a6^3*x34^2*a3^3*a2^3*a1 - 8*a6^2*a5*x34^2*a3^3*a2^3*a1 - 8*a6*a5^2*x34^2*a3^3*a2^3*a1 - 24*a5^3*x34^2*a3^3*a2^3*a1 + 4*a6^2*x34^3*a3^3*a2^3*a1 - 48*a6*a5*x34^3*a3^3*a2^3*a1 + 4*a5^2*x34^3*a3^3*a2^3*a1 + 4*a6*x34^4*a3^3*a2^3*a1 + 4*a5*x34^4*a3^3*a2^3*a1 + 12*a6^4*a3^4*a2^3*a1 + 24*a6^3*a5*a3^4*a2^3*a1 - 8*a6^2*a5^2*a3^4*a2^3*a1 + 24*a6*a5^3*a3^4*a2^3*a1 + 12*a5^4*a3^4*a2^3*a1 - 40*a6^3*x34*a3^4*a2^3*a1 + 20*a6^2*a5*x34*a3^4*a2^3*a1 + 20*a6*a5^2*x34*a3^4*a2^3*a1 - 40*a5^3*x34*a3^4*a2^3*a1 - 8*a6^2*x34^2*a3^4*a2^3*a1 - 84*a6*a5*x34^2*a3^4*a2^3*a1 - 8*a5^2*x34^2*a3^4*a2^3*a1 + 20*a6*x34^3*a3^4*a2^3*a1 + 20*a5*x34^3*a3^4*a2^3*a1 - 16*a6^3*a3^5*a2^3*a1 + 8*a6^2*a5*a3^5*a2^3*a1 + 8*a6*a5^2*a3^5*a2^3*a1 - 16*a5^3*a3^5*a2^3*a1 - 12*a6^2*x34*a3^5*a2^3*a1 - 72*a6*a5*x34*a3^5*a2^3*a1 - 12*a5^2*x34*a3^5*a2^3*a1 + 36*a6*x34^2*a3^5*a2^3*a1 + 36*a5*x34^2*a3^5*a2^3*a1 - 4*a6^2*a3^6*a2^3*a1 - 24*a6*a5*a3^6*a2^3*a1 - 4*a5^2*a3^6*a2^3*a1 + 28*a6*x34*a3^6*a2^3*a1 + 28*a5*x34*a3^6*a2^3*a1 + 8*a6*a3^7*a2^3*a1 + 8*a5*a3^7*a2^3*a1 - 4*a6^4*a5^2*x34*a2^4*a1 + 4*a6^3*a5^3*x34*a2^4*a1 - 4*a6^2*a5^4*x34*a2^4*a1 - 4*a6^4*a5*x34^2*a2^4*a1 + 4*a6^3*a5^2*x34^2*a2^4*a1 + 4*a6^2*a5^3*x34^2*a2^4*a1 - 4*a6*a5^4*x34^2*a2^4*a1 + 4*a6^3*a5*x34^3*a2^4*a1 + 4*a6^2*a5^2*x34^3*a2^4*a1 + 4*a6*a5^3*x34^3*a2^4*a1 - 4*a6^2*a5*x34^4*a2^4*a1 - 4*a6*a5^2*x34^4*a2^4*a1 - 8*a6^4*a5^2*a3*a2^4*a1 + 8*a6^3*a5^3*a3*a2^4*a1 - 8*a6^2*a5^4*a3*a2^4*a1 + 16*a6^4*a5*x34*a3*a2^4*a1 - 4*a6^3*a5^2*x34*a3*a2^4*a1 - 4*a6^2*a5^3*x34*a3*a2^4*a1 + 16*a6*a5^4*x34*a3*a2^4*a1 - 4*a6^4*x34^2*a3*a2^4*a1 + 24*a6^2*a5^2*x34^2*a3*a2^4*a1 - 4*a5^4*x34^2*a3*a2^4*a1 + 4*a6^3*x34^3*a3*a2^4*a1 - 28*a6^2*a5*x34^3*a3*a2^4*a1 - 28*a6*a5^2*x34^3*a3*a2^4*a1 + 4*a5^3*x34^3*a3*a2^4*a1 - 4*a6^2*x34^4*a3*a2^4*a1 + 24*a6*a5*x34^4*a3*a2^4*a1 - 4*a5^2*x34^4*a3*a2^4*a1 + 16*a6^4*a5*a3^2*a2^4*a1 - 4*a6^3*a5^2*a3^2*a2^4*a1 - 4*a6^2*a5^3*a3^2*a2^4*a1 + 16*a6*a5^4*a3^2*a2^4*a1 - 12*a6^4*x34*a3^2*a2^4*a1 - 24*a6^3*a5*x34*a3^2*a2^4*a1 + 48*a6^2*a5^2*x34*a3^2*a2^4*a1 - 24*a6*a5^3*x34*a3^2*a2^4*a1 - 12*a5^4*x34*a3^2*a2^4*a1 + 16*a6^3*x34^2*a3^2*a2^4*a1 - 48*a6^2*a5*x34^2*a3^2*a2^4*a1 - 48*a6*a5^2*x34^2*a3^2*a2^4*a1 + 16*a5^3*x34^2*a3^2*a2^4*a1 - 12*a6^2*x34^3*a3^2*a2^4*a1 + 84*a6*a5*x34^3*a3^2*a2^4*a1 - 12*a5^2*x34^3*a3^2*a2^4*a1 - 4*a6*x34^4*a3^2*a2^4*a1 - 4*a5*x34^4*a3^2*a2^4*a1 - 8*a6^4*a3^3*a2^4*a1 - 16*a6^3*a5*a3^3*a2^4*a1 + 32*a6^2*a5^2*a3^3*a2^4*a1 - 16*a6*a5^3*a3^3*a2^4*a1 - 8*a5^4*a3^3*a2^4*a1 + 24*a6^3*x34*a3^3*a2^4*a1 - 40*a6^2*a5*x34*a3^3*a2^4*a1 - 40*a6*a5^2*x34*a3^3*a2^4*a1 + 24*a5^3*x34*a3^3*a2^4*a1 - 8*a6^2*x34^2*a3^3*a2^4*a1 + 96*a6*a5*x34^2*a3^3*a2^4*a1 - 8*a5^2*x34^2*a3^3*a2^4*a1 - 12*a6*x34^3*a3^3*a2^4*a1 - 12*a5*x34^3*a3^3*a2^4*a1 + 12*a6^3*a3^4*a2^4*a1 - 20*a6^2*a5*a3^4*a2^4*a1 - 20*a6*a5^2*a3^4*a2^4*a1 + 12*a5^3*a3^4*a2^4*a1 + 60*a6*a5*x34*a3^4*a2^4*a1 - 16*a6*x34^2*a3^4*a2^4*a1 - 16*a5*x34^2*a3^4*a2^4*a1 + 24*a6*a5*a3^5*a2^4*a1 - 12*a6*x34*a3^5*a2^4*a1 - 12*a5*x34*a3^5*a2^4*a1 - 4*a6*a3^6*a2^4*a1 - 4*a5*a3^6*a2^4*a1 + 4*a6^4*a5^4*x34^2*a1^2 - 4*a6^4*a5^3*x34^3*a1^2 - 4*a6^3*a5^4*x34^3*a1^2 + 4*a6^4*a5^2*x34^4*a1^2 - 4*a6^3*a5^3*x34^4*a1^2 + 4*a6^2*a5^4*x34^4*a1^2 + 4*a6^4*a5^4*x34*a3*a1^2 - 8*a6^4*a5^3*x34^2*a3*a1^2 - 8*a6^3*a5^4*x34^2*a3*a1^2 + 20*a6^4*a5^2*x34^3*a3*a1^2 - 28*a6^3*a5^3*x34^3*a3*a1^2 + 20*a6^2*a5^4*x34^3*a3*a1^2 - 4*a6^4*a5*x34^4*a3*a1^2 + 4*a6^3*a5^2*x34^4*a3*a1^2 + 4*a6^2*a5^3*x34^4*a3*a1^2 - 4*a6*a5^4*x34^4*a3*a1^2 + 4*a6^4*a5^4*a3^2*a1^2 + 12*a6^4*a5^2*x34^2*a3^2*a1^2 - 48*a6^3*a5^3*x34^2*a3^2*a1^2 + 12*a6^2*a5^4*x34^2*a3^2*a1^2 - 12*a6^4*a5*x34^3*a3^2*a1^2 + 28*a6^3*a5^2*x34^3*a3^2*a1^2 + 28*a6^2*a5^3*x34^3*a3^2*a1^2 - 12*a6*a5^4*x34^3*a3^2*a1^2 + 4*a6^4*x34^4*a3^2*a1^2 + 4*a6^3*a5*x34^4*a3^2*a1^2 - 24*a6^2*a5^2*x34^4*a3^2*a1^2 + 4*a6*a5^3*x34^4*a3^2*a1^2 + 4*a5^4*x34^4*a3^2*a1^2 - 16*a6^4*a5^2*x34*a3^3*a1^2 - 40*a6^3*a5^3*x34*a3^3*a1^2 - 16*a6^2*a5^4*x34*a3^3*a1^2 - 8*a6^4*a5*x34^2*a3^3*a1^2 + 72*a6^3*a5^2*x34^2*a3^3*a1^2 + 72*a6^2*a5^3*x34^2*a3^3*a1^2 - 8*a6*a5^4*x34^2*a3^3*a1^2 + 12*a6^4*x34^3*a3^3*a1^2 + 4*a6^3*a5*x34^3*a3^3*a1^2 - 84*a6^2*a5^2*x34^3*a3^3*a1^2 + 4*a6*a5^3*x34^3*a3^3*a1^2 + 12*a5^4*x34^3*a3^3*a1^2 - 4*a6^3*x34^4*a3^3*a1^2 + 4*a6^2*a5*x34^4*a3^3*a1^2 + 4*a6*a5^2*x34^4*a3^3*a1^2 - 4*a5^3*x34^4*a3^3*a1^2 - 8*a6^4*a5^2*a3^4*a1^2 - 20*a6^3*a5^3*a3^4*a1^2 - 8*a6^2*a5^4*a3^4*a1^2 + 80*a6^3*a5^2*x34*a3^4*a1^2 + 80*a6^2*a5^3*x34*a3^4*a1^2 + 16*a6^4*x34^2*a3^4*a1^2 - 8*a6^3*a5*x34^2*a3^4*a1^2 - 132*a6^2*a5^2*x34^2*a3^4*a1^2 - 8*a6*a5^3*x34^2*a3^4*a1^2 + 16*a5^4*x34^2*a3^4*a1^2 - 20*a6^3*x34^3*a3^4*a1^2 + 20*a6^2*a5*x34^3*a3^4*a1^2 + 20*a6*a5^2*x34^3*a3^4*a1^2 - 20*a5^3*x34^3*a3^4*a1^2 + 4*a6^2*x34^4*a3^4*a1^2 - 4*a6*a5*x34^4*a3^4*a1^2 + 4*a5^2*x34^4*a3^4*a1^2 + 32*a6^3*a5^2*a3^5*a1^2 + 32*a6^2*a5^3*a3^5*a1^2 + 12*a6^4*x34*a3^5*a1^2 - 12*a6^3*a5*x34*a3^5*a1^2 - 108*a6^2*a5^2*x34*a3^5*a1^2 - 12*a6*a5^3*x34*a3^5*a1^2 + 12*a5^4*x34*a3^5*a1^2 - 36*a6^3*x34^2*a3^5*a1^2 + 36*a6^2*a5*x34^2*a3^5*a1^2 + 36*a6*a5^2*x34^2*a3^5*a1^2 - 36*a5^3*x34^2*a3^5*a1^2 + 16*a6^2*x34^3*a3^5*a1^2 - 16*a6*a5*x34^3*a3^5*a1^2 + 16*a5^2*x34^3*a3^5*a1^2 + 4*a6^4*a3^6*a1^2 - 4*a6^3*a5*a3^6*a1^2 - 36*a6^2*a5^2*a3^6*a1^2 - 4*a6*a5^3*a3^6*a1^2 + 4*a5^4*a3^6*a1^2 - 28*a6^3*x34*a3^6*a1^2 + 28*a6^2*a5*x34*a3^6*a1^2 + 28*a6*a5^2*x34*a3^6*a1^2 - 28*a5^3*x34*a3^6*a1^2 + 24*a6^2*x34^2*a3^6*a1^2 - 24*a6*a5*x34^2*a3^6*a1^2 + 24*a5^2*x34^2*a3^6*a1^2 - 8*a6^3*a3^7*a1^2 + 8*a6^2*a5*a3^7*a1^2 + 8*a6*a5^2*a3^7*a1^2 - 8*a5^3*a3^7*a1^2 + 16*a6^2*x34*a3^7*a1^2 - 16*a6*a5*x34*a3^7*a1^2 + 16*a5^2*x34*a3^7*a1^2 + 4*a6^2*a3^8*a1^2 - 4*a6*a5*a3^8*a1^2 + 4*a5^2*a3^8*a1^2 - 4*a6^4*a5^4*x34*a2*a1^2 + 4*a6^4*a5^3*x34^2*a2*a1^2 + 4*a6^3*a5^4*x34^2*a2*a1^2 + 4*a6^4*a5^2*x34^3*a2*a1^2 - 12*a6^3*a5^3*x34^3*a2*a1^2 + 4*a6^2*a5^4*x34^3*a2*a1^2 - 4*a6^4*a5*x34^4*a2*a1^2 + 4*a6^3*a5^2*x34^4*a2*a1^2 + 4*a6^2*a5^3*x34^4*a2*a1^2 - 4*a6*a5^4*x34^4*a2*a1^2 - 8*a6^4*a5^4*a3*a2*a1^2 - 4*a6^4*a5^3*x34*a3*a2*a1^2 - 4*a6^3*a5^4*x34*a3*a2*a1^2 + 24*a6^4*a5^2*x34^2*a3*a2*a1^2 - 20*a6^3*a5^3*x34^2*a3*a2*a1^2 + 24*a6^2*a5^4*x34^2*a3*a2*a1^2 - 28*a6^4*a5*x34^3*a3*a2*a1^2 + 32*a6^3*a5^2*x34^3*a3*a2*a1^2 + 32*a6^2*a5^3*x34^3*a3*a2*a1^2 - 28*a6*a5^4*x34^3*a3*a2*a1^2 - 4*a6^4*x34^4*a3*a2*a1^2 - 12*a6^3*a5*x34^4*a3*a2*a1^2 + 12*a6^2*a5^2*x34^4*a3*a2*a1^2 - 12*a6*a5^3*x34^4*a3*a2*a1^2 - 4*a5^4*x34^4*a3*a2*a1^2 - 4*a6^4*a5^3*a3^2*a2*a1^2 - 4*a6^3*a5^4*a3^2*a2*a1^2 + 48*a6^4*a5^2*x34*a3^2*a2*a1^2 + 12*a6^3*a5^3*x34*a3^2*a2*a1^2 + 48*a6^2*a5^4*x34*a3^2*a2*a1^2 - 48*a6^4*a5*x34^2*a3^2*a2*a1^2 + 24*a6^3*a5^2*x34^2*a3^2*a2*a1^2 + 24*a6^2*a5^3*x34^2*a3^2*a2*a1^2 - 48*a6*a5^4*x34^2*a3^2*a2*a1^2 - 12*a6^4*x34^3*a3^2*a2*a1^2 - 32*a6^3*a5*x34^3*a3^2*a2*a1^2 - 32*a6*a5^3*x34^3*a3^2*a2*a1^2 - 12*a5^4*x34^3*a3^2*a2*a1^2 + 4*a6^3*x34^4*a3^2*a2*a1^2 + 12*a6^2*a5*x34^4*a3^2*a2*a1^2 + 12*a6*a5^2*x34^4*a3^2*a2*a1^2 + 4*a5^3*x34^4*a3^2*a2*a1^2 + 32*a6^4*a5^2*a3^3*a2*a1^2 + 8*a6^3*a5^3*a3^3*a2*a1^2 + 32*a6^2*a5^4*a3^3*a2*a1^2 - 40*a6^4*a5*x34*a3^3*a2*a1^2 - 16*a6^3*a5^2*x34*a3^3*a2*a1^2 - 16*a6^2*a5^3*x34*a3^3*a2*a1^2 - 40*a6*a5^4*x34*a3^3*a2*a1^2 - 8*a6^4*x34^2*a3^3*a2*a1^2 - 8*a6^3*a5*x34^2*a3^3*a2*a1^2 - 120*a6^2*a5^2*x34^2*a3^3*a2*a1^2 - 8*a6*a5^3*x34^2*a3^3*a2*a1^2 - 8*a5^4*x34^2*a3^3*a2*a1^2 + 4*a6^3*x34^3*a3^3*a2*a1^2 + 64*a6^2*a5*x34^3*a3^3*a2*a1^2 + 64*a6*a5^2*x34^3*a3^3*a2*a1^2 + 4*a5^3*x34^3*a3^3*a2*a1^2 + 4*a6^2*x34^4*a3^3*a2*a1^2 - 12*a6*a5*x34^4*a3^3*a2*a1^2 + 4*a5^2*x34^4*a3^3*a2*a1^2 - 20*a6^4*a5*a3^4*a2*a1^2 - 8*a6^3*a5^2*a3^4*a2*a1^2 - 8*a6^2*a5^3*a3^4*a2*a1^2 - 20*a6*a5^4*a3^4*a2*a1^2 + 20*a6^3*a5*x34*a3^4*a2*a1^2 - 180*a6^2*a5^2*x34*a3^4*a2*a1^2 + 20*a6*a5^3*x34*a3^4*a2*a1^2 - 8*a6^3*x34^2*a3^4*a2*a1^2 + 132*a6^2*a5*x34^2*a3^4*a2*a1^2 + 132*a6*a5^2*x34^2*a3^4*a2*a1^2 - 8*a5^3*x34^2*a3^4*a2*a1^2 + 20*a6^2*x34^3*a3^4*a2*a1^2 - 60*a6*a5*x34^3*a3^4*a2*a1^2 + 20*a5^2*x34^3*a3^4*a2*a1^2 - 4*a6*x34^4*a3^4*a2*a1^2 - 4*a5*x34^4*a3^4*a2*a1^2 + 8*a6^3*a5*a3^5*a2*a1^2 - 72*a6^2*a5^2*a3^5*a2*a1^2 + 8*a6*a5^3*a3^5*a2*a1^2 - 12*a6^3*x34*a3^5*a2*a1^2 + 120*a6^2*a5*x34*a3^5*a2*a1^2 + 120*a6*a5^2*x34*a3^5*a2*a1^2 - 12*a5^3*x34*a3^5*a2*a1^2 + 36*a6^2*x34^2*a3^5*a2*a1^2 - 108*a6*a5*x34^2*a3^5*a2*a1^2 + 36*a5^2*x34^2*a3^5*a2*a1^2 - 16*a6*x34^3*a3^5*a2*a1^2 - 16*a5*x34^3*a3^5*a2*a1^2 - 4*a6^3*a3^6*a2*a1^2 + 40*a6^2*a5*a3^6*a2*a1^2 + 40*a6*a5^2*a3^6*a2*a1^2 - 4*a5^3*a3^6*a2*a1^2 + 28*a6^2*x34*a3^6*a2*a1^2 - 84*a6*a5*x34*a3^6*a2*a1^2 + 28*a5^2*x34*a3^6*a2*a1^2 - 24*a6*x34^2*a3^6*a2*a1^2 - 24*a5*x34^2*a3^6*a2*a1^2 + 8*a6^2*a3^7*a2*a1^2 - 24*a6*a5*a3^7*a2*a1^2 + 8*a5^2*a3^7*a2*a1^2 - 16*a6*x34*a3^7*a2*a1^2 - 16*a5*x34*a3^7*a2*a1^2 - 4*a6*a3^8*a2*a1^2 - 4*a5*a3^8*a2*a1^2 + 4*a6^4*a5^4*a2^2*a1^2 + 4*a6^4*a5^3*x34*a2^2*a1^2 + 4*a6^3*a5^4*x34*a2^2*a1^2 - 24*a6^4*a5^2*x34^2*a2^2*a1^2 + 12*a6^3*a5^3*x34^2*a2^2*a1^2 - 24*a6^2*a5^4*x34^2*a2^2*a1^2 + 4*a6^4*a5*x34^3*a2^2*a1^2 + 12*a6^3*a5^2*x34^3*a2^2*a1^2 + 12*a6^2*a5^3*x34^3*a2^2*a1^2 + 4*a6*a5^4*x34^3*a2^2*a1^2 + 4*a6^4*x34^4*a2^2*a1^2 + 4*a6^3*a5*x34^4*a2^2*a1^2 - 24*a6^2*a5^2*x34^4*a2^2*a1^2 + 4*a6*a5^3*x34^4*a2^2*a1^2 + 4*a5^4*x34^4*a2^2*a1^2 + 8*a6^4*a5^3*a3*a2^2*a1^2 + 8*a6^3*a5^4*a3*a2^2*a1^2 - 36*a6^4*a5^2*x34*a3*a2^2*a1^2 + 40*a6^3*a5^3*x34*a3*a2^2*a1^2 - 36*a6^2*a5^4*x34*a3*a2^2*a1^2 + 24*a6^4*a5*x34^2*a3*a2^2*a1^2 - 12*a6^3*a5^2*x34^2*a3*a2^2*a1^2 - 12*a6^2*a5^3*x34^2*a3*a2^2*a1^2 + 24*a6*a5^4*x34^2*a3*a2^2*a1^2 + 20*a6^4*x34^3*a3*a2^2*a1^2 + 32*a6^3*a5*x34^3*a3*a2^2*a1^2 - 144*a6^2*a5^2*x34^3*a3*a2^2*a1^2 + 32*a6*a5^3*x34^3*a3*a2^2*a1^2 + 20*a5^4*x34^3*a3*a2^2*a1^2 + 4*a6^3*x34^4*a3*a2^2*a1^2 + 12*a6^2*a5*x34^4*a3*a2^2*a1^2 + 12*a6*a5^2*x34^4*a3*a2^2*a1^2 + 4*a5^3*x34^4*a3*a2^2*a1^2 - 36*a6^4*a5^2*a3^2*a2^2*a1^2 + 40*a6^3*a5^3*a3^2*a2^2*a1^2 - 36*a6^2*a5^4*a3^2*a2^2*a1^2 + 48*a6^4*a5*x34*a3^2*a2^2*a1^2 - 108*a6^3*a5^2*x34*a3^2*a2^2*a1^2 - 108*a6^2*a5^3*x34*a3^2*a2^2*a1^2 + 48*a6*a5^4*x34*a3^2*a2^2*a1^2 + 12*a6^4*x34^2*a3^2*a2^2*a1^2 + 24*a6^3*a5*x34^2*a3^2*a2^2*a1^2 + 72*a6^2*a5^2*x34^2*a3^2*a2^2*a1^2 + 24*a6*a5^3*x34^2*a3^2*a2^2*a1^2 + 12*a5^4*x34^2*a3^2*a2^2*a1^2 + 28*a6^3*x34^3*a3^2*a2^2*a1^2 + 28*a5^3*x34^3*a3^2*a2^2*a1^2 - 24*a6^2*x34^4*a3^2*a2^2*a1^2 + 12*a6*a5*x34^4*a3^2*a2^2*a1^2 - 24*a5^2*x34^4*a3^2*a2^2*a1^2 + 32*a6^4*a5*a3^3*a2^2*a1^2 - 72*a6^3*a5^2*a3^3*a2^2*a1^2 - 72*a6^2*a5^3*a3^3*a2^2*a1^2 + 32*a6*a5^4*a3^3*a2^2*a1^2 - 16*a6^4*x34*a3^3*a2^2*a1^2 - 16*a6^3*a5*x34*a3^3*a2^2*a1^2 + 432*a6^2*a5^2*x34*a3^3*a2^2*a1^2 - 16*a6*a5^3*x34*a3^3*a2^2*a1^2 - 16*a5^4*x34*a3^3*a2^2*a1^2 + 72*a6^3*x34^2*a3^3*a2^2*a1^2 - 120*a6^2*a5*x34^2*a3^3*a2^2*a1^2 - 120*a6*a5^2*x34^2*a3^3*a2^2*a1^2 + 72*a5^3*x34^2*a3^3*a2^2*a1^2 - 84*a6^2*x34^3*a3^3*a2^2*a1^2 + 64*a6*a5*x34^3*a3^3*a2^2*a1^2 - 84*a5^2*x34^3*a3^3*a2^2*a1^2 + 4*a6*x34^4*a3^3*a2^2*a1^2 + 4*a5*x34^4*a3^3*a2^2*a1^2 - 8*a6^4*a3^4*a2^2*a1^2 - 8*a6^3*a5*a3^4*a2^2*a1^2 + 216*a6^2*a5^2*a3^4*a2^2*a1^2 - 8*a6*a5^3*a3^4*a2^2*a1^2 - 8*a5^4*a3^4*a2^2*a1^2 + 80*a6^3*x34*a3^4*a2^2*a1^2 - 180*a6^2*a5*x34*a3^4*a2^2*a1^2 - 180*a6*a5^2*x34*a3^4*a2^2*a1^2 + 80*a5^3*x34*a3^4*a2^2*a1^2 - 132*a6^2*x34^2*a3^4*a2^2*a1^2 + 132*a6*a5*x34^2*a3^4*a2^2*a1^2 - 132*a5^2*x34^2*a3^4*a2^2*a1^2 + 20*a6*x34^3*a3^4*a2^2*a1^2 + 20*a5*x34^3*a3^4*a2^2*a1^2 + 4*x34^4*a3^4*a2^2*a1^2 + 32*a6^3*a3^5*a2^2*a1^2 - 72*a6^2*a5*a3^5*a2^2*a1^2 - 72*a6*a5^2*a3^5*a2^2*a1^2 + 32*a5^3*a3^5*a2^2*a1^2 - 108*a6^2*x34*a3^5*a2^2*a1^2 + 120*a6*a5*x34*a3^5*a2^2*a1^2 - 108*a5^2*x34*a3^5*a2^2*a1^2 + 36*a6*x34^2*a3^5*a2^2*a1^2 + 36*a5*x34^2*a3^5*a2^2*a1^2 + 16*x34^3*a3^5*a2^2*a1^2 - 36*a6^2*a3^6*a2^2*a1^2 + 40*a6*a5*a3^6*a2^2*a1^2 - 36*a5^2*a3^6*a2^2*a1^2 + 28*a6*x34*a3^6*a2^2*a1^2 + 28*a5*x34*a3^6*a2^2*a1^2 + 24*x34^2*a3^6*a2^2*a1^2 + 8*a6*a3^7*a2^2*a1^2 + 8*a5*a3^7*a2^2*a1^2 + 16*x34*a3^7*a2^2*a1^2 + 4*a3^8*a2^2*a1^2 - 4*a6^4*a5^3*a2^3*a1^2 - 4*a6^3*a5^4*a2^3*a1^2 + 4*a6^4*a5^2*x34*a2^3*a1^2 - 12*a6^3*a5^3*x34*a2^3*a1^2 + 4*a6^2*a5^4*x34*a2^3*a1^2 + 4*a6^4*a5*x34^2*a2^3*a1^2 + 12*a6^3*a5^2*x34^2*a2^3*a1^2 + 12*a6^2*a5^3*x34^2*a2^3*a1^2 + 4*a6*a5^4*x34^2*a2^3*a1^2 - 4*a6^4*x34^3*a2^3*a1^2 - 12*a6^3*a5*x34^3*a2^3*a1^2 + 12*a6^2*a5^2*x34^3*a2^3*a1^2 - 12*a6*a5^3*x34^3*a2^3*a1^2 - 4*a5^4*x34^3*a2^3*a1^2 - 4*a6^3*x34^4*a2^3*a1^2 + 4*a6^2*a5*x34^4*a2^3*a1^2 + 4*a6*a5^2*x34^4*a2^3*a1^2 - 4*a5^3*x34^4*a2^3*a1^2 + 8*a6^4*a5^2*a3*a2^3*a1^2 - 24*a6^3*a5^3*a3*a2^3*a1^2 + 8*a6^2*a5^4*a3*a2^3*a1^2 - 4*a6^4*a5*x34*a3*a2^3*a1^2 + 40*a6^3*a5^2*x34*a3*a2^3*a1^2 + 40*a6^2*a5^3*x34*a3*a2^3*a1^2 - 4*a6*a5^4*x34*a3*a2^3*a1^2 - 8*a6^4*x34^2*a3*a2^3*a1^2 - 20*a6^3*a5*x34^2*a3*a2^3*a1^2 - 12*a6^2*a5^2*x34^2*a3*a2^3*a1^2 - 20*a6*a5^3*x34^2*a3*a2^3*a1^2 - 8*a5^4*x34^2*a3*a2^3*a1^2 - 28*a6^3*x34^3*a3*a2^3*a1^2 + 32*a6^2*a5*x34^3*a3*a2^3*a1^2 + 32*a6*a5^2*x34^3*a3*a2^3*a1^2 - 28*a5^3*x34^3*a3*a2^3*a1^2 + 4*a6^2*x34^4*a3*a2^3*a1^2 - 12*a6*a5*x34^4*a3*a2^3*a1^2 + 4*a5^2*x34^4*a3*a2^3*a1^2 - 4*a6^4*a5*a3^2*a2^3*a1^2 + 40*a6^3*a5^2*a3^2*a2^3*a1^2 + 40*a6^2*a5^3*a3^2*a2^3*a1^2 - 4*a6*a5^4*a3^2*a2^3*a1^2 + 12*a6^3*a5*x34*a3^2*a2^3*a1^2 - 108*a6^2*a5^2*x34*a3^2*a2^3*a1^2 + 12*a6*a5^3*x34*a3^2*a2^3*a1^2 - 48*a6^3*x34^2*a3^2*a2^3*a1^2 + 24*a6^2*a5*x34^2*a3^2*a2^3*a1^2 + 24*a6*a5^2*x34^2*a3^2*a2^3*a1^2 - 48*a5^3*x34^2*a3^2*a2^3*a1^2 + 28*a6^2*x34^3*a3^2*a2^3*a1^2 - 32*a6*a5*x34^3*a3^2*a2^3*a1^2 + 28*a5^2*x34^3*a3^2*a2^3*a1^2 + 4*a6*x34^4*a3^2*a2^3*a1^2 + 4*a5*x34^4*a3^2*a2^3*a1^2 + 8*a6^3*a5*a3^3*a2^3*a1^2 - 72*a6^2*a5^2*a3^3*a2^3*a1^2 + 8*a6*a5^3*a3^3*a2^3*a1^2 - 40*a6^3*x34*a3^3*a2^3*a1^2 - 16*a6^2*a5*x34*a3^3*a2^3*a1^2 - 16*a6*a5^2*x34*a3^3*a2^3*a1^2 - 40*a5^3*x34*a3^3*a2^3*a1^2 + 72*a6^2*x34^2*a3^3*a2^3*a1^2 - 8*a6*a5*x34^2*a3^3*a2^3*a1^2 + 72*a5^2*x34^2*a3^3*a2^3*a1^2 + 4*a6*x34^3*a3^3*a2^3*a1^2 + 4*a5*x34^3*a3^3*a2^3*a1^2 - 4*x34^4*a3^3*a2^3*a1^2 - 20*a6^3*a3^4*a2^3*a1^2 - 8*a6^2*a5*a3^4*a2^3*a1^2 - 8*a6*a5^2*a3^4*a2^3*a1^2 - 20*a5^3*a3^4*a2^3*a1^2 + 80*a6^2*x34*a3^4*a2^3*a1^2 + 20*a6*a5*x34*a3^4*a2^3*a1^2 + 80*a5^2*x34*a3^4*a2^3*a1^2 - 8*a6*x34^2*a3^4*a2^3*a1^2 - 8*a5*x34^2*a3^4*a2^3*a1^2 - 20*x34^3*a3^4*a2^3*a1^2 + 32*a6^2*a3^5*a2^3*a1^2 + 8*a6*a5*a3^5*a2^3*a1^2 + 32*a5^2*a3^5*a2^3*a1^2 - 12*a6*x34*a3^5*a2^3*a1^2 - 12*a5*x34*a3^5*a2^3*a1^2 - 36*x34^2*a3^5*a2^3*a1^2 - 4*a6*a3^6*a2^3*a1^2 - 4*a5*a3^6*a2^3*a1^2 - 28*x34*a3^6*a2^3*a1^2 - 8*a3^7*a2^3*a1^2 + 4*a6^4*a5^2*a2^4*a1^2 - 4*a6^3*a5^3*a2^4*a1^2 + 4*a6^2*a5^4*a2^4*a1^2 - 4*a6^4*a5*x34*a2^4*a1^2 + 4*a6^3*a5^2*x34*a2^4*a1^2 + 4*a6^2*a5^3*x34*a2^4*a1^2 - 4*a6*a5^4*x34*a2^4*a1^2 + 4*a6^4*x34^2*a2^4*a1^2 + 4*a6^3*a5*x34^2*a2^4*a1^2 - 24*a6^2*a5^2*x34^2*a2^4*a1^2 + 4*a6*a5^3*x34^2*a2^4*a1^2 + 4*a5^4*x34^2*a2^4*a1^2 - 4*a6^3*x34^3*a2^4*a1^2 + 4*a6^2*a5*x34^3*a2^4*a1^2 + 4*a6*a5^2*x34^3*a2^4*a1^2 - 4*a5^3*x34^3*a2^4*a1^2 + 4*a6^2*x34^4*a2^4*a1^2 - 4*a6*a5*x34^4*a2^4*a1^2 + 4*a5^2*x34^4*a2^4*a1^2 - 8*a6^4*a5*a3*a2^4*a1^2 + 8*a6^3*a5^2*a3*a2^4*a1^2 + 8*a6^2*a5^3*a3*a2^4*a1^2 - 8*a6*a5^4*a3*a2^4*a1^2 + 4*a6^4*x34*a3*a2^4*a1^2 - 4*a6^3*a5*x34*a3*a2^4*a1^2 - 36*a6^2*a5^2*x34*a3*a2^4*a1^2 - 4*a6*a5^3*x34*a3*a2^4*a1^2 + 4*a5^4*x34*a3*a2^4*a1^2 - 8*a6^3*x34^2*a3*a2^4*a1^2 + 24*a6^2*a5*x34^2*a3*a2^4*a1^2 + 24*a6*a5^2*x34^2*a3*a2^4*a1^2 - 8*a5^3*x34^2*a3*a2^4*a1^2 + 20*a6^2*x34^3*a3*a2^4*a1^2 - 28*a6*a5*x34^3*a3*a2^4*a1^2 + 20*a5^2*x34^3*a3*a2^4*a1^2 - 4*a6*x34^4*a3*a2^4*a1^2 - 4*a5*x34^4*a3*a2^4*a1^2 + 4*a6^4*a3^2*a2^4*a1^2 - 4*a6^3*a5*a3^2*a2^4*a1^2 - 36*a6^2*a5^2*a3^2*a2^4*a1^2 - 4*a6*a5^3*a3^2*a2^4*a1^2 + 4*a5^4*a3^2*a2^4*a1^2 + 48*a6^2*a5*x34*a3^2*a2^4*a1^2 + 48*a6*a5^2*x34*a3^2*a2^4*a1^2 + 12*a6^2*x34^2*a3^2*a2^4*a1^2 - 48*a6*a5*x34^2*a3^2*a2^4*a1^2 + 12*a5^2*x34^2*a3^2*a2^4*a1^2 - 12*a6*x34^3*a3^2*a2^4*a1^2 - 12*a5*x34^3*a3^2*a2^4*a1^2 + 4*x34^4*a3^2*a2^4*a1^2 + 32*a6^2*a5*a3^3*a2^4*a1^2 + 32*a6*a5^2*a3^3*a2^4*a1^2 - 16*a6^2*x34*a3^3*a2^4*a1^2 - 40*a6*a5*x34*a3^3*a2^4*a1^2 - 16*a5^2*x34*a3^3*a2^4*a1^2 - 8*a6*x34^2*a3^3*a2^4*a1^2 - 8*a5*x34^2*a3^3*a2^4*a1^2 + 12*x34^3*a3^3*a2^4*a1^2 - 8*a6^2*a3^4*a2^4*a1^2 - 20*a6*a5*a3^4*a2^4*a1^2 - 8*a5^2*a3^4*a2^4*a1^2 + 16*x34^2*a3^4*a2^4*a1^2 + 12*x34*a3^5*a2^4*a1^2 + 4*a3^6*a2^4*a1^2 - 4*a6^4*a5^3*x34^2*a1^3 - 4*a6^3*a5^4*x34^2*a1^3 - 4*a6^4*a5^2*x34^3*a1^3 + 24*a6^3*a5^3*x34^3*a1^3 - 4*a6^2*a5^4*x34^3*a1^3 - 4*a6^3*a5^2*x34^4*a1^3 - 4*a6^2*a5^3*x34^4*a1^3 - 4*a6^4*a5^3*x34*a3*a1^3 - 4*a6^3*a5^4*x34*a3*a1^3 - 8*a6^4*a5^2*x34^2*a3*a1^3 + 60*a6^3*a5^3*x34^2*a3*a1^3 - 8*a6^2*a5^4*x34^2*a3*a1^3 + 4*a6^4*a5*x34^3*a3*a1^3 - 28*a6^3*a5^2*x34^3*a3*a1^3 - 28*a6^2*a5^3*x34^3*a3*a1^3 + 4*a6*a5^4*x34^3*a3*a1^3 + 4*a6^3*a5*x34^4*a3*a1^3 + 4*a6^2*a5^2*x34^4*a3*a1^3 + 4*a6*a5^3*x34^4*a3*a1^3 - 4*a6^4*a5^3*a3^2*a1^3 - 4*a6^3*a5^4*a3^2*a1^3 + 36*a6^3*a5^3*x34*a3^2*a1^3 + 16*a6^4*a5*x34^2*a3^2*a1^3 - 48*a6^3*a5^2*x34^2*a3^2*a1^3 - 48*a6^2*a5^3*x34^2*a3^2*a1^3 + 16*a6*a5^4*x34^2*a3^2*a1^3 - 4*a6^4*x34^3*a3^2*a1^3 + 4*a6^3*a5*x34^3*a3^2*a1^3 + 28*a6^2*a5^2*x34^3*a3^2*a1^3 + 4*a6*a5^3*x34^3*a3^2*a1^3 - 4*a5^4*x34^3*a3^2*a1^3 - 4*a6^3*x34^4*a3^2*a1^3 + 4*a6^2*a5*x34^4*a3^2*a1^3 + 4*a6*a5^2*x34^4*a3^2*a1^3 - 4*a5^3*x34^4*a3^2*a1^3 + 24*a6^3*a5^3*a3^3*a1^3 + 24*a6^4*a5*x34*a3^3*a1^3 - 40*a6^3*a5^2*x34*a3^3*a1^3 - 40*a6^2*a5^3*x34*a3^3*a1^3 + 24*a6*a5^4*x34*a3^3*a1^3 - 16*a6^4*x34^2*a3^3*a1^3 - 24*a6^3*a5*x34^2*a3^3*a1^3 + 72*a6^2*a5^2*x34^2*a3^3*a1^3 - 24*a6*a5^3*x34^2*a3^3*a1^3 - 16*a5^4*x34^2*a3^3*a1^3 + 8*a6^3*x34^3*a3^3*a1^3 + 4*a6^2*a5*x34^3*a3^3*a1^3 + 4*a6*a5^2*x34^3*a3^3*a1^3 + 8*a5^3*x34^3*a3^3*a1^3 - 4*a6^2*x34^4*a3^3*a1^3 + 4*a6*a5*x34^4*a3^3*a1^3 - 4*a5^2*x34^4*a3^3*a1^3 + 12*a6^4*a5*a3^4*a1^3 - 20*a6^3*a5^2*a3^4*a1^3 - 20*a6^2*a5^3*a3^4*a1^3 + 12*a6*a5^4*a3^4*a1^3 - 20*a6^4*x34*a3^4*a1^3 - 40*a6^3*a5*x34*a3^4*a1^3 + 80*a6^2*a5^2*x34*a3^4*a1^3 - 40*a6*a5^3*x34*a3^4*a1^3 - 20*a5^4*x34*a3^4*a1^3 + 44*a6^3*x34^2*a3^4*a1^3 - 8*a6^2*a5*x34^2*a3^4*a1^3 - 8*a6*a5^2*x34^2*a3^4*a1^3 + 44*a5^3*x34^2*a3^4*a1^3 - 20*a6^2*x34^3*a3^4*a1^3 + 20*a6*a5*x34^3*a3^4*a1^3 - 20*a5^2*x34^3*a3^4*a1^3 - 8*a6^4*a3^5*a1^3 - 16*a6^3*a5*a3^5*a1^3 + 32*a6^2*a5^2*a3^5*a1^3 - 16*a6*a5^3*a3^5*a1^3 - 8*a5^4*a3^5*a1^3 + 48*a6^3*x34*a3^5*a1^3 - 12*a6^2*a5*x34*a3^5*a1^3 - 12*a6*a5^2*x34*a3^5*a1^3 + 48*a5^3*x34*a3^5*a1^3 - 36*a6^2*x34^2*a3^5*a1^3 + 36*a6*a5*x34^2*a3^5*a1^3 - 36*a5^2*x34^2*a3^5*a1^3 + 16*a6^3*a3^6*a1^3 - 4*a6^2*a5*a3^6*a1^3 - 4*a6*a5^2*a3^6*a1^3 + 16*a5^3*a3^6*a1^3 - 28*a6^2*x34*a3^6*a1^3 + 28*a6*a5*x34*a3^6*a1^3 - 28*a5^2*x34*a3^6*a1^3 - 8*a6^2*a3^7*a1^3 + 8*a6*a5*a3^7*a1^3 - 8*a5^2*a3^7*a1^3 + 4*a6^4*a5^3*x34*a2*a1^3 + 4*a6^3*a5^4*x34*a2*a1^3 + 4*a6^4*a5^2*x34^2*a2*a1^3 - 12*a6^3*a5^3*x34^2*a2*a1^3 + 4*a6^2*a5^4*x34^2*a2*a1^3 + 4*a6^4*a5*x34^3*a2*a1^3 - 12*a6^3*a5^2*x34^3*a2*a1^3 - 12*a6^2*a5^3*x34^3*a2*a1^3 + 4*a6*a5^4*x34^3*a2*a1^3 + 4*a6^3*a5*x34^4*a2*a1^3 + 4*a6^2*a5^2*x34^4*a2*a1^3 + 4*a6*a5^3*x34^4*a2*a1^3 + 8*a6^4*a5^3*a3*a2*a1^3 + 8*a6^3*a5^4*a3*a2*a1^3 - 4*a6^4*a5^2*x34*a3*a2*a1^3 - 24*a6^3*a5^3*x34*a3*a2*a1^3 - 4*a6^2*a5^4*x34*a3*a2*a1^3 - 20*a6^3*a5^2*x34^2*a3*a2*a1^3 - 20*a6^2*a5^3*x34^2*a3*a2*a1^3 + 4*a6^4*x34^3*a3*a2*a1^3 + 16*a6^3*a5*x34^3*a3*a2*a1^3 + 32*a6^2*a5^2*x34^3*a3*a2*a1^3 + 16*a6*a5^3*x34^3*a3*a2*a1^3 + 4*a5^4*x34^3*a3*a2*a1^3 + 4*a6^3*x34^4*a3*a2*a1^3 - 12*a6^2*a5*x34^4*a3*a2*a1^3 - 12*a6*a5^2*x34^4*a3*a2*a1^3 + 4*a5^3*x34^4*a3*a2*a1^3 - 4*a6^4*a5^2*a3^2*a2*a1^3 - 24*a6^3*a5^3*a3^2*a2*a1^3 - 4*a6^2*a5^4*a3^2*a2*a1^3 - 24*a6^4*a5*x34*a3^2*a2*a1^3 + 12*a6^3*a5^2*x34*a3^2*a2*a1^3 + 12*a6^2*a5^3*x34*a3^2*a2*a1^3 - 24*a6*a5^4*x34*a3^2*a2*a1^3 + 16*a6^4*x34^2*a3^2*a2*a1^3 + 40*a6^3*a5*x34^2*a3^2*a2*a1^3 + 24*a6^2*a5^2*x34^2*a3^2*a2*a1^3 + 40*a6*a5^3*x34^2*a3^2*a2*a1^3 + 16*a5^4*x34^2*a3^2*a2*a1^3 + 4*a6^3*x34^3*a3^2*a2*a1^3 - 32*a6^2*a5*x34^3*a3^2*a2*a1^3 - 32*a6*a5^2*x34^3*a3^2*a2*a1^3 + 4*a5^3*x34^3*a3^2*a2*a1^3 + 4*a6^2*x34^4*a3^2*a2*a1^3 - 12*a6*a5*x34^4*a3^2*a2*a1^3 + 4*a5^2*x34^4*a3^2*a2*a1^3 - 16*a6^4*a5*a3^3*a2*a1^3 + 8*a6^3*a5^2*a3^3*a2*a1^3 + 8*a6^2*a5^3*a3^3*a2*a1^3 - 16*a6*a5^4*a3^3*a2*a1^3 + 24*a6^4*x34*a3^3*a2*a1^3 + 48*a6^3*a5*x34*a3^3*a2*a1^3 - 16*a6^2*a5^2*x34*a3^3*a2*a1^3 + 48*a6*a5^3*x34*a3^3*a2*a1^3 + 24*a5^4*x34*a3^3*a2*a1^3 - 24*a6^3*x34^2*a3^3*a2*a1^3 - 8*a6^2*a5*x34^2*a3^3*a2*a1^3 - 8*a6*a5^2*x34^2*a3^3*a2*a1^3 - 24*a5^3*x34^2*a3^3*a2*a1^3 + 4*a6^2*x34^3*a3^3*a2*a1^3 - 48*a6*a5*x34^3*a3^3*a2*a1^3 + 4*a5^2*x34^3*a3^3*a2*a1^3 + 4*a6*x34^4*a3^3*a2*a1^3 + 4*a5*x34^4*a3^3*a2*a1^3 + 12*a6^4*a3^4*a2*a1^3 + 24*a6^3*a5*a3^4*a2*a1^3 - 8*a6^2*a5^2*a3^4*a2*a1^3 + 24*a6*a5^3*a3^4*a2*a1^3 + 12*a5^4*a3^4*a2*a1^3 - 40*a6^3*x34*a3^4*a2*a1^3 + 20*a6^2*a5*x34*a3^4*a2*a1^3 + 20*a6*a5^2*x34*a3^4*a2*a1^3 - 40*a5^3*x34*a3^4*a2*a1^3 - 8*a6^2*x34^2*a3^4*a2*a1^3 - 84*a6*a5*x34^2*a3^4*a2*a1^3 - 8*a5^2*x34^2*a3^4*a2*a1^3 + 20*a6*x34^3*a3^4*a2*a1^3 + 20*a5*x34^3*a3^4*a2*a1^3 - 16*a6^3*a3^5*a2*a1^3 + 8*a6^2*a5*a3^5*a2*a1^3 + 8*a6*a5^2*a3^5*a2*a1^3 - 16*a5^3*a3^5*a2*a1^3 - 12*a6^2*x34*a3^5*a2*a1^3 - 72*a6*a5*x34*a3^5*a2*a1^3 - 12*a5^2*x34*a3^5*a2*a1^3 + 36*a6*x34^2*a3^5*a2*a1^3 + 36*a5*x34^2*a3^5*a2*a1^3 - 4*a6^2*a3^6*a2*a1^3 - 24*a6*a5*a3^6*a2*a1^3 - 4*a5^2*a3^6*a2*a1^3 + 28*a6*x34*a3^6*a2*a1^3 + 28*a5*x34*a3^6*a2*a1^3 + 8*a6*a3^7*a2*a1^3 + 8*a5*a3^7*a2*a1^3 - 4*a6^4*a5^3*a2^2*a1^3 - 4*a6^3*a5^4*a2^2*a1^3 + 4*a6^4*a5^2*x34*a2^2*a1^3 - 12*a6^3*a5^3*x34*a2^2*a1^3 + 4*a6^2*a5^4*x34*a2^2*a1^3 + 4*a6^4*a5*x34^2*a2^2*a1^3 + 12*a6^3*a5^2*x34^2*a2^2*a1^3 + 12*a6^2*a5^3*x34^2*a2^2*a1^3 + 4*a6*a5^4*x34^2*a2^2*a1^3 - 4*a6^4*x34^3*a2^2*a1^3 - 12*a6^3*a5*x34^3*a2^2*a1^3 + 12*a6^2*a5^2*x34^3*a2^2*a1^3 - 12*a6*a5^3*x34^3*a2^2*a1^3 - 4*a5^4*x34^3*a2^2*a1^3 - 4*a6^3*x34^4*a2^2*a1^3 + 4*a6^2*a5*x34^4*a2^2*a1^3 + 4*a6*a5^2*x34^4*a2^2*a1^3 - 4*a5^3*x34^4*a2^2*a1^3 + 8*a6^4*a5^2*a3*a2^2*a1^3 - 24*a6^3*a5^3*a3*a2^2*a1^3 + 8*a6^2*a5^4*a3*a2^2*a1^3 - 4*a6^4*a5*x34*a3*a2^2*a1^3 + 40*a6^3*a5^2*x34*a3*a2^2*a1^3 + 40*a6^2*a5^3*x34*a3*a2^2*a1^3 - 4*a6*a5^4*x34*a3*a2^2*a1^3 - 8*a6^4*x34^2*a3*a2^2*a1^3 - 20*a6^3*a5*x34^2*a3*a2^2*a1^3 - 12*a6^2*a5^2*x34^2*a3*a2^2*a1^3 - 20*a6*a5^3*x34^2*a3*a2^2*a1^3 - 8*a5^4*x34^2*a3*a2^2*a1^3 - 28*a6^3*x34^3*a3*a2^2*a1^3 + 32*a6^2*a5*x34^3*a3*a2^2*a1^3 + 32*a6*a5^2*x34^3*a3*a2^2*a1^3 - 28*a5^3*x34^3*a3*a2^2*a1^3 + 4*a6^2*x34^4*a3*a2^2*a1^3 - 12*a6*a5*x34^4*a3*a2^2*a1^3 + 4*a5^2*x34^4*a3*a2^2*a1^3 - 4*a6^4*a5*a3^2*a2^2*a1^3 + 40*a6^3*a5^2*a3^2*a2^2*a1^3 + 40*a6^2*a5^3*a3^2*a2^2*a1^3 - 4*a6*a5^4*a3^2*a2^2*a1^3 + 12*a6^3*a5*x34*a3^2*a2^2*a1^3 - 108*a6^2*a5^2*x34*a3^2*a2^2*a1^3 + 12*a6*a5^3*x34*a3^2*a2^2*a1^3 - 48*a6^3*x34^2*a3^2*a2^2*a1^3 + 24*a6^2*a5*x34^2*a3^2*a2^2*a1^3 + 24*a6*a5^2*x34^2*a3^2*a2^2*a1^3 - 48*a5^3*x34^2*a3^2*a2^2*a1^3 + 28*a6^2*x34^3*a3^2*a2^2*a1^3 - 32*a6*a5*x34^3*a3^2*a2^2*a1^3 + 28*a5^2*x34^3*a3^2*a2^2*a1^3 + 4*a6*x34^4*a3^2*a2^2*a1^3 + 4*a5*x34^4*a3^2*a2^2*a1^3 + 8*a6^3*a5*a3^3*a2^2*a1^3 - 72*a6^2*a5^2*a3^3*a2^2*a1^3 + 8*a6*a5^3*a3^3*a2^2*a1^3 - 40*a6^3*x34*a3^3*a2^2*a1^3 - 16*a6^2*a5*x34*a3^3*a2^2*a1^3 - 16*a6*a5^2*x34*a3^3*a2^2*a1^3 - 40*a5^3*x34*a3^3*a2^2*a1^3 + 72*a6^2*x34^2*a3^3*a2^2*a1^3 - 8*a6*a5*x34^2*a3^3*a2^2*a1^3 + 72*a5^2*x34^2*a3^3*a2^2*a1^3 + 4*a6*x34^3*a3^3*a2^2*a1^3 + 4*a5*x34^3*a3^3*a2^2*a1^3 - 4*x34^4*a3^3*a2^2*a1^3 - 20*a6^3*a3^4*a2^2*a1^3 - 8*a6^2*a5*a3^4*a2^2*a1^3 - 8*a6*a5^2*a3^4*a2^2*a1^3 - 20*a5^3*a3^4*a2^2*a1^3 + 80*a6^2*x34*a3^4*a2^2*a1^3 + 20*a6*a5*x34*a3^4*a2^2*a1^3 + 80*a5^2*x34*a3^4*a2^2*a1^3 - 8*a6*x34^2*a3^4*a2^2*a1^3 - 8*a5*x34^2*a3^4*a2^2*a1^3 - 20*x34^3*a3^4*a2^2*a1^3 + 32*a6^2*a3^5*a2^2*a1^3 + 8*a6*a5*a3^5*a2^2*a1^3 + 32*a5^2*a3^5*a2^2*a1^3 - 12*a6*x34*a3^5*a2^2*a1^3 - 12*a5*x34*a3^5*a2^2*a1^3 - 36*x34^2*a3^5*a2^2*a1^3 - 4*a6*a3^6*a2^2*a1^3 - 4*a5*a3^6*a2^2*a1^3 - 28*x34*a3^6*a2^2*a1^3 - 8*a3^7*a2^2*a1^3 - 4*a6^4*a5^2*a2^3*a1^3 + 24*a6^3*a5^3*a2^3*a1^3 - 4*a6^2*a5^4*a2^3*a1^3 + 4*a6^4*a5*x34*a2^3*a1^3 - 12*a6^3*a5^2*x34*a2^3*a1^3 - 12*a6^2*a5^3*x34*a2^3*a1^3 + 4*a6*a5^4*x34*a2^3*a1^3 - 4*a6^4*x34^2*a2^3*a1^3 - 12*a6^3*a5*x34^2*a2^3*a1^3 + 12*a6^2*a5^2*x34^2*a2^3*a1^3 - 12*a6*a5^3*x34^2*a2^3*a1^3 - 4*a5^4*x34^2*a2^3*a1^3 + 24*a6^3*x34^3*a2^3*a1^3 - 12*a6^2*a5*x34^3*a2^3*a1^3 - 12*a6*a5^2*x34^3*a2^3*a1^3 + 24*a5^3*x34^3*a2^3*a1^3 - 4*a6^2*x34^4*a2^3*a1^3 + 4*a6*a5*x34^4*a2^3*a1^3 - 4*a5^2*x34^4*a2^3*a1^3 + 8*a6^4*a5*a3*a2^3*a1^3 - 24*a6^3*a5^2*a3*a2^3*a1^3 - 24*a6^2*a5^3*a3*a2^3*a1^3 + 8*a6*a5^4*a3*a2^3*a1^3 - 4*a6^4*x34*a3*a2^3*a1^3 - 24*a6^3*a5*x34*a3*a2^3*a1^3 + 40*a6^2*a5^2*x34*a3*a2^3*a1^3 - 24*a6*a5^3*x34*a3*a2^3*a1^3 - 4*a5^4*x34*a3*a2^3*a1^3 + 60*a6^3*x34^2*a3*a2^3*a1^3 - 20*a6^2*a5*x34^2*a3*a2^3*a1^3 - 20*a6*a5^2*x34^2*a3*a2^3*a1^3 + 60*a5^3*x34^2*a3*a2^3*a1^3 - 28*a6^2*x34^3*a3*a2^3*a1^3 + 16*a6*a5*x34^3*a3*a2^3*a1^3 - 28*a5^2*x34^3*a3*a2^3*a1^3 + 4*a6*x34^4*a3*a2^3*a1^3 + 4*a5*x34^4*a3*a2^3*a1^3 - 4*a6^4*a3^2*a2^3*a1^3 - 24*a6^3*a5*a3^2*a2^3*a1^3 + 40*a6^2*a5^2*a3^2*a2^3*a1^3 - 24*a6*a5^3*a3^2*a2^3*a1^3 - 4*a5^4*a3^2*a2^3*a1^3 + 36*a6^3*x34*a3^2*a2^3*a1^3 + 12*a6^2*a5*x34*a3^2*a2^3*a1^3 + 12*a6*a5^2*x34*a3^2*a2^3*a1^3 + 36*a5^3*x34*a3^2*a2^3*a1^3 - 48*a6^2*x34^2*a3^2*a2^3*a1^3 + 40*a6*a5*x34^2*a3^2*a2^3*a1^3 - 48*a5^2*x34^2*a3^2*a2^3*a1^3 + 4*a6*x34^3*a3^2*a2^3*a1^3 + 4*a5*x34^3*a3^2*a2^3*a1^3 - 4*x34^4*a3^2*a2^3*a1^3 + 24*a6^3*a3^3*a2^3*a1^3 + 8*a6^2*a5*a3^3*a2^3*a1^3 + 8*a6*a5^2*a3^3*a2^3*a1^3 + 24*a5^3*a3^3*a2^3*a1^3 - 40*a6^2*x34*a3^3*a2^3*a1^3 + 48*a6*a5*x34*a3^3*a2^3*a1^3 - 40*a5^2*x34*a3^3*a2^3*a1^3 - 24*a6*x34^2*a3^3*a2^3*a1^3 - 24*a5*x34^2*a3^3*a2^3*a1^3 + 8*x34^3*a3^3*a2^3*a1^3 - 20*a6^2*a3^4*a2^3*a1^3 + 24*a6*a5*a3^4*a2^3*a1^3 - 20*a5^2*a3^4*a2^3*a1^3 - 40*a6*x34*a3^4*a2^3*a1^3 - 40*a5*x34*a3^4*a2^3*a1^3 + 44*x34^2*a3^4*a2^3*a1^3 - 16*a6*a3^5*a2^3*a1^3 - 16*a5*a3^5*a2^3*a1^3 + 48*x34*a3^5*a2^3*a1^3 + 16*a3^6*a2^3*a1^3 - 4*a6^3*a5^2*a2^4*a1^3 - 4*a6^2*a5^3*a2^4*a1^3 + 4*a6^3*a5*x34*a2^4*a1^3 + 4*a6^2*a5^2*x34*a2^4*a1^3 + 4*a6*a5^3*x34*a2^4*a1^3 - 4*a6^3*x34^2*a2^4*a1^3 + 4*a6^2*a5*x34^2*a2^4*a1^3 + 4*a6*a5^2*x34^2*a2^4*a1^3 - 4*a5^3*x34^2*a2^4*a1^3 - 4*a6^2*x34^3*a2^4*a1^3 + 4*a6*a5*x34^3*a2^4*a1^3 - 4*a5^2*x34^3*a2^4*a1^3 + 8*a6^3*a5*a3*a2^4*a1^3 + 8*a6^2*a5^2*a3*a2^4*a1^3 + 8*a6*a5^3*a3*a2^4*a1^3 - 4*a6^3*x34*a3*a2^4*a1^3 - 4*a6^2*a5*x34*a3*a2^4*a1^3 - 4*a6*a5^2*x34*a3*a2^4*a1^3 - 4*a5^3*x34*a3*a2^4*a1^3 - 8*a6^2*x34^2*a3*a2^4*a1^3 - 8*a5^2*x34^2*a3*a2^4*a1^3 + 4*a6*x34^3*a3*a2^4*a1^3 + 4*a5*x34^3*a3*a2^4*a1^3 - 4*a6^3*a3^2*a2^4*a1^3 - 4*a6^2*a5*a3^2*a2^4*a1^3 - 4*a6*a5^2*a3^2*a2^4*a1^3 - 4*a5^3*a3^2*a2^4*a1^3 - 24*a6*a5*x34*a3^2*a2^4*a1^3 + 16*a6*x34^2*a3^2*a2^4*a1^3 + 16*a5*x34^2*a3^2*a2^4*a1^3 - 4*x34^3*a3^2*a2^4*a1^3 - 16*a6*a5*a3^3*a2^4*a1^3 + 24*a6*x34*a3^3*a2^4*a1^3 + 24*a5*x34*a3^3*a2^4*a1^3 - 16*x34^2*a3^3*a2^4*a1^3 + 12*a6*a3^4*a2^4*a1^3 + 12*a5*a3^4*a2^4*a1^3 - 20*x34*a3^4*a2^4*a1^3 - 8*a3^5*a2^4*a1^3 + 4*a6^4*a5^2*x34^2*a1^4 - 4*a6^3*a5^3*x34^2*a1^4 + 4*a6^2*a5^4*x34^2*a1^4 - 4*a6^3*a5^2*x34^3*a1^4 - 4*a6^2*a5^3*x34^3*a1^4 + 4*a6^2*a5^2*x34^4*a1^4 + 4*a6^4*a5^2*x34*a3*a1^4 - 4*a6^3*a5^3*x34*a3*a1^4 + 4*a6^2*a5^4*x34*a3*a1^4 - 4*a6^4*a5*x34^2*a3*a1^4 - 8*a6^3*a5^2*x34^2*a3*a1^4 - 8*a6^2*a5^3*x34^2*a3*a1^4 - 4*a6*a5^4*x34^2*a3*a1^4 + 4*a6^3*a5*x34^3*a3*a1^4 + 20*a6^2*a5^2*x34^3*a3*a1^4 + 4*a6*a5^3*x34^3*a3*a1^4 - 4*a6^2*a5*x34^4*a3*a1^4 - 4*a6*a5^2*x34^4*a3*a1^4 + 4*a6^4*a5^2*a3^2*a1^4 - 4*a6^3*a5^3*a3^2*a1^4 + 4*a6^2*a5^4*a3^2*a1^4 - 12*a6^4*a5*x34*a3^2*a1^4 - 12*a6*a5^4*x34*a3^2*a1^4 + 4*a6^4*x34^2*a3^2*a1^4 + 16*a6^3*a5*x34^2*a3^2*a1^4 + 12*a6^2*a5^2*x34^2*a3^2*a1^4 + 16*a6*a5^3*x34^2*a3^2*a1^4 + 4*a5^4*x34^2*a3^2*a1^4 - 4*a6^3*x34^3*a3^2*a1^4 - 12*a6^2*a5*x34^3*a3^2*a1^4 - 12*a6*a5^2*x34^3*a3^2*a1^4 - 4*a5^3*x34^3*a3^2*a1^4 + 4*a6^2*x34^4*a3^2*a1^4 - 4*a6*a5*x34^4*a3^2*a1^4 + 4*a5^2*x34^4*a3^2*a1^4 - 8*a6^4*a5*a3^3*a1^4 - 8*a6*a5^4*a3^3*a1^4 + 8*a6^4*x34*a3^3*a1^4 + 24*a6^3*a5*x34*a3^3*a1^4 - 16*a6^2*a5^2*x34*a3^3*a1^4 + 24*a6*a5^3*x34*a3^3*a1^4 + 8*a5^4*x34*a3^3*a1^4 - 16*a6^3*x34^2*a3^3*a1^4 - 8*a6^2*a5*x34^2*a3^3*a1^4 - 8*a6*a5^2*x34^2*a3^3*a1^4 - 16*a5^3*x34^2*a3^3*a1^4 + 12*a6^2*x34^3*a3^3*a1^4 - 12*a6*a5*x34^3*a3^3*a1^4 + 12*a5^2*x34^3*a3^3*a1^4 + 4*a6^4*a3^4*a1^4 + 12*a6^3*a5*a3^4*a1^4 - 8*a6^2*a5^2*a3^4*a1^4 + 12*a6*a5^3*a3^4*a1^4 + 4*a5^4*a3^4*a1^4 - 20*a6^3*x34*a3^4*a1^4 - 20*a5^3*x34*a3^4*a1^4 + 16*a6^2*x34^2*a3^4*a1^4 - 16*a6*a5*x34^2*a3^4*a1^4 + 16*a5^2*x34^2*a3^4*a1^4 - 8*a6^3*a3^5*a1^4 - 8*a5^3*a3^5*a1^4 + 12*a6^2*x34*a3^5*a1^4 - 12*a6*a5*x34*a3^5*a1^4 + 12*a5^2*x34*a3^5*a1^4 + 4*a6^2*a3^6*a1^4 - 4*a6*a5*a3^6*a1^4 + 4*a5^2*a3^6*a1^4 - 4*a6^4*a5^2*x34*a2*a1^4 + 4*a6^3*a5^3*x34*a2*a1^4 - 4*a6^2*a5^4*x34*a2*a1^4 - 4*a6^4*a5*x34^2*a2*a1^4 + 4*a6^3*a5^2*x34^2*a2*a1^4 + 4*a6^2*a5^3*x34^2*a2*a1^4 - 4*a6*a5^4*x34^2*a2*a1^4 + 4*a6^3*a5*x34^3*a2*a1^4 + 4*a6^2*a5^2*x34^3*a2*a1^4 + 4*a6*a5^3*x34^3*a2*a1^4 - 4*a6^2*a5*x34^4*a2*a1^4 - 4*a6*a5^2*x34^4*a2*a1^4 - 8*a6^4*a5^2*a3*a2*a1^4 + 8*a6^3*a5^3*a3*a2*a1^4 - 8*a6^2*a5^4*a3*a2*a1^4 + 16*a6^4*a5*x34*a3*a2*a1^4 - 4*a6^3*a5^2*x34*a3*a2*a1^4 - 4*a6^2*a5^3*x34*a3*a2*a1^4 + 16*a6*a5^4*x34*a3*a2*a1^4 - 4*a6^4*x34^2*a3*a2*a1^4 + 24*a6^2*a5^2*x34^2*a3*a2*a1^4 - 4*a5^4*x34^2*a3*a2*a1^4 + 4*a6^3*x34^3*a3*a2*a1^4 - 28*a6^2*a5*x34^3*a3*a2*a1^4 - 28*a6*a5^2*x34^3*a3*a2*a1^4 + 4*a5^3*x34^3*a3*a2*a1^4 - 4*a6^2*x34^4*a3*a2*a1^4 + 24*a6*a5*x34^4*a3*a2*a1^4 - 4*a5^2*x34^4*a3*a2*a1^4 + 16*a6^4*a5*a3^2*a2*a1^4 - 4*a6^3*a5^2*a3^2*a2*a1^4 - 4*a6^2*a5^3*a3^2*a2*a1^4 + 16*a6*a5^4*a3^2*a2*a1^4 - 12*a6^4*x34*a3^2*a2*a1^4 - 24*a6^3*a5*x34*a3^2*a2*a1^4 + 48*a6^2*a5^2*x34*a3^2*a2*a1^4 - 24*a6*a5^3*x34*a3^2*a2*a1^4 - 12*a5^4*x34*a3^2*a2*a1^4 + 16*a6^3*x34^2*a3^2*a2*a1^4 - 48*a6^2*a5*x34^2*a3^2*a2*a1^4 - 48*a6*a5^2*x34^2*a3^2*a2*a1^4 + 16*a5^3*x34^2*a3^2*a2*a1^4 - 12*a6^2*x34^3*a3^2*a2*a1^4 + 84*a6*a5*x34^3*a3^2*a2*a1^4 - 12*a5^2*x34^3*a3^2*a2*a1^4 - 4*a6*x34^4*a3^2*a2*a1^4 - 4*a5*x34^4*a3^2*a2*a1^4 - 8*a6^4*a3^3*a2*a1^4 - 16*a6^3*a5*a3^3*a2*a1^4 + 32*a6^2*a5^2*a3^3*a2*a1^4 - 16*a6*a5^3*a3^3*a2*a1^4 - 8*a5^4*a3^3*a2*a1^4 + 24*a6^3*x34*a3^3*a2*a1^4 - 40*a6^2*a5*x34*a3^3*a2*a1^4 - 40*a6*a5^2*x34*a3^3*a2*a1^4 + 24*a5^3*x34*a3^3*a2*a1^4 - 8*a6^2*x34^2*a3^3*a2*a1^4 + 96*a6*a5*x34^2*a3^3*a2*a1^4 - 8*a5^2*x34^2*a3^3*a2*a1^4 - 12*a6*x34^3*a3^3*a2*a1^4 - 12*a5*x34^3*a3^3*a2*a1^4 + 12*a6^3*a3^4*a2*a1^4 - 20*a6^2*a5*a3^4*a2*a1^4 - 20*a6*a5^2*a3^4*a2*a1^4 + 12*a5^3*a3^4*a2*a1^4 + 60*a6*a5*x34*a3^4*a2*a1^4 - 16*a6*x34^2*a3^4*a2*a1^4 - 16*a5*x34^2*a3^4*a2*a1^4 + 24*a6*a5*a3^5*a2*a1^4 - 12*a6*x34*a3^5*a2*a1^4 - 12*a5*x34*a3^5*a2*a1^4 - 4*a6*a3^6*a2*a1^4 - 4*a5*a3^6*a2*a1^4 + 4*a6^4*a5^2*a2^2*a1^4 - 4*a6^3*a5^3*a2^2*a1^4 + 4*a6^2*a5^4*a2^2*a1^4 - 4*a6^4*a5*x34*a2^2*a1^4 + 4*a6^3*a5^2*x34*a2^2*a1^4 + 4*a6^2*a5^3*x34*a2^2*a1^4 - 4*a6*a5^4*x34*a2^2*a1^4 + 4*a6^4*x34^2*a2^2*a1^4 + 4*a6^3*a5*x34^2*a2^2*a1^4 - 24*a6^2*a5^2*x34^2*a2^2*a1^4 + 4*a6*a5^3*x34^2*a2^2*a1^4 + 4*a5^4*x34^2*a2^2*a1^4 - 4*a6^3*x34^3*a2^2*a1^4 + 4*a6^2*a5*x34^3*a2^2*a1^4 + 4*a6*a5^2*x34^3*a2^2*a1^4 - 4*a5^3*x34^3*a2^2*a1^4 + 4*a6^2*x34^4*a2^2*a1^4 - 4*a6*a5*x34^4*a2^2*a1^4 + 4*a5^2*x34^4*a2^2*a1^4 - 8*a6^4*a5*a3*a2^2*a1^4 + 8*a6^3*a5^2*a3*a2^2*a1^4 + 8*a6^2*a5^3*a3*a2^2*a1^4 - 8*a6*a5^4*a3*a2^2*a1^4 + 4*a6^4*x34*a3*a2^2*a1^4 - 4*a6^3*a5*x34*a3*a2^2*a1^4 - 36*a6^2*a5^2*x34*a3*a2^2*a1^4 - 4*a6*a5^3*x34*a3*a2^2*a1^4 + 4*a5^4*x34*a3*a2^2*a1^4 - 8*a6^3*x34^2*a3*a2^2*a1^4 + 24*a6^2*a5*x34^2*a3*a2^2*a1^4 + 24*a6*a5^2*x34^2*a3*a2^2*a1^4 - 8*a5^3*x34^2*a3*a2^2*a1^4 + 20*a6^2*x34^3*a3*a2^2*a1^4 - 28*a6*a5*x34^3*a3*a2^2*a1^4 + 20*a5^2*x34^3*a3*a2^2*a1^4 - 4*a6*x34^4*a3*a2^2*a1^4 - 4*a5*x34^4*a3*a2^2*a1^4 + 4*a6^4*a3^2*a2^2*a1^4 - 4*a6^3*a5*a3^2*a2^2*a1^4 - 36*a6^2*a5^2*a3^2*a2^2*a1^4 - 4*a6*a5^3*a3^2*a2^2*a1^4 + 4*a5^4*a3^2*a2^2*a1^4 + 48*a6^2*a5*x34*a3^2*a2^2*a1^4 + 48*a6*a5^2*x34*a3^2*a2^2*a1^4 + 12*a6^2*x34^2*a3^2*a2^2*a1^4 - 48*a6*a5*x34^2*a3^2*a2^2*a1^4 + 12*a5^2*x34^2*a3^2*a2^2*a1^4 - 12*a6*x34^3*a3^2*a2^2*a1^4 - 12*a5*x34^3*a3^2*a2^2*a1^4 + 4*x34^4*a3^2*a2^2*a1^4 + 32*a6^2*a5*a3^3*a2^2*a1^4 + 32*a6*a5^2*a3^3*a2^2*a1^4 - 16*a6^2*x34*a3^3*a2^2*a1^4 - 40*a6*a5*x34*a3^3*a2^2*a1^4 - 16*a5^2*x34*a3^3*a2^2*a1^4 - 8*a6*x34^2*a3^3*a2^2*a1^4 - 8*a5*x34^2*a3^3*a2^2*a1^4 + 12*x34^3*a3^3*a2^2*a1^4 - 8*a6^2*a3^4*a2^2*a1^4 - 20*a6*a5*a3^4*a2^2*a1^4 - 8*a5^2*a3^4*a2^2*a1^4 + 16*x34^2*a3^4*a2^2*a1^4 + 12*x34*a3^5*a2^2*a1^4 + 4*a3^6*a2^2*a1^4 - 4*a6^3*a5^2*a2^3*a1^4 - 4*a6^2*a5^3*a2^3*a1^4 + 4*a6^3*a5*x34*a2^3*a1^4 + 4*a6^2*a5^2*x34*a2^3*a1^4 + 4*a6*a5^3*x34*a2^3*a1^4 - 4*a6^3*x34^2*a2^3*a1^4 + 4*a6^2*a5*x34^2*a2^3*a1^4 + 4*a6*a5^2*x34^2*a2^3*a1^4 - 4*a5^3*x34^2*a2^3*a1^4 - 4*a6^2*x34^3*a2^3*a1^4 + 4*a6*a5*x34^3*a2^3*a1^4 - 4*a5^2*x34^3*a2^3*a1^4 + 8*a6^3*a5*a3*a2^3*a1^4 + 8*a6^2*a5^2*a3*a2^3*a1^4 + 8*a6*a5^3*a3*a2^3*a1^4 - 4*a6^3*x34*a3*a2^3*a1^4 - 4*a6^2*a5*x34*a3*a2^3*a1^4 - 4*a6*a5^2*x34*a3*a2^3*a1^4 - 4*a5^3*x34*a3*a2^3*a1^4 - 8*a6^2*x34^2*a3*a2^3*a1^4 - 8*a5^2*x34^2*a3*a2^3*a1^4 + 4*a6*x34^3*a3*a2^3*a1^4 + 4*a5*x34^3*a3*a2^3*a1^4 - 4*a6^3*a3^2*a2^3*a1^4 - 4*a6^2*a5*a3^2*a2^3*a1^4 - 4*a6*a5^2*a3^2*a2^3*a1^4 - 4*a5^3*a3^2*a2^3*a1^4 - 24*a6*a5*x34*a3^2*a2^3*a1^4 + 16*a6*x34^2*a3^2*a2^3*a1^4 + 16*a5*x34^2*a3^2*a2^3*a1^4 - 4*x34^3*a3^2*a2^3*a1^4 - 16*a6*a5*a3^3*a2^3*a1^4 + 24*a6*x34*a3^3*a2^3*a1^4 + 24*a5*x34*a3^3*a2^3*a1^4 - 16*x34^2*a3^3*a2^3*a1^4 + 12*a6*a3^4*a2^3*a1^4 + 12*a5*a3^4*a2^3*a1^4 - 20*x34*a3^4*a2^3*a1^4 - 8*a3^5*a2^3*a1^4 + 4*a6^2*a5^2*a2^4*a1^4 - 4*a6^2*a5*x34*a2^4*a1^4 - 4*a6*a5^2*x34*a2^4*a1^4 + 4*a6^2*x34^2*a2^4*a1^4 - 4*a6*a5*x34^2*a2^4*a1^4 + 4*a5^2*x34^2*a2^4*a1^4 - 8*a6^2*a5*a3*a2^4*a1^4 - 8*a6*a5^2*a3*a2^4*a1^4 + 4*a6^2*x34*a3*a2^4*a1^4 + 16*a6*a5*x34*a3*a2^4*a1^4 + 4*a5^2*x34*a3*a2^4*a1^4 - 4*a6*x34^2*a3*a2^4*a1^4 - 4*a5*x34^2*a3*a2^4*a1^4 + 4*a6^2*a3^2*a2^4*a1^4 + 16*a6*a5*a3^2*a2^4*a1^4 + 4*a5^2*a3^2*a2^4*a1^4 - 12*a6*x34*a3^2*a2^4*a1^4 - 12*a5*x34*a3^2*a2^4*a1^4 + 4*x34^2*a3^2*a2^4*a1^4 - 8*a6*a3^3*a2^4*a1^4 - 8*a5*a3^3*a2^4*a1^4 + 8*x34*a3^3*a2^4*a1^4 + 4*a3^4*a2^4*a1^4; -- polynomial C C = 8*a6^6*a5^6*x34^4*a3^2 - 8*a6^6*a5^5*x34^5*a3^2 - 8*a6^5*a5^6*x34^5*a3^2 + 8*a6^6*a5^4*x34^6*a3^2 - 8*a6^5*a5^5*x34^6*a3^2 + 8*a6^4*a5^6*x34^6*a3^2 + 24*a6^6*a5^6*x34^3*a3^3 - 44*a6^6*a5^5*x34^4*a3^3 - 44*a6^5*a5^6*x34^4*a3^3 + 44*a6^6*a5^4*x34^5*a3^3 + 44*a6^4*a5^6*x34^5*a3^3 - 8*a6^6*a5^3*x34^6*a3^3 - 4*a6^5*a5^4*x34^6*a3^3 - 4*a6^4*a5^5*x34^6*a3^3 - 8*a6^3*a5^6*x34^6*a3^3 + 32*a6^6*a5^6*x34^2*a3^4 - 100*a6^6*a5^5*x34^3*a3^4 - 100*a6^5*a5^6*x34^3*a3^4 + 124*a6^6*a5^4*x34^4*a3^4 + 96*a6^5*a5^5*x34^4*a3^4 + 124*a6^4*a5^6*x34^4*a3^4 - 52*a6^6*a5^3*x34^5*a3^4 - 48*a6^5*a5^4*x34^5*a3^4 - 48*a6^4*a5^5*x34^5*a3^4 - 52*a6^3*a5^6*x34^5*a3^4 + 8*a6^6*a5^2*x34^6*a3^4 - 4*a6^5*a5^3*x34^6*a3^4 + 24*a6^4*a5^4*x34^6*a3^4 - 4*a6^3*a5^5*x34^6*a3^4 + 8*a6^2*a5^6*x34^6*a3^4 + 24*a6^6*a5^6*x34*a3^5 - 124*a6^6*a5^5*x34^2*a3^5 - 124*a6^5*a5^6*x34^2*a3^5 + 212*a6^6*a5^4*x34^3*a3^5 + 272*a6^5*a5^5*x34^3*a3^5 + 212*a6^4*a5^6*x34^3*a3^5 - 144*a6^6*a5^3*x34^4*a3^5 - 204*a6^5*a5^4*x34^4*a3^5 - 204*a6^4*a5^5*x34^4*a3^5 - 144*a6^3*a5^6*x34^4*a3^5 + 40*a6^6*a5^2*x34^5*a3^5 + 24*a6^5*a5^3*x34^5*a3^5 + 120*a6^4*a5^4*x34^5*a3^5 + 24*a6^3*a5^5*x34^5*a3^5 + 40*a6^2*a5^6*x34^5*a3^5 - 8*a6^5*a5^2*x34^6*a3^5 - 4*a6^4*a5^3*x34^6*a3^5 - 4*a6^3*a5^4*x34^6*a3^5 - 8*a6^2*a5^5*x34^6*a3^5 + 8*a6^6*a5^6*a3^6 - 84*a6^6*a5^5*x34*a3^6 - 84*a6^5*a5^6*x34*a3^6 + 220*a6^6*a5^4*x34^2*a3^6 + 352*a6^5*a5^5*x34^2*a3^6 + 220*a6^4*a5^6*x34^2*a3^6 - 224*a6^6*a5^3*x34^3*a3^6 - 420*a6^5*a5^4*x34^3*a3^6 - 420*a6^4*a5^5*x34^3*a3^6 - 224*a6^3*a5^6*x34^3*a3^6 + 88*a6^6*a5^2*x34^4*a3^6 + 176*a6^5*a5^3*x34^4*a3^6 + 264*a6^4*a5^4*x34^4*a3^6 + 176*a6^3*a5^5*x34^4*a3^6 + 88*a6^2*a5^6*x34^4*a3^6 - 56*a6^5*a5^2*x34^5*a3^6 - 28*a6^4*a5^3*x34^5*a3^6 - 28*a6^3*a5^4*x34^5*a3^6 - 56*a6^2*a5^5*x34^5*a3^6 + 8*a6^4*a5^2*x34^6*a3^6 - 8*a6^3*a5^3*x34^6*a3^6 + 8*a6^2*a5^4*x34^6*a3^6 - 24*a6^6*a5^5*a3^7 - 24*a6^5*a5^6*a3^7 + 128*a6^6*a5^4*x34*a3^7 + 224*a6^5*a5^5*x34*a3^7 + 128*a6^4*a5^6*x34*a3^7 - 208*a6^6*a5^3*x34^2*a3^7 - 456*a6^5*a5^4*x34^2*a3^7 - 456*a6^4*a5^5*x34^2*a3^7 - 208*a6^3*a5^6*x34^2*a3^7 + 112*a6^6*a5^2*x34^3*a3^7 + 384*a6^5*a5^3*x34^3*a3^7 + 336*a6^4*a5^4*x34^3*a3^7 + 384*a6^3*a5^5*x34^3*a3^7 + 112*a6^2*a5^6*x34^3*a3^7 - 160*a6^5*a5^2*x34^4*a3^7 - 80*a6^4*a5^3*x34^4*a3^7 - 80*a6^3*a5^4*x34^4*a3^7 - 160*a6^2*a5^5*x34^4*a3^7 + 48*a6^4*a5^2*x34^5*a3^7 - 48*a6^3*a5^3*x34^5*a3^7 + 48*a6^2*a5^4*x34^5*a3^7 + 32*a6^6*a5^4*a3^8 + 56*a6^5*a5^5*a3^8 + 32*a6^4*a5^6*a3^8 - 108*a6^6*a5^3*x34*a3^8 - 252*a6^5*a5^4*x34*a3^8 - 252*a6^4*a5^5*x34*a3^8 - 108*a6^3*a5^6*x34*a3^8 + 88*a6^6*a5^2*x34^2*a3^8 + 396*a6^5*a5^3*x34^2*a3^8 + 264*a6^4*a5^4*x34^2*a3^8 + 396*a6^3*a5^5*x34^2*a3^8 + 88*a6^2*a5^6*x34^2*a3^8 - 240*a6^5*a5^2*x34^3*a3^8 - 120*a6^4*a5^3*x34^3*a3^8 - 120*a6^3*a5^4*x34^3*a3^8 - 240*a6^2*a5^5*x34^3*a3^8 + 120*a6^4*a5^2*x34^4*a3^8 - 120*a6^3*a5^3*x34^4*a3^8 + 120*a6^2*a5^4*x34^4*a3^8 - 24*a6^6*a5^3*a3^9 - 56*a6^5*a5^4*a3^9 - 56*a6^4*a5^5*a3^9 - 24*a6^3*a5^6*a3^9 + 40*a6^6*a5^2*x34*a3^9 + 200*a6^5*a5^3*x34*a3^9 + 120*a6^4*a5^4*x34*a3^9 + 200*a6^3*a5^5*x34*a3^9 + 40*a6^2*a5^6*x34*a3^9 - 200*a6^5*a5^2*x34^2*a3^9 - 100*a6^4*a5^3*x34^2*a3^9 - 100*a6^3*a5^4*x34^2*a3^9 - 200*a6^2*a5^5*x34^2*a3^9 + 160*a6^4*a5^2*x34^3*a3^9 - 160*a6^3*a5^3*x34^3*a3^9 + 160*a6^2*a5^4*x34^3*a3^9 + 8*a6^6*a5^2*a3^10 + 40*a6^5*a5^3*a3^10 + 24*a6^4*a5^4*a3^10 + 40*a6^3*a5^5*a3^10 + 8*a6^2*a5^6*a3^10 - 88*a6^5*a5^2*x34*a3^10 - 44*a6^4*a5^3*x34*a3^10 - 44*a6^3*a5^4*x34*a3^10 - 88*a6^2*a5^5*x34*a3^10 + 120*a6^4*a5^2*x34^2*a3^10 - 120*a6^3*a5^3*x34^2*a3^10 + 120*a6^2*a5^4*x34^2*a3^10 - 16*a6^5*a5^2*a3^11 - 8*a6^4*a5^3*a3^11 - 8*a6^3*a5^4*a3^11 - 16*a6^2*a5^5*a3^11 + 48*a6^4*a5^2*x34*a3^11 - 48*a6^3*a5^3*x34*a3^11 + 48*a6^2*a5^4*x34*a3^11 + 8*a6^4*a5^2*a3^12 - 8*a6^3*a5^3*a3^12 + 8*a6^2*a5^4*a3^12 - 8*a6^6*a5^6*x34^4*a3*a2 + 8*a6^6*a5^5*x34^5*a3*a2 + 8*a6^5*a5^6*x34^5*a3*a2 - 8*a6^6*a5^4*x34^6*a3*a2 + 8*a6^5*a5^5*x34^6*a3*a2 - 8*a6^4*a5^6*x34^6*a3*a2 - 36*a6^6*a5^6*x34^3*a3^2*a2 + 42*a6^6*a5^5*x34^4*a3^2*a2 + 42*a6^5*a5^6*x34^4*a3^2*a2 - 46*a6^6*a5^4*x34^5*a3^2*a2 + 48*a6^5*a5^5*x34^5*a3^2*a2 - 46*a6^4*a5^6*x34^5*a3^2*a2 - 4*a6^6*a5^3*x34^6*a3^2*a2 + 2*a6^5*a5^4*x34^6*a3^2*a2 + 2*a6^4*a5^5*x34^6*a3^2*a2 - 4*a6^3*a5^6*x34^6*a3^2*a2 - 64*a6^6*a5^6*x34^2*a3^3*a2 + 128*a6^6*a5^5*x34^3*a3^3*a2 + 128*a6^5*a5^6*x34^3*a3^3*a2 - 138*a6^6*a5^4*x34^4*a3^3*a2 + 72*a6^5*a5^5*x34^4*a3^3*a2 - 138*a6^4*a5^6*x34^4*a3^3*a2 + 16*a6^6*a5^3*x34^5*a3^3*a2 - 36*a6^5*a5^4*x34^5*a3^3*a2 - 36*a6^4*a5^5*x34^5*a3^3*a2 + 16*a6^3*a5^6*x34^5*a3^3*a2 - 4*a6^6*a5^2*x34^6*a3^3*a2 + 40*a6^5*a5^3*x34^6*a3^3*a2 - 28*a6^4*a5^4*x34^6*a3^3*a2 + 40*a6^3*a5^5*x34^6*a3^3*a2 - 4*a6^2*a5^6*x34^6*a3^3*a2 - 60*a6^6*a5^6*x34*a3^4*a2 + 214*a6^6*a5^5*x34^2*a3^4*a2 + 214*a6^5*a5^6*x34^2*a3^4*a2 - 280*a6^6*a5^4*x34^3*a3^4*a2 - 80*a6^5*a5^5*x34^3*a3^4*a2 - 280*a6^4*a5^6*x34^3*a3^4*a2 + 112*a6^6*a5^3*x34^4*a3^4*a2 - 102*a6^5*a5^4*x34^4*a3^4*a2 - 102*a6^4*a5^5*x34^4*a3^4*a2 + 112*a6^3*a5^6*x34^4*a3^4*a2 - 22*a6^6*a5^2*x34^5*a3^4*a2 + 192*a6^5*a5^3*x34^5*a3^4*a2 - 60*a6^4*a5^4*x34^5*a3^4*a2 + 192*a6^3*a5^5*x34^5*a3^4*a2 - 22*a6^2*a5^6*x34^5*a3^4*a2 - 8*a6^6*a5*x34^6*a3^4*a2 + 2*a6^5*a5^2*x34^6*a3^4*a2 - 28*a6^4*a5^3*x34^6*a3^4*a2 - 28*a6^3*a5^4*x34^6*a3^4*a2 + 2*a6^2*a5^5*x34^6*a3^4*a2 - 8*a6*a5^6*x34^6*a3^4*a2 - 24*a6^6*a5^6*a3^5*a2 + 180*a6^6*a5^5*x34*a3^5*a2 + 180*a6^5*a5^6*x34*a3^5*a2 - 350*a6^6*a5^4*x34^2*a3^5*a2 - 312*a6^5*a5^5*x34^2*a3^5*a2 - 350*a6^4*a5^6*x34^2*a3^5*a2 + 248*a6^6*a5^3*x34^3*a3^5*a2 - 56*a6^5*a5^4*x34^3*a3^5*a2 - 56*a6^4*a5^5*x34^3*a3^5*a2 + 248*a6^3*a5^6*x34^3*a3^5*a2 - 48*a6^6*a5^2*x34^4*a3^5*a2 + 312*a6^5*a5^3*x34^4*a3^5*a2 + 228*a6^4*a5^4*x34^4*a3^5*a2 + 312*a6^3*a5^5*x34^4*a3^5*a2 - 48*a6^2*a5^6*x34^4*a3^5*a2 - 40*a6^6*a5*x34^5*a3^5*a2 + 12*a6^5*a5^2*x34^5*a3^5*a2 - 216*a6^4*a5^3*x34^5*a3^5*a2 - 216*a6^3*a5^4*x34^5*a3^5*a2 + 12*a6^2*a5^5*x34^5*a3^5*a2 - 40*a6*a5^6*x34^5*a3^5*a2 + 8*a6^5*a5*x34^6*a3^5*a2 + 2*a6^4*a5^2*x34^6*a3^5*a2 + 40*a6^3*a5^3*x34^6*a3^5*a2 + 2*a6^2*a5^4*x34^6*a3^5*a2 + 8*a6*a5^5*x34^6*a3^5*a2 + 60*a6^6*a5^5*a3^6*a2 + 60*a6^5*a5^6*a3^6*a2 - 238*a6^6*a5^4*x34*a3^6*a2 - 280*a6^5*a5^5*x34*a3^6*a2 - 238*a6^4*a5^6*x34*a3^6*a2 + 288*a6^6*a5^3*x34^2*a3^6*a2 + 56*a6^5*a5^4*x34^2*a3^6*a2 + 56*a6^4*a5^5*x34^2*a3^6*a2 + 288*a6^3*a5^6*x34^2*a3^6*a2 - 56*a6^6*a5^2*x34^3*a3^6*a2 + 168*a6^5*a5^3*x34^3*a3^6*a2 + 924*a6^4*a5^4*x34^3*a3^6*a2 + 168*a6^3*a5^5*x34^3*a3^6*a2 - 56*a6^2*a5^6*x34^3*a3^6*a2 - 88*a6^6*a5*x34^4*a3^6*a2 + 32*a6^5*a5^2*x34^4*a3^6*a2 - 688*a6^4*a5^3*x34^4*a3^6*a2 - 688*a6^3*a5^4*x34^4*a3^6*a2 + 32*a6^2*a5^5*x34^4*a3^6*a2 - 88*a6*a5^6*x34^4*a3^6*a2 + 56*a6^5*a5*x34^5*a3^6*a2 + 14*a6^4*a5^2*x34^5*a3^6*a2 + 280*a6^3*a5^3*x34^5*a3^6*a2 + 14*a6^2*a5^4*x34^5*a3^6*a2 + 56*a6*a5^5*x34^5*a3^6*a2 - 8*a6^4*a5*x34^6*a3^6*a2 - 4*a6^3*a5^2*x34^6*a3^6*a2 - 4*a6^2*a5^3*x34^6*a3^6*a2 - 8*a6*a5^4*x34^6*a3^6*a2 - 68*a6^6*a5^4*a3^7*a2 - 80*a6^5*a5^5*a3^7*a2 - 68*a6^4*a5^6*a3^7*a2 + 176*a6^6*a5^3*x34*a3^7*a2 + 64*a6^5*a5^4*x34*a3^7*a2 + 64*a6^4*a5^5*x34*a3^7*a2 + 176*a6^3*a5^6*x34*a3^7*a2 - 40*a6^6*a5^2*x34^2*a3^7*a2 - 48*a6^5*a5^3*x34^2*a3^7*a2 + 1224*a6^4*a5^4*x34^2*a3^7*a2 - 48*a6^3*a5^5*x34^2*a3^7*a2 - 40*a6^2*a5^6*x34^2*a3^7*a2 - 112*a6^6*a5*x34^3*a3^7*a2 + 48*a6^5*a5^2*x34^3*a3^7*a2 - 1152*a6^4*a5^3*x34^3*a3^7*a2 - 1152*a6^3*a5^4*x34^3*a3^7*a2 + 48*a6^2*a5^5*x34^3*a3^7*a2 - 112*a6*a5^6*x34^3*a3^7*a2 + 160*a6^5*a5*x34^4*a3^7*a2 + 40*a6^4*a5^2*x34^4*a3^7*a2 + 800*a6^3*a5^3*x34^4*a3^7*a2 + 40*a6^2*a5^4*x34^4*a3^7*a2 + 160*a6*a5^5*x34^4*a3^7*a2 - 48*a6^4*a5*x34^5*a3^7*a2 - 24*a6^3*a5^2*x34^5*a3^7*a2 - 24*a6^2*a5^3*x34^5*a3^7*a2 - 48*a6*a5^4*x34^5*a3^7*a2 + 44*a6^6*a5^3*a3^8*a2 + 16*a6^5*a5^4*a3^8*a2 + 16*a6^4*a5^5*a3^8*a2 + 44*a6^3*a5^6*a3^8*a2 - 18*a6^6*a5^2*x34*a3^8*a2 - 72*a6^5*a5^3*x34*a3^8*a2 + 720*a6^4*a5^4*x34*a3^8*a2 - 72*a6^3*a5^5*x34*a3^8*a2 - 18*a6^2*a5^6*x34*a3^8*a2 - 88*a6^6*a5*x34^2*a3^8*a2 + 42*a6^5*a5^2*x34^2*a3^8*a2 - 1068*a6^4*a5^3*x34^2*a3^8*a2 - 1068*a6^3*a5^4*x34^2*a3^8*a2 + 42*a6^2*a5^5*x34^2*a3^8*a2 - 88*a6*a5^6*x34^2*a3^8*a2 + 240*a6^5*a5*x34^3*a3^8*a2 + 60*a6^4*a5^2*x34^3*a3^8*a2 + 1200*a6^3*a5^3*x34^3*a3^8*a2 + 60*a6^2*a5^4*x34^3*a3^8*a2 + 240*a6*a5^5*x34^3*a3^8*a2 - 120*a6^4*a5*x34^4*a3^8*a2 - 60*a6^3*a5^2*x34^4*a3^8*a2 - 60*a6^2*a5^3*x34^4*a3^8*a2 - 120*a6*a5^4*x34^4*a3^8*a2 - 4*a6^6*a5^2*a3^9*a2 - 16*a6^5*a5^3*a3^9*a2 + 160*a6^4*a5^4*a3^9*a2 - 16*a6^3*a5^5*a3^9*a2 - 4*a6^2*a5^6*a3^9*a2 - 40*a6^6*a5*x34*a3^9*a2 + 20*a6^5*a5^2*x34*a3^9*a2 - 520*a6^4*a5^3*x34*a3^9*a2 - 520*a6^3*a5^4*x34*a3^9*a2 + 20*a6^2*a5^5*x34*a3^9*a2 - 40*a6*a5^6*x34*a3^9*a2 + 200*a6^5*a5*x34^2*a3^9*a2 + 50*a6^4*a5^2*x34^2*a3^9*a2 + 1000*a6^3*a5^3*x34^2*a3^9*a2 + 50*a6^2*a5^4*x34^2*a3^9*a2 + 200*a6*a5^5*x34^2*a3^9*a2 - 160*a6^4*a5*x34^3*a3^9*a2 - 80*a6^3*a5^2*x34^3*a3^9*a2 - 80*a6^2*a5^3*x34^3*a3^9*a2 - 160*a6*a5^4*x34^3*a3^9*a2 - 8*a6^6*a5*a3^10*a2 + 4*a6^5*a5^2*a3^10*a2 - 104*a6^4*a5^3*a3^10*a2 - 104*a6^3*a5^4*a3^10*a2 + 4*a6^2*a5^5*a3^10*a2 - 8*a6*a5^6*a3^10*a2 + 88*a6^5*a5*x34*a3^10*a2 + 22*a6^4*a5^2*x34*a3^10*a2 + 440*a6^3*a5^3*x34*a3^10*a2 + 22*a6^2*a5^4*x34*a3^10*a2 + 88*a6*a5^5*x34*a3^10*a2 - 120*a6^4*a5*x34^2*a3^10*a2 - 60*a6^3*a5^2*x34^2*a3^10*a2 - 60*a6^2*a5^3*x34^2*a3^10*a2 - 120*a6*a5^4*x34^2*a3^10*a2 + 16*a6^5*a5*a3^11*a2 + 4*a6^4*a5^2*a3^11*a2 + 80*a6^3*a5^3*a3^11*a2 + 4*a6^2*a5^4*a3^11*a2 + 16*a6*a5^5*a3^11*a2 - 48*a6^4*a5*x34*a3^11*a2 - 24*a6^3*a5^2*x34*a3^11*a2 - 24*a6^2*a5^3*x34*a3^11*a2 - 48*a6*a5^4*x34*a3^11*a2 - 8*a6^4*a5*a3^12*a2 - 4*a6^3*a5^2*a3^12*a2 - 4*a6^2*a5^3*a3^12*a2 - 8*a6*a5^4*a3^12*a2 + 8*a6^6*a5^6*x34^4*a2^2 - 8*a6^6*a5^5*x34^5*a2^2 - 8*a6^5*a5^6*x34^5*a2^2 + 8*a6^6*a5^4*x34^6*a2^2 - 8*a6^5*a5^5*x34^6*a2^2 + 8*a6^4*a5^6*x34^6*a2^2 + 28*a6^6*a5^6*x34^3*a3*a2^2 - 38*a6^6*a5^5*x34^4*a3*a2^2 - 38*a6^5*a5^6*x34^4*a3*a2^2 + 50*a6^6*a5^4*x34^5*a3*a2^2 - 48*a6^5*a5^5*x34^5*a3*a2^2 + 50*a6^4*a5^6*x34^5*a3*a2^2 - 4*a6^6*a5^3*x34^6*a3*a2^2 + 2*a6^5*a5^4*x34^6*a3*a2^2 + 2*a6^4*a5^5*x34^6*a3*a2^2 - 4*a6^3*a5^6*x34^6*a3*a2^2 + 60*a6^6*a5^6*x34^2*a3^2*a2^2 - 100*a6^6*a5^5*x34^3*a3^2*a2^2 - 100*a6^5*a5^6*x34^3*a3^2*a2^2 + 162*a6^6*a5^4*x34^4*a3^2*a2^2 - 120*a6^5*a5^5*x34^4*a3^2*a2^2 + 162*a6^4*a5^6*x34^4*a3^2*a2^2 - 52*a6^6*a5^3*x34^5*a3^2*a2^2 + 12*a6^5*a5^4*x34^5*a3^2*a2^2 + 12*a6^4*a5^5*x34^5*a3^2*a2^2 - 52*a6^3*a5^6*x34^5*a3^2*a2^2 + 24*a6^6*a5^2*x34^6*a3^2*a2^2 - 28*a6^5*a5^3*x34^6*a3^2*a2^2 + 32*a6^4*a5^4*x34^6*a3^2*a2^2 - 28*a6^3*a5^5*x34^6*a3^2*a2^2 + 24*a6^2*a5^6*x34^6*a3^2*a2^2 + 64*a6^6*a5^6*x34*a3^3*a2^2 - 180*a6^6*a5^5*x34^2*a3^3*a2^2 - 180*a6^5*a5^6*x34^2*a3^3*a2^2 + 304*a6^6*a5^4*x34^3*a3^3*a2^2 - 128*a6^5*a5^5*x34^3*a3^3*a2^2 + 304*a6^4*a5^6*x34^3*a3^3*a2^2 - 204*a6^6*a5^3*x34^4*a3^3*a2^2 + 66*a6^5*a5^4*x34^4*a3^3*a2^2 + 66*a6^4*a5^5*x34^4*a3^3*a2^2 - 204*a6^3*a5^6*x34^4*a3^3*a2^2 + 116*a6^6*a5^2*x34^5*a3^3*a2^2 - 136*a6^5*a5^3*x34^5*a3^3*a2^2 + 228*a6^4*a5^4*x34^5*a3^3*a2^2 - 136*a6^3*a5^5*x34^5*a3^3*a2^2 + 116*a6^2*a5^6*x34^5*a3^3*a2^2 - 4*a6^6*a5*x34^6*a3^3*a2^2 - 28*a6^5*a5^2*x34^6*a3^3*a2^2 - 4*a6^4*a5^3*x34^6*a3^3*a2^2 - 4*a6^3*a5^4*x34^6*a3^3*a2^2 - 28*a6^2*a5^5*x34^6*a3^3*a2^2 - 4*a6*a5^6*x34^6*a3^3*a2^2 + 32*a6^6*a5^6*a3^4*a2^2 - 170*a6^6*a5^5*x34*a3^4*a2^2 - 170*a6^5*a5^6*x34*a3^4*a2^2 + 352*a6^6*a5^4*x34^2*a3^4*a2^2 - 24*a6^5*a5^5*x34^2*a3^4*a2^2 + 352*a6^4*a5^6*x34^2*a3^4*a2^2 - 380*a6^6*a5^3*x34^3*a3^4*a2^2 + 220*a6^5*a5^4*x34^3*a3^4*a2^2 + 220*a6^4*a5^5*x34^3*a3^4*a2^2 - 380*a6^3*a5^6*x34^3*a3^4*a2^2 + 252*a6^6*a5^2*x34^4*a3^4*a2^2 - 224*a6^5*a5^3*x34^4*a3^4*a2^2 + 228*a6^4*a5^4*x34^4*a3^4*a2^2 - 224*a6^3*a5^5*x34^4*a3^4*a2^2 + 252*a6^2*a5^6*x34^4*a3^4*a2^2 - 22*a6^6*a5*x34^5*a3^4*a2^2 - 168*a6^5*a5^2*x34^5*a3^4*a2^2 + 12*a6^4*a5^3*x34^5*a3^4*a2^2 + 12*a6^3*a5^4*x34^5*a3^4*a2^2 - 168*a6^2*a5^5*x34^5*a3^4*a2^2 - 22*a6*a5^6*x34^5*a3^4*a2^2 + 8*a6^6*x34^6*a3^4*a2^2 + 2*a6^5*a5*x34^6*a3^4*a2^2 + 32*a6^4*a5^2*x34^6*a3^4*a2^2 - 4*a6^3*a5^3*x34^6*a3^4*a2^2 + 32*a6^2*a5^4*x34^6*a3^4*a2^2 + 2*a6*a5^5*x34^6*a3^4*a2^2 + 8*a5^6*x34^6*a3^4*a2^2 - 68*a6^6*a5^5*a3^5*a2^2 - 68*a6^5*a5^6*a3^5*a2^2 + 240*a6^6*a5^4*x34*a3^5*a2^2 + 48*a6^5*a5^5*x34*a3^5*a2^2 + 240*a6^4*a5^6*x34*a3^5*a2^2 - 404*a6^6*a5^3*x34^2*a3^5*a2^2 + 354*a6^5*a5^4*x34^2*a3^5*a2^2 + 354*a6^4*a5^5*x34^2*a3^5*a2^2 - 404*a6^3*a5^6*x34^2*a3^5*a2^2 + 300*a6^6*a5^2*x34^3*a3^5*a2^2 - 64*a6^5*a5^3*x34^3*a3^5*a2^2 - 692*a6^4*a5^4*x34^3*a3^5*a2^2 - 64*a6^3*a5^5*x34^3*a3^5*a2^2 + 300*a6^2*a5^6*x34^3*a3^5*a2^2 - 48*a6^6*a5*x34^4*a3^5*a2^2 - 420*a6^5*a5^2*x34^4*a3^5*a2^2 + 156*a6^4*a5^3*x34^4*a3^5*a2^2 + 156*a6^3*a5^4*x34^4*a3^5*a2^2 - 420*a6^2*a5^5*x34^4*a3^5*a2^2 - 48*a6*a5^6*x34^4*a3^5*a2^2 + 40*a6^6*x34^5*a3^5*a2^2 + 12*a6^5*a5*x34^5*a3^5*a2^2 + 192*a6^4*a5^2*x34^5*a3^5*a2^2 + 8*a6^3*a5^3*x34^5*a3^5*a2^2 + 192*a6^2*a5^4*x34^5*a3^5*a2^2 + 12*a6*a5^5*x34^5*a3^5*a2^2 + 40*a5^6*x34^5*a3^5*a2^2 - 8*a6^5*x34^6*a3^5*a2^2 + 2*a6^4*a5*x34^6*a3^5*a2^2 - 28*a6^3*a5^2*x34^6*a3^5*a2^2 - 28*a6^2*a5^3*x34^6*a3^5*a2^2 + 2*a6*a5^4*x34^6*a3^5*a2^2 - 8*a5^5*x34^6*a3^5*a2^2 + 80*a6^6*a5^4*a3^6*a2^2 + 16*a6^5*a5^5*a3^6*a2^2 + 80*a6^4*a5^6*a3^6*a2^2 - 252*a6^6*a5^3*x34*a3^6*a2^2 + 266*a6^5*a5^4*x34*a3^6*a2^2 + 266*a6^4*a5^5*x34*a3^6*a2^2 - 252*a6^3*a5^6*x34*a3^6*a2^2 + 212*a6^6*a5^2*x34^2*a3^6*a2^2 + 184*a6^5*a5^3*x34^2*a3^6*a2^2 - 1612*a6^4*a5^4*x34^2*a3^6*a2^2 + 184*a6^3*a5^5*x34^2*a3^6*a2^2 + 212*a6^2*a5^6*x34^2*a3^6*a2^2 - 56*a6^6*a5*x34^3*a3^6*a2^2 - 588*a6^5*a5^2*x34^3*a3^6*a2^2 + 420*a6^4*a5^3*x34^3*a3^6*a2^2 + 420*a6^3*a5^4*x34^3*a3^6*a2^2 - 588*a6^2*a5^5*x34^3*a3^6*a2^2 - 56*a6*a5^6*x34^3*a3^6*a2^2 + 88*a6^6*x34^4*a3^6*a2^2 + 32*a6^5*a5*x34^4*a3^6*a2^2 + 512*a6^4*a5^2*x34^4*a3^6*a2^2 + 96*a6^3*a5^3*x34^4*a3^6*a2^2 + 512*a6^2*a5^4*x34^4*a3^6*a2^2 + 32*a6*a5^5*x34^4*a3^6*a2^2 + 88*a5^6*x34^4*a3^6*a2^2 - 56*a6^5*x34^5*a3^6*a2^2 + 14*a6^4*a5*x34^5*a3^6*a2^2 - 196*a6^3*a5^2*x34^5*a3^6*a2^2 - 196*a6^2*a5^3*x34^5*a3^6*a2^2 + 14*a6*a5^4*x34^5*a3^6*a2^2 - 56*a5^5*x34^5*a3^6*a2^2 + 8*a6^4*x34^6*a3^6*a2^2 - 4*a6^3*a5*x34^6*a3^6*a2^2 + 24*a6^2*a5^2*x34^6*a3^6*a2^2 - 4*a6*a5^3*x34^6*a3^6*a2^2 + 8*a5^4*x34^6*a3^6*a2^2 - 72*a6^6*a5^3*a3^7*a2^2 + 76*a6^5*a5^4*a3^7*a2^2 + 76*a6^4*a5^5*a3^7*a2^2 - 72*a6^3*a5^6*a3^7*a2^2 + 96*a6^6*a5^2*x34*a3^7*a2^2 + 176*a6^5*a5^3*x34*a3^7*a2^2 - 1184*a6^4*a5^4*x34*a3^7*a2^2 + 176*a6^3*a5^5*x34*a3^7*a2^2 + 96*a6^2*a5^6*x34*a3^7*a2^2 - 40*a6^6*a5*x34^2*a3^7*a2^2 - 504*a6^5*a5^2*x34^2*a3^7*a2^2 + 504*a6^4*a5^3*x34^2*a3^7*a2^2 + 504*a6^3*a5^4*x34^2*a3^7*a2^2 - 504*a6^2*a5^5*x34^2*a3^7*a2^2 - 40*a6*a5^6*x34^2*a3^7*a2^2 + 112*a6^6*x34^3*a3^7*a2^2 + 48*a6^5*a5*x34^3*a3^7*a2^2 + 768*a6^4*a5^2*x34^3*a3^7*a2^2 + 224*a6^3*a5^3*x34^3*a3^7*a2^2 + 768*a6^2*a5^4*x34^3*a3^7*a2^2 + 48*a6*a5^5*x34^3*a3^7*a2^2 + 112*a5^6*x34^3*a3^7*a2^2 - 160*a6^5*x34^4*a3^7*a2^2 + 40*a6^4*a5*x34^4*a3^7*a2^2 - 560*a6^3*a5^2*x34^4*a3^7*a2^2 - 560*a6^2*a5^3*x34^4*a3^7*a2^2 + 40*a6*a5^4*x34^4*a3^7*a2^2 - 160*a5^5*x34^4*a3^7*a2^2 + 48*a6^4*x34^5*a3^7*a2^2 - 24*a6^3*a5*x34^5*a3^7*a2^2 + 144*a6^2*a5^2*x34^5*a3^7*a2^2 - 24*a6*a5^3*x34^5*a3^7*a2^2 + 48*a5^4*x34^5*a3^7*a2^2 + 24*a6^6*a5^2*a3^8*a2^2 + 44*a6^5*a5^3*a3^8*a2^2 - 296*a6^4*a5^4*a3^8*a2^2 + 44*a6^3*a5^5*a3^8*a2^2 + 24*a6^2*a5^6*a3^8*a2^2 - 18*a6^6*a5*x34*a3^8*a2^2 - 252*a6^5*a5^2*x34*a3^8*a2^2 + 288*a6^4*a5^3*x34*a3^8*a2^2 + 288*a6^3*a5^4*x34*a3^8*a2^2 - 252*a6^2*a5^5*x34*a3^8*a2^2 - 18*a6*a5^6*x34*a3^8*a2^2 + 88*a6^6*x34^2*a3^8*a2^2 + 42*a6^5*a5*x34^2*a3^8*a2^2 + 672*a6^4*a5^2*x34^2*a3^8*a2^2 + 236*a6^3*a5^3*x34^2*a3^8*a2^2 + 672*a6^2*a5^4*x34^2*a3^8*a2^2 + 42*a6*a5^5*x34^2*a3^8*a2^2 + 88*a5^6*x34^2*a3^8*a2^2 - 240*a6^5*x34^3*a3^8*a2^2 + 60*a6^4*a5*x34^3*a3^8*a2^2 - 840*a6^3*a5^2*x34^3*a3^8*a2^2 - 840*a6^2*a5^3*x34^3*a3^8*a2^2 + 60*a6*a5^4*x34^3*a3^8*a2^2 - 240*a5^5*x34^3*a3^8*a2^2 + 120*a6^4*x34^4*a3^8*a2^2 - 60*a6^3*a5*x34^4*a3^8*a2^2 + 360*a6^2*a5^2*x34^4*a3^8*a2^2 - 60*a6*a5^3*x34^4*a3^8*a2^2 + 120*a5^4*x34^4*a3^8*a2^2 - 4*a6^6*a5*a3^9*a2^2 - 56*a6^5*a5^2*a3^9*a2^2 + 64*a6^4*a5^3*a3^9*a2^2 + 64*a6^3*a5^4*a3^9*a2^2 - 56*a6^2*a5^5*a3^9*a2^2 - 4*a6*a5^6*a3^9*a2^2 + 40*a6^6*x34*a3^9*a2^2 + 20*a6^5*a5*x34*a3^9*a2^2 + 320*a6^4*a5^2*x34*a3^9*a2^2 + 120*a6^3*a5^3*x34*a3^9*a2^2 + 320*a6^2*a5^4*x34*a3^9*a2^2 + 20*a6*a5^5*x34*a3^9*a2^2 + 40*a5^6*x34*a3^9*a2^2 - 200*a6^5*x34^2*a3^9*a2^2 + 50*a6^4*a5*x34^2*a3^9*a2^2 - 700*a6^3*a5^2*x34^2*a3^9*a2^2 - 700*a6^2*a5^3*x34^2*a3^9*a2^2 + 50*a6*a5^4*x34^2*a3^9*a2^2 - 200*a5^5*x34^2*a3^9*a2^2 + 160*a6^4*x34^3*a3^9*a2^2 - 80*a6^3*a5*x34^3*a3^9*a2^2 + 480*a6^2*a5^2*x34^3*a3^9*a2^2 - 80*a6*a5^3*x34^3*a3^9*a2^2 + 160*a5^4*x34^3*a3^9*a2^2 + 8*a6^6*a3^10*a2^2 + 4*a6^5*a5*a3^10*a2^2 + 64*a6^4*a5^2*a3^10*a2^2 + 24*a6^3*a5^3*a3^10*a2^2 + 64*a6^2*a5^4*a3^10*a2^2 + 4*a6*a5^5*a3^10*a2^2 + 8*a5^6*a3^10*a2^2 - 88*a6^5*x34*a3^10*a2^2 + 22*a6^4*a5*x34*a3^10*a2^2 - 308*a6^3*a5^2*x34*a3^10*a2^2 - 308*a6^2*a5^3*x34*a3^10*a2^2 + 22*a6*a5^4*x34*a3^10*a2^2 - 88*a5^5*x34*a3^10*a2^2 + 120*a6^4*x34^2*a3^10*a2^2 - 60*a6^3*a5*x34^2*a3^10*a2^2 + 360*a6^2*a5^2*x34^2*a3^10*a2^2 - 60*a6*a5^3*x34^2*a3^10*a2^2 + 120*a5^4*x34^2*a3^10*a2^2 - 16*a6^5*a3^11*a2^2 + 4*a6^4*a5*a3^11*a2^2 - 56*a6^3*a5^2*a3^11*a2^2 - 56*a6^2*a5^3*a3^11*a2^2 + 4*a6*a5^4*a3^11*a2^2 - 16*a5^5*a3^11*a2^2 + 48*a6^4*x34*a3^11*a2^2 - 24*a6^3*a5*x34*a3^11*a2^2 + 144*a6^2*a5^2*x34*a3^11*a2^2 - 24*a6*a5^3*x34*a3^11*a2^2 + 48*a5^4*x34*a3^11*a2^2 + 8*a6^4*a3^12*a2^2 - 4*a6^3*a5*a3^12*a2^2 + 24*a6^2*a5^2*a3^12*a2^2 - 4*a6*a5^3*a3^12*a2^2 + 8*a5^4*a3^12*a2^2 - 8*a6^6*a5^6*x34^3*a2^3 - 4*a6^6*a5^5*x34^4*a2^3 - 4*a6^5*a5^6*x34^4*a2^3 - 4*a6^6*a5^4*x34^5*a2^3 + 48*a6^5*a5^5*x34^5*a2^3 - 4*a6^4*a5^6*x34^5*a2^3 - 8*a6^6*a5^3*x34^6*a2^3 - 4*a6^5*a5^4*x34^6*a2^3 - 4*a6^4*a5^5*x34^6*a2^3 - 8*a6^3*a5^6*x34^6*a2^3 - 28*a6^6*a5^6*x34^2*a3*a2^3 + 24*a6^6*a5^5*x34^3*a3*a2^3 + 24*a6^5*a5^6*x34^3*a3*a2^3 - 48*a6^6*a5^4*x34^4*a3*a2^3 + 192*a6^5*a5^5*x34^4*a3*a2^3 - 48*a6^4*a5^6*x34^4*a3*a2^3 - 8*a6^6*a5^3*x34^5*a3*a2^3 - 72*a6^5*a5^4*x34^5*a3*a2^3 - 72*a6^4*a5^5*x34^5*a3*a2^3 - 8*a6^3*a5^6*x34^5*a3*a2^3 - 4*a6^6*a5^2*x34^6*a3*a2^3 + 40*a6^5*a5^3*x34^6*a3*a2^3 - 28*a6^4*a5^4*x34^6*a3*a2^3 + 40*a6^3*a5^5*x34^6*a3*a2^3 - 4*a6^2*a5^6*x34^6*a3*a2^3 - 36*a6^6*a5^6*x34*a3^2*a2^3 + 68*a6^6*a5^5*x34^2*a3^2*a2^3 + 68*a6^5*a5^6*x34^2*a3^2*a2^3 - 156*a6^6*a5^4*x34^3*a3^2*a2^3 + 320*a6^5*a5^5*x34^3*a3^2*a2^3 - 156*a6^4*a5^6*x34^3*a3^2*a2^3 + 76*a6^6*a5^3*x34^4*a3^2*a2^3 - 264*a6^5*a5^4*x34^4*a3^2*a2^3 - 264*a6^4*a5^5*x34^4*a3^2*a2^3 + 76*a6^3*a5^6*x34^4*a3^2*a2^3 - 52*a6^6*a5^2*x34^5*a3^2*a2^3 + 272*a6^5*a5^3*x34^5*a3^2*a2^3 - 132*a6^4*a5^4*x34^5*a3^2*a2^3 + 272*a6^3*a5^5*x34^5*a3^2*a2^3 - 52*a6^2*a5^6*x34^5*a3^2*a2^3 - 4*a6^6*a5*x34^6*a3^2*a2^3 - 28*a6^5*a5^2*x34^6*a3^2*a2^3 - 4*a6^4*a5^3*x34^6*a3^2*a2^3 - 4*a6^3*a5^4*x34^6*a3^2*a2^3 - 28*a6^2*a5^5*x34^6*a3^2*a2^3 - 4*a6*a5^6*x34^6*a3^2*a2^3 - 24*a6^6*a5^6*a3^3*a2^3 + 88*a6^6*a5^5*x34*a3^3*a2^3 + 88*a6^5*a5^6*x34*a3^3*a2^3 - 224*a6^6*a5^4*x34^2*a3^3*a2^3 + 320*a6^5*a5^5*x34^2*a3^3*a2^3 - 224*a6^4*a5^6*x34^2*a3^3*a2^3 + 272*a6^6*a5^3*x34^3*a3^3*a2^3 - 512*a6^5*a5^4*x34^3*a3^3*a2^3 - 512*a6^4*a5^5*x34^3*a3^3*a2^3 + 272*a6^3*a5^6*x34^3*a3^3*a2^3 - 204*a6^6*a5^2*x34^4*a3^3*a2^3 + 664*a6^5*a5^3*x34^4*a3^3*a2^3 - 96*a6^4*a5^4*x34^4*a3^3*a2^3 + 664*a6^3*a5^5*x34^4*a3^3*a2^3 - 204*a6^2*a5^6*x34^4*a3^3*a2^3 + 16*a6^6*a5*x34^5*a3^3*a2^3 - 136*a6^5*a5^2*x34^5*a3^3*a2^3 - 120*a6^4*a5^3*x34^5*a3^3*a2^3 - 120*a6^3*a5^4*x34^5*a3^3*a2^3 - 136*a6^2*a5^5*x34^5*a3^3*a2^3 + 16*a6*a5^6*x34^5*a3^3*a2^3 - 8*a6^6*x34^6*a3^3*a2^3 + 40*a6^5*a5*x34^6*a3^3*a2^3 - 4*a6^4*a5^2*x34^6*a3^3*a2^3 + 48*a6^3*a5^3*x34^6*a3^3*a2^3 - 4*a6^2*a5^4*x34^6*a3^3*a2^3 + 40*a6*a5^5*x34^6*a3^3*a2^3 - 8*a5^6*x34^6*a3^3*a2^3 + 44*a6^6*a5^5*a3^4*a2^3 + 44*a6^5*a5^6*a3^4*a2^3 - 180*a6^6*a5^4*x34*a3^4*a2^3 + 160*a6^5*a5^5*x34*a3^4*a2^3 - 180*a6^4*a5^6*x34*a3^4*a2^3 + 396*a6^6*a5^3*x34^2*a3^4*a2^3 - 576*a6^5*a5^4*x34^2*a3^4*a2^3 - 576*a6^4*a5^5*x34^2*a3^4*a2^3 + 396*a6^3*a5^6*x34^2*a3^4*a2^3 - 380*a6^6*a5^2*x34^3*a3^4*a2^3 + 640*a6^5*a5^3*x34^3*a3^4*a2^3 + 520*a6^4*a5^4*x34^3*a3^4*a2^3 + 640*a6^3*a5^5*x34^3*a3^4*a2^3 - 380*a6^2*a5^6*x34^3*a3^4*a2^3 + 112*a6^6*a5*x34^4*a3^4*a2^3 - 224*a6^5*a5^2*x34^4*a3^4*a2^3 - 396*a6^4*a5^3*x34^4*a3^4*a2^3 - 396*a6^3*a5^4*x34^4*a3^4*a2^3 - 224*a6^2*a5^5*x34^4*a3^4*a2^3 + 112*a6*a5^6*x34^4*a3^4*a2^3 - 52*a6^6*x34^5*a3^4*a2^3 + 192*a6^5*a5*x34^5*a3^4*a2^3 + 12*a6^4*a5^2*x34^5*a3^4*a2^3 + 192*a6^3*a5^3*x34^5*a3^4*a2^3 + 12*a6^2*a5^4*x34^5*a3^4*a2^3 + 192*a6*a5^5*x34^5*a3^4*a2^3 - 52*a5^6*x34^5*a3^4*a2^3 - 4*a6^5*x34^6*a3^4*a2^3 - 28*a6^4*a5*x34^6*a3^4*a2^3 - 4*a6^3*a5^2*x34^6*a3^4*a2^3 - 4*a6^2*a5^3*x34^6*a3^4*a2^3 - 28*a6*a5^4*x34^6*a3^4*a2^3 - 4*a5^5*x34^6*a3^4*a2^3 - 72*a6^6*a5^4*a3^5*a2^3 + 64*a6^5*a5^5*a3^5*a2^3 - 72*a6^4*a5^6*a3^5*a2^3 + 312*a6^6*a5^3*x34*a3^5*a2^3 - 384*a6^5*a5^4*x34*a3^5*a2^3 - 384*a6^4*a5^5*x34*a3^5*a2^3 + 312*a6^3*a5^6*x34*a3^5*a2^3 - 404*a6^6*a5^2*x34^2*a3^5*a2^3 + 88*a6^5*a5^3*x34^2*a3^5*a2^3 + 1272*a6^4*a5^4*x34^2*a3^5*a2^3 + 88*a6^3*a5^5*x34^2*a3^5*a2^3 - 404*a6^2*a5^6*x34^2*a3^5*a2^3 + 248*a6^6*a5*x34^3*a3^5*a2^3 - 64*a6^5*a5^2*x34^3*a3^5*a2^3 - 560*a6^4*a5^3*x34^3*a3^5*a2^3 - 560*a6^3*a5^4*x34^3*a3^5*a2^3 - 64*a6^2*a5^5*x34^3*a3^5*a2^3 + 248*a6*a5^6*x34^3*a3^5*a2^3 - 144*a6^6*x34^4*a3^5*a2^3 + 312*a6^5*a5*x34^4*a3^5*a2^3 + 156*a6^4*a5^2*x34^4*a3^5*a2^3 + 144*a6^3*a5^3*x34^4*a3^5*a2^3 + 156*a6^2*a5^4*x34^4*a3^5*a2^3 + 312*a6*a5^5*x34^4*a3^5*a2^3 - 144*a5^6*x34^4*a3^5*a2^3 + 24*a6^5*x34^5*a3^5*a2^3 - 216*a6^4*a5*x34^5*a3^5*a2^3 + 8*a6^3*a5^2*x34^5*a3^5*a2^3 + 8*a6^2*a5^3*x34^5*a3^5*a2^3 - 216*a6*a5^4*x34^5*a3^5*a2^3 + 24*a5^5*x34^5*a3^5*a2^3 - 4*a6^4*x34^6*a3^5*a2^3 + 40*a6^3*a5*x34^6*a3^5*a2^3 - 28*a6^2*a5^2*x34^6*a3^5*a2^3 + 40*a6*a5^3*x34^6*a3^5*a2^3 - 4*a5^4*x34^6*a3^5*a2^3 + 104*a6^6*a5^3*a3^6*a2^3 - 128*a6^5*a5^4*a3^6*a2^3 - 128*a6^4*a5^5*a3^6*a2^3 + 104*a6^3*a5^6*a3^6*a2^3 - 252*a6^6*a5^2*x34*a3^6*a2^3 - 168*a6^5*a5^3*x34*a3^6*a2^3 + 1064*a6^4*a5^4*x34*a3^6*a2^3 - 168*a6^3*a5^5*x34*a3^6*a2^3 - 252*a6^2*a5^6*x34*a3^6*a2^3 + 288*a6^6*a5*x34^2*a3^6*a2^3 + 184*a6^5*a5^2*x34^2*a3^6*a2^3 - 448*a6^4*a5^3*x34^2*a3^6*a2^3 - 448*a6^3*a5^4*x34^2*a3^6*a2^3 + 184*a6^2*a5^5*x34^2*a3^6*a2^3 + 288*a6*a5^6*x34^2*a3^6*a2^3 - 224*a6^6*x34^3*a3^6*a2^3 + 168*a6^5*a5*x34^3*a3^6*a2^3 + 420*a6^4*a5^2*x34^3*a3^6*a2^3 - 336*a6^3*a5^3*x34^3*a3^6*a2^3 + 420*a6^2*a5^4*x34^3*a3^6*a2^3 + 168*a6*a5^5*x34^3*a3^6*a2^3 - 224*a5^6*x34^3*a3^6*a2^3 + 176*a6^5*x34^4*a3^6*a2^3 - 688*a6^4*a5*x34^4*a3^6*a2^3 + 96*a6^3*a5^2*x34^4*a3^6*a2^3 + 96*a6^2*a5^3*x34^4*a3^6*a2^3 - 688*a6*a5^4*x34^4*a3^6*a2^3 + 176*a5^5*x34^4*a3^6*a2^3 - 28*a6^4*x34^5*a3^6*a2^3 + 280*a6^3*a5*x34^5*a3^6*a2^3 - 196*a6^2*a5^2*x34^5*a3^6*a2^3 + 280*a6*a5^3*x34^5*a3^6*a2^3 - 28*a5^4*x34^5*a3^6*a2^3 - 8*a6^3*x34^6*a3^6*a2^3 - 4*a6^2*a5*x34^6*a3^6*a2^3 - 4*a6*a5^2*x34^6*a3^6*a2^3 - 8*a5^3*x34^6*a3^6*a2^3 - 72*a6^6*a5^2*a3^7*a2^3 - 48*a6^5*a5^3*a3^7*a2^3 + 304*a6^4*a5^4*a3^7*a2^3 - 48*a6^3*a5^5*a3^7*a2^3 - 72*a6^2*a5^6*a3^7*a2^3 + 176*a6^6*a5*x34*a3^7*a2^3 + 176*a6^5*a5^2*x34*a3^7*a2^3 - 224*a6^4*a5^3*x34*a3^7*a2^3 - 224*a6^3*a5^4*x34*a3^7*a2^3 + 176*a6^2*a5^5*x34*a3^7*a2^3 + 176*a6*a5^6*x34*a3^7*a2^3 - 208*a6^6*x34^2*a3^7*a2^3 - 48*a6^5*a5*x34^2*a3^7*a2^3 + 504*a6^4*a5^2*x34^2*a3^7*a2^3 - 672*a6^3*a5^3*x34^2*a3^7*a2^3 + 504*a6^2*a5^4*x34^2*a3^7*a2^3 - 48*a6*a5^5*x34^2*a3^7*a2^3 - 208*a5^6*x34^2*a3^7*a2^3 + 384*a6^5*x34^3*a3^7*a2^3 - 1152*a6^4*a5*x34^3*a3^7*a2^3 + 224*a6^3*a5^2*x34^3*a3^7*a2^3 + 224*a6^2*a5^3*x34^3*a3^7*a2^3 - 1152*a6*a5^4*x34^3*a3^7*a2^3 + 384*a5^5*x34^3*a3^7*a2^3 - 80*a6^4*x34^4*a3^7*a2^3 + 800*a6^3*a5*x34^4*a3^7*a2^3 - 560*a6^2*a5^2*x34^4*a3^7*a2^3 + 800*a6*a5^3*x34^4*a3^7*a2^3 - 80*a5^4*x34^4*a3^7*a2^3 - 48*a6^3*x34^5*a3^7*a2^3 - 24*a6^2*a5*x34^5*a3^7*a2^3 - 24*a6*a5^2*x34^5*a3^7*a2^3 - 48*a5^3*x34^5*a3^7*a2^3 + 44*a6^6*a5*a3^8*a2^3 + 44*a6^5*a5^2*a3^8*a2^3 - 56*a6^4*a5^3*a3^8*a2^3 - 56*a6^3*a5^4*a3^8*a2^3 + 44*a6^2*a5^5*a3^8*a2^3 + 44*a6*a5^6*a3^8*a2^3 - 108*a6^6*x34*a3^8*a2^3 - 72*a6^5*a5*x34*a3^8*a2^3 + 288*a6^4*a5^2*x34*a3^8*a2^3 - 432*a6^3*a5^3*x34*a3^8*a2^3 + 288*a6^2*a5^4*x34*a3^8*a2^3 - 72*a6*a5^5*x34*a3^8*a2^3 - 108*a5^6*x34*a3^8*a2^3 + 396*a6^5*x34^2*a3^8*a2^3 - 1068*a6^4*a5*x34^2*a3^8*a2^3 + 236*a6^3*a5^2*x34^2*a3^8*a2^3 + 236*a6^2*a5^3*x34^2*a3^8*a2^3 - 1068*a6*a5^4*x34^2*a3^8*a2^3 + 396*a5^5*x34^2*a3^8*a2^3 - 120*a6^4*x34^3*a3^8*a2^3 + 1200*a6^3*a5*x34^3*a3^8*a2^3 - 840*a6^2*a5^2*x34^3*a3^8*a2^3 + 1200*a6*a5^3*x34^3*a3^8*a2^3 - 120*a5^4*x34^3*a3^8*a2^3 - 120*a6^3*x34^4*a3^8*a2^3 - 60*a6^2*a5*x34^4*a3^8*a2^3 - 60*a6*a5^2*x34^4*a3^8*a2^3 - 120*a5^3*x34^4*a3^8*a2^3 - 24*a6^6*a3^9*a2^3 - 16*a6^5*a5*a3^9*a2^3 + 64*a6^4*a5^2*a3^9*a2^3 - 96*a6^3*a5^3*a3^9*a2^3 + 64*a6^2*a5^4*a3^9*a2^3 - 16*a6*a5^5*a3^9*a2^3 - 24*a5^6*a3^9*a2^3 + 200*a6^5*x34*a3^9*a2^3 - 520*a6^4*a5*x34*a3^9*a2^3 + 120*a6^3*a5^2*x34*a3^9*a2^3 + 120*a6^2*a5^3*x34*a3^9*a2^3 - 520*a6*a5^4*x34*a3^9*a2^3 + 200*a5^5*x34*a3^9*a2^3 - 100*a6^4*x34^2*a3^9*a2^3 + 1000*a6^3*a5*x34^2*a3^9*a2^3 - 700*a6^2*a5^2*x34^2*a3^9*a2^3 + 1000*a6*a5^3*x34^2*a3^9*a2^3 - 100*a5^4*x34^2*a3^9*a2^3 - 160*a6^3*x34^3*a3^9*a2^3 - 80*a6^2*a5*x34^3*a3^9*a2^3 - 80*a6*a5^2*x34^3*a3^9*a2^3 - 160*a5^3*x34^3*a3^9*a2^3 + 40*a6^5*a3^10*a2^3 - 104*a6^4*a5*a3^10*a2^3 + 24*a6^3*a5^2*a3^10*a2^3 + 24*a6^2*a5^3*a3^10*a2^3 - 104*a6*a5^4*a3^10*a2^3 + 40*a5^5*a3^10*a2^3 - 44*a6^4*x34*a3^10*a2^3 + 440*a6^3*a5*x34*a3^10*a2^3 - 308*a6^2*a5^2*x34*a3^10*a2^3 + 440*a6*a5^3*x34*a3^10*a2^3 - 44*a5^4*x34*a3^10*a2^3 - 120*a6^3*x34^2*a3^10*a2^3 - 60*a6^2*a5*x34^2*a3^10*a2^3 - 60*a6*a5^2*x34^2*a3^10*a2^3 - 120*a5^3*x34^2*a3^10*a2^3 - 8*a6^4*a3^11*a2^3 + 80*a6^3*a5*a3^11*a2^3 - 56*a6^2*a5^2*a3^11*a2^3 + 80*a6*a5^3*a3^11*a2^3 - 8*a5^4*a3^11*a2^3 - 48*a6^3*x34*a3^11*a2^3 - 24*a6^2*a5*x34*a3^11*a2^3 - 24*a6*a5^2*x34*a3^11*a2^3 - 48*a5^3*x34*a3^11*a2^3 - 8*a6^3*a3^12*a2^3 - 4*a6^2*a5*a3^12*a2^3 - 4*a6*a5^2*a3^12*a2^3 - 8*a5^3*a3^12*a2^3 + 8*a6^6*a5^6*x34^2*a2^4 - 4*a6^6*a5^5*x34^3*a2^4 - 4*a6^5*a5^6*x34^3*a2^4 + 24*a6^6*a5^4*x34^4*a2^4 - 24*a6^5*a5^5*x34^4*a2^4 + 24*a6^4*a5^6*x34^4*a2^4 - 4*a6^6*a5^3*x34^5*a2^4 - 24*a6^5*a5^4*x34^5*a2^4 - 24*a6^4*a5^5*x34^5*a2^4 - 4*a6^3*a5^6*x34^5*a2^4 + 8*a6^6*a5^2*x34^6*a2^4 - 4*a6^5*a5^3*x34^6*a2^4 + 24*a6^4*a5^4*x34^6*a2^4 - 4*a6^3*a5^5*x34^6*a2^4 + 8*a6^2*a5^6*x34^6*a2^4 + 8*a6^6*a5^6*x34*a3*a2^4 - 10*a6^6*a5^5*x34^2*a3*a2^4 - 10*a6^5*a5^6*x34^2*a3*a2^4 + 68*a6^6*a5^4*x34^3*a3*a2^4 - 144*a6^5*a5^5*x34^3*a3*a2^4 + 68*a6^4*a5^6*x34^3*a3*a2^4 - 48*a6^6*a5^3*x34^4*a3*a2^4 - 12*a6^5*a5^4*x34^4*a3*a2^4 - 12*a6^4*a5^5*x34^4*a3*a2^4 - 48*a6^3*a5^6*x34^4*a3*a2^4 + 50*a6^6*a5^2*x34^5*a3*a2^4 - 72*a6^5*a5^3*x34^5*a3*a2^4 + 252*a6^4*a5^4*x34^5*a3*a2^4 - 72*a6^3*a5^5*x34^5*a3*a2^4 + 50*a6^2*a5^6*x34^5*a3*a2^4 - 8*a6^6*a5*x34^6*a3*a2^4 + 2*a6^5*a5^2*x34^6*a3*a2^4 - 28*a6^4*a5^3*x34^6*a3*a2^4 - 28*a6^3*a5^4*x34^6*a3*a2^4 + 2*a6^2*a5^5*x34^6*a3*a2^4 - 8*a6*a5^6*x34^6*a3*a2^4 + 8*a6^6*a5^6*a3^2*a2^4 - 6*a6^6*a5^5*x34*a3^2*a2^4 - 6*a6^5*a5^6*x34*a3^2*a2^4 + 92*a6^6*a5^4*x34^2*a3^2*a2^4 - 288*a6^5*a5^5*x34^2*a3^2*a2^4 + 92*a6^4*a5^6*x34^2*a3^2*a2^4 - 156*a6^6*a5^3*x34^3*a3^2*a2^4 + 228*a6^5*a5^4*x34^3*a3^2*a2^4 + 228*a6^4*a5^5*x34^3*a3^2*a2^4 - 156*a6^3*a5^6*x34^3*a3^2*a2^4 + 162*a6^6*a5^2*x34^4*a3^2*a2^4 - 264*a6^5*a5^3*x34^4*a3^2*a2^4 + 468*a6^4*a5^4*x34^4*a3^2*a2^4 - 264*a6^3*a5^5*x34^4*a3^2*a2^4 + 162*a6^2*a5^6*x34^4*a3^2*a2^4 - 46*a6^6*a5*x34^5*a3^2*a2^4 + 12*a6^5*a5^2*x34^5*a3^2*a2^4 - 132*a6^4*a5^3*x34^5*a3^2*a2^4 - 132*a6^3*a5^4*x34^5*a3^2*a2^4 + 12*a6^2*a5^5*x34^5*a3^2*a2^4 - 46*a6*a5^6*x34^5*a3^2*a2^4 + 8*a6^6*x34^6*a3^2*a2^4 + 2*a6^5*a5*x34^6*a3^2*a2^4 + 32*a6^4*a5^2*x34^6*a3^2*a2^4 - 4*a6^3*a5^3*x34^6*a3^2*a2^4 + 32*a6^2*a5^4*x34^6*a3^2*a2^4 + 2*a6*a5^5*x34^6*a3^2*a2^4 + 8*a5^6*x34^6*a3^2*a2^4 - 4*a6^6*a5^5*a3^3*a2^4 - 4*a6^5*a5^6*a3^3*a2^4 + 48*a6^6*a5^4*x34*a3^3*a2^4 - 288*a6^5*a5^5*x34*a3^3*a2^4 + 48*a6^4*a5^6*x34*a3^3*a2^4 - 224*a6^6*a5^3*x34^2*a3^3*a2^4 + 552*a6^5*a5^4*x34^2*a3^3*a2^4 + 552*a6^4*a5^5*x34^2*a3^3*a2^4 - 224*a6^3*a5^6*x34^2*a3^3*a2^4 + 304*a6^6*a5^2*x34^3*a3^3*a2^4 - 512*a6^5*a5^3*x34^3*a3^3*a2^4 - 24*a6^4*a5^4*x34^3*a3^3*a2^4 - 512*a6^3*a5^5*x34^3*a3^3*a2^4 + 304*a6^2*a5^6*x34^3*a3^3*a2^4 - 138*a6^6*a5*x34^4*a3^3*a2^4 + 66*a6^5*a5^2*x34^4*a3^3*a2^4 - 96*a6^4*a5^3*x34^4*a3^3*a2^4 - 96*a6^3*a5^4*x34^4*a3^3*a2^4 + 66*a6^2*a5^5*x34^4*a3^3*a2^4 - 138*a6*a5^6*x34^4*a3^3*a2^4 + 44*a6^6*x34^5*a3^3*a2^4 - 36*a6^5*a5*x34^5*a3^3*a2^4 + 228*a6^4*a5^2*x34^5*a3^3*a2^4 - 120*a6^3*a5^3*x34^5*a3^3*a2^4 + 228*a6^2*a5^4*x34^5*a3^3*a2^4 - 36*a6*a5^5*x34^5*a3^3*a2^4 + 44*a5^6*x34^5*a3^3*a2^4 - 4*a6^5*x34^6*a3^3*a2^4 - 28*a6^4*a5*x34^6*a3^3*a2^4 - 4*a6^3*a5^2*x34^6*a3^3*a2^4 - 4*a6^2*a5^3*x34^6*a3^3*a2^4 - 28*a6*a5^4*x34^6*a3^3*a2^4 - 4*a5^5*x34^6*a3^3*a2^4 + 24*a6^6*a5^4*a3^4*a2^4 - 144*a6^5*a5^5*a3^4*a2^4 + 24*a6^4*a5^6*a3^4*a2^4 - 180*a6^6*a5^3*x34*a3^4*a2^4 + 600*a6^5*a5^4*x34*a3^4*a2^4 + 600*a6^4*a5^5*x34*a3^4*a2^4 - 180*a6^3*a5^6*x34*a3^4*a2^4 + 352*a6^6*a5^2*x34^2*a3^4*a2^4 - 576*a6^5*a5^3*x34^2*a3^4*a2^4 - 1152*a6^4*a5^4*x34^2*a3^4*a2^4 - 576*a6^3*a5^5*x34^2*a3^4*a2^4 + 352*a6^2*a5^6*x34^2*a3^4*a2^4 - 280*a6^6*a5*x34^3*a3^4*a2^4 + 220*a6^5*a5^2*x34^3*a3^4*a2^4 + 520*a6^4*a5^3*x34^3*a3^4*a2^4 + 520*a6^3*a5^4*x34^3*a3^4*a2^4 + 220*a6^2*a5^5*x34^3*a3^4*a2^4 - 280*a6*a5^6*x34^3*a3^4*a2^4 + 124*a6^6*x34^4*a3^4*a2^4 - 102*a6^5*a5*x34^4*a3^4*a2^4 + 228*a6^4*a5^2*x34^4*a3^4*a2^4 - 396*a6^3*a5^3*x34^4*a3^4*a2^4 + 228*a6^2*a5^4*x34^4*a3^4*a2^4 - 102*a6*a5^5*x34^4*a3^4*a2^4 + 124*a5^6*x34^4*a3^4*a2^4 - 48*a6^5*x34^5*a3^4*a2^4 - 60*a6^4*a5*x34^5*a3^4*a2^4 + 12*a6^3*a5^2*x34^5*a3^4*a2^4 + 12*a6^2*a5^3*x34^5*a3^4*a2^4 - 60*a6*a5^4*x34^5*a3^4*a2^4 - 48*a5^5*x34^5*a3^4*a2^4 + 24*a6^4*x34^6*a3^4*a2^4 - 28*a6^3*a5*x34^6*a3^4*a2^4 + 32*a6^2*a5^2*x34^6*a3^4*a2^4 - 28*a6*a5^3*x34^6*a3^4*a2^4 + 24*a5^4*x34^6*a3^4*a2^4 - 72*a6^6*a5^3*a3^5*a2^4 + 240*a6^5*a5^4*a3^5*a2^4 + 240*a6^4*a5^5*a3^5*a2^4 - 72*a6^3*a5^6*a3^5*a2^4 + 240*a6^6*a5^2*x34*a3^5*a2^4 - 384*a6^5*a5^3*x34*a3^5*a2^4 - 1368*a6^4*a5^4*x34*a3^5*a2^4 - 384*a6^3*a5^5*x34*a3^5*a2^4 + 240*a6^2*a5^6*x34*a3^5*a2^4 - 350*a6^6*a5*x34^2*a3^5*a2^4 + 354*a6^5*a5^2*x34^2*a3^5*a2^4 + 1272*a6^4*a5^3*x34^2*a3^5*a2^4 + 1272*a6^3*a5^4*x34^2*a3^5*a2^4 + 354*a6^2*a5^5*x34^2*a3^5*a2^4 - 350*a6*a5^6*x34^2*a3^5*a2^4 + 212*a6^6*x34^3*a3^5*a2^4 - 56*a6^5*a5*x34^3*a3^5*a2^4 - 692*a6^4*a5^2*x34^3*a3^5*a2^4 - 560*a6^3*a5^3*x34^3*a3^5*a2^4 - 692*a6^2*a5^4*x34^3*a3^5*a2^4 - 56*a6*a5^5*x34^3*a3^5*a2^4 + 212*a5^6*x34^3*a3^5*a2^4 - 204*a6^5*x34^4*a3^5*a2^4 + 228*a6^4*a5*x34^4*a3^5*a2^4 + 156*a6^3*a5^2*x34^4*a3^5*a2^4 + 156*a6^2*a5^3*x34^4*a3^5*a2^4 + 228*a6*a5^4*x34^4*a3^5*a2^4 - 204*a5^5*x34^4*a3^5*a2^4 + 120*a6^4*x34^5*a3^5*a2^4 - 216*a6^3*a5*x34^5*a3^5*a2^4 + 192*a6^2*a5^2*x34^5*a3^5*a2^4 - 216*a6*a5^3*x34^5*a3^5*a2^4 + 120*a5^4*x34^5*a3^5*a2^4 - 4*a6^3*x34^6*a3^5*a2^4 + 2*a6^2*a5*x34^6*a3^5*a2^4 + 2*a6*a5^2*x34^6*a3^5*a2^4 - 4*a5^3*x34^6*a3^5*a2^4 + 80*a6^6*a5^2*a3^6*a2^4 - 128*a6^5*a5^3*a3^6*a2^4 - 456*a6^4*a5^4*a3^6*a2^4 - 128*a6^3*a5^5*a3^6*a2^4 + 80*a6^2*a5^6*a3^6*a2^4 - 238*a6^6*a5*x34*a3^6*a2^4 + 266*a6^5*a5^2*x34*a3^6*a2^4 + 1064*a6^4*a5^3*x34*a3^6*a2^4 + 1064*a6^3*a5^4*x34*a3^6*a2^4 + 266*a6^2*a5^5*x34*a3^6*a2^4 - 238*a6*a5^6*x34*a3^6*a2^4 + 220*a6^6*x34^2*a3^6*a2^4 + 56*a6^5*a5*x34^2*a3^6*a2^4 - 1612*a6^4*a5^2*x34^2*a3^6*a2^4 - 448*a6^3*a5^3*x34^2*a3^6*a2^4 - 1612*a6^2*a5^4*x34^2*a3^6*a2^4 + 56*a6*a5^5*x34^2*a3^6*a2^4 + 220*a5^6*x34^2*a3^6*a2^4 - 420*a6^5*x34^3*a3^6*a2^4 + 924*a6^4*a5*x34^3*a3^6*a2^4 + 420*a6^3*a5^2*x34^3*a3^6*a2^4 + 420*a6^2*a5^3*x34^3*a3^6*a2^4 + 924*a6*a5^4*x34^3*a3^6*a2^4 - 420*a5^5*x34^3*a3^6*a2^4 + 264*a6^4*x34^4*a3^6*a2^4 - 688*a6^3*a5*x34^4*a3^6*a2^4 + 512*a6^2*a5^2*x34^4*a3^6*a2^4 - 688*a6*a5^3*x34^4*a3^6*a2^4 + 264*a5^4*x34^4*a3^6*a2^4 - 28*a6^3*x34^5*a3^6*a2^4 + 14*a6^2*a5*x34^5*a3^6*a2^4 + 14*a6*a5^2*x34^5*a3^6*a2^4 - 28*a5^3*x34^5*a3^6*a2^4 + 8*a6^2*x34^6*a3^6*a2^4 - 8*a6*a5*x34^6*a3^6*a2^4 + 8*a5^2*x34^6*a3^6*a2^4 - 68*a6^6*a5*a3^7*a2^4 + 76*a6^5*a5^2*a3^7*a2^4 + 304*a6^4*a5^3*a3^7*a2^4 + 304*a6^3*a5^4*a3^7*a2^4 + 76*a6^2*a5^5*a3^7*a2^4 - 68*a6*a5^6*a3^7*a2^4 + 128*a6^6*x34*a3^7*a2^4 + 64*a6^5*a5*x34*a3^7*a2^4 - 1184*a6^4*a5^2*x34*a3^7*a2^4 - 224*a6^3*a5^3*x34*a3^7*a2^4 - 1184*a6^2*a5^4*x34*a3^7*a2^4 + 64*a6*a5^5*x34*a3^7*a2^4 + 128*a5^6*x34*a3^7*a2^4 - 456*a6^5*x34^2*a3^7*a2^4 + 1224*a6^4*a5*x34^2*a3^7*a2^4 + 504*a6^3*a5^2*x34^2*a3^7*a2^4 + 504*a6^2*a5^3*x34^2*a3^7*a2^4 + 1224*a6*a5^4*x34^2*a3^7*a2^4 - 456*a5^5*x34^2*a3^7*a2^4 + 336*a6^4*x34^3*a3^7*a2^4 - 1152*a6^3*a5*x34^3*a3^7*a2^4 + 768*a6^2*a5^2*x34^3*a3^7*a2^4 - 1152*a6*a5^3*x34^3*a3^7*a2^4 + 336*a5^4*x34^3*a3^7*a2^4 - 80*a6^3*x34^4*a3^7*a2^4 + 40*a6^2*a5*x34^4*a3^7*a2^4 + 40*a6*a5^2*x34^4*a3^7*a2^4 - 80*a5^3*x34^4*a3^7*a2^4 + 48*a6^2*x34^5*a3^7*a2^4 - 48*a6*a5*x34^5*a3^7*a2^4 + 48*a5^2*x34^5*a3^7*a2^4 + 32*a6^6*a3^8*a2^4 + 16*a6^5*a5*a3^8*a2^4 - 296*a6^4*a5^2*a3^8*a2^4 - 56*a6^3*a5^3*a3^8*a2^4 - 296*a6^2*a5^4*a3^8*a2^4 + 16*a6*a5^5*a3^8*a2^4 + 32*a5^6*a3^8*a2^4 - 252*a6^5*x34*a3^8*a2^4 + 720*a6^4*a5*x34*a3^8*a2^4 + 288*a6^3*a5^2*x34*a3^8*a2^4 + 288*a6^2*a5^3*x34*a3^8*a2^4 + 720*a6*a5^4*x34*a3^8*a2^4 - 252*a5^5*x34*a3^8*a2^4 + 264*a6^4*x34^2*a3^8*a2^4 - 1068*a6^3*a5*x34^2*a3^8*a2^4 + 672*a6^2*a5^2*x34^2*a3^8*a2^4 - 1068*a6*a5^3*x34^2*a3^8*a2^4 + 264*a5^4*x34^2*a3^8*a2^4 - 120*a6^3*x34^3*a3^8*a2^4 + 60*a6^2*a5*x34^3*a3^8*a2^4 + 60*a6*a5^2*x34^3*a3^8*a2^4 - 120*a5^3*x34^3*a3^8*a2^4 + 120*a6^2*x34^4*a3^8*a2^4 - 120*a6*a5*x34^4*a3^8*a2^4 + 120*a5^2*x34^4*a3^8*a2^4 - 56*a6^5*a3^9*a2^4 + 160*a6^4*a5*a3^9*a2^4 + 64*a6^3*a5^2*a3^9*a2^4 + 64*a6^2*a5^3*a3^9*a2^4 + 160*a6*a5^4*a3^9*a2^4 - 56*a5^5*a3^9*a2^4 + 120*a6^4*x34*a3^9*a2^4 - 520*a6^3*a5*x34*a3^9*a2^4 + 320*a6^2*a5^2*x34*a3^9*a2^4 - 520*a6*a5^3*x34*a3^9*a2^4 + 120*a5^4*x34*a3^9*a2^4 - 100*a6^3*x34^2*a3^9*a2^4 + 50*a6^2*a5*x34^2*a3^9*a2^4 + 50*a6*a5^2*x34^2*a3^9*a2^4 - 100*a5^3*x34^2*a3^9*a2^4 + 160*a6^2*x34^3*a3^9*a2^4 - 160*a6*a5*x34^3*a3^9*a2^4 + 160*a5^2*x34^3*a3^9*a2^4 + 24*a6^4*a3^10*a2^4 - 104*a6^3*a5*a3^10*a2^4 + 64*a6^2*a5^2*a3^10*a2^4 - 104*a6*a5^3*a3^10*a2^4 + 24*a5^4*a3^10*a2^4 - 44*a6^3*x34*a3^10*a2^4 + 22*a6^2*a5*x34*a3^10*a2^4 + 22*a6*a5^2*x34*a3^10*a2^4 - 44*a5^3*x34*a3^10*a2^4 + 120*a6^2*x34^2*a3^10*a2^4 - 120*a6*a5*x34^2*a3^10*a2^4 + 120*a5^2*x34^2*a3^10*a2^4 - 8*a6^3*a3^11*a2^4 + 4*a6^2*a5*a3^11*a2^4 + 4*a6*a5^2*a3^11*a2^4 - 8*a5^3*a3^11*a2^4 + 48*a6^2*x34*a3^11*a2^4 - 48*a6*a5*x34*a3^11*a2^4 + 48*a5^2*x34*a3^11*a2^4 + 8*a6^2*a3^12*a2^4 - 8*a6*a5*a3^12*a2^4 + 8*a5^2*a3^12*a2^4 - 8*a6^6*a5^5*x34^2*a2^5 - 8*a6^5*a5^6*x34^2*a2^5 - 4*a6^6*a5^4*x34^3*a2^5 + 48*a6^5*a5^5*x34^3*a2^5 - 4*a6^4*a5^6*x34^3*a2^5 - 4*a6^6*a5^3*x34^4*a2^5 - 24*a6^5*a5^4*x34^4*a2^5 - 24*a6^4*a5^5*x34^4*a2^5 - 4*a6^3*a5^6*x34^4*a2^5 - 8*a6^6*a5^2*x34^5*a2^5 + 48*a6^5*a5^3*x34^5*a2^5 - 24*a6^4*a5^4*x34^5*a2^5 + 48*a6^3*a5^5*x34^5*a2^5 - 8*a6^2*a5^6*x34^5*a2^5 - 8*a6^5*a5^2*x34^6*a2^5 - 4*a6^4*a5^3*x34^6*a2^5 - 4*a6^3*a5^4*x34^6*a2^5 - 8*a6^2*a5^5*x34^6*a2^5 - 8*a6^6*a5^5*x34*a3*a2^5 - 8*a6^5*a5^6*x34*a3*a2^5 - 10*a6^6*a5^4*x34^2*a3*a2^5 + 144*a6^5*a5^5*x34^2*a3*a2^5 - 10*a6^4*a5^6*x34^2*a3*a2^5 + 24*a6^6*a5^3*x34^3*a3*a2^5 - 144*a6^5*a5^4*x34^3*a3*a2^5 - 144*a6^4*a5^5*x34^3*a3*a2^5 + 24*a6^3*a5^6*x34^3*a3*a2^5 - 38*a6^6*a5^2*x34^4*a3*a2^5 + 192*a6^5*a5^3*x34^4*a3*a2^5 - 12*a6^4*a5^4*x34^4*a3*a2^5 + 192*a6^3*a5^5*x34^4*a3*a2^5 - 38*a6^2*a5^6*x34^4*a3*a2^5 + 8*a6^6*a5*x34^5*a3*a2^5 - 48*a6^5*a5^2*x34^5*a3*a2^5 - 72*a6^4*a5^3*x34^5*a3*a2^5 - 72*a6^3*a5^4*x34^5*a3*a2^5 - 48*a6^2*a5^5*x34^5*a3*a2^5 + 8*a6*a5^6*x34^5*a3*a2^5 + 8*a6^5*a5*x34^6*a3*a2^5 + 2*a6^4*a5^2*x34^6*a3*a2^5 + 40*a6^3*a5^3*x34^6*a3*a2^5 + 2*a6^2*a5^4*x34^6*a3*a2^5 + 8*a6*a5^5*x34^6*a3*a2^5 - 8*a6^6*a5^5*a3^2*a2^5 - 8*a6^5*a5^6*a3^2*a2^5 - 6*a6^6*a5^4*x34*a3^2*a2^5 + 144*a6^5*a5^5*x34*a3^2*a2^5 - 6*a6^4*a5^6*x34*a3^2*a2^5 + 68*a6^6*a5^3*x34^2*a3^2*a2^5 - 288*a6^5*a5^4*x34^2*a3^2*a2^5 - 288*a6^4*a5^5*x34^2*a3^2*a2^5 + 68*a6^3*a5^6*x34^2*a3^2*a2^5 - 100*a6^6*a5^2*x34^3*a3^2*a2^5 + 320*a6^5*a5^3*x34^3*a3^2*a2^5 + 228*a6^4*a5^4*x34^3*a3^2*a2^5 + 320*a6^3*a5^5*x34^3*a3^2*a2^5 - 100*a6^2*a5^6*x34^3*a3^2*a2^5 + 42*a6^6*a5*x34^4*a3^2*a2^5 - 120*a6^5*a5^2*x34^4*a3^2*a2^5 - 264*a6^4*a5^3*x34^4*a3^2*a2^5 - 264*a6^3*a5^4*x34^4*a3^2*a2^5 - 120*a6^2*a5^5*x34^4*a3^2*a2^5 + 42*a6*a5^6*x34^4*a3^2*a2^5 - 8*a6^6*x34^5*a3^2*a2^5 + 48*a6^5*a5*x34^5*a3^2*a2^5 + 12*a6^4*a5^2*x34^5*a3^2*a2^5 + 272*a6^3*a5^3*x34^5*a3^2*a2^5 + 12*a6^2*a5^4*x34^5*a3^2*a2^5 + 48*a6*a5^5*x34^5*a3^2*a2^5 - 8*a5^6*x34^5*a3^2*a2^5 - 8*a6^5*x34^6*a3^2*a2^5 + 2*a6^4*a5*x34^6*a3^2*a2^5 - 28*a6^3*a5^2*x34^6*a3^2*a2^5 - 28*a6^2*a5^3*x34^6*a3^2*a2^5 + 2*a6*a5^4*x34^6*a3^2*a2^5 - 8*a5^5*x34^6*a3^2*a2^5 - 4*a6^6*a5^4*a3^3*a2^5 + 96*a6^5*a5^5*a3^3*a2^5 - 4*a6^4*a5^6*a3^3*a2^5 + 88*a6^6*a5^3*x34*a3^3*a2^5 - 288*a6^5*a5^4*x34*a3^3*a2^5 - 288*a6^4*a5^5*x34*a3^3*a2^5 + 88*a6^3*a5^6*x34*a3^3*a2^5 - 180*a6^6*a5^2*x34^2*a3^3*a2^5 + 320*a6^5*a5^3*x34^2*a3^3*a2^5 + 552*a6^4*a5^4*x34^2*a3^3*a2^5 + 320*a6^3*a5^5*x34^2*a3^3*a2^5 - 180*a6^2*a5^6*x34^2*a3^3*a2^5 + 128*a6^6*a5*x34^3*a3^3*a2^5 - 128*a6^5*a5^2*x34^3*a3^3*a2^5 - 512*a6^4*a5^3*x34^3*a3^3*a2^5 - 512*a6^3*a5^4*x34^3*a3^3*a2^5 - 128*a6^2*a5^5*x34^3*a3^3*a2^5 + 128*a6*a5^6*x34^3*a3^3*a2^5 - 44*a6^6*x34^4*a3^3*a2^5 + 72*a6^5*a5*x34^4*a3^3*a2^5 + 66*a6^4*a5^2*x34^4*a3^3*a2^5 + 664*a6^3*a5^3*x34^4*a3^3*a2^5 + 66*a6^2*a5^4*x34^4*a3^3*a2^5 + 72*a6*a5^5*x34^4*a3^3*a2^5 - 44*a5^6*x34^4*a3^3*a2^5 - 36*a6^4*a5*x34^5*a3^3*a2^5 - 136*a6^3*a5^2*x34^5*a3^3*a2^5 - 136*a6^2*a5^3*x34^5*a3^3*a2^5 - 36*a6*a5^4*x34^5*a3^3*a2^5 - 4*a6^4*x34^6*a3^3*a2^5 + 40*a6^3*a5*x34^6*a3^3*a2^5 - 28*a6^2*a5^2*x34^6*a3^3*a2^5 + 40*a6*a5^3*x34^6*a3^3*a2^5 - 4*a5^4*x34^6*a3^3*a2^5 + 44*a6^6*a5^3*a3^4*a2^5 - 144*a6^5*a5^4*a3^4*a2^5 - 144*a6^4*a5^5*a3^4*a2^5 + 44*a6^3*a5^6*a3^4*a2^5 - 170*a6^6*a5^2*x34*a3^4*a2^5 + 160*a6^5*a5^3*x34*a3^4*a2^5 + 600*a6^4*a5^4*x34*a3^4*a2^5 + 160*a6^3*a5^5*x34*a3^4*a2^5 - 170*a6^2*a5^6*x34*a3^4*a2^5 + 214*a6^6*a5*x34^2*a3^4*a2^5 - 24*a6^5*a5^2*x34^2*a3^4*a2^5 - 576*a6^4*a5^3*x34^2*a3^4*a2^5 - 576*a6^3*a5^4*x34^2*a3^4*a2^5 - 24*a6^2*a5^5*x34^2*a3^4*a2^5 + 214*a6*a5^6*x34^2*a3^4*a2^5 - 100*a6^6*x34^3*a3^4*a2^5 - 80*a6^5*a5*x34^3*a3^4*a2^5 + 220*a6^4*a5^2*x34^3*a3^4*a2^5 + 640*a6^3*a5^3*x34^3*a3^4*a2^5 + 220*a6^2*a5^4*x34^3*a3^4*a2^5 - 80*a6*a5^5*x34^3*a3^4*a2^5 - 100*a5^6*x34^3*a3^4*a2^5 + 96*a6^5*x34^4*a3^4*a2^5 - 102*a6^4*a5*x34^4*a3^4*a2^5 - 224*a6^3*a5^2*x34^4*a3^4*a2^5 - 224*a6^2*a5^3*x34^4*a3^4*a2^5 - 102*a6*a5^4*x34^4*a3^4*a2^5 + 96*a5^5*x34^4*a3^4*a2^5 - 48*a6^4*x34^5*a3^4*a2^5 + 192*a6^3*a5*x34^5*a3^4*a2^5 - 168*a6^2*a5^2*x34^5*a3^4*a2^5 + 192*a6*a5^3*x34^5*a3^4*a2^5 - 48*a5^4*x34^5*a3^4*a2^5 - 4*a6^3*x34^6*a3^4*a2^5 + 2*a6^2*a5*x34^6*a3^4*a2^5 + 2*a6*a5^2*x34^6*a3^4*a2^5 - 4*a5^3*x34^6*a3^4*a2^5 - 68*a6^6*a5^2*a3^5*a2^5 + 64*a6^5*a5^3*a3^5*a2^5 + 240*a6^4*a5^4*a3^5*a2^5 + 64*a6^3*a5^5*a3^5*a2^5 - 68*a6^2*a5^6*a3^5*a2^5 + 180*a6^6*a5*x34*a3^5*a2^5 + 48*a6^5*a5^2*x34*a3^5*a2^5 - 384*a6^4*a5^3*x34*a3^5*a2^5 - 384*a6^3*a5^4*x34*a3^5*a2^5 + 48*a6^2*a5^5*x34*a3^5*a2^5 + 180*a6*a5^6*x34*a3^5*a2^5 - 124*a6^6*x34^2*a3^5*a2^5 - 312*a6^5*a5*x34^2*a3^5*a2^5 + 354*a6^4*a5^2*x34^2*a3^5*a2^5 + 88*a6^3*a5^3*x34^2*a3^5*a2^5 + 354*a6^2*a5^4*x34^2*a3^5*a2^5 - 312*a6*a5^5*x34^2*a3^5*a2^5 - 124*a5^6*x34^2*a3^5*a2^5 + 272*a6^5*x34^3*a3^5*a2^5 - 56*a6^4*a5*x34^3*a3^5*a2^5 - 64*a6^3*a5^2*x34^3*a3^5*a2^5 - 64*a6^2*a5^3*x34^3*a3^5*a2^5 - 56*a6*a5^4*x34^3*a3^5*a2^5 + 272*a5^5*x34^3*a3^5*a2^5 - 204*a6^4*x34^4*a3^5*a2^5 + 312*a6^3*a5*x34^4*a3^5*a2^5 - 420*a6^2*a5^2*x34^4*a3^5*a2^5 + 312*a6*a5^3*x34^4*a3^5*a2^5 - 204*a5^4*x34^4*a3^5*a2^5 + 24*a6^3*x34^5*a3^5*a2^5 + 12*a6^2*a5*x34^5*a3^5*a2^5 + 12*a6*a5^2*x34^5*a3^5*a2^5 + 24*a5^3*x34^5*a3^5*a2^5 - 8*a6^2*x34^6*a3^5*a2^5 + 8*a6*a5*x34^6*a3^5*a2^5 - 8*a5^2*x34^6*a3^5*a2^5 + 60*a6^6*a5*a3^6*a2^5 + 16*a6^5*a5^2*a3^6*a2^5 - 128*a6^4*a5^3*a3^6*a2^5 - 128*a6^3*a5^4*a3^6*a2^5 + 16*a6^2*a5^5*a3^6*a2^5 + 60*a6*a5^6*a3^6*a2^5 - 84*a6^6*x34*a3^6*a2^5 - 280*a6^5*a5*x34*a3^6*a2^5 + 266*a6^4*a5^2*x34*a3^6*a2^5 - 168*a6^3*a5^3*x34*a3^6*a2^5 + 266*a6^2*a5^4*x34*a3^6*a2^5 - 280*a6*a5^5*x34*a3^6*a2^5 - 84*a5^6*x34*a3^6*a2^5 + 352*a6^5*x34^2*a3^6*a2^5 + 56*a6^4*a5*x34^2*a3^6*a2^5 + 184*a6^3*a5^2*x34^2*a3^6*a2^5 + 184*a6^2*a5^3*x34^2*a3^6*a2^5 + 56*a6*a5^4*x34^2*a3^6*a2^5 + 352*a5^5*x34^2*a3^6*a2^5 - 420*a6^4*x34^3*a3^6*a2^5 + 168*a6^3*a5*x34^3*a3^6*a2^5 - 588*a6^2*a5^2*x34^3*a3^6*a2^5 + 168*a6*a5^3*x34^3*a3^6*a2^5 - 420*a5^4*x34^3*a3^6*a2^5 + 176*a6^3*x34^4*a3^6*a2^5 + 32*a6^2*a5*x34^4*a3^6*a2^5 + 32*a6*a5^2*x34^4*a3^6*a2^5 + 176*a5^3*x34^4*a3^6*a2^5 - 56*a6^2*x34^5*a3^6*a2^5 + 56*a6*a5*x34^5*a3^6*a2^5 - 56*a5^2*x34^5*a3^6*a2^5 - 24*a6^6*a3^7*a2^5 - 80*a6^5*a5*a3^7*a2^5 + 76*a6^4*a5^2*a3^7*a2^5 - 48*a6^3*a5^3*a3^7*a2^5 + 76*a6^2*a5^4*a3^7*a2^5 - 80*a6*a5^5*a3^7*a2^5 - 24*a5^6*a3^7*a2^5 + 224*a6^5*x34*a3^7*a2^5 + 64*a6^4*a5*x34*a3^7*a2^5 + 176*a6^3*a5^2*x34*a3^7*a2^5 + 176*a6^2*a5^3*x34*a3^7*a2^5 + 64*a6*a5^4*x34*a3^7*a2^5 + 224*a5^5*x34*a3^7*a2^5 - 456*a6^4*x34^2*a3^7*a2^5 - 48*a6^3*a5*x34^2*a3^7*a2^5 - 504*a6^2*a5^2*x34^2*a3^7*a2^5 - 48*a6*a5^3*x34^2*a3^7*a2^5 - 456*a5^4*x34^2*a3^7*a2^5 + 384*a6^3*x34^3*a3^7*a2^5 + 48*a6^2*a5*x34^3*a3^7*a2^5 + 48*a6*a5^2*x34^3*a3^7*a2^5 + 384*a5^3*x34^3*a3^7*a2^5 - 160*a6^2*x34^4*a3^7*a2^5 + 160*a6*a5*x34^4*a3^7*a2^5 - 160*a5^2*x34^4*a3^7*a2^5 + 56*a6^5*a3^8*a2^5 + 16*a6^4*a5*a3^8*a2^5 + 44*a6^3*a5^2*a3^8*a2^5 + 44*a6^2*a5^3*a3^8*a2^5 + 16*a6*a5^4*a3^8*a2^5 + 56*a5^5*a3^8*a2^5 - 252*a6^4*x34*a3^8*a2^5 - 72*a6^3*a5*x34*a3^8*a2^5 - 252*a6^2*a5^2*x34*a3^8*a2^5 - 72*a6*a5^3*x34*a3^8*a2^5 - 252*a5^4*x34*a3^8*a2^5 + 396*a6^3*x34^2*a3^8*a2^5 + 42*a6^2*a5*x34^2*a3^8*a2^5 + 42*a6*a5^2*x34^2*a3^8*a2^5 + 396*a5^3*x34^2*a3^8*a2^5 - 240*a6^2*x34^3*a3^8*a2^5 + 240*a6*a5*x34^3*a3^8*a2^5 - 240*a5^2*x34^3*a3^8*a2^5 - 56*a6^4*a3^9*a2^5 - 16*a6^3*a5*a3^9*a2^5 - 56*a6^2*a5^2*a3^9*a2^5 - 16*a6*a5^3*a3^9*a2^5 - 56*a5^4*a3^9*a2^5 + 200*a6^3*x34*a3^9*a2^5 + 20*a6^2*a5*x34*a3^9*a2^5 + 20*a6*a5^2*x34*a3^9*a2^5 + 200*a5^3*x34*a3^9*a2^5 - 200*a6^2*x34^2*a3^9*a2^5 + 200*a6*a5*x34^2*a3^9*a2^5 - 200*a5^2*x34^2*a3^9*a2^5 + 40*a6^3*a3^10*a2^5 + 4*a6^2*a5*a3^10*a2^5 + 4*a6*a5^2*a3^10*a2^5 + 40*a5^3*a3^10*a2^5 - 88*a6^2*x34*a3^10*a2^5 + 88*a6*a5*x34*a3^10*a2^5 - 88*a5^2*x34*a3^10*a2^5 - 16*a6^2*a3^11*a2^5 + 16*a6*a5*a3^11*a2^5 - 16*a5^2*a3^11*a2^5 + 8*a6^6*a5^4*x34^2*a2^6 - 8*a6^5*a5^5*x34^2*a2^6 + 8*a6^4*a5^6*x34^2*a2^6 - 8*a6^6*a5^3*x34^3*a2^6 - 4*a6^5*a5^4*x34^3*a2^6 - 4*a6^4*a5^5*x34^3*a2^6 - 8*a6^3*a5^6*x34^3*a2^6 + 8*a6^6*a5^2*x34^4*a2^6 - 4*a6^5*a5^3*x34^4*a2^6 + 24*a6^4*a5^4*x34^4*a2^6 - 4*a6^3*a5^5*x34^4*a2^6 + 8*a6^2*a5^6*x34^4*a2^6 - 8*a6^5*a5^2*x34^5*a2^6 - 4*a6^4*a5^3*x34^5*a2^6 - 4*a6^3*a5^4*x34^5*a2^6 - 8*a6^2*a5^5*x34^5*a2^6 + 8*a6^4*a5^2*x34^6*a2^6 - 8*a6^3*a5^3*x34^6*a2^6 + 8*a6^2*a5^4*x34^6*a2^6 + 8*a6^6*a5^4*x34*a3*a2^6 - 8*a6^5*a5^5*x34*a3*a2^6 + 8*a6^4*a5^6*x34*a3*a2^6 - 28*a6^6*a5^3*x34^2*a3*a2^6 - 10*a6^5*a5^4*x34^2*a3*a2^6 - 10*a6^4*a5^5*x34^2*a3*a2^6 - 28*a6^3*a5^6*x34^2*a3*a2^6 + 28*a6^6*a5^2*x34^3*a3*a2^6 + 24*a6^5*a5^3*x34^3*a3*a2^6 + 68*a6^4*a5^4*x34^3*a3*a2^6 + 24*a6^3*a5^5*x34^3*a3*a2^6 + 28*a6^2*a5^6*x34^3*a3*a2^6 - 8*a6^6*a5*x34^4*a3*a2^6 - 38*a6^5*a5^2*x34^4*a3*a2^6 - 48*a6^4*a5^3*x34^4*a3*a2^6 - 48*a6^3*a5^4*x34^4*a3*a2^6 - 38*a6^2*a5^5*x34^4*a3*a2^6 - 8*a6*a5^6*x34^4*a3*a2^6 + 8*a6^5*a5*x34^5*a3*a2^6 + 50*a6^4*a5^2*x34^5*a3*a2^6 - 8*a6^3*a5^3*x34^5*a3*a2^6 + 50*a6^2*a5^4*x34^5*a3*a2^6 + 8*a6*a5^5*x34^5*a3*a2^6 - 8*a6^4*a5*x34^6*a3*a2^6 - 4*a6^3*a5^2*x34^6*a3*a2^6 - 4*a6^2*a5^3*x34^6*a3*a2^6 - 8*a6*a5^4*x34^6*a3*a2^6 + 8*a6^6*a5^4*a3^2*a2^6 - 8*a6^5*a5^5*a3^2*a2^6 + 8*a6^4*a5^6*a3^2*a2^6 - 36*a6^6*a5^3*x34*a3^2*a2^6 - 6*a6^5*a5^4*x34*a3^2*a2^6 - 6*a6^4*a5^5*x34*a3^2*a2^6 - 36*a6^3*a5^6*x34*a3^2*a2^6 + 60*a6^6*a5^2*x34^2*a3^2*a2^6 + 68*a6^5*a5^3*x34^2*a3^2*a2^6 + 92*a6^4*a5^4*x34^2*a3^2*a2^6 + 68*a6^3*a5^5*x34^2*a3^2*a2^6 + 60*a6^2*a5^6*x34^2*a3^2*a2^6 - 36*a6^6*a5*x34^3*a3^2*a2^6 - 100*a6^5*a5^2*x34^3*a3^2*a2^6 - 156*a6^4*a5^3*x34^3*a3^2*a2^6 - 156*a6^3*a5^4*x34^3*a3^2*a2^6 - 100*a6^2*a5^5*x34^3*a3^2*a2^6 - 36*a6*a5^6*x34^3*a3^2*a2^6 + 8*a6^6*x34^4*a3^2*a2^6 + 42*a6^5*a5*x34^4*a3^2*a2^6 + 162*a6^4*a5^2*x34^4*a3^2*a2^6 + 76*a6^3*a5^3*x34^4*a3^2*a2^6 + 162*a6^2*a5^4*x34^4*a3^2*a2^6 + 42*a6*a5^5*x34^4*a3^2*a2^6 + 8*a5^6*x34^4*a3^2*a2^6 - 8*a6^5*x34^5*a3^2*a2^6 - 46*a6^4*a5*x34^5*a3^2*a2^6 - 52*a6^3*a5^2*x34^5*a3^2*a2^6 - 52*a6^2*a5^3*x34^5*a3^2*a2^6 - 46*a6*a5^4*x34^5*a3^2*a2^6 - 8*a5^5*x34^5*a3^2*a2^6 + 8*a6^4*x34^6*a3^2*a2^6 - 4*a6^3*a5*x34^6*a3^2*a2^6 + 24*a6^2*a5^2*x34^6*a3^2*a2^6 - 4*a6*a5^3*x34^6*a3^2*a2^6 + 8*a5^4*x34^6*a3^2*a2^6 - 24*a6^6*a5^3*a3^3*a2^6 - 4*a6^5*a5^4*a3^3*a2^6 - 4*a6^4*a5^5*a3^3*a2^6 - 24*a6^3*a5^6*a3^3*a2^6 + 64*a6^6*a5^2*x34*a3^3*a2^6 + 88*a6^5*a5^3*x34*a3^3*a2^6 + 48*a6^4*a5^4*x34*a3^3*a2^6 + 88*a6^3*a5^5*x34*a3^3*a2^6 + 64*a6^2*a5^6*x34*a3^3*a2^6 - 64*a6^6*a5*x34^2*a3^3*a2^6 - 180*a6^5*a5^2*x34^2*a3^3*a2^6 - 224*a6^4*a5^3*x34^2*a3^3*a2^6 - 224*a6^3*a5^4*x34^2*a3^3*a2^6 - 180*a6^2*a5^5*x34^2*a3^3*a2^6 - 64*a6*a5^6*x34^2*a3^3*a2^6 + 24*a6^6*x34^3*a3^3*a2^6 + 128*a6^5*a5*x34^3*a3^3*a2^6 + 304*a6^4*a5^2*x34^3*a3^3*a2^6 + 272*a6^3*a5^3*x34^3*a3^3*a2^6 + 304*a6^2*a5^4*x34^3*a3^3*a2^6 + 128*a6*a5^5*x34^3*a3^3*a2^6 + 24*a5^6*x34^3*a3^3*a2^6 - 44*a6^5*x34^4*a3^3*a2^6 - 138*a6^4*a5*x34^4*a3^3*a2^6 - 204*a6^3*a5^2*x34^4*a3^3*a2^6 - 204*a6^2*a5^3*x34^4*a3^3*a2^6 - 138*a6*a5^4*x34^4*a3^3*a2^6 - 44*a5^5*x34^4*a3^3*a2^6 + 44*a6^4*x34^5*a3^3*a2^6 + 16*a6^3*a5*x34^5*a3^3*a2^6 + 116*a6^2*a5^2*x34^5*a3^3*a2^6 + 16*a6*a5^3*x34^5*a3^3*a2^6 + 44*a5^4*x34^5*a3^3*a2^6 - 8*a6^3*x34^6*a3^3*a2^6 - 4*a6^2*a5*x34^6*a3^3*a2^6 - 4*a6*a5^2*x34^6*a3^3*a2^6 - 8*a5^3*x34^6*a3^3*a2^6 + 32*a6^6*a5^2*a3^4*a2^6 + 44*a6^5*a5^3*a3^4*a2^6 + 24*a6^4*a5^4*a3^4*a2^6 + 44*a6^3*a5^5*a3^4*a2^6 + 32*a6^2*a5^6*a3^4*a2^6 - 60*a6^6*a5*x34*a3^4*a2^6 - 170*a6^5*a5^2*x34*a3^4*a2^6 - 180*a6^4*a5^3*x34*a3^4*a2^6 - 180*a6^3*a5^4*x34*a3^4*a2^6 - 170*a6^2*a5^5*x34*a3^4*a2^6 - 60*a6*a5^6*x34*a3^4*a2^6 + 32*a6^6*x34^2*a3^4*a2^6 + 214*a6^5*a5*x34^2*a3^4*a2^6 + 352*a6^4*a5^2*x34^2*a3^4*a2^6 + 396*a6^3*a5^3*x34^2*a3^4*a2^6 + 352*a6^2*a5^4*x34^2*a3^4*a2^6 + 214*a6*a5^5*x34^2*a3^4*a2^6 + 32*a5^6*x34^2*a3^4*a2^6 - 100*a6^5*x34^3*a3^4*a2^6 - 280*a6^4*a5*x34^3*a3^4*a2^6 - 380*a6^3*a5^2*x34^3*a3^4*a2^6 - 380*a6^2*a5^3*x34^3*a3^4*a2^6 - 280*a6*a5^4*x34^3*a3^4*a2^6 - 100*a5^5*x34^3*a3^4*a2^6 + 124*a6^4*x34^4*a3^4*a2^6 + 112*a6^3*a5*x34^4*a3^4*a2^6 + 252*a6^2*a5^2*x34^4*a3^4*a2^6 + 112*a6*a5^3*x34^4*a3^4*a2^6 + 124*a5^4*x34^4*a3^4*a2^6 - 52*a6^3*x34^5*a3^4*a2^6 - 22*a6^2*a5*x34^5*a3^4*a2^6 - 22*a6*a5^2*x34^5*a3^4*a2^6 - 52*a5^3*x34^5*a3^4*a2^6 + 8*a6^2*x34^6*a3^4*a2^6 - 8*a6*a5*x34^6*a3^4*a2^6 + 8*a5^2*x34^6*a3^4*a2^6 - 24*a6^6*a5*a3^5*a2^6 - 68*a6^5*a5^2*a3^5*a2^6 - 72*a6^4*a5^3*a3^5*a2^6 - 72*a6^3*a5^4*a3^5*a2^6 - 68*a6^2*a5^5*a3^5*a2^6 - 24*a6*a5^6*a3^5*a2^6 + 24*a6^6*x34*a3^5*a2^6 + 180*a6^5*a5*x34*a3^5*a2^6 + 240*a6^4*a5^2*x34*a3^5*a2^6 + 312*a6^3*a5^3*x34*a3^5*a2^6 + 240*a6^2*a5^4*x34*a3^5*a2^6 + 180*a6*a5^5*x34*a3^5*a2^6 + 24*a5^6*x34*a3^5*a2^6 - 124*a6^5*x34^2*a3^5*a2^6 - 350*a6^4*a5*x34^2*a3^5*a2^6 - 404*a6^3*a5^2*x34^2*a3^5*a2^6 - 404*a6^2*a5^3*x34^2*a3^5*a2^6 - 350*a6*a5^4*x34^2*a3^5*a2^6 - 124*a5^5*x34^2*a3^5*a2^6 + 212*a6^4*x34^3*a3^5*a2^6 + 248*a6^3*a5*x34^3*a3^5*a2^6 + 300*a6^2*a5^2*x34^3*a3^5*a2^6 + 248*a6*a5^3*x34^3*a3^5*a2^6 + 212*a5^4*x34^3*a3^5*a2^6 - 144*a6^3*x34^4*a3^5*a2^6 - 48*a6^2*a5*x34^4*a3^5*a2^6 - 48*a6*a5^2*x34^4*a3^5*a2^6 - 144*a5^3*x34^4*a3^5*a2^6 + 40*a6^2*x34^5*a3^5*a2^6 - 40*a6*a5*x34^5*a3^5*a2^6 + 40*a5^2*x34^5*a3^5*a2^6 + 8*a6^6*a3^6*a2^6 + 60*a6^5*a5*a3^6*a2^6 + 80*a6^4*a5^2*a3^6*a2^6 + 104*a6^3*a5^3*a3^6*a2^6 + 80*a6^2*a5^4*a3^6*a2^6 + 60*a6*a5^5*a3^6*a2^6 + 8*a5^6*a3^6*a2^6 - 84*a6^5*x34*a3^6*a2^6 - 238*a6^4*a5*x34*a3^6*a2^6 - 252*a6^3*a5^2*x34*a3^6*a2^6 - 252*a6^2*a5^3*x34*a3^6*a2^6 - 238*a6*a5^4*x34*a3^6*a2^6 - 84*a5^5*x34*a3^6*a2^6 + 220*a6^4*x34^2*a3^6*a2^6 + 288*a6^3*a5*x34^2*a3^6*a2^6 + 212*a6^2*a5^2*x34^2*a3^6*a2^6 + 288*a6*a5^3*x34^2*a3^6*a2^6 + 220*a5^4*x34^2*a3^6*a2^6 - 224*a6^3*x34^3*a3^6*a2^6 - 56*a6^2*a5*x34^3*a3^6*a2^6 - 56*a6*a5^2*x34^3*a3^6*a2^6 - 224*a5^3*x34^3*a3^6*a2^6 + 88*a6^2*x34^4*a3^6*a2^6 - 88*a6*a5*x34^4*a3^6*a2^6 + 88*a5^2*x34^4*a3^6*a2^6 - 24*a6^5*a3^7*a2^6 - 68*a6^4*a5*a3^7*a2^6 - 72*a6^3*a5^2*a3^7*a2^6 - 72*a6^2*a5^3*a3^7*a2^6 - 68*a6*a5^4*a3^7*a2^6 - 24*a5^5*a3^7*a2^6 + 128*a6^4*x34*a3^7*a2^6 + 176*a6^3*a5*x34*a3^7*a2^6 + 96*a6^2*a5^2*x34*a3^7*a2^6 + 176*a6*a5^3*x34*a3^7*a2^6 + 128*a5^4*x34*a3^7*a2^6 - 208*a6^3*x34^2*a3^7*a2^6 - 40*a6^2*a5*x34^2*a3^7*a2^6 - 40*a6*a5^2*x34^2*a3^7*a2^6 - 208*a5^3*x34^2*a3^7*a2^6 + 112*a6^2*x34^3*a3^7*a2^6 - 112*a6*a5*x34^3*a3^7*a2^6 + 112*a5^2*x34^3*a3^7*a2^6 + 32*a6^4*a3^8*a2^6 + 44*a6^3*a5*a3^8*a2^6 + 24*a6^2*a5^2*a3^8*a2^6 + 44*a6*a5^3*a3^8*a2^6 + 32*a5^4*a3^8*a2^6 - 108*a6^3*x34*a3^8*a2^6 - 18*a6^2*a5*x34*a3^8*a2^6 - 18*a6*a5^2*x34*a3^8*a2^6 - 108*a5^3*x34*a3^8*a2^6 + 88*a6^2*x34^2*a3^8*a2^6 - 88*a6*a5*x34^2*a3^8*a2^6 + 88*a5^2*x34^2*a3^8*a2^6 - 24*a6^3*a3^9*a2^6 - 4*a6^2*a5*a3^9*a2^6 - 4*a6*a5^2*a3^9*a2^6 - 24*a5^3*a3^9*a2^6 + 40*a6^2*x34*a3^9*a2^6 - 40*a6*a5*x34*a3^9*a2^6 + 40*a5^2*x34*a3^9*a2^6 + 8*a6^2*a3^10*a2^6 - 8*a6*a5*a3^10*a2^6 + 8*a5^2*a3^10*a2^6 - 8*a6^6*a5^6*x34^4*a3*a1 + 8*a6^6*a5^5*x34^5*a3*a1 + 8*a6^5*a5^6*x34^5*a3*a1 - 8*a6^6*a5^4*x34^6*a3*a1 + 8*a6^5*a5^5*x34^6*a3*a1 - 8*a6^4*a5^6*x34^6*a3*a1 - 36*a6^6*a5^6*x34^3*a3^2*a1 + 42*a6^6*a5^5*x34^4*a3^2*a1 + 42*a6^5*a5^6*x34^4*a3^2*a1 - 46*a6^6*a5^4*x34^5*a3^2*a1 + 48*a6^5*a5^5*x34^5*a3^2*a1 - 46*a6^4*a5^6*x34^5*a3^2*a1 - 4*a6^6*a5^3*x34^6*a3^2*a1 + 2*a6^5*a5^4*x34^6*a3^2*a1 + 2*a6^4*a5^5*x34^6*a3^2*a1 - 4*a6^3*a5^6*x34^6*a3^2*a1 - 64*a6^6*a5^6*x34^2*a3^3*a1 + 128*a6^6*a5^5*x34^3*a3^3*a1 + 128*a6^5*a5^6*x34^3*a3^3*a1 - 138*a6^6*a5^4*x34^4*a3^3*a1 + 72*a6^5*a5^5*x34^4*a3^3*a1 - 138*a6^4*a5^6*x34^4*a3^3*a1 + 16*a6^6*a5^3*x34^5*a3^3*a1 - 36*a6^5*a5^4*x34^5*a3^3*a1 - 36*a6^4*a5^5*x34^5*a3^3*a1 + 16*a6^3*a5^6*x34^5*a3^3*a1 - 4*a6^6*a5^2*x34^6*a3^3*a1 + 40*a6^5*a5^3*x34^6*a3^3*a1 - 28*a6^4*a5^4*x34^6*a3^3*a1 + 40*a6^3*a5^5*x34^6*a3^3*a1 - 4*a6^2*a5^6*x34^6*a3^3*a1 - 60*a6^6*a5^6*x34*a3^4*a1 + 214*a6^6*a5^5*x34^2*a3^4*a1 + 214*a6^5*a5^6*x34^2*a3^4*a1 - 280*a6^6*a5^4*x34^3*a3^4*a1 - 80*a6^5*a5^5*x34^3*a3^4*a1 - 280*a6^4*a5^6*x34^3*a3^4*a1 + 112*a6^6*a5^3*x34^4*a3^4*a1 - 102*a6^5*a5^4*x34^4*a3^4*a1 - 102*a6^4*a5^5*x34^4*a3^4*a1 + 112*a6^3*a5^6*x34^4*a3^4*a1 - 22*a6^6*a5^2*x34^5*a3^4*a1 + 192*a6^5*a5^3*x34^5*a3^4*a1 - 60*a6^4*a5^4*x34^5*a3^4*a1 + 192*a6^3*a5^5*x34^5*a3^4*a1 - 22*a6^2*a5^6*x34^5*a3^4*a1 - 8*a6^6*a5*x34^6*a3^4*a1 + 2*a6^5*a5^2*x34^6*a3^4*a1 - 28*a6^4*a5^3*x34^6*a3^4*a1 - 28*a6^3*a5^4*x34^6*a3^4*a1 + 2*a6^2*a5^5*x34^6*a3^4*a1 - 8*a6*a5^6*x34^6*a3^4*a1 - 24*a6^6*a5^6*a3^5*a1 + 180*a6^6*a5^5*x34*a3^5*a1 + 180*a6^5*a5^6*x34*a3^5*a1 - 350*a6^6*a5^4*x34^2*a3^5*a1 - 312*a6^5*a5^5*x34^2*a3^5*a1 - 350*a6^4*a5^6*x34^2*a3^5*a1 + 248*a6^6*a5^3*x34^3*a3^5*a1 - 56*a6^5*a5^4*x34^3*a3^5*a1 - 56*a6^4*a5^5*x34^3*a3^5*a1 + 248*a6^3*a5^6*x34^3*a3^5*a1 - 48*a6^6*a5^2*x34^4*a3^5*a1 + 312*a6^5*a5^3*x34^4*a3^5*a1 + 228*a6^4*a5^4*x34^4*a3^5*a1 + 312*a6^3*a5^5*x34^4*a3^5*a1 - 48*a6^2*a5^6*x34^4*a3^5*a1 - 40*a6^6*a5*x34^5*a3^5*a1 + 12*a6^5*a5^2*x34^5*a3^5*a1 - 216*a6^4*a5^3*x34^5*a3^5*a1 - 216*a6^3*a5^4*x34^5*a3^5*a1 + 12*a6^2*a5^5*x34^5*a3^5*a1 - 40*a6*a5^6*x34^5*a3^5*a1 + 8*a6^5*a5*x34^6*a3^5*a1 + 2*a6^4*a5^2*x34^6*a3^5*a1 + 40*a6^3*a5^3*x34^6*a3^5*a1 + 2*a6^2*a5^4*x34^6*a3^5*a1 + 8*a6*a5^5*x34^6*a3^5*a1 + 60*a6^6*a5^5*a3^6*a1 + 60*a6^5*a5^6*a3^6*a1 - 238*a6^6*a5^4*x34*a3^6*a1 - 280*a6^5*a5^5*x34*a3^6*a1 - 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720*a6*a5^5*x34^4*a3^6*a2*a1 - 88*a5^6*x34^4*a3^6*a2*a1 + 56*a6^5*x34^5*a3^6*a2*a1 - 336*a6^3*a5^2*x34^5*a3^6*a2*a1 - 336*a6^2*a5^3*x34^5*a3^6*a2*a1 + 56*a5^5*x34^5*a3^6*a2*a1 - 8*a6^4*x34^6*a3^6*a2*a1 + 48*a6^3*a5*x34^6*a3^6*a2*a1 - 24*a6^2*a5^2*x34^6*a3^6*a2*a1 + 48*a6*a5^3*x34^6*a3^6*a2*a1 - 8*a5^4*x34^6*a3^6*a2*a1 + 64*a6^6*a5^3*a3^7*a2*a1 + 528*a6^5*a5^4*a3^7*a2*a1 + 528*a6^4*a5^5*a3^7*a2*a1 + 64*a6^3*a5^6*a3^7*a2*a1 - 576*a6^6*a5^2*x34*a3^7*a2*a1 - 1088*a6^5*a5^3*x34*a3^7*a2*a1 - 4032*a6^4*a5^4*x34*a3^7*a2*a1 - 1088*a6^3*a5^5*x34*a3^7*a2*a1 - 576*a6^2*a5^6*x34*a3^7*a2*a1 + 864*a6^6*a5*x34^2*a3^7*a2*a1 + 1056*a6^5*a5^2*x34^2*a3^7*a2*a1 + 2880*a6^4*a5^3*x34^2*a3^7*a2*a1 + 2880*a6^3*a5^4*x34^2*a3^7*a2*a1 + 1056*a6^2*a5^5*x34^2*a3^7*a2*a1 + 864*a6*a5^6*x34^2*a3^7*a2*a1 - 112*a6^6*x34^3*a3^7*a2*a1 - 1440*a6^5*a5*x34^3*a3^7*a2*a1 + 1200*a6^4*a5^2*x34^3*a3^7*a2*a1 - 832*a6^3*a5^3*x34^3*a3^7*a2*a1 + 1200*a6^2*a5^4*x34^3*a3^7*a2*a1 - 1440*a6*a5^5*x34^3*a3^7*a2*a1 - 112*a5^6*x34^3*a3^7*a2*a1 + 160*a6^5*x34^4*a3^7*a2*a1 - 960*a6^3*a5^2*x34^4*a3^7*a2*a1 - 960*a6^2*a5^3*x34^4*a3^7*a2*a1 + 160*a5^5*x34^4*a3^7*a2*a1 - 48*a6^4*x34^5*a3^7*a2*a1 + 288*a6^3*a5*x34^5*a3^7*a2*a1 - 144*a6^2*a5^2*x34^5*a3^7*a2*a1 + 288*a6*a5^3*x34^5*a3^7*a2*a1 - 48*a5^4*x34^5*a3^7*a2*a1 - 144*a6^6*a5^2*a3^8*a2*a1 - 272*a6^5*a5^3*a3^8*a2*a1 - 1008*a6^4*a5^4*a3^8*a2*a1 - 272*a6^3*a5^5*a3^8*a2*a1 - 144*a6^2*a5^6*a3^8*a2*a1 + 432*a6^6*a5*x34*a3^8*a2*a1 + 648*a6^5*a5^2*x34*a3^8*a2*a1 + 1584*a6^4*a5^3*x34*a3^8*a2*a1 + 1584*a6^3*a5^4*x34*a3^8*a2*a1 + 648*a6^2*a5^5*x34*a3^8*a2*a1 + 432*a6*a5^6*x34*a3^8*a2*a1 - 88*a6^6*x34^2*a3^8*a2*a1 - 1440*a6^5*a5*x34^2*a3^8*a2*a1 + 1200*a6^4*a5^2*x34^2*a3^8*a2*a1 - 928*a6^3*a5^3*x34^2*a3^8*a2*a1 + 1200*a6^2*a5^4*x34^2*a3^8*a2*a1 - 1440*a6*a5^5*x34^2*a3^8*a2*a1 - 88*a5^6*x34^2*a3^8*a2*a1 + 240*a6^5*x34^3*a3^8*a2*a1 - 1440*a6^3*a5^2*x34^3*a3^8*a2*a1 - 1440*a6^2*a5^3*x34^3*a3^8*a2*a1 + 240*a5^5*x34^3*a3^8*a2*a1 - 120*a6^4*x34^4*a3^8*a2*a1 + 720*a6^3*a5*x34^4*a3^8*a2*a1 - 360*a6^2*a5^2*x34^4*a3^8*a2*a1 + 720*a6*a5^3*x34^4*a3^8*a2*a1 - 120*a5^4*x34^4*a3^8*a2*a1 + 96*a6^6*a5*a3^9*a2*a1 + 144*a6^5*a5^2*a3^9*a2*a1 + 352*a6^4*a5^3*a3^9*a2*a1 + 352*a6^3*a5^4*a3^9*a2*a1 + 144*a6^2*a5^5*a3^9*a2*a1 + 96*a6*a5^6*a3^9*a2*a1 - 40*a6^6*x34*a3^9*a2*a1 - 720*a6^5*a5*x34*a3^9*a2*a1 + 600*a6^4*a5^2*x34*a3^9*a2*a1 - 480*a6^3*a5^3*x34*a3^9*a2*a1 + 600*a6^2*a5^4*x34*a3^9*a2*a1 - 720*a6*a5^5*x34*a3^9*a2*a1 - 40*a5^6*x34*a3^9*a2*a1 + 200*a6^5*x34^2*a3^9*a2*a1 - 1200*a6^3*a5^2*x34^2*a3^9*a2*a1 - 1200*a6^2*a5^3*x34^2*a3^9*a2*a1 + 200*a5^5*x34^2*a3^9*a2*a1 - 160*a6^4*x34^3*a3^9*a2*a1 + 960*a6^3*a5*x34^3*a3^9*a2*a1 - 480*a6^2*a5^2*x34^3*a3^9*a2*a1 + 960*a6*a5^3*x34^3*a3^9*a2*a1 - 160*a5^4*x34^3*a3^9*a2*a1 - 8*a6^6*a3^10*a2*a1 - 144*a6^5*a5*a3^10*a2*a1 + 120*a6^4*a5^2*a3^10*a2*a1 - 96*a6^3*a5^3*a3^10*a2*a1 + 120*a6^2*a5^4*a3^10*a2*a1 - 144*a6*a5^5*a3^10*a2*a1 - 8*a5^6*a3^10*a2*a1 + 88*a6^5*x34*a3^10*a2*a1 - 528*a6^3*a5^2*x34*a3^10*a2*a1 - 528*a6^2*a5^3*x34*a3^10*a2*a1 + 88*a5^5*x34*a3^10*a2*a1 - 120*a6^4*x34^2*a3^10*a2*a1 + 720*a6^3*a5*x34^2*a3^10*a2*a1 - 360*a6^2*a5^2*x34^2*a3^10*a2*a1 + 720*a6*a5^3*x34^2*a3^10*a2*a1 - 120*a5^4*x34^2*a3^10*a2*a1 + 16*a6^5*a3^11*a2*a1 - 96*a6^3*a5^2*a3^11*a2*a1 - 96*a6^2*a5^3*a3^11*a2*a1 + 16*a5^5*a3^11*a2*a1 - 48*a6^4*x34*a3^11*a2*a1 + 288*a6^3*a5*x34*a3^11*a2*a1 - 144*a6^2*a5^2*x34*a3^11*a2*a1 + 288*a6*a5^3*x34*a3^11*a2*a1 - 48*a5^4*x34*a3^11*a2*a1 - 8*a6^4*a3^12*a2*a1 + 48*a6^3*a5*a3^12*a2*a1 - 24*a6^2*a5^2*a3^12*a2*a1 + 48*a6*a5^3*a3^12*a2*a1 - 8*a5^4*a3^12*a2*a1 - 4*a6^6*a5^6*x34^3*a2^2*a1 + 2*a6^6*a5^5*x34^4*a2^2*a1 + 2*a6^5*a5^6*x34^4*a2^2*a1 + 2*a6^6*a5^4*x34^5*a2^2*a1 + 2*a6^4*a5^6*x34^5*a2^2*a1 - 4*a6^6*a5^3*x34^6*a2^2*a1 + 2*a6^5*a5^4*x34^6*a2^2*a1 + 2*a6^4*a5^5*x34^6*a2^2*a1 - 4*a6^3*a5^6*x34^6*a2^2*a1 - 36*a6^6*a5^6*x34^2*a3*a2^2*a1 - 40*a6^6*a5^5*x34^3*a3*a2^2*a1 - 40*a6^5*a5^6*x34^3*a3*a2^2*a1 + 10*a6^6*a5^4*x34^4*a3*a2^2*a1 + 120*a6^5*a5^5*x34^4*a3*a2^2*a1 + 10*a6^4*a5^6*x34^4*a3*a2^2*a1 - 72*a6^6*a5^3*x34^5*a3*a2^2*a1 + 132*a6^5*a5^4*x34^5*a3*a2^2*a1 + 132*a6^4*a5^5*x34^5*a3*a2^2*a1 - 72*a6^3*a5^6*x34^5*a3*a2^2*a1 - 24*a6^6*a5^2*x34^6*a3*a2^2*a1 - 48*a6^5*a5^3*x34^6*a3*a2^2*a1 - 48*a6^3*a5^5*x34^6*a3*a2^2*a1 - 24*a6^2*a5^6*x34^6*a3*a2^2*a1 - 84*a6^6*a5^6*x34*a3^2*a2^2*a1 - 24*a6^6*a5^5*x34^2*a3^2*a2^2*a1 - 24*a6^5*a5^6*x34^2*a3^2*a2^2*a1 + 56*a6^6*a5^4*x34^3*a3^2*a2^2*a1 + 624*a6^5*a5^5*x34^3*a3^2*a2^2*a1 + 56*a6^4*a5^6*x34^3*a3^2*a2^2*a1 - 264*a6^6*a5^3*x34^4*a3^2*a2^2*a1 + 222*a6^5*a5^4*x34^4*a3^2*a2^2*a1 + 222*a6^4*a5^5*x34^4*a3^2*a2^2*a1 - 264*a6^3*a5^6*x34^4*a3^2*a2^2*a1 - 36*a6^6*a5^2*x34^5*a3^2*a2^2*a1 - 144*a6^5*a5^3*x34^5*a3^2*a2^2*a1 - 408*a6^4*a5^4*x34^5*a3^2*a2^2*a1 - 144*a6^3*a5^5*x34^5*a3^2*a2^2*a1 - 36*a6^2*a5^6*x34^5*a3^2*a2^2*a1 - 24*a6^6*a5*x34^6*a3^2*a2^2*a1 + 108*a6^5*a5^2*x34^6*a3^2*a2^2*a1 + 36*a6^4*a5^3*x34^6*a3^2*a2^2*a1 + 36*a6^3*a5^4*x34^6*a3^2*a2^2*a1 + 108*a6^2*a5^5*x34^6*a3^2*a2^2*a1 - 24*a6*a5^6*x34^6*a3^2*a2^2*a1 - 56*a6^6*a5^6*a3^3*a2^2*a1 + 32*a6^6*a5^5*x34*a3^3*a2^2*a1 + 32*a6^5*a5^6*x34*a3^3*a2^2*a1 + 164*a6^6*a5^4*x34^2*a3^3*a2^2*a1 + 1296*a6^5*a5^5*x34^2*a3^3*a2^2*a1 + 164*a6^4*a5^6*x34^2*a3^3*a2^2*a1 - 512*a6^6*a5^3*x34^3*a3^3*a2^2*a1 - 528*a6^5*a5^4*x34^3*a3^3*a2^2*a1 - 528*a6^4*a5^5*x34^3*a3^3*a2^2*a1 - 512*a6^3*a5^6*x34^3*a3^3*a2^2*a1 + 216*a6^6*a5^2*x34^4*a3^3*a2^2*a1 - 136*a6^5*a5^3*x34^4*a3^3*a2^2*a1 - 1284*a6^4*a5^4*x34^4*a3^3*a2^2*a1 - 136*a6^3*a5^5*x34^4*a3^3*a2^2*a1 + 216*a6^2*a5^6*x34^4*a3^3*a2^2*a1 - 192*a6^6*a5*x34^5*a3^3*a2^2*a1 + 792*a6^5*a5^2*x34^5*a3^3*a2^2*a1 + 80*a6^4*a5^3*x34^5*a3^3*a2^2*a1 + 80*a6^3*a5^4*x34^5*a3^3*a2^2*a1 + 792*a6^2*a5^5*x34^5*a3^3*a2^2*a1 - 192*a6*a5^6*x34^5*a3^3*a2^2*a1 - 4*a6^6*x34^6*a3^3*a2^2*a1 - 48*a6^5*a5*x34^6*a3^3*a2^2*a1 + 36*a6^4*a5^2*x34^6*a3^3*a2^2*a1 - 96*a6^3*a5^3*x34^6*a3^3*a2^2*a1 + 36*a6^2*a5^4*x34^6*a3^3*a2^2*a1 - 48*a6*a5^5*x34^6*a3^3*a2^2*a1 - 4*a5^6*x34^6*a3^3*a2^2*a1 + 16*a6^6*a5^5*a3^4*a2^2*a1 + 16*a6^5*a5^6*a3^4*a2^2*a1 + 190*a6^6*a5^4*x34*a3^4*a2^2*a1 + 1320*a6^5*a5^5*x34*a3^4*a2^2*a1 + 190*a6^4*a5^6*x34*a3^4*a2^2*a1 - 576*a6^6*a5^3*x34^2*a3^4*a2^2*a1 - 2034*a6^5*a5^4*x34^2*a3^4*a2^2*a1 - 2034*a6^4*a5^5*x34^2*a3^4*a2^2*a1 - 576*a6^3*a5^6*x34^2*a3^4*a2^2*a1 + 780*a6^6*a5^2*x34^3*a3^4*a2^2*a1 - 200*a6^5*a5^3*x34^3*a3^4*a2^2*a1 - 300*a6^4*a5^4*x34^3*a3^4*a2^2*a1 - 200*a6^3*a5^5*x34^3*a3^4*a2^2*a1 + 780*a6^2*a5^6*x34^3*a3^4*a2^2*a1 - 600*a6^6*a5*x34^4*a3^4*a2^2*a1 + 1932*a6^5*a5^2*x34^4*a3^4*a2^2*a1 + 616*a6^4*a5^3*x34^4*a3^4*a2^2*a1 + 616*a6^3*a5^4*x34^4*a3^4*a2^2*a1 + 1932*a6^2*a5^5*x34^4*a3^4*a2^2*a1 - 600*a6*a5^6*x34^4*a3^4*a2^2*a1 - 22*a6^6*x34^5*a3^4*a2^2*a1 - 168*a6^5*a5*x34^5*a3^4*a2^2*a1 - 192*a6^4*a5^2*x34^5*a3^4*a2^2*a1 - 712*a6^3*a5^3*x34^5*a3^4*a2^2*a1 - 192*a6^2*a5^4*x34^5*a3^4*a2^2*a1 - 168*a6*a5^5*x34^5*a3^4*a2^2*a1 - 22*a5^6*x34^5*a3^4*a2^2*a1 + 2*a6^5*x34^6*a3^4*a2^2*a1 + 36*a6^3*a5^2*x34^6*a3^4*a2^2*a1 + 36*a6^2*a5^3*x34^6*a3^4*a2^2*a1 + 2*a5^5*x34^6*a3^4*a2^2*a1 + 76*a6^6*a5^4*a3^5*a2^2*a1 + 528*a6^5*a5^5*a3^5*a2^2*a1 + 76*a6^4*a5^6*a3^5*a2^2*a1 - 384*a6^6*a5^3*x34*a3^5*a2^2*a1 - 2124*a6^5*a5^4*x34*a3^5*a2^2*a1 - 2124*a6^4*a5^5*x34*a3^5*a2^2*a1 - 384*a6^3*a5^6*x34*a3^5*a2^2*a1 + 1152*a6^6*a5^2*x34^2*a3^5*a2^2*a1 - 360*a6^5*a5^3*x34^2*a3^5*a2^2*a1 + 2316*a6^4*a5^4*x34^2*a3^5*a2^2*a1 - 360*a6^3*a5^5*x34^2*a3^5*a2^2*a1 + 1152*a6^2*a5^6*x34^2*a3^5*a2^2*a1 - 1008*a6^6*a5*x34^3*a3^5*a2^2*a1 + 2112*a6^5*a5^2*x34^3*a3^5*a2^2*a1 + 2248*a6^4*a5^3*x34^3*a3^5*a2^2*a1 + 2248*a6^3*a5^4*x34^3*a3^5*a2^2*a1 + 2112*a6^2*a5^5*x34^3*a3^5*a2^2*a1 - 1008*a6*a5^6*x34^3*a3^5*a2^2*a1 - 48*a6^6*x34^4*a3^5*a2^2*a1 - 1908*a6^4*a5^2*x34^4*a3^5*a2^2*a1 - 2256*a6^3*a5^3*x34^4*a3^5*a2^2*a1 - 1908*a6^2*a5^4*x34^4*a3^5*a2^2*a1 - 48*a5^6*x34^4*a3^5*a2^2*a1 + 12*a6^5*x34^5*a3^5*a2^2*a1 + 120*a6^4*a5*x34^5*a3^5*a2^2*a1 + 360*a6^3*a5^2*x34^5*a3^5*a2^2*a1 + 360*a6^2*a5^3*x34^5*a3^5*a2^2*a1 + 120*a6*a5^4*x34^5*a3^5*a2^2*a1 + 12*a5^5*x34^5*a3^5*a2^2*a1 + 2*a6^4*x34^6*a3^5*a2^2*a1 - 48*a6^3*a5*x34^6*a3^5*a2^2*a1 + 108*a6^2*a5^2*x34^6*a3^5*a2^2*a1 - 48*a6*a5^3*x34^6*a3^5*a2^2*a1 + 2*a5^4*x34^6*a3^5*a2^2*a1 - 128*a6^6*a5^3*a3^6*a2^2*a1 - 708*a6^5*a5^4*a3^6*a2^2*a1 - 708*a6^4*a5^5*a3^6*a2^2*a1 - 128*a6^3*a5^6*a3^6*a2^2*a1 + 840*a6^6*a5^2*x34*a3^6*a2^2*a1 - 280*a6^5*a5^3*x34*a3^6*a2^2*a1 + 2436*a6^4*a5^4*x34*a3^6*a2^2*a1 - 280*a6^3*a5^5*x34*a3^6*a2^2*a1 + 840*a6^2*a5^6*x34*a3^6*a2^2*a1 - 1008*a6^6*a5*x34^2*a3^6*a2^2*a1 + 1152*a6^5*a5^2*x34^2*a3^6*a2^2*a1 + 3344*a6^4*a5^3*x34^2*a3^6*a2^2*a1 + 3344*a6^3*a5^4*x34^2*a3^6*a2^2*a1 + 1152*a6^2*a5^5*x34^2*a3^6*a2^2*a1 - 1008*a6*a5^6*x34^2*a3^6*a2^2*a1 - 56*a6^6*x34^3*a3^6*a2^2*a1 + 672*a6^5*a5*x34^3*a3^6*a2^2*a1 - 4956*a6^4*a5^2*x34^3*a3^6*a2^2*a1 - 3920*a6^3*a5^3*x34^3*a3^6*a2^2*a1 - 4956*a6^2*a5^4*x34^3*a3^6*a2^2*a1 + 672*a6*a5^5*x34^3*a3^6*a2^2*a1 - 56*a5^6*x34^3*a3^6*a2^2*a1 + 32*a6^5*x34^4*a3^6*a2^2*a1 + 600*a6^4*a5*x34^4*a3^6*a2^2*a1 + 1296*a6^3*a5^2*x34^4*a3^6*a2^2*a1 + 1296*a6^2*a5^3*x34^4*a3^6*a2^2*a1 + 600*a6*a5^4*x34^4*a3^6*a2^2*a1 + 32*a5^5*x34^4*a3^6*a2^2*a1 + 14*a6^4*x34^5*a3^6*a2^2*a1 - 336*a6^3*a5*x34^5*a3^6*a2^2*a1 + 756*a6^2*a5^2*x34^5*a3^6*a2^2*a1 - 336*a6*a5^3*x34^5*a3^6*a2^2*a1 + 14*a5^4*x34^5*a3^6*a2^2*a1 - 4*a6^3*x34^6*a3^6*a2^2*a1 - 24*a6^2*a5*x34^6*a3^6*a2^2*a1 - 24*a6*a5^2*x34^6*a3^6*a2^2*a1 - 4*a5^3*x34^6*a3^6*a2^2*a1 + 240*a6^6*a5^2*a3^7*a2^2*a1 - 80*a6^5*a5^3*a3^7*a2^2*a1 + 696*a6^4*a5^4*a3^7*a2^2*a1 - 80*a6^3*a5^5*a3^7*a2^2*a1 + 240*a6^2*a5^6*a3^7*a2^2*a1 - 576*a6^6*a5*x34*a3^7*a2^2*a1 + 384*a6^5*a5^2*x34*a3^7*a2^2*a1 + 2224*a6^4*a5^3*x34*a3^7*a2^2*a1 + 2224*a6^3*a5^4*x34*a3^7*a2^2*a1 + 384*a6^2*a5^5*x34*a3^7*a2^2*a1 - 576*a6*a5^6*x34*a3^7*a2^2*a1 - 40*a6^6*x34^2*a3^7*a2^2*a1 + 1056*a6^5*a5*x34^2*a3^7*a2^2*a1 - 5880*a6^4*a5^2*x34^2*a3^7*a2^2*a1 - 3904*a6^3*a5^3*x34^2*a3^7*a2^2*a1 - 5880*a6^2*a5^4*x34^2*a3^7*a2^2*a1 + 1056*a6*a5^5*x34^2*a3^7*a2^2*a1 - 40*a5^6*x34^2*a3^7*a2^2*a1 + 48*a6^5*x34^3*a3^7*a2^2*a1 + 1200*a6^4*a5*x34^3*a3^7*a2^2*a1 + 2304*a6^3*a5^2*x34^3*a3^7*a2^2*a1 + 2304*a6^2*a5^3*x34^3*a3^7*a2^2*a1 + 1200*a6*a5^4*x34^3*a3^7*a2^2*a1 + 48*a5^5*x34^3*a3^7*a2^2*a1 + 40*a6^4*x34^4*a3^7*a2^2*a1 - 960*a6^3*a5*x34^4*a3^7*a2^2*a1 + 2160*a6^2*a5^2*x34^4*a3^7*a2^2*a1 - 960*a6*a5^3*x34^4*a3^7*a2^2*a1 + 40*a5^4*x34^4*a3^7*a2^2*a1 - 24*a6^3*x34^5*a3^7*a2^2*a1 - 144*a6^2*a5*x34^5*a3^7*a2^2*a1 - 144*a6*a5^2*x34^5*a3^7*a2^2*a1 - 24*a5^3*x34^5*a3^7*a2^2*a1 - 144*a6^6*a5*a3^8*a2^2*a1 + 96*a6^5*a5^2*a3^8*a2^2*a1 + 556*a6^4*a5^3*a3^8*a2^2*a1 + 556*a6^3*a5^4*a3^8*a2^2*a1 + 96*a6^2*a5^5*a3^8*a2^2*a1 - 144*a6*a5^6*a3^8*a2^2*a1 - 18*a6^6*x34*a3^8*a2^2*a1 + 648*a6^5*a5*x34*a3^8*a2^2*a1 - 3348*a6^4*a5^2*x34*a3^8*a2^2*a1 - 2088*a6^3*a5^3*x34*a3^8*a2^2*a1 - 3348*a6^2*a5^4*x34*a3^8*a2^2*a1 + 648*a6*a5^5*x34*a3^8*a2^2*a1 - 18*a5^6*x34*a3^8*a2^2*a1 + 42*a6^5*x34^2*a3^8*a2^2*a1 + 1200*a6^4*a5*x34^2*a3^8*a2^2*a1 + 2196*a6^3*a5^2*x34^2*a3^8*a2^2*a1 + 2196*a6^2*a5^3*x34^2*a3^8*a2^2*a1 + 1200*a6*a5^4*x34^2*a3^8*a2^2*a1 + 42*a5^5*x34^2*a3^8*a2^2*a1 + 60*a6^4*x34^3*a3^8*a2^2*a1 - 1440*a6^3*a5*x34^3*a3^8*a2^2*a1 + 3240*a6^2*a5^2*x34^3*a3^8*a2^2*a1 - 1440*a6*a5^3*x34^3*a3^8*a2^2*a1 + 60*a5^4*x34^3*a3^8*a2^2*a1 - 60*a6^3*x34^4*a3^8*a2^2*a1 - 360*a6^2*a5*x34^4*a3^8*a2^2*a1 - 360*a6*a5^2*x34^4*a3^8*a2^2*a1 - 60*a5^3*x34^4*a3^8*a2^2*a1 - 4*a6^6*a3^9*a2^2*a1 + 144*a6^5*a5*a3^9*a2^2*a1 - 744*a6^4*a5^2*a3^9*a2^2*a1 - 464*a6^3*a5^3*a3^9*a2^2*a1 - 744*a6^2*a5^4*a3^9*a2^2*a1 + 144*a6*a5^5*a3^9*a2^2*a1 - 4*a5^6*a3^9*a2^2*a1 + 20*a6^5*x34*a3^9*a2^2*a1 + 600*a6^4*a5*x34*a3^9*a2^2*a1 + 1080*a6^3*a5^2*x34*a3^9*a2^2*a1 + 1080*a6^2*a5^3*x34*a3^9*a2^2*a1 + 600*a6*a5^4*x34*a3^9*a2^2*a1 + 20*a5^5*x34*a3^9*a2^2*a1 + 50*a6^4*x34^2*a3^9*a2^2*a1 - 1200*a6^3*a5*x34^2*a3^9*a2^2*a1 + 2700*a6^2*a5^2*x34^2*a3^9*a2^2*a1 - 1200*a6*a5^3*x34^2*a3^9*a2^2*a1 + 50*a5^4*x34^2*a3^9*a2^2*a1 - 80*a6^3*x34^3*a3^9*a2^2*a1 - 480*a6^2*a5*x34^3*a3^9*a2^2*a1 - 480*a6*a5^2*x34^3*a3^9*a2^2*a1 - 80*a5^3*x34^3*a3^9*a2^2*a1 + 4*a6^5*a3^10*a2^2*a1 + 120*a6^4*a5*a3^10*a2^2*a1 + 216*a6^3*a5^2*a3^10*a2^2*a1 + 216*a6^2*a5^3*a3^10*a2^2*a1 + 120*a6*a5^4*a3^10*a2^2*a1 + 4*a5^5*a3^10*a2^2*a1 + 22*a6^4*x34*a3^10*a2^2*a1 - 528*a6^3*a5*x34*a3^10*a2^2*a1 + 1188*a6^2*a5^2*x34*a3^10*a2^2*a1 - 528*a6*a5^3*x34*a3^10*a2^2*a1 + 22*a5^4*x34*a3^10*a2^2*a1 - 60*a6^3*x34^2*a3^10*a2^2*a1 - 360*a6^2*a5*x34^2*a3^10*a2^2*a1 - 360*a6*a5^2*x34^2*a3^10*a2^2*a1 - 60*a5^3*x34^2*a3^10*a2^2*a1 + 4*a6^4*a3^11*a2^2*a1 - 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2144*a6*a5^5*x34^3*a3^5*a2^3*a1 + 248*a5^6*x34^3*a3^5*a2^3*a1 + 312*a6^5*x34^4*a3^5*a2^3*a1 + 1344*a6^4*a5*x34^4*a3^5*a2^3*a1 - 2256*a6^3*a5^2*x34^4*a3^5*a2^3*a1 - 2256*a6^2*a5^3*x34^4*a3^5*a2^3*a1 + 1344*a6*a5^4*x34^4*a3^5*a2^3*a1 + 312*a5^5*x34^4*a3^5*a2^3*a1 - 216*a6^4*x34^5*a3^5*a2^3*a1 + 32*a6^3*a5*x34^5*a3^5*a2^3*a1 + 360*a6^2*a5^2*x34^5*a3^5*a2^3*a1 + 32*a6*a5^3*x34^5*a3^5*a2^3*a1 - 216*a5^4*x34^5*a3^5*a2^3*a1 + 40*a6^3*x34^6*a3^5*a2^3*a1 - 48*a6^2*a5*x34^6*a3^5*a2^3*a1 - 48*a6*a5^2*x34^6*a3^5*a2^3*a1 + 40*a5^3*x34^6*a3^5*a2^3*a1 - 128*a6^6*a5^2*a3^6*a2^3*a1 + 736*a6^5*a5^3*a3^6*a2^3*a1 + 976*a6^4*a5^4*a3^6*a2^3*a1 + 736*a6^3*a5^5*a3^6*a2^3*a1 - 128*a6^2*a5^6*a3^6*a2^3*a1 + 224*a6^6*a5*x34*a3^6*a2^3*a1 - 280*a6^5*a5^2*x34*a3^6*a2^3*a1 - 6104*a6^4*a5^3*x34*a3^6*a2^3*a1 - 6104*a6^3*a5^4*x34*a3^6*a2^3*a1 - 280*a6^2*a5^5*x34*a3^6*a2^3*a1 + 224*a6*a5^6*x34*a3^6*a2^3*a1 + 288*a6^6*x34^2*a3^6*a2^3*a1 - 1984*a6^5*a5*x34^2*a3^6*a2^3*a1 + 3344*a6^4*a5^2*x34^2*a3^6*a2^3*a1 + 10080*a6^3*a5^3*x34^2*a3^6*a2^3*a1 + 3344*a6^2*a5^4*x34^2*a3^6*a2^3*a1 - 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160*a6^5*a5^3*x34^2*a3^3*a2^4*a1 - 3672*a6^4*a5^4*x34^2*a3^3*a2^4*a1 - 160*a6^3*a5^5*x34^2*a3^3*a2^4*a1 + 164*a6^2*a5^6*x34^2*a3^3*a2^4*a1 - 128*a6^6*a5*x34^3*a3^3*a2^4*a1 - 528*a6^5*a5^2*x34^3*a3^3*a2^4*a1 + 3136*a6^4*a5^3*x34^3*a3^3*a2^4*a1 + 3136*a6^3*a5^4*x34^3*a3^3*a2^4*a1 - 528*a6^2*a5^5*x34^3*a3^3*a2^4*a1 - 128*a6*a5^6*x34^3*a3^3*a2^4*a1 - 138*a6^6*x34^4*a3^3*a2^4*a1 + 744*a6^5*a5*x34^4*a3^3*a2^4*a1 - 1284*a6^4*a5^2*x34^4*a3^3*a2^4*a1 - 968*a6^3*a5^3*x34^4*a3^3*a2^4*a1 - 1284*a6^2*a5^4*x34^4*a3^3*a2^4*a1 + 744*a6*a5^5*x34^4*a3^3*a2^4*a1 - 138*a5^6*x34^4*a3^3*a2^4*a1 - 36*a6^5*x34^5*a3^3*a2^4*a1 + 144*a6^4*a5*x34^5*a3^3*a2^4*a1 + 80*a6^3*a5^2*x34^5*a3^3*a2^4*a1 + 80*a6^2*a5^3*x34^5*a3^3*a2^4*a1 + 144*a6*a5^4*x34^5*a3^3*a2^4*a1 - 36*a5^5*x34^5*a3^3*a2^4*a1 - 28*a6^4*x34^6*a3^3*a2^4*a1 + 32*a6^3*a5*x34^6*a3^3*a2^4*a1 + 36*a6^2*a5^2*x34^6*a3^3*a2^4*a1 + 32*a6*a5^3*x34^6*a3^3*a2^4*a1 - 28*a5^4*x34^6*a3^3*a2^4*a1 + 44*a6^6*a5^3*a3^4*a2^4*a1 + 96*a6^5*a5^4*a3^4*a2^4*a1 + 96*a6^4*a5^5*a3^4*a2^4*a1 + 44*a6^3*a5^6*a3^4*a2^4*a1 + 190*a6^6*a5^2*x34*a3^4*a2^4*a1 - 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4*a6^3*a5^6*x34^2*a2^6*a1 - 4*a6^6*a5^2*x34^3*a2^6*a1 + 40*a6^5*a5^3*x34^3*a2^6*a1 - 28*a6^4*a5^4*x34^3*a2^6*a1 + 40*a6^3*a5^5*x34^3*a2^6*a1 - 4*a6^2*a5^6*x34^3*a2^6*a1 - 8*a6^6*a5*x34^4*a2^6*a1 + 2*a6^5*a5^2*x34^4*a2^6*a1 - 28*a6^4*a5^3*x34^4*a2^6*a1 - 28*a6^3*a5^4*x34^4*a2^6*a1 + 2*a6^2*a5^5*x34^4*a2^6*a1 - 8*a6*a5^6*x34^4*a2^6*a1 + 8*a6^5*a5*x34^5*a2^6*a1 + 2*a6^4*a5^2*x34^5*a2^6*a1 + 40*a6^3*a5^3*x34^5*a2^6*a1 + 2*a6^2*a5^4*x34^5*a2^6*a1 + 8*a6*a5^5*x34^5*a2^6*a1 - 8*a6^4*a5*x34^6*a2^6*a1 - 4*a6^3*a5^2*x34^6*a2^6*a1 - 4*a6^2*a5^3*x34^6*a2^6*a1 - 8*a6*a5^4*x34^6*a2^6*a1 - 16*a6^6*a5^4*a3*a2^6*a1 + 16*a6^5*a5^5*a3*a2^6*a1 - 16*a6^4*a5^6*a3*a2^6*a1 + 40*a6^6*a5^3*x34*a3*a2^6*a1 + 4*a6^5*a5^4*x34*a3*a2^6*a1 + 4*a6^4*a5^5*x34*a3*a2^6*a1 + 40*a6^3*a5^6*x34*a3*a2^6*a1 - 36*a6^6*a5^2*x34^2*a3*a2^6*a1 + 72*a6^5*a5^3*x34^2*a3*a2^6*a1 - 84*a6^4*a5^4*x34^2*a3*a2^6*a1 + 72*a6^3*a5^5*x34^2*a3*a2^6*a1 - 36*a6^2*a5^6*x34^2*a3*a2^6*a1 + 16*a6^6*a5*x34^3*a3*a2^6*a1 - 40*a6^5*a5^2*x34^3*a3*a2^6*a1 - 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36*a6^3*a5^4*x34^2*a3^2*a2^6*a1 - 24*a6^2*a5^5*x34^2*a3^2*a2^6*a1 + 72*a6*a5^6*x34^2*a3^2*a2^6*a1 - 36*a6^6*x34^3*a3^2*a2^6*a1 + 32*a6^5*a5*x34^3*a3^2*a2^6*a1 + 56*a6^4*a5^2*x34^3*a3^2*a2^6*a1 + 432*a6^3*a5^3*x34^3*a3^2*a2^6*a1 + 56*a6^2*a5^4*x34^3*a3^2*a2^6*a1 + 32*a6*a5^5*x34^3*a3^2*a2^6*a1 - 36*a5^6*x34^3*a3^2*a2^6*a1 + 42*a6^5*x34^4*a3^2*a2^6*a1 - 120*a6^4*a5*x34^4*a3^2*a2^6*a1 - 264*a6^3*a5^2*x34^4*a3^2*a2^6*a1 - 264*a6^2*a5^3*x34^4*a3^2*a2^6*a1 - 120*a6*a5^4*x34^4*a3^2*a2^6*a1 + 42*a5^5*x34^4*a3^2*a2^6*a1 - 46*a6^4*x34^5*a3^2*a2^6*a1 + 240*a6^3*a5*x34^5*a3^2*a2^6*a1 - 36*a6^2*a5^2*x34^5*a3^2*a2^6*a1 + 240*a6*a5^3*x34^5*a3^2*a2^6*a1 - 46*a5^4*x34^5*a3^2*a2^6*a1 - 4*a6^3*x34^6*a3^2*a2^6*a1 - 24*a6^2*a5*x34^6*a3^2*a2^6*a1 - 24*a6*a5^2*x34^6*a3^2*a2^6*a1 - 4*a5^3*x34^6*a3^2*a2^6*a1 - 56*a6^6*a5^2*a3^3*a2^6*a1 - 16*a6^5*a5^3*a3^3*a2^6*a1 - 56*a6^4*a5^4*a3^3*a2^6*a1 - 16*a6^3*a5^5*a3^3*a2^6*a1 - 56*a6^2*a5^6*a3^3*a2^6*a1 + 112*a6^6*a5*x34*a3^3*a2^6*a1 + 32*a6^5*a5^2*x34*a3^3*a2^6*a1 + 88*a6^4*a5^3*x34*a3^3*a2^6*a1 + 88*a6^3*a5^4*x34*a3^3*a2^6*a1 + 32*a6^2*a5^5*x34*a3^3*a2^6*a1 + 112*a6*a5^6*x34*a3^3*a2^6*a1 - 64*a6^6*x34^2*a3^3*a2^6*a1 - 112*a6^5*a5*x34^2*a3^3*a2^6*a1 + 164*a6^4*a5^2*x34^2*a3^3*a2^6*a1 + 208*a6^3*a5^3*x34^2*a3^3*a2^6*a1 + 164*a6^2*a5^4*x34^2*a3^3*a2^6*a1 - 112*a6*a5^5*x34^2*a3^3*a2^6*a1 - 64*a5^6*x34^2*a3^3*a2^6*a1 + 128*a6^5*x34^3*a3^3*a2^6*a1 - 128*a6^4*a5*x34^3*a3^3*a2^6*a1 - 512*a6^3*a5^2*x34^3*a3^3*a2^6*a1 - 512*a6^2*a5^3*x34^3*a3^3*a2^6*a1 - 128*a6*a5^4*x34^3*a3^3*a2^6*a1 + 128*a5^5*x34^3*a3^3*a2^6*a1 - 138*a6^4*x34^4*a3^3*a2^6*a1 + 512*a6^3*a5*x34^4*a3^3*a2^6*a1 + 216*a6^2*a5^2*x34^4*a3^3*a2^6*a1 + 512*a6*a5^3*x34^4*a3^3*a2^6*a1 - 138*a5^4*x34^4*a3^3*a2^6*a1 + 16*a6^3*x34^5*a3^3*a2^6*a1 - 192*a6^2*a5*x34^5*a3^3*a2^6*a1 - 192*a6*a5^2*x34^5*a3^3*a2^6*a1 + 16*a5^3*x34^5*a3^3*a2^6*a1 - 4*a6^2*x34^6*a3^3*a2^6*a1 + 48*a6*a5*x34^6*a3^3*a2^6*a1 - 4*a5^2*x34^6*a3^3*a2^6*a1 + 56*a6^6*a5*a3^4*a2^6*a1 + 16*a6^5*a5^2*a3^4*a2^6*a1 + 44*a6^4*a5^3*a3^4*a2^6*a1 + 44*a6^3*a5^4*a3^4*a2^6*a1 + 16*a6^2*a5^5*a3^4*a2^6*a1 + 56*a6*a5^6*a3^4*a2^6*a1 - 60*a6^6*x34*a3^4*a2^6*a1 - 200*a6^5*a5*x34*a3^4*a2^6*a1 + 190*a6^4*a5^2*x34*a3^4*a2^6*a1 - 120*a6^3*a5^3*x34*a3^4*a2^6*a1 + 190*a6^2*a5^4*x34*a3^4*a2^6*a1 - 200*a6*a5^5*x34*a3^4*a2^6*a1 - 60*a5^6*x34*a3^4*a2^6*a1 + 214*a6^5*x34^2*a3^4*a2^6*a1 - 24*a6^4*a5*x34^2*a3^4*a2^6*a1 - 576*a6^3*a5^2*x34^2*a3^4*a2^6*a1 - 576*a6^2*a5^3*x34^2*a3^4*a2^6*a1 - 24*a6*a5^4*x34^2*a3^4*a2^6*a1 + 214*a5^5*x34^2*a3^4*a2^6*a1 - 280*a6^4*x34^3*a3^4*a2^6*a1 + 640*a6^3*a5*x34^3*a3^4*a2^6*a1 + 780*a6^2*a5^2*x34^3*a3^4*a2^6*a1 + 640*a6*a5^3*x34^3*a3^4*a2^6*a1 - 280*a5^4*x34^3*a3^4*a2^6*a1 + 112*a6^3*x34^4*a3^4*a2^6*a1 - 600*a6^2*a5*x34^4*a3^4*a2^6*a1 - 600*a6*a5^2*x34^4*a3^4*a2^6*a1 + 112*a5^3*x34^4*a3^4*a2^6*a1 - 22*a6^2*x34^5*a3^4*a2^6*a1 + 288*a6*a5*x34^5*a3^4*a2^6*a1 - 22*a5^2*x34^5*a3^4*a2^6*a1 - 8*a6*x34^6*a3^4*a2^6*a1 - 8*a5*x34^6*a3^4*a2^6*a1 - 24*a6^6*a3^5*a2^6*a1 - 80*a6^5*a5*a3^5*a2^6*a1 + 76*a6^4*a5^2*a3^5*a2^6*a1 - 48*a6^3*a5^3*a3^5*a2^6*a1 + 76*a6^2*a5^4*a3^5*a2^6*a1 - 80*a6*a5^5*a3^5*a2^6*a1 - 24*a5^6*a3^5*a2^6*a1 + 180*a6^5*x34*a3^5*a2^6*a1 + 48*a6^4*a5*x34*a3^5*a2^6*a1 - 384*a6^3*a5^2*x34*a3^5*a2^6*a1 - 384*a6^2*a5^3*x34*a3^5*a2^6*a1 + 48*a6*a5^4*x34*a3^5*a2^6*a1 + 180*a5^5*x34*a3^5*a2^6*a1 - 350*a6^4*x34^2*a3^5*a2^6*a1 + 480*a6^3*a5*x34^2*a3^5*a2^6*a1 + 1152*a6^2*a5^2*x34^2*a3^5*a2^6*a1 + 480*a6*a5^3*x34^2*a3^5*a2^6*a1 - 350*a5^4*x34^2*a3^5*a2^6*a1 + 248*a6^3*x34^3*a3^5*a2^6*a1 - 1008*a6^2*a5*x34^3*a3^5*a2^6*a1 - 1008*a6*a5^2*x34^3*a3^5*a2^6*a1 + 248*a5^3*x34^3*a3^5*a2^6*a1 - 48*a6^2*x34^4*a3^5*a2^6*a1 + 720*a6*a5*x34^4*a3^5*a2^6*a1 - 48*a5^2*x34^4*a3^5*a2^6*a1 - 40*a6*x34^5*a3^5*a2^6*a1 - 40*a5*x34^5*a3^5*a2^6*a1 + 60*a6^5*a3^6*a2^6*a1 + 16*a6^4*a5*a3^6*a2^6*a1 - 128*a6^3*a5^2*a3^6*a2^6*a1 - 128*a6^2*a5^3*a3^6*a2^6*a1 + 16*a6*a5^4*a3^6*a2^6*a1 + 60*a5^5*a3^6*a2^6*a1 - 238*a6^4*x34*a3^6*a2^6*a1 + 224*a6^3*a5*x34*a3^6*a2^6*a1 + 840*a6^2*a5^2*x34*a3^6*a2^6*a1 + 224*a6*a5^3*x34*a3^6*a2^6*a1 - 238*a5^4*x34*a3^6*a2^6*a1 + 288*a6^3*x34^2*a3^6*a2^6*a1 - 1008*a6^2*a5*x34^2*a3^6*a2^6*a1 - 1008*a6*a5^2*x34^2*a3^6*a2^6*a1 + 288*a5^3*x34^2*a3^6*a2^6*a1 - 56*a6^2*x34^3*a3^6*a2^6*a1 + 1008*a6*a5*x34^3*a3^6*a2^6*a1 - 56*a5^2*x34^3*a3^6*a2^6*a1 - 88*a6*x34^4*a3^6*a2^6*a1 - 88*a5*x34^4*a3^6*a2^6*a1 - 68*a6^4*a3^7*a2^6*a1 + 64*a6^3*a5*a3^7*a2^6*a1 + 240*a6^2*a5^2*a3^7*a2^6*a1 + 64*a6*a5^3*a3^7*a2^6*a1 - 68*a5^4*a3^7*a2^6*a1 + 176*a6^3*x34*a3^7*a2^6*a1 - 576*a6^2*a5*x34*a3^7*a2^6*a1 - 576*a6*a5^2*x34*a3^7*a2^6*a1 + 176*a5^3*x34*a3^7*a2^6*a1 - 40*a6^2*x34^2*a3^7*a2^6*a1 + 864*a6*a5*x34^2*a3^7*a2^6*a1 - 40*a5^2*x34^2*a3^7*a2^6*a1 - 112*a6*x34^3*a3^7*a2^6*a1 - 112*a5*x34^3*a3^7*a2^6*a1 + 44*a6^3*a3^8*a2^6*a1 - 144*a6^2*a5*a3^8*a2^6*a1 - 144*a6*a5^2*a3^8*a2^6*a1 + 44*a5^3*a3^8*a2^6*a1 - 18*a6^2*x34*a3^8*a2^6*a1 + 432*a6*a5*x34*a3^8*a2^6*a1 - 18*a5^2*x34*a3^8*a2^6*a1 - 88*a6*x34^2*a3^8*a2^6*a1 - 88*a5*x34^2*a3^8*a2^6*a1 - 4*a6^2*a3^9*a2^6*a1 + 96*a6*a5*a3^9*a2^6*a1 - 4*a5^2*a3^9*a2^6*a1 - 40*a6*x34*a3^9*a2^6*a1 - 40*a5*x34*a3^9*a2^6*a1 - 8*a6*a3^10*a2^6*a1 - 8*a5*a3^10*a2^6*a1 + 8*a6^6*a5^6*x34^4*a1^2 - 8*a6^6*a5^5*x34^5*a1^2 - 8*a6^5*a5^6*x34^5*a1^2 + 8*a6^6*a5^4*x34^6*a1^2 - 8*a6^5*a5^5*x34^6*a1^2 + 8*a6^4*a5^6*x34^6*a1^2 + 28*a6^6*a5^6*x34^3*a3*a1^2 - 38*a6^6*a5^5*x34^4*a3*a1^2 - 38*a6^5*a5^6*x34^4*a3*a1^2 + 50*a6^6*a5^4*x34^5*a3*a1^2 - 48*a6^5*a5^5*x34^5*a3*a1^2 + 50*a6^4*a5^6*x34^5*a3*a1^2 - 4*a6^6*a5^3*x34^6*a3*a1^2 + 2*a6^5*a5^4*x34^6*a3*a1^2 + 2*a6^4*a5^5*x34^6*a3*a1^2 - 4*a6^3*a5^6*x34^6*a3*a1^2 + 60*a6^6*a5^6*x34^2*a3^2*a1^2 - 100*a6^6*a5^5*x34^3*a3^2*a1^2 - 100*a6^5*a5^6*x34^3*a3^2*a1^2 + 162*a6^6*a5^4*x34^4*a3^2*a1^2 - 120*a6^5*a5^5*x34^4*a3^2*a1^2 + 162*a6^4*a5^6*x34^4*a3^2*a1^2 - 52*a6^6*a5^3*x34^5*a3^2*a1^2 + 12*a6^5*a5^4*x34^5*a3^2*a1^2 + 12*a6^4*a5^5*x34^5*a3^2*a1^2 - 52*a6^3*a5^6*x34^5*a3^2*a1^2 + 24*a6^6*a5^2*x34^6*a3^2*a1^2 - 28*a6^5*a5^3*x34^6*a3^2*a1^2 + 32*a6^4*a5^4*x34^6*a3^2*a1^2 - 28*a6^3*a5^5*x34^6*a3^2*a1^2 + 24*a6^2*a5^6*x34^6*a3^2*a1^2 + 64*a6^6*a5^6*x34*a3^3*a1^2 - 180*a6^6*a5^5*x34^2*a3^3*a1^2 - 180*a6^5*a5^6*x34^2*a3^3*a1^2 + 304*a6^6*a5^4*x34^3*a3^3*a1^2 - 128*a6^5*a5^5*x34^3*a3^3*a1^2 + 304*a6^4*a5^6*x34^3*a3^3*a1^2 - 204*a6^6*a5^3*x34^4*a3^3*a1^2 + 66*a6^5*a5^4*x34^4*a3^3*a1^2 + 66*a6^4*a5^5*x34^4*a3^3*a1^2 - 204*a6^3*a5^6*x34^4*a3^3*a1^2 + 116*a6^6*a5^2*x34^5*a3^3*a1^2 - 136*a6^5*a5^3*x34^5*a3^3*a1^2 + 228*a6^4*a5^4*x34^5*a3^3*a1^2 - 136*a6^3*a5^5*x34^5*a3^3*a1^2 + 116*a6^2*a5^6*x34^5*a3^3*a1^2 - 4*a6^6*a5*x34^6*a3^3*a1^2 - 28*a6^5*a5^2*x34^6*a3^3*a1^2 - 4*a6^4*a5^3*x34^6*a3^3*a1^2 - 4*a6^3*a5^4*x34^6*a3^3*a1^2 - 28*a6^2*a5^5*x34^6*a3^3*a1^2 - 4*a6*a5^6*x34^6*a3^3*a1^2 + 32*a6^6*a5^6*a3^4*a1^2 - 170*a6^6*a5^5*x34*a3^4*a1^2 - 170*a6^5*a5^6*x34*a3^4*a1^2 + 352*a6^6*a5^4*x34^2*a3^4*a1^2 - 24*a6^5*a5^5*x34^2*a3^4*a1^2 + 352*a6^4*a5^6*x34^2*a3^4*a1^2 - 380*a6^6*a5^3*x34^3*a3^4*a1^2 + 220*a6^5*a5^4*x34^3*a3^4*a1^2 + 220*a6^4*a5^5*x34^3*a3^4*a1^2 - 380*a6^3*a5^6*x34^3*a3^4*a1^2 + 252*a6^6*a5^2*x34^4*a3^4*a1^2 - 224*a6^5*a5^3*x34^4*a3^4*a1^2 + 228*a6^4*a5^4*x34^4*a3^4*a1^2 - 224*a6^3*a5^5*x34^4*a3^4*a1^2 + 252*a6^2*a5^6*x34^4*a3^4*a1^2 - 22*a6^6*a5*x34^5*a3^4*a1^2 - 168*a6^5*a5^2*x34^5*a3^4*a1^2 + 12*a6^4*a5^3*x34^5*a3^4*a1^2 + 12*a6^3*a5^4*x34^5*a3^4*a1^2 - 168*a6^2*a5^5*x34^5*a3^4*a1^2 - 22*a6*a5^6*x34^5*a3^4*a1^2 + 8*a6^6*x34^6*a3^4*a1^2 + 2*a6^5*a5*x34^6*a3^4*a1^2 + 32*a6^4*a5^2*x34^6*a3^4*a1^2 - 4*a6^3*a5^3*x34^6*a3^4*a1^2 + 32*a6^2*a5^4*x34^6*a3^4*a1^2 + 2*a6*a5^5*x34^6*a3^4*a1^2 + 8*a5^6*x34^6*a3^4*a1^2 - 68*a6^6*a5^5*a3^5*a1^2 - 68*a6^5*a5^6*a3^5*a1^2 + 240*a6^6*a5^4*x34*a3^5*a1^2 + 48*a6^5*a5^5*x34*a3^5*a1^2 + 240*a6^4*a5^6*x34*a3^5*a1^2 - 404*a6^6*a5^3*x34^2*a3^5*a1^2 + 354*a6^5*a5^4*x34^2*a3^5*a1^2 + 354*a6^4*a5^5*x34^2*a3^5*a1^2 - 404*a6^3*a5^6*x34^2*a3^5*a1^2 + 300*a6^6*a5^2*x34^3*a3^5*a1^2 - 64*a6^5*a5^3*x34^3*a3^5*a1^2 - 692*a6^4*a5^4*x34^3*a3^5*a1^2 - 64*a6^3*a5^5*x34^3*a3^5*a1^2 + 300*a6^2*a5^6*x34^3*a3^5*a1^2 - 48*a6^6*a5*x34^4*a3^5*a1^2 - 420*a6^5*a5^2*x34^4*a3^5*a1^2 + 156*a6^4*a5^3*x34^4*a3^5*a1^2 + 156*a6^3*a5^4*x34^4*a3^5*a1^2 - 420*a6^2*a5^5*x34^4*a3^5*a1^2 - 48*a6*a5^6*x34^4*a3^5*a1^2 + 40*a6^6*x34^5*a3^5*a1^2 + 12*a6^5*a5*x34^5*a3^5*a1^2 + 192*a6^4*a5^2*x34^5*a3^5*a1^2 + 8*a6^3*a5^3*x34^5*a3^5*a1^2 + 192*a6^2*a5^4*x34^5*a3^5*a1^2 + 12*a6*a5^5*x34^5*a3^5*a1^2 + 40*a5^6*x34^5*a3^5*a1^2 - 8*a6^5*x34^6*a3^5*a1^2 + 2*a6^4*a5*x34^6*a3^5*a1^2 - 28*a6^3*a5^2*x34^6*a3^5*a1^2 - 28*a6^2*a5^3*x34^6*a3^5*a1^2 + 2*a6*a5^4*x34^6*a3^5*a1^2 - 8*a5^5*x34^6*a3^5*a1^2 + 80*a6^6*a5^4*a3^6*a1^2 + 16*a6^5*a5^5*a3^6*a1^2 + 80*a6^4*a5^6*a3^6*a1^2 - 252*a6^6*a5^3*x34*a3^6*a1^2 + 266*a6^5*a5^4*x34*a3^6*a1^2 + 266*a6^4*a5^5*x34*a3^6*a1^2 - 252*a6^3*a5^6*x34*a3^6*a1^2 + 212*a6^6*a5^2*x34^2*a3^6*a1^2 + 184*a6^5*a5^3*x34^2*a3^6*a1^2 - 1612*a6^4*a5^4*x34^2*a3^6*a1^2 + 184*a6^3*a5^5*x34^2*a3^6*a1^2 + 212*a6^2*a5^6*x34^2*a3^6*a1^2 - 56*a6^6*a5*x34^3*a3^6*a1^2 - 588*a6^5*a5^2*x34^3*a3^6*a1^2 + 420*a6^4*a5^3*x34^3*a3^6*a1^2 + 420*a6^3*a5^4*x34^3*a3^6*a1^2 - 588*a6^2*a5^5*x34^3*a3^6*a1^2 - 56*a6*a5^6*x34^3*a3^6*a1^2 + 88*a6^6*x34^4*a3^6*a1^2 + 32*a6^5*a5*x34^4*a3^6*a1^2 + 512*a6^4*a5^2*x34^4*a3^6*a1^2 + 96*a6^3*a5^3*x34^4*a3^6*a1^2 + 512*a6^2*a5^4*x34^4*a3^6*a1^2 + 32*a6*a5^5*x34^4*a3^6*a1^2 + 88*a5^6*x34^4*a3^6*a1^2 - 56*a6^5*x34^5*a3^6*a1^2 + 14*a6^4*a5*x34^5*a3^6*a1^2 - 196*a6^3*a5^2*x34^5*a3^6*a1^2 - 196*a6^2*a5^3*x34^5*a3^6*a1^2 + 14*a6*a5^4*x34^5*a3^6*a1^2 - 56*a5^5*x34^5*a3^6*a1^2 + 8*a6^4*x34^6*a3^6*a1^2 - 4*a6^3*a5*x34^6*a3^6*a1^2 + 24*a6^2*a5^2*x34^6*a3^6*a1^2 - 4*a6*a5^3*x34^6*a3^6*a1^2 + 8*a5^4*x34^6*a3^6*a1^2 - 72*a6^6*a5^3*a3^7*a1^2 + 76*a6^5*a5^4*a3^7*a1^2 + 76*a6^4*a5^5*a3^7*a1^2 - 72*a6^3*a5^6*a3^7*a1^2 + 96*a6^6*a5^2*x34*a3^7*a1^2 + 176*a6^5*a5^3*x34*a3^7*a1^2 - 1184*a6^4*a5^4*x34*a3^7*a1^2 + 176*a6^3*a5^5*x34*a3^7*a1^2 + 96*a6^2*a5^6*x34*a3^7*a1^2 - 40*a6^6*a5*x34^2*a3^7*a1^2 - 504*a6^5*a5^2*x34^2*a3^7*a1^2 + 504*a6^4*a5^3*x34^2*a3^7*a1^2 + 504*a6^3*a5^4*x34^2*a3^7*a1^2 - 504*a6^2*a5^5*x34^2*a3^7*a1^2 - 40*a6*a5^6*x34^2*a3^7*a1^2 + 112*a6^6*x34^3*a3^7*a1^2 + 48*a6^5*a5*x34^3*a3^7*a1^2 + 768*a6^4*a5^2*x34^3*a3^7*a1^2 + 224*a6^3*a5^3*x34^3*a3^7*a1^2 + 768*a6^2*a5^4*x34^3*a3^7*a1^2 + 48*a6*a5^5*x34^3*a3^7*a1^2 + 112*a5^6*x34^3*a3^7*a1^2 - 160*a6^5*x34^4*a3^7*a1^2 + 40*a6^4*a5*x34^4*a3^7*a1^2 - 560*a6^3*a5^2*x34^4*a3^7*a1^2 - 560*a6^2*a5^3*x34^4*a3^7*a1^2 + 40*a6*a5^4*x34^4*a3^7*a1^2 - 160*a5^5*x34^4*a3^7*a1^2 + 48*a6^4*x34^5*a3^7*a1^2 - 24*a6^3*a5*x34^5*a3^7*a1^2 + 144*a6^2*a5^2*x34^5*a3^7*a1^2 - 24*a6*a5^3*x34^5*a3^7*a1^2 + 48*a5^4*x34^5*a3^7*a1^2 + 24*a6^6*a5^2*a3^8*a1^2 + 44*a6^5*a5^3*a3^8*a1^2 - 296*a6^4*a5^4*a3^8*a1^2 + 44*a6^3*a5^5*a3^8*a1^2 + 24*a6^2*a5^6*a3^8*a1^2 - 18*a6^6*a5*x34*a3^8*a1^2 - 252*a6^5*a5^2*x34*a3^8*a1^2 + 288*a6^4*a5^3*x34*a3^8*a1^2 + 288*a6^3*a5^4*x34*a3^8*a1^2 - 252*a6^2*a5^5*x34*a3^8*a1^2 - 18*a6*a5^6*x34*a3^8*a1^2 + 88*a6^6*x34^2*a3^8*a1^2 + 42*a6^5*a5*x34^2*a3^8*a1^2 + 672*a6^4*a5^2*x34^2*a3^8*a1^2 + 236*a6^3*a5^3*x34^2*a3^8*a1^2 + 672*a6^2*a5^4*x34^2*a3^8*a1^2 + 42*a6*a5^5*x34^2*a3^8*a1^2 + 88*a5^6*x34^2*a3^8*a1^2 - 240*a6^5*x34^3*a3^8*a1^2 + 60*a6^4*a5*x34^3*a3^8*a1^2 - 840*a6^3*a5^2*x34^3*a3^8*a1^2 - 840*a6^2*a5^3*x34^3*a3^8*a1^2 + 60*a6*a5^4*x34^3*a3^8*a1^2 - 240*a5^5*x34^3*a3^8*a1^2 + 120*a6^4*x34^4*a3^8*a1^2 - 60*a6^3*a5*x34^4*a3^8*a1^2 + 360*a6^2*a5^2*x34^4*a3^8*a1^2 - 60*a6*a5^3*x34^4*a3^8*a1^2 + 120*a5^4*x34^4*a3^8*a1^2 - 4*a6^6*a5*a3^9*a1^2 - 56*a6^5*a5^2*a3^9*a1^2 + 64*a6^4*a5^3*a3^9*a1^2 + 64*a6^3*a5^4*a3^9*a1^2 - 56*a6^2*a5^5*a3^9*a1^2 - 4*a6*a5^6*a3^9*a1^2 + 40*a6^6*x34*a3^9*a1^2 + 20*a6^5*a5*x34*a3^9*a1^2 + 320*a6^4*a5^2*x34*a3^9*a1^2 + 120*a6^3*a5^3*x34*a3^9*a1^2 + 320*a6^2*a5^4*x34*a3^9*a1^2 + 20*a6*a5^5*x34*a3^9*a1^2 + 40*a5^6*x34*a3^9*a1^2 - 200*a6^5*x34^2*a3^9*a1^2 + 50*a6^4*a5*x34^2*a3^9*a1^2 - 700*a6^3*a5^2*x34^2*a3^9*a1^2 - 700*a6^2*a5^3*x34^2*a3^9*a1^2 + 50*a6*a5^4*x34^2*a3^9*a1^2 - 200*a5^5*x34^2*a3^9*a1^2 + 160*a6^4*x34^3*a3^9*a1^2 - 80*a6^3*a5*x34^3*a3^9*a1^2 + 480*a6^2*a5^2*x34^3*a3^9*a1^2 - 80*a6*a5^3*x34^3*a3^9*a1^2 + 160*a5^4*x34^3*a3^9*a1^2 + 8*a6^6*a3^10*a1^2 + 4*a6^5*a5*a3^10*a1^2 + 64*a6^4*a5^2*a3^10*a1^2 + 24*a6^3*a5^3*a3^10*a1^2 + 64*a6^2*a5^4*a3^10*a1^2 + 4*a6*a5^5*a3^10*a1^2 + 8*a5^6*a3^10*a1^2 - 88*a6^5*x34*a3^10*a1^2 + 22*a6^4*a5*x34*a3^10*a1^2 - 308*a6^3*a5^2*x34*a3^10*a1^2 - 308*a6^2*a5^3*x34*a3^10*a1^2 + 22*a6*a5^4*x34*a3^10*a1^2 - 88*a5^5*x34*a3^10*a1^2 + 120*a6^4*x34^2*a3^10*a1^2 - 60*a6^3*a5*x34^2*a3^10*a1^2 + 360*a6^2*a5^2*x34^2*a3^10*a1^2 - 60*a6*a5^3*x34^2*a3^10*a1^2 + 120*a5^4*x34^2*a3^10*a1^2 - 16*a6^5*a3^11*a1^2 + 4*a6^4*a5*a3^11*a1^2 - 56*a6^3*a5^2*a3^11*a1^2 - 56*a6^2*a5^3*a3^11*a1^2 + 4*a6*a5^4*a3^11*a1^2 - 16*a5^5*a3^11*a1^2 + 48*a6^4*x34*a3^11*a1^2 - 24*a6^3*a5*x34*a3^11*a1^2 + 144*a6^2*a5^2*x34*a3^11*a1^2 - 24*a6*a5^3*x34*a3^11*a1^2 + 48*a5^4*x34*a3^11*a1^2 + 8*a6^4*a3^12*a1^2 - 4*a6^3*a5*a3^12*a1^2 + 24*a6^2*a5^2*a3^12*a1^2 - 4*a6*a5^3*a3^12*a1^2 + 8*a5^4*a3^12*a1^2 - 4*a6^6*a5^6*x34^3*a2*a1^2 + 2*a6^6*a5^5*x34^4*a2*a1^2 + 2*a6^5*a5^6*x34^4*a2*a1^2 + 2*a6^6*a5^4*x34^5*a2*a1^2 + 2*a6^4*a5^6*x34^5*a2*a1^2 - 4*a6^6*a5^3*x34^6*a2*a1^2 + 2*a6^5*a5^4*x34^6*a2*a1^2 + 2*a6^4*a5^5*x34^6*a2*a1^2 - 4*a6^3*a5^6*x34^6*a2*a1^2 - 36*a6^6*a5^6*x34^2*a3*a2*a1^2 - 40*a6^6*a5^5*x34^3*a3*a2*a1^2 - 40*a6^5*a5^6*x34^3*a3*a2*a1^2 + 10*a6^6*a5^4*x34^4*a3*a2*a1^2 + 120*a6^5*a5^5*x34^4*a3*a2*a1^2 + 10*a6^4*a5^6*x34^4*a3*a2*a1^2 - 72*a6^6*a5^3*x34^5*a3*a2*a1^2 + 132*a6^5*a5^4*x34^5*a3*a2*a1^2 + 132*a6^4*a5^5*x34^5*a3*a2*a1^2 - 72*a6^3*a5^6*x34^5*a3*a2*a1^2 - 24*a6^6*a5^2*x34^6*a3*a2*a1^2 - 48*a6^5*a5^3*x34^6*a3*a2*a1^2 - 48*a6^3*a5^5*x34^6*a3*a2*a1^2 - 24*a6^2*a5^6*x34^6*a3*a2*a1^2 - 84*a6^6*a5^6*x34*a3^2*a2*a1^2 - 24*a6^6*a5^5*x34^2*a3^2*a2*a1^2 - 24*a6^5*a5^6*x34^2*a3^2*a2*a1^2 + 56*a6^6*a5^4*x34^3*a3^2*a2*a1^2 + 624*a6^5*a5^5*x34^3*a3^2*a2*a1^2 + 56*a6^4*a5^6*x34^3*a3^2*a2*a1^2 - 264*a6^6*a5^3*x34^4*a3^2*a2*a1^2 + 222*a6^5*a5^4*x34^4*a3^2*a2*a1^2 + 222*a6^4*a5^5*x34^4*a3^2*a2*a1^2 - 264*a6^3*a5^6*x34^4*a3^2*a2*a1^2 - 36*a6^6*a5^2*x34^5*a3^2*a2*a1^2 - 144*a6^5*a5^3*x34^5*a3^2*a2*a1^2 - 408*a6^4*a5^4*x34^5*a3^2*a2*a1^2 - 144*a6^3*a5^5*x34^5*a3^2*a2*a1^2 - 36*a6^2*a5^6*x34^5*a3^2*a2*a1^2 - 24*a6^6*a5*x34^6*a3^2*a2*a1^2 + 108*a6^5*a5^2*x34^6*a3^2*a2*a1^2 + 36*a6^4*a5^3*x34^6*a3^2*a2*a1^2 + 36*a6^3*a5^4*x34^6*a3^2*a2*a1^2 + 108*a6^2*a5^5*x34^6*a3^2*a2*a1^2 - 24*a6*a5^6*x34^6*a3^2*a2*a1^2 - 56*a6^6*a5^6*a3^3*a2*a1^2 + 32*a6^6*a5^5*x34*a3^3*a2*a1^2 + 32*a6^5*a5^6*x34*a3^3*a2*a1^2 + 164*a6^6*a5^4*x34^2*a3^3*a2*a1^2 + 1296*a6^5*a5^5*x34^2*a3^3*a2*a1^2 + 164*a6^4*a5^6*x34^2*a3^3*a2*a1^2 - 512*a6^6*a5^3*x34^3*a3^3*a2*a1^2 - 528*a6^5*a5^4*x34^3*a3^3*a2*a1^2 - 528*a6^4*a5^5*x34^3*a3^3*a2*a1^2 - 512*a6^3*a5^6*x34^3*a3^3*a2*a1^2 + 216*a6^6*a5^2*x34^4*a3^3*a2*a1^2 - 136*a6^5*a5^3*x34^4*a3^3*a2*a1^2 - 1284*a6^4*a5^4*x34^4*a3^3*a2*a1^2 - 136*a6^3*a5^5*x34^4*a3^3*a2*a1^2 + 216*a6^2*a5^6*x34^4*a3^3*a2*a1^2 - 192*a6^6*a5*x34^5*a3^3*a2*a1^2 + 792*a6^5*a5^2*x34^5*a3^3*a2*a1^2 + 80*a6^4*a5^3*x34^5*a3^3*a2*a1^2 + 80*a6^3*a5^4*x34^5*a3^3*a2*a1^2 + 792*a6^2*a5^5*x34^5*a3^3*a2*a1^2 - 192*a6*a5^6*x34^5*a3^3*a2*a1^2 - 4*a6^6*x34^6*a3^3*a2*a1^2 - 48*a6^5*a5*x34^6*a3^3*a2*a1^2 + 36*a6^4*a5^2*x34^6*a3^3*a2*a1^2 - 96*a6^3*a5^3*x34^6*a3^3*a2*a1^2 + 36*a6^2*a5^4*x34^6*a3^3*a2*a1^2 - 48*a6*a5^5*x34^6*a3^3*a2*a1^2 - 4*a5^6*x34^6*a3^3*a2*a1^2 + 16*a6^6*a5^5*a3^4*a2*a1^2 + 16*a6^5*a5^6*a3^4*a2*a1^2 + 190*a6^6*a5^4*x34*a3^4*a2*a1^2 + 1320*a6^5*a5^5*x34*a3^4*a2*a1^2 + 190*a6^4*a5^6*x34*a3^4*a2*a1^2 - 576*a6^6*a5^3*x34^2*a3^4*a2*a1^2 - 2034*a6^5*a5^4*x34^2*a3^4*a2*a1^2 - 2034*a6^4*a5^5*x34^2*a3^4*a2*a1^2 - 576*a6^3*a5^6*x34^2*a3^4*a2*a1^2 + 780*a6^6*a5^2*x34^3*a3^4*a2*a1^2 - 200*a6^5*a5^3*x34^3*a3^4*a2*a1^2 - 300*a6^4*a5^4*x34^3*a3^4*a2*a1^2 - 200*a6^3*a5^5*x34^3*a3^4*a2*a1^2 + 780*a6^2*a5^6*x34^3*a3^4*a2*a1^2 - 600*a6^6*a5*x34^4*a3^4*a2*a1^2 + 1932*a6^5*a5^2*x34^4*a3^4*a2*a1^2 + 616*a6^4*a5^3*x34^4*a3^4*a2*a1^2 + 616*a6^3*a5^4*x34^4*a3^4*a2*a1^2 + 1932*a6^2*a5^5*x34^4*a3^4*a2*a1^2 - 600*a6*a5^6*x34^4*a3^4*a2*a1^2 - 22*a6^6*x34^5*a3^4*a2*a1^2 - 168*a6^5*a5*x34^5*a3^4*a2*a1^2 - 192*a6^4*a5^2*x34^5*a3^4*a2*a1^2 - 712*a6^3*a5^3*x34^5*a3^4*a2*a1^2 - 192*a6^2*a5^4*x34^5*a3^4*a2*a1^2 - 168*a6*a5^5*x34^5*a3^4*a2*a1^2 - 22*a5^6*x34^5*a3^4*a2*a1^2 + 2*a6^5*x34^6*a3^4*a2*a1^2 + 36*a6^3*a5^2*x34^6*a3^4*a2*a1^2 + 36*a6^2*a5^3*x34^6*a3^4*a2*a1^2 + 2*a5^5*x34^6*a3^4*a2*a1^2 + 76*a6^6*a5^4*a3^5*a2*a1^2 + 528*a6^5*a5^5*a3^5*a2*a1^2 + 76*a6^4*a5^6*a3^5*a2*a1^2 - 384*a6^6*a5^3*x34*a3^5*a2*a1^2 - 2124*a6^5*a5^4*x34*a3^5*a2*a1^2 - 2124*a6^4*a5^5*x34*a3^5*a2*a1^2 - 384*a6^3*a5^6*x34*a3^5*a2*a1^2 + 1152*a6^6*a5^2*x34^2*a3^5*a2*a1^2 - 360*a6^5*a5^3*x34^2*a3^5*a2*a1^2 + 2316*a6^4*a5^4*x34^2*a3^5*a2*a1^2 - 360*a6^3*a5^5*x34^2*a3^5*a2*a1^2 + 1152*a6^2*a5^6*x34^2*a3^5*a2*a1^2 - 1008*a6^6*a5*x34^3*a3^5*a2*a1^2 + 2112*a6^5*a5^2*x34^3*a3^5*a2*a1^2 + 2248*a6^4*a5^3*x34^3*a3^5*a2*a1^2 + 2248*a6^3*a5^4*x34^3*a3^5*a2*a1^2 + 2112*a6^2*a5^5*x34^3*a3^5*a2*a1^2 - 1008*a6*a5^6*x34^3*a3^5*a2*a1^2 - 48*a6^6*x34^4*a3^5*a2*a1^2 - 1908*a6^4*a5^2*x34^4*a3^5*a2*a1^2 - 2256*a6^3*a5^3*x34^4*a3^5*a2*a1^2 - 1908*a6^2*a5^4*x34^4*a3^5*a2*a1^2 - 48*a5^6*x34^4*a3^5*a2*a1^2 + 12*a6^5*x34^5*a3^5*a2*a1^2 + 120*a6^4*a5*x34^5*a3^5*a2*a1^2 + 360*a6^3*a5^2*x34^5*a3^5*a2*a1^2 + 360*a6^2*a5^3*x34^5*a3^5*a2*a1^2 + 120*a6*a5^4*x34^5*a3^5*a2*a1^2 + 12*a5^5*x34^5*a3^5*a2*a1^2 + 2*a6^4*x34^6*a3^5*a2*a1^2 - 48*a6^3*a5*x34^6*a3^5*a2*a1^2 + 108*a6^2*a5^2*x34^6*a3^5*a2*a1^2 - 48*a6*a5^3*x34^6*a3^5*a2*a1^2 + 2*a5^4*x34^6*a3^5*a2*a1^2 - 128*a6^6*a5^3*a3^6*a2*a1^2 - 708*a6^5*a5^4*a3^6*a2*a1^2 - 708*a6^4*a5^5*a3^6*a2*a1^2 - 128*a6^3*a5^6*a3^6*a2*a1^2 + 840*a6^6*a5^2*x34*a3^6*a2*a1^2 - 280*a6^5*a5^3*x34*a3^6*a2*a1^2 + 2436*a6^4*a5^4*x34*a3^6*a2*a1^2 - 280*a6^3*a5^5*x34*a3^6*a2*a1^2 + 840*a6^2*a5^6*x34*a3^6*a2*a1^2 - 1008*a6^6*a5*x34^2*a3^6*a2*a1^2 + 1152*a6^5*a5^2*x34^2*a3^6*a2*a1^2 + 3344*a6^4*a5^3*x34^2*a3^6*a2*a1^2 + 3344*a6^3*a5^4*x34^2*a3^6*a2*a1^2 + 1152*a6^2*a5^5*x34^2*a3^6*a2*a1^2 - 1008*a6*a5^6*x34^2*a3^6*a2*a1^2 - 56*a6^6*x34^3*a3^6*a2*a1^2 + 672*a6^5*a5*x34^3*a3^6*a2*a1^2 - 4956*a6^4*a5^2*x34^3*a3^6*a2*a1^2 - 3920*a6^3*a5^3*x34^3*a3^6*a2*a1^2 - 4956*a6^2*a5^4*x34^3*a3^6*a2*a1^2 + 672*a6*a5^5*x34^3*a3^6*a2*a1^2 - 56*a5^6*x34^3*a3^6*a2*a1^2 + 32*a6^5*x34^4*a3^6*a2*a1^2 + 600*a6^4*a5*x34^4*a3^6*a2*a1^2 + 1296*a6^3*a5^2*x34^4*a3^6*a2*a1^2 + 1296*a6^2*a5^3*x34^4*a3^6*a2*a1^2 + 600*a6*a5^4*x34^4*a3^6*a2*a1^2 + 32*a5^5*x34^4*a3^6*a2*a1^2 + 14*a6^4*x34^5*a3^6*a2*a1^2 - 336*a6^3*a5*x34^5*a3^6*a2*a1^2 + 756*a6^2*a5^2*x34^5*a3^6*a2*a1^2 - 336*a6*a5^3*x34^5*a3^6*a2*a1^2 + 14*a5^4*x34^5*a3^6*a2*a1^2 - 4*a6^3*x34^6*a3^6*a2*a1^2 - 24*a6^2*a5*x34^6*a3^6*a2*a1^2 - 24*a6*a5^2*x34^6*a3^6*a2*a1^2 - 4*a5^3*x34^6*a3^6*a2*a1^2 + 240*a6^6*a5^2*a3^7*a2*a1^2 - 80*a6^5*a5^3*a3^7*a2*a1^2 + 696*a6^4*a5^4*a3^7*a2*a1^2 - 80*a6^3*a5^5*a3^7*a2*a1^2 + 240*a6^2*a5^6*a3^7*a2*a1^2 - 576*a6^6*a5*x34*a3^7*a2*a1^2 + 384*a6^5*a5^2*x34*a3^7*a2*a1^2 + 2224*a6^4*a5^3*x34*a3^7*a2*a1^2 + 2224*a6^3*a5^4*x34*a3^7*a2*a1^2 + 384*a6^2*a5^5*x34*a3^7*a2*a1^2 - 576*a6*a5^6*x34*a3^7*a2*a1^2 - 40*a6^6*x34^2*a3^7*a2*a1^2 + 1056*a6^5*a5*x34^2*a3^7*a2*a1^2 - 5880*a6^4*a5^2*x34^2*a3^7*a2*a1^2 - 3904*a6^3*a5^3*x34^2*a3^7*a2*a1^2 - 5880*a6^2*a5^4*x34^2*a3^7*a2*a1^2 + 1056*a6*a5^5*x34^2*a3^7*a2*a1^2 - 40*a5^6*x34^2*a3^7*a2*a1^2 + 48*a6^5*x34^3*a3^7*a2*a1^2 + 1200*a6^4*a5*x34^3*a3^7*a2*a1^2 + 2304*a6^3*a5^2*x34^3*a3^7*a2*a1^2 + 2304*a6^2*a5^3*x34^3*a3^7*a2*a1^2 + 1200*a6*a5^4*x34^3*a3^7*a2*a1^2 + 48*a5^5*x34^3*a3^7*a2*a1^2 + 40*a6^4*x34^4*a3^7*a2*a1^2 - 960*a6^3*a5*x34^4*a3^7*a2*a1^2 + 2160*a6^2*a5^2*x34^4*a3^7*a2*a1^2 - 960*a6*a5^3*x34^4*a3^7*a2*a1^2 + 40*a5^4*x34^4*a3^7*a2*a1^2 - 24*a6^3*x34^5*a3^7*a2*a1^2 - 144*a6^2*a5*x34^5*a3^7*a2*a1^2 - 144*a6*a5^2*x34^5*a3^7*a2*a1^2 - 24*a5^3*x34^5*a3^7*a2*a1^2 - 144*a6^6*a5*a3^8*a2*a1^2 + 96*a6^5*a5^2*a3^8*a2*a1^2 + 556*a6^4*a5^3*a3^8*a2*a1^2 + 556*a6^3*a5^4*a3^8*a2*a1^2 + 96*a6^2*a5^5*a3^8*a2*a1^2 - 144*a6*a5^6*a3^8*a2*a1^2 - 18*a6^6*x34*a3^8*a2*a1^2 + 648*a6^5*a5*x34*a3^8*a2*a1^2 - 3348*a6^4*a5^2*x34*a3^8*a2*a1^2 - 2088*a6^3*a5^3*x34*a3^8*a2*a1^2 - 3348*a6^2*a5^4*x34*a3^8*a2*a1^2 + 648*a6*a5^5*x34*a3^8*a2*a1^2 - 18*a5^6*x34*a3^8*a2*a1^2 + 42*a6^5*x34^2*a3^8*a2*a1^2 + 1200*a6^4*a5*x34^2*a3^8*a2*a1^2 + 2196*a6^3*a5^2*x34^2*a3^8*a2*a1^2 + 2196*a6^2*a5^3*x34^2*a3^8*a2*a1^2 + 1200*a6*a5^4*x34^2*a3^8*a2*a1^2 + 42*a5^5*x34^2*a3^8*a2*a1^2 + 60*a6^4*x34^3*a3^8*a2*a1^2 - 1440*a6^3*a5*x34^3*a3^8*a2*a1^2 + 3240*a6^2*a5^2*x34^3*a3^8*a2*a1^2 - 1440*a6*a5^3*x34^3*a3^8*a2*a1^2 + 60*a5^4*x34^3*a3^8*a2*a1^2 - 60*a6^3*x34^4*a3^8*a2*a1^2 - 360*a6^2*a5*x34^4*a3^8*a2*a1^2 - 360*a6*a5^2*x34^4*a3^8*a2*a1^2 - 60*a5^3*x34^4*a3^8*a2*a1^2 - 4*a6^6*a3^9*a2*a1^2 + 144*a6^5*a5*a3^9*a2*a1^2 - 744*a6^4*a5^2*a3^9*a2*a1^2 - 464*a6^3*a5^3*a3^9*a2*a1^2 - 744*a6^2*a5^4*a3^9*a2*a1^2 + 144*a6*a5^5*a3^9*a2*a1^2 - 4*a5^6*a3^9*a2*a1^2 + 20*a6^5*x34*a3^9*a2*a1^2 + 600*a6^4*a5*x34*a3^9*a2*a1^2 + 1080*a6^3*a5^2*x34*a3^9*a2*a1^2 + 1080*a6^2*a5^3*x34*a3^9*a2*a1^2 + 600*a6*a5^4*x34*a3^9*a2*a1^2 + 20*a5^5*x34*a3^9*a2*a1^2 + 50*a6^4*x34^2*a3^9*a2*a1^2 - 1200*a6^3*a5*x34^2*a3^9*a2*a1^2 + 2700*a6^2*a5^2*x34^2*a3^9*a2*a1^2 - 1200*a6*a5^3*x34^2*a3^9*a2*a1^2 + 50*a5^4*x34^2*a3^9*a2*a1^2 - 80*a6^3*x34^3*a3^9*a2*a1^2 - 480*a6^2*a5*x34^3*a3^9*a2*a1^2 - 480*a6*a5^2*x34^3*a3^9*a2*a1^2 - 80*a5^3*x34^3*a3^9*a2*a1^2 + 4*a6^5*a3^10*a2*a1^2 + 120*a6^4*a5*a3^10*a2*a1^2 + 216*a6^3*a5^2*a3^10*a2*a1^2 + 216*a6^2*a5^3*a3^10*a2*a1^2 + 120*a6*a5^4*a3^10*a2*a1^2 + 4*a5^5*a3^10*a2*a1^2 + 22*a6^4*x34*a3^10*a2*a1^2 - 528*a6^3*a5*x34*a3^10*a2*a1^2 + 1188*a6^2*a5^2*x34*a3^10*a2*a1^2 - 528*a6*a5^3*x34*a3^10*a2*a1^2 + 22*a5^4*x34*a3^10*a2*a1^2 - 60*a6^3*x34^2*a3^10*a2*a1^2 - 360*a6^2*a5*x34^2*a3^10*a2*a1^2 - 360*a6*a5^2*x34^2*a3^10*a2*a1^2 - 60*a5^3*x34^2*a3^10*a2*a1^2 + 4*a6^4*a3^11*a2*a1^2 - 96*a6^3*a5*a3^11*a2*a1^2 + 216*a6^2*a5^2*a3^11*a2*a1^2 - 96*a6*a5^3*a3^11*a2*a1^2 + 4*a5^4*a3^11*a2*a1^2 - 24*a6^3*x34*a3^11*a2*a1^2 - 144*a6^2*a5*x34*a3^11*a2*a1^2 - 144*a6*a5^2*x34*a3^11*a2*a1^2 - 24*a5^3*x34*a3^11*a2*a1^2 - 4*a6^3*a3^12*a2*a1^2 - 24*a6^2*a5*a3^12*a2*a1^2 - 24*a6*a5^2*a3^12*a2*a1^2 - 4*a5^3*a3^12*a2*a1^2 + 24*a6^6*a5^6*x34^2*a2^2*a1^2 - 28*a6^6*a5^5*x34^3*a2^2*a1^2 - 28*a6^5*a5^6*x34^3*a2^2*a1^2 + 32*a6^6*a5^4*x34^4*a2^2*a1^2 + 32*a6^4*a5^6*x34^4*a2^2*a1^2 - 28*a6^6*a5^3*x34^5*a2^2*a1^2 - 28*a6^3*a5^6*x34^5*a2^2*a1^2 + 24*a6^6*a5^2*x34^6*a2^2*a1^2 - 28*a6^5*a5^3*x34^6*a2^2*a1^2 + 32*a6^4*a5^4*x34^6*a2^2*a1^2 - 28*a6^3*a5^5*x34^6*a2^2*a1^2 + 24*a6^2*a5^6*x34^6*a2^2*a1^2 + 24*a6^6*a5^6*x34*a3*a2^2*a1^2 + 24*a6^6*a5^5*x34^2*a3*a2^2*a1^2 + 24*a6^5*a5^6*x34^2*a3*a2^2*a1^2 + 164*a6^6*a5^4*x34^3*a3*a2^2*a1^2 + 144*a6^5*a5^5*x34^3*a3*a2^2*a1^2 + 164*a6^4*a5^6*x34^3*a3*a2^2*a1^2 - 104*a6^6*a5^3*x34^4*a3*a2^2*a1^2 - 408*a6^5*a5^4*x34^4*a3*a2^2*a1^2 - 408*a6^4*a5^5*x34^4*a3*a2^2*a1^2 - 104*a6^3*a5^6*x34^4*a3*a2^2*a1^2 + 252*a6^6*a5^2*x34^5*a3*a2^2*a1^2 - 24*a6^5*a5^3*x34^5*a3*a2^2*a1^2 - 216*a6^4*a5^4*x34^5*a3*a2^2*a1^2 - 24*a6^3*a5^5*x34^5*a3*a2^2*a1^2 + 252*a6^2*a5^6*x34^5*a3*a2^2*a1^2 - 24*a6^6*a5*x34^6*a3*a2^2*a1^2 + 108*a6^5*a5^2*x34^6*a3*a2^2*a1^2 + 36*a6^4*a5^3*x34^6*a3*a2^2*a1^2 + 36*a6^3*a5^4*x34^6*a3*a2^2*a1^2 + 108*a6^2*a5^5*x34^6*a3*a2^2*a1^2 - 24*a6*a5^6*x34^6*a3*a2^2*a1^2 + 24*a6^6*a5^6*a3^2*a2^2*a1^2 + 240*a6^6*a5^5*x34*a3^2*a2^2*a1^2 + 240*a6^5*a5^6*x34*a3^2*a2^2*a1^2 - 132*a6^6*a5^4*x34^2*a3^2*a2^2*a1^2 - 864*a6^5*a5^5*x34^2*a3^2*a2^2*a1^2 - 132*a6^4*a5^6*x34^2*a3^2*a2^2*a1^2 + 8*a6^6*a5^3*x34^3*a3^2*a2^2*a1^2 - 876*a6^5*a5^4*x34^3*a3^2*a2^2*a1^2 - 876*a6^4*a5^5*x34^3*a3^2*a2^2*a1^2 + 8*a6^3*a5^6*x34^3*a3^2*a2^2*a1^2 + 468*a6^6*a5^2*x34^4*a3^2*a2^2*a1^2 + 1056*a6^5*a5^3*x34^4*a3^2*a2^2*a1^2 - 768*a6^4*a5^4*x34^4*a3^2*a2^2*a1^2 + 1056*a6^3*a5^5*x34^4*a3^2*a2^2*a1^2 + 468*a6^2*a5^6*x34^4*a3^2*a2^2*a1^2 - 36*a6^6*a5*x34^5*a3^2*a2^2*a1^2 - 648*a6^5*a5^2*x34^5*a3^2*a2^2*a1^2 + 972*a6^4*a5^3*x34^5*a3^2*a2^2*a1^2 + 972*a6^3*a5^4*x34^5*a3^2*a2^2*a1^2 - 648*a6^2*a5^5*x34^5*a3^2*a2^2*a1^2 - 36*a6*a5^6*x34^5*a3^2*a2^2*a1^2 + 24*a6^6*x34^6*a3^2*a2^2*a1^2 + 108*a6^5*a5*x34^6*a3^2*a2^2*a1^2 - 432*a6^4*a5^2*x34^6*a3^2*a2^2*a1^2 + 144*a6^3*a5^3*x34^6*a3^2*a2^2*a1^2 - 432*a6^2*a5^4*x34^6*a3^2*a2^2*a1^2 + 108*a6*a5^5*x34^6*a3^2*a2^2*a1^2 + 24*a5^6*x34^6*a3^2*a2^2*a1^2 + 160*a6^6*a5^5*a3^3*a2^2*a1^2 + 160*a6^5*a5^6*a3^3*a2^2*a1^2 - 592*a6^6*a5^4*x34*a3^3*a2^2*a1^2 - 2016*a6^5*a5^5*x34*a3^3*a2^2*a1^2 - 592*a6^4*a5^6*x34*a3^3*a2^2*a1^2 + 512*a6^6*a5^3*x34^2*a3^3*a2^2*a1^2 + 576*a6^5*a5^4*x34^2*a3^3*a2^2*a1^2 + 576*a6^4*a5^5*x34^2*a3^3*a2^2*a1^2 + 512*a6^3*a5^6*x34^2*a3^3*a2^2*a1^2 - 24*a6^6*a5^2*x34^3*a3^3*a2^2*a1^2 + 3136*a6^5*a5^3*x34^3*a3^3*a2^2*a1^2 - 1464*a6^4*a5^4*x34^3*a3^3*a2^2*a1^2 + 3136*a6^3*a5^5*x34^3*a3^3*a2^2*a1^2 - 24*a6^2*a5^6*x34^3*a3^3*a2^2*a1^2 + 216*a6^6*a5*x34^4*a3^3*a2^2*a1^2 - 4104*a6^5*a5^2*x34^4*a3^3*a2^2*a1^2 + 3128*a6^4*a5^3*x34^4*a3^3*a2^2*a1^2 + 3128*a6^3*a5^4*x34^4*a3^3*a2^2*a1^2 - 4104*a6^2*a5^5*x34^4*a3^3*a2^2*a1^2 + 216*a6*a5^6*x34^4*a3^3*a2^2*a1^2 + 116*a6^6*x34^5*a3^3*a2^2*a1^2 + 792*a6^5*a5*x34^5*a3^3*a2^2*a1^2 - 1836*a6^4*a5^2*x34^5*a3^3*a2^2*a1^2 + 96*a6^3*a5^3*x34^5*a3^3*a2^2*a1^2 - 1836*a6^2*a5^4*x34^5*a3^3*a2^2*a1^2 + 792*a6*a5^5*x34^5*a3^3*a2^2*a1^2 + 116*a5^6*x34^5*a3^3*a2^2*a1^2 - 28*a6^5*x34^6*a3^3*a2^2*a1^2 + 36*a6^4*a5*x34^6*a3^3*a2^2*a1^2 + 144*a6^3*a5^2*x34^6*a3^3*a2^2*a1^2 + 144*a6^2*a5^3*x34^6*a3^3*a2^2*a1^2 + 36*a6*a5^4*x34^6*a3^3*a2^2*a1^2 - 28*a5^5*x34^6*a3^3*a2^2*a1^2 - 296*a6^6*a5^4*a3^4*a2^2*a1^2 - 1008*a6^5*a5^5*a3^4*a2^2*a1^2 - 296*a6^4*a5^6*a3^4*a2^2*a1^2 + 760*a6^6*a5^3*x34*a3^4*a2^2*a1^2 + 1740*a6^5*a5^4*x34*a3^4*a2^2*a1^2 + 1740*a6^4*a5^5*x34*a3^4*a2^2*a1^2 + 760*a6^3*a5^6*x34*a3^4*a2^2*a1^2 - 1152*a6^6*a5^2*x34^2*a3^4*a2^2*a1^2 + 4008*a6^5*a5^3*x34^2*a3^4*a2^2*a1^2 - 1632*a6^4*a5^4*x34^2*a3^4*a2^2*a1^2 + 4008*a6^3*a5^5*x34^2*a3^4*a2^2*a1^2 - 1152*a6^2*a5^6*x34^2*a3^4*a2^2*a1^2 + 780*a6^6*a5*x34^3*a3^4*a2^2*a1^2 - 7020*a6^5*a5^2*x34^3*a3^4*a2^2*a1^2 + 2320*a6^4*a5^3*x34^3*a3^4*a2^2*a1^2 + 2320*a6^3*a5^4*x34^3*a3^4*a2^2*a1^2 - 7020*a6^2*a5^5*x34^3*a3^4*a2^2*a1^2 + 780*a6*a5^6*x34^3*a3^4*a2^2*a1^2 + 252*a6^6*x34^4*a3^4*a2^2*a1^2 + 1932*a6^5*a5*x34^4*a3^4*a2^2*a1^2 - 1908*a6^4*a5^2*x34^4*a3^4*a2^2*a1^2 - 2872*a6^3*a5^3*x34^4*a3^4*a2^2*a1^2 - 1908*a6^2*a5^4*x34^4*a3^4*a2^2*a1^2 + 1932*a6*a5^5*x34^4*a3^4*a2^2*a1^2 + 252*a5^6*x34^4*a3^4*a2^2*a1^2 - 168*a6^5*x34^5*a3^4*a2^2*a1^2 - 192*a6^4*a5*x34^5*a3^4*a2^2*a1^2 + 1620*a6^3*a5^2*x34^5*a3^4*a2^2*a1^2 + 1620*a6^2*a5^3*x34^5*a3^4*a2^2*a1^2 - 192*a6*a5^4*x34^5*a3^4*a2^2*a1^2 - 168*a5^5*x34^5*a3^4*a2^2*a1^2 + 32*a6^4*x34^6*a3^4*a2^2*a1^2 + 36*a6^3*a5*x34^6*a3^4*a2^2*a1^2 - 432*a6^2*a5^2*x34^6*a3^4*a2^2*a1^2 + 36*a6*a5^3*x34^6*a3^4*a2^2*a1^2 + 32*a5^4*x34^6*a3^4*a2^2*a1^2 + 304*a6^6*a5^3*a3^5*a2^2*a1^2 + 696*a6^5*a5^4*a3^5*a2^2*a1^2 + 696*a6^4*a5^5*a3^5*a2^2*a1^2 + 304*a6^3*a5^6*a3^5*a2^2*a1^2 - 1368*a6^6*a5^2*x34*a3^5*a2^2*a1^2 + 2928*a6^5*a5^3*x34*a3^5*a2^2*a1^2 - 1080*a6^4*a5^4*x34*a3^5*a2^2*a1^2 + 2928*a6^3*a5^5*x34*a3^5*a2^2*a1^2 - 1368*a6^2*a5^6*x34*a3^5*a2^2*a1^2 + 1152*a6^6*a5*x34^2*a3^5*a2^2*a1^2 - 5832*a6^5*a5^2*x34^2*a3^5*a2^2*a1^2 - 1872*a6^4*a5^3*x34^2*a3^5*a2^2*a1^2 - 1872*a6^3*a5^4*x34^2*a3^5*a2^2*a1^2 - 5832*a6^2*a5^5*x34^2*a3^5*a2^2*a1^2 + 1152*a6*a5^6*x34^2*a3^5*a2^2*a1^2 + 300*a6^6*x34^3*a3^5*a2^2*a1^2 + 2112*a6^5*a5*x34^3*a3^5*a2^2*a1^2 + 2844*a6^4*a5^2*x34^3*a3^5*a2^2*a1^2 - 10336*a6^3*a5^3*x34^3*a3^5*a2^2*a1^2 + 2844*a6^2*a5^4*x34^3*a3^5*a2^2*a1^2 + 2112*a6*a5^5*x34^3*a3^5*a2^2*a1^2 + 300*a5^6*x34^3*a3^5*a2^2*a1^2 - 420*a6^5*x34^4*a3^5*a2^2*a1^2 - 1908*a6^4*a5*x34^4*a3^5*a2^2*a1^2 + 6696*a6^3*a5^2*x34^4*a3^5*a2^2*a1^2 + 6696*a6^2*a5^3*x34^4*a3^5*a2^2*a1^2 - 1908*a6*a5^4*x34^4*a3^5*a2^2*a1^2 - 420*a5^5*x34^4*a3^5*a2^2*a1^2 + 192*a6^4*x34^5*a3^5*a2^2*a1^2 + 360*a6^3*a5*x34^5*a3^5*a2^2*a1^2 - 3888*a6^2*a5^2*x34^5*a3^5*a2^2*a1^2 + 360*a6*a5^3*x34^5*a3^5*a2^2*a1^2 + 192*a5^4*x34^5*a3^5*a2^2*a1^2 - 28*a6^3*x34^6*a3^5*a2^2*a1^2 + 108*a6^2*a5*x34^6*a3^5*a2^2*a1^2 + 108*a6*a5^2*x34^6*a3^5*a2^2*a1^2 - 28*a5^3*x34^6*a3^5*a2^2*a1^2 - 456*a6^6*a5^2*a3^6*a2^2*a1^2 + 976*a6^5*a5^3*a3^6*a2^2*a1^2 - 360*a6^4*a5^4*a3^6*a2^2*a1^2 + 976*a6^3*a5^5*a3^6*a2^2*a1^2 - 456*a6^2*a5^6*a3^6*a2^2*a1^2 + 840*a6^6*a5*x34*a3^6*a2^2*a1^2 - 3024*a6^5*a5^2*x34*a3^6*a2^2*a1^2 - 2800*a6^4*a5^3*x34*a3^6*a2^2*a1^2 - 2800*a6^3*a5^4*x34*a3^6*a2^2*a1^2 - 3024*a6^2*a5^5*x34*a3^6*a2^2*a1^2 + 840*a6*a5^6*x34*a3^6*a2^2*a1^2 + 212*a6^6*x34^2*a3^6*a2^2*a1^2 + 1152*a6^5*a5*x34^2*a3^6*a2^2*a1^2 + 7668*a6^4*a5^2*x34^2*a3^6*a2^2*a1^2 - 14832*a6^3*a5^3*x34^2*a3^6*a2^2*a1^2 + 7668*a6^2*a5^4*x34^2*a3^6*a2^2*a1^2 + 1152*a6*a5^5*x34^2*a3^6*a2^2*a1^2 + 212*a5^6*x34^2*a3^6*a2^2*a1^2 - 588*a6^5*x34^3*a3^6*a2^2*a1^2 - 4956*a6^4*a5*x34^3*a3^6*a2^2*a1^2 + 13608*a6^3*a5^2*x34^3*a3^6*a2^2*a1^2 + 13608*a6^2*a5^3*x34^3*a3^6*a2^2*a1^2 - 4956*a6*a5^4*x34^3*a3^6*a2^2*a1^2 - 588*a5^5*x34^3*a3^6*a2^2*a1^2 + 512*a6^4*x34^4*a3^6*a2^2*a1^2 + 1296*a6^3*a5*x34^4*a3^6*a2^2*a1^2 - 13392*a6^2*a5^2*x34^4*a3^6*a2^2*a1^2 + 1296*a6*a5^3*x34^4*a3^6*a2^2*a1^2 + 512*a5^4*x34^4*a3^6*a2^2*a1^2 - 196*a6^3*x34^5*a3^6*a2^2*a1^2 + 756*a6^2*a5*x34^5*a3^6*a2^2*a1^2 + 756*a6*a5^2*x34^5*a3^6*a2^2*a1^2 - 196*a5^3*x34^5*a3^6*a2^2*a1^2 + 24*a6^2*x34^6*a3^6*a2^2*a1^2 - 24*a6*a5*x34^6*a3^6*a2^2*a1^2 + 24*a5^2*x34^6*a3^6*a2^2*a1^2 + 240*a6^6*a5*a3^7*a2^2*a1^2 - 864*a6^5*a5^2*a3^7*a2^2*a1^2 - 800*a6^4*a5^3*a3^7*a2^2*a1^2 - 800*a6^3*a5^4*a3^7*a2^2*a1^2 - 864*a6^2*a5^5*a3^7*a2^2*a1^2 + 240*a6*a5^6*a3^7*a2^2*a1^2 + 96*a6^6*x34*a3^7*a2^2*a1^2 + 384*a6^5*a5*x34*a3^7*a2^2*a1^2 + 5760*a6^4*a5^2*x34*a3^7*a2^2*a1^2 - 9760*a6^3*a5^3*x34*a3^7*a2^2*a1^2 + 5760*a6^2*a5^4*x34*a3^7*a2^2*a1^2 + 384*a6*a5^5*x34*a3^7*a2^2*a1^2 + 96*a5^6*x34*a3^7*a2^2*a1^2 - 504*a6^5*x34^2*a3^7*a2^2*a1^2 - 5880*a6^4*a5*x34^2*a3^7*a2^2*a1^2 + 14688*a6^3*a5^2*x34^2*a3^7*a2^2*a1^2 + 14688*a6^2*a5^3*x34^2*a3^7*a2^2*a1^2 - 5880*a6*a5^4*x34^2*a3^7*a2^2*a1^2 - 504*a5^5*x34^2*a3^7*a2^2*a1^2 + 768*a6^4*x34^3*a3^7*a2^2*a1^2 + 2304*a6^3*a5*x34^3*a3^7*a2^2*a1^2 - 23328*a6^2*a5^2*x34^3*a3^7*a2^2*a1^2 + 2304*a6*a5^3*x34^3*a3^7*a2^2*a1^2 + 768*a5^4*x34^3*a3^7*a2^2*a1^2 - 560*a6^3*x34^4*a3^7*a2^2*a1^2 + 2160*a6^2*a5*x34^4*a3^7*a2^2*a1^2 + 2160*a6*a5^2*x34^4*a3^7*a2^2*a1^2 - 560*a5^3*x34^4*a3^7*a2^2*a1^2 + 144*a6^2*x34^5*a3^7*a2^2*a1^2 - 144*a6*a5*x34^5*a3^7*a2^2*a1^2 + 144*a5^2*x34^5*a3^7*a2^2*a1^2 + 24*a6^6*a3^8*a2^2*a1^2 + 96*a6^5*a5*a3^8*a2^2*a1^2 + 1440*a6^4*a5^2*a3^8*a2^2*a1^2 - 2440*a6^3*a5^3*a3^8*a2^2*a1^2 + 1440*a6^2*a5^4*a3^8*a2^2*a1^2 + 96*a6*a5^5*a3^8*a2^2*a1^2 + 24*a5^6*a3^8*a2^2*a1^2 - 252*a6^5*x34*a3^8*a2^2*a1^2 - 3348*a6^4*a5*x34*a3^8*a2^2*a1^2 + 8100*a6^3*a5^2*x34*a3^8*a2^2*a1^2 + 8100*a6^2*a5^3*x34*a3^8*a2^2*a1^2 - 3348*a6*a5^4*x34*a3^8*a2^2*a1^2 - 252*a5^5*x34*a3^8*a2^2*a1^2 + 672*a6^4*x34^2*a3^8*a2^2*a1^2 + 2196*a6^3*a5*x34^2*a3^8*a2^2*a1^2 - 22032*a6^2*a5^2*x34^2*a3^8*a2^2*a1^2 + 2196*a6*a5^3*x34^2*a3^8*a2^2*a1^2 + 672*a5^4*x34^2*a3^8*a2^2*a1^2 - 840*a6^3*x34^3*a3^8*a2^2*a1^2 + 3240*a6^2*a5*x34^3*a3^8*a2^2*a1^2 + 3240*a6*a5^2*x34^3*a3^8*a2^2*a1^2 - 840*a5^3*x34^3*a3^8*a2^2*a1^2 + 360*a6^2*x34^4*a3^8*a2^2*a1^2 - 360*a6*a5*x34^4*a3^8*a2^2*a1^2 + 360*a5^2*x34^4*a3^8*a2^2*a1^2 - 56*a6^5*a3^9*a2^2*a1^2 - 744*a6^4*a5*a3^9*a2^2*a1^2 + 1800*a6^3*a5^2*a3^9*a2^2*a1^2 + 1800*a6^2*a5^3*a3^9*a2^2*a1^2 - 744*a6*a5^4*a3^9*a2^2*a1^2 - 56*a5^5*a3^9*a2^2*a1^2 + 320*a6^4*x34*a3^9*a2^2*a1^2 + 1080*a6^3*a5*x34*a3^9*a2^2*a1^2 - 10800*a6^2*a5^2*x34*a3^9*a2^2*a1^2 + 1080*a6*a5^3*x34*a3^9*a2^2*a1^2 + 320*a5^4*x34*a3^9*a2^2*a1^2 - 700*a6^3*x34^2*a3^9*a2^2*a1^2 + 2700*a6^2*a5*x34^2*a3^9*a2^2*a1^2 + 2700*a6*a5^2*x34^2*a3^9*a2^2*a1^2 - 700*a5^3*x34^2*a3^9*a2^2*a1^2 + 480*a6^2*x34^3*a3^9*a2^2*a1^2 - 480*a6*a5*x34^3*a3^9*a2^2*a1^2 + 480*a5^2*x34^3*a3^9*a2^2*a1^2 + 64*a6^4*a3^10*a2^2*a1^2 + 216*a6^3*a5*a3^10*a2^2*a1^2 - 2160*a6^2*a5^2*a3^10*a2^2*a1^2 + 216*a6*a5^3*a3^10*a2^2*a1^2 + 64*a5^4*a3^10*a2^2*a1^2 - 308*a6^3*x34*a3^10*a2^2*a1^2 + 1188*a6^2*a5*x34*a3^10*a2^2*a1^2 + 1188*a6*a5^2*x34*a3^10*a2^2*a1^2 - 308*a5^3*x34*a3^10*a2^2*a1^2 + 360*a6^2*x34^2*a3^10*a2^2*a1^2 - 360*a6*a5*x34^2*a3^10*a2^2*a1^2 + 360*a5^2*x34^2*a3^10*a2^2*a1^2 - 56*a6^3*a3^11*a2^2*a1^2 + 216*a6^2*a5*a3^11*a2^2*a1^2 + 216*a6*a5^2*a3^11*a2^2*a1^2 - 56*a5^3*a3^11*a2^2*a1^2 + 144*a6^2*x34*a3^11*a2^2*a1^2 - 144*a6*a5*x34*a3^11*a2^2*a1^2 + 144*a5^2*x34*a3^11*a2^2*a1^2 + 24*a6^2*a3^12*a2^2*a1^2 - 24*a6*a5*a3^12*a2^2*a1^2 + 24*a5^2*a3^12*a2^2*a1^2 - 4*a6^6*a5^6*x34*a2^3*a1^2 - 28*a6^6*a5^5*x34^2*a2^3*a1^2 - 28*a6^5*a5^6*x34^2*a2^3*a1^2 - 4*a6^6*a5^4*x34^3*a2^3*a1^2 + 32*a6^5*a5^5*x34^3*a2^3*a1^2 - 4*a6^4*a5^6*x34^3*a2^3*a1^2 - 4*a6^6*a5^3*x34^4*a2^3*a1^2 + 36*a6^5*a5^4*x34^4*a2^3*a1^2 + 36*a6^4*a5^5*x34^4*a2^3*a1^2 - 4*a6^3*a5^6*x34^4*a2^3*a1^2 - 28*a6^6*a5^2*x34^5*a2^3*a1^2 + 32*a6^5*a5^3*x34^5*a2^3*a1^2 + 36*a6^4*a5^4*x34^5*a2^3*a1^2 + 32*a6^3*a5^5*x34^5*a2^3*a1^2 - 28*a6^2*a5^6*x34^5*a2^3*a1^2 - 4*a6^6*a5*x34^6*a2^3*a1^2 - 28*a6^5*a5^2*x34^6*a2^3*a1^2 - 4*a6^4*a5^3*x34^6*a2^3*a1^2 - 4*a6^3*a5^4*x34^6*a2^3*a1^2 - 28*a6^2*a5^5*x34^6*a2^3*a1^2 - 4*a6*a5^6*x34^6*a2^3*a1^2 - 8*a6^6*a5^6*a3*a2^3*a1^2 - 104*a6^6*a5^5*x34*a3*a2^3*a1^2 - 104*a6^5*a5^6*x34*a3*a2^3*a1^2 + 24*a6^6*a5^4*x34^2*a3*a2^3*a1^2 + 240*a6^5*a5^5*x34^2*a3*a2^3*a1^2 + 24*a6^4*a5^6*x34^2*a3*a2^3*a1^2 - 112*a6^6*a5^3*x34^3*a3*a2^3*a1^2 + 8*a6^5*a5^4*x34^3*a3*a2^3*a1^2 + 8*a6^4*a5^5*x34^3*a3*a2^3*a1^2 - 112*a6^3*a5^6*x34^3*a3*a2^3*a1^2 - 104*a6^6*a5^2*x34^4*a3*a2^3*a1^2 + 24*a6^5*a5^3*x34^4*a3*a2^3*a1^2 + 936*a6^4*a5^4*x34^4*a3*a2^3*a1^2 + 24*a6^3*a5^5*x34^4*a3*a2^3*a1^2 - 104*a6^2*a5^6*x34^4*a3*a2^3*a1^2 - 72*a6^6*a5*x34^5*a3*a2^3*a1^2 - 24*a6^5*a5^2*x34^5*a3*a2^3*a1^2 - 160*a6^4*a5^3*x34^5*a3*a2^3*a1^2 - 160*a6^3*a5^4*x34^5*a3*a2^3*a1^2 - 24*a6^2*a5^5*x34^5*a3*a2^3*a1^2 - 72*a6*a5^6*x34^5*a3*a2^3*a1^2 - 4*a6^6*x34^6*a3*a2^3*a1^2 - 48*a6^5*a5*x34^6*a3*a2^3*a1^2 + 36*a6^4*a5^2*x34^6*a3*a2^3*a1^2 - 96*a6^3*a5^3*x34^6*a3*a2^3*a1^2 + 36*a6^2*a5^4*x34^6*a3*a2^3*a1^2 - 48*a6*a5^5*x34^6*a3*a2^3*a1^2 - 4*a5^6*x34^6*a3*a2^3*a1^2 - 104*a6^6*a5^5*a3^2*a2^3*a1^2 - 104*a6^5*a5^6*a3^2*a2^3*a1^2 + 96*a6^6*a5^4*x34*a3^2*a2^3*a1^2 + 528*a6^5*a5^5*x34*a3^2*a2^3*a1^2 + 96*a6^4*a5^6*x34*a3^2*a2^3*a1^2 - 168*a6^6*a5^3*x34^2*a3^2*a2^3*a1^2 + 564*a6^5*a5^4*x34^2*a3^2*a2^3*a1^2 + 564*a6^4*a5^5*x34^2*a3^2*a2^3*a1^2 - 168*a6^3*a5^6*x34^2*a3^2*a2^3*a1^2 + 8*a6^6*a5^2*x34^3*a3^2*a2^3*a1^2 - 992*a6^5*a5^3*x34^3*a3^2*a2^3*a1^2 + 2192*a6^4*a5^4*x34^3*a3^2*a2^3*a1^2 - 992*a6^3*a5^5*x34^3*a3^2*a2^3*a1^2 + 8*a6^2*a5^6*x34^3*a3^2*a2^3*a1^2 - 264*a6^6*a5*x34^4*a3^2*a2^3*a1^2 + 1056*a6^5*a5^2*x34^4*a3^2*a2^3*a1^2 - 1932*a6^4*a5^3*x34^4*a3^2*a2^3*a1^2 - 1932*a6^3*a5^4*x34^4*a3^2*a2^3*a1^2 + 1056*a6^2*a5^5*x34^4*a3^2*a2^3*a1^2 - 264*a6*a5^6*x34^4*a3^2*a2^3*a1^2 - 52*a6^6*x34^5*a3^2*a2^3*a1^2 - 144*a6^5*a5*x34^5*a3^2*a2^3*a1^2 + 972*a6^4*a5^2*x34^5*a3^2*a2^3*a1^2 - 1344*a6^3*a5^3*x34^5*a3^2*a2^3*a1^2 + 972*a6^2*a5^4*x34^5*a3^2*a2^3*a1^2 - 144*a6*a5^5*x34^5*a3^2*a2^3*a1^2 - 52*a5^6*x34^5*a3^2*a2^3*a1^2 - 28*a6^5*x34^6*a3^2*a2^3*a1^2 + 36*a6^4*a5*x34^6*a3^2*a2^3*a1^2 + 144*a6^3*a5^2*x34^6*a3^2*a2^3*a1^2 + 144*a6^2*a5^3*x34^6*a3^2*a2^3*a1^2 + 36*a6*a5^4*x34^6*a3^2*a2^3*a1^2 - 28*a5^5*x34^6*a3^2*a2^3*a1^2 + 64*a6^6*a5^4*a3^3*a2^3*a1^2 + 352*a6^5*a5^5*a3^3*a2^3*a1^2 + 64*a6^4*a5^6*a3^3*a2^3*a1^2 - 112*a6^6*a5^3*x34*a3^3*a2^3*a1^2 + 1112*a6^5*a5^4*x34*a3^3*a2^3*a1^2 + 1112*a6^4*a5^5*x34*a3^3*a2^3*a1^2 - 112*a6^3*a5^6*x34*a3^3*a2^3*a1^2 + 512*a6^6*a5^2*x34^2*a3^3*a2^3*a1^2 - 3568*a6^5*a5^3*x34^2*a3^3*a2^3*a1^2 + 128*a6^4*a5^4*x34^2*a3^3*a2^3*a1^2 - 3568*a6^3*a5^5*x34^2*a3^3*a2^3*a1^2 + 512*a6^2*a5^6*x34^2*a3^3*a2^3*a1^2 - 512*a6^6*a5*x34^3*a3^3*a2^3*a1^2 + 3136*a6^5*a5^2*x34^3*a3^3*a2^3*a1^2 - 3184*a6^4*a5^3*x34^3*a3^3*a2^3*a1^2 - 3184*a6^3*a5^4*x34^3*a3^3*a2^3*a1^2 + 3136*a6^2*a5^5*x34^3*a3^3*a2^3*a1^2 - 512*a6*a5^6*x34^3*a3^3*a2^3*a1^2 - 204*a6^6*x34^4*a3^3*a2^3*a1^2 - 136*a6^5*a5*x34^4*a3^3*a2^3*a1^2 + 3128*a6^4*a5^2*x34^4*a3^3*a2^3*a1^2 - 2256*a6^3*a5^3*x34^4*a3^3*a2^3*a1^2 + 3128*a6^2*a5^4*x34^4*a3^3*a2^3*a1^2 - 136*a6*a5^5*x34^4*a3^3*a2^3*a1^2 - 204*a5^6*x34^4*a3^3*a2^3*a1^2 - 136*a6^5*x34^5*a3^3*a2^3*a1^2 + 80*a6^4*a5*x34^5*a3^3*a2^3*a1^2 + 96*a6^3*a5^2*x34^5*a3^3*a2^3*a1^2 + 96*a6^2*a5^3*x34^5*a3^3*a2^3*a1^2 + 80*a6*a5^4*x34^5*a3^3*a2^3*a1^2 - 136*a5^5*x34^5*a3^3*a2^3*a1^2 - 4*a6^4*x34^6*a3^3*a2^3*a1^2 - 96*a6^3*a5*x34^6*a3^3*a2^3*a1^2 + 144*a6^2*a5^2*x34^6*a3^3*a2^3*a1^2 - 96*a6*a5^3*x34^6*a3^3*a2^3*a1^2 - 4*a5^4*x34^6*a3^3*a2^3*a1^2 - 56*a6^6*a5^3*a3^4*a2^3*a1^2 + 556*a6^5*a5^4*a3^4*a2^3*a1^2 + 556*a6^4*a5^5*a3^4*a2^3*a1^2 - 56*a6^3*a5^6*a3^4*a2^3*a1^2 + 760*a6^6*a5^2*x34*a3^4*a2^3*a1^2 - 4360*a6^5*a5^3*x34*a3^4*a2^3*a1^2 - 2000*a6^4*a5^4*x34*a3^4*a2^3*a1^2 - 4360*a6^3*a5^5*x34*a3^4*a2^3*a1^2 + 760*a6^2*a5^6*x34*a3^4*a2^3*a1^2 - 576*a6^6*a5*x34^2*a3^4*a2^3*a1^2 + 4008*a6^5*a5^2*x34^2*a3^4*a2^3*a1^2 - 692*a6^4*a5^3*x34^2*a3^4*a2^3*a1^2 - 692*a6^3*a5^4*x34^2*a3^4*a2^3*a1^2 + 4008*a6^2*a5^5*x34^2*a3^4*a2^3*a1^2 - 576*a6*a5^6*x34^2*a3^4*a2^3*a1^2 - 380*a6^6*x34^3*a3^4*a2^3*a1^2 - 200*a6^5*a5*x34^3*a3^4*a2^3*a1^2 + 2320*a6^4*a5^2*x34^3*a3^4*a2^3*a1^2 + 5520*a6^3*a5^3*x34^3*a3^4*a2^3*a1^2 + 2320*a6^2*a5^4*x34^3*a3^4*a2^3*a1^2 - 200*a6*a5^5*x34^3*a3^4*a2^3*a1^2 - 380*a5^6*x34^3*a3^4*a2^3*a1^2 - 224*a6^5*x34^4*a3^4*a2^3*a1^2 + 616*a6^4*a5*x34^4*a3^4*a2^3*a1^2 - 2872*a6^3*a5^2*x34^4*a3^4*a2^3*a1^2 - 2872*a6^2*a5^3*x34^4*a3^4*a2^3*a1^2 + 616*a6*a5^4*x34^4*a3^4*a2^3*a1^2 - 224*a5^5*x34^4*a3^4*a2^3*a1^2 + 12*a6^4*x34^5*a3^4*a2^3*a1^2 - 712*a6^3*a5*x34^5*a3^4*a2^3*a1^2 + 1620*a6^2*a5^2*x34^5*a3^4*a2^3*a1^2 - 712*a6*a5^3*x34^5*a3^4*a2^3*a1^2 + 12*a5^4*x34^5*a3^4*a2^3*a1^2 - 4*a6^3*x34^6*a3^4*a2^3*a1^2 + 36*a6^2*a5*x34^6*a3^4*a2^3*a1^2 + 36*a6*a5^2*x34^6*a3^4*a2^3*a1^2 - 4*a5^3*x34^6*a3^4*a2^3*a1^2 + 304*a6^6*a5^2*a3^5*a2^3*a1^2 - 1744*a6^5*a5^3*a3^5*a2^3*a1^2 - 800*a6^4*a5^4*a3^5*a2^3*a1^2 - 1744*a6^3*a5^5*a3^5*a2^3*a1^2 + 304*a6^2*a5^6*a3^5*a2^3*a1^2 - 384*a6^6*a5*x34*a3^5*a2^3*a1^2 + 2928*a6^5*a5^2*x34*a3^5*a2^3*a1^2 + 1080*a6^4*a5^3*x34*a3^5*a2^3*a1^2 + 1080*a6^3*a5^4*x34*a3^5*a2^3*a1^2 + 2928*a6^2*a5^5*x34*a3^5*a2^3*a1^2 - 384*a6*a5^6*x34*a3^5*a2^3*a1^2 - 404*a6^6*x34^2*a3^5*a2^3*a1^2 - 360*a6^5*a5*x34^2*a3^5*a2^3*a1^2 - 1872*a6^4*a5^2*x34^2*a3^5*a2^3*a1^2 + 17328*a6^3*a5^3*x34^2*a3^5*a2^3*a1^2 - 1872*a6^2*a5^4*x34^2*a3^5*a2^3*a1^2 - 360*a6*a5^5*x34^2*a3^5*a2^3*a1^2 - 404*a5^6*x34^2*a3^5*a2^3*a1^2 - 64*a6^5*x34^3*a3^5*a2^3*a1^2 + 2248*a6^4*a5*x34^3*a3^5*a2^3*a1^2 - 10336*a6^3*a5^2*x34^3*a3^5*a2^3*a1^2 - 10336*a6^2*a5^3*x34^3*a3^5*a2^3*a1^2 + 2248*a6*a5^4*x34^3*a3^5*a2^3*a1^2 - 64*a5^5*x34^3*a3^5*a2^3*a1^2 + 156*a6^4*x34^4*a3^5*a2^3*a1^2 - 2256*a6^3*a5*x34^4*a3^5*a2^3*a1^2 + 6696*a6^2*a5^2*x34^4*a3^5*a2^3*a1^2 - 2256*a6*a5^3*x34^4*a3^5*a2^3*a1^2 + 156*a5^4*x34^4*a3^5*a2^3*a1^2 + 8*a6^3*x34^5*a3^5*a2^3*a1^2 + 360*a6^2*a5*x34^5*a3^5*a2^3*a1^2 + 360*a6*a5^2*x34^5*a3^5*a2^3*a1^2 + 8*a5^3*x34^5*a3^5*a2^3*a1^2 - 28*a6^2*x34^6*a3^5*a2^3*a1^2 - 48*a6*a5*x34^6*a3^5*a2^3*a1^2 - 28*a5^2*x34^6*a3^5*a2^3*a1^2 - 128*a6^6*a5*a3^6*a2^3*a1^2 + 976*a6^5*a5^2*a3^6*a2^3*a1^2 + 360*a6^4*a5^3*a3^6*a2^3*a1^2 + 360*a6^3*a5^4*a3^6*a2^3*a1^2 + 976*a6^2*a5^5*a3^6*a2^3*a1^2 - 128*a6*a5^6*a3^6*a2^3*a1^2 - 252*a6^6*x34*a3^6*a2^3*a1^2 - 280*a6^5*a5*x34*a3^6*a2^3*a1^2 - 2800*a6^4*a5^2*x34*a3^6*a2^3*a1^2 + 15120*a6^3*a5^3*x34*a3^6*a2^3*a1^2 - 2800*a6^2*a5^4*x34*a3^6*a2^3*a1^2 - 280*a6*a5^5*x34*a3^6*a2^3*a1^2 - 252*a5^6*x34*a3^6*a2^3*a1^2 + 184*a6^5*x34^2*a3^6*a2^3*a1^2 + 3344*a6^4*a5*x34^2*a3^6*a2^3*a1^2 - 14832*a6^3*a5^2*x34^2*a3^6*a2^3*a1^2 - 14832*a6^2*a5^3*x34^2*a3^6*a2^3*a1^2 + 3344*a6*a5^4*x34^2*a3^6*a2^3*a1^2 + 184*a5^5*x34^2*a3^6*a2^3*a1^2 + 420*a6^4*x34^3*a3^6*a2^3*a1^2 - 3920*a6^3*a5*x34^3*a3^6*a2^3*a1^2 + 13608*a6^2*a5^2*x34^3*a3^6*a2^3*a1^2 - 3920*a6*a5^3*x34^3*a3^6*a2^3*a1^2 + 420*a5^4*x34^3*a3^6*a2^3*a1^2 + 96*a6^3*x34^4*a3^6*a2^3*a1^2 + 1296*a6^2*a5*x34^4*a3^6*a2^3*a1^2 + 1296*a6*a5^2*x34^4*a3^6*a2^3*a1^2 + 96*a5^3*x34^4*a3^6*a2^3*a1^2 - 196*a6^2*x34^5*a3^6*a2^3*a1^2 - 336*a6*a5*x34^5*a3^6*a2^3*a1^2 - 196*a5^2*x34^5*a3^6*a2^3*a1^2 - 4*a6*x34^6*a3^6*a2^3*a1^2 - 4*a5*x34^6*a3^6*a2^3*a1^2 - 72*a6^6*a3^7*a2^3*a1^2 - 80*a6^5*a5*a3^7*a2^3*a1^2 - 800*a6^4*a5^2*a3^7*a2^3*a1^2 + 4320*a6^3*a5^3*a3^7*a2^3*a1^2 - 800*a6^2*a5^4*a3^7*a2^3*a1^2 - 80*a6*a5^5*a3^7*a2^3*a1^2 - 72*a5^6*a3^7*a2^3*a1^2 + 176*a6^5*x34*a3^7*a2^3*a1^2 + 2224*a6^4*a5*x34*a3^7*a2^3*a1^2 - 9760*a6^3*a5^2*x34*a3^7*a2^3*a1^2 - 9760*a6^2*a5^3*x34*a3^7*a2^3*a1^2 + 2224*a6*a5^4*x34*a3^7*a2^3*a1^2 + 176*a5^5*x34*a3^7*a2^3*a1^2 + 504*a6^4*x34^2*a3^7*a2^3*a1^2 - 3904*a6^3*a5*x34^2*a3^7*a2^3*a1^2 + 14688*a6^2*a5^2*x34^2*a3^7*a2^3*a1^2 - 3904*a6*a5^3*x34^2*a3^7*a2^3*a1^2 + 504*a5^4*x34^2*a3^7*a2^3*a1^2 + 224*a6^3*x34^3*a3^7*a2^3*a1^2 + 2304*a6^2*a5*x34^3*a3^7*a2^3*a1^2 + 2304*a6*a5^2*x34^3*a3^7*a2^3*a1^2 + 224*a5^3*x34^3*a3^7*a2^3*a1^2 - 560*a6^2*x34^4*a3^7*a2^3*a1^2 - 960*a6*a5*x34^4*a3^7*a2^3*a1^2 - 560*a5^2*x34^4*a3^7*a2^3*a1^2 - 24*a6*x34^5*a3^7*a2^3*a1^2 - 24*a5*x34^5*a3^7*a2^3*a1^2 + 44*a6^5*a3^8*a2^3*a1^2 + 556*a6^4*a5*a3^8*a2^3*a1^2 - 2440*a6^3*a5^2*a3^8*a2^3*a1^2 - 2440*a6^2*a5^3*a3^8*a2^3*a1^2 + 556*a6*a5^4*a3^8*a2^3*a1^2 + 44*a5^5*a3^8*a2^3*a1^2 + 288*a6^4*x34*a3^8*a2^3*a1^2 - 2088*a6^3*a5*x34*a3^8*a2^3*a1^2 + 8100*a6^2*a5^2*x34*a3^8*a2^3*a1^2 - 2088*a6*a5^3*x34*a3^8*a2^3*a1^2 + 288*a5^4*x34*a3^8*a2^3*a1^2 + 236*a6^3*x34^2*a3^8*a2^3*a1^2 + 2196*a6^2*a5*x34^2*a3^8*a2^3*a1^2 + 2196*a6*a5^2*x34^2*a3^8*a2^3*a1^2 + 236*a5^3*x34^2*a3^8*a2^3*a1^2 - 840*a6^2*x34^3*a3^8*a2^3*a1^2 - 1440*a6*a5*x34^3*a3^8*a2^3*a1^2 - 840*a5^2*x34^3*a3^8*a2^3*a1^2 - 60*a6*x34^4*a3^8*a2^3*a1^2 - 60*a5*x34^4*a3^8*a2^3*a1^2 + 64*a6^4*a3^9*a2^3*a1^2 - 464*a6^3*a5*a3^9*a2^3*a1^2 + 1800*a6^2*a5^2*a3^9*a2^3*a1^2 - 464*a6*a5^3*a3^9*a2^3*a1^2 + 64*a5^4*a3^9*a2^3*a1^2 + 120*a6^3*x34*a3^9*a2^3*a1^2 + 1080*a6^2*a5*x34*a3^9*a2^3*a1^2 + 1080*a6*a5^2*x34*a3^9*a2^3*a1^2 + 120*a5^3*x34*a3^9*a2^3*a1^2 - 700*a6^2*x34^2*a3^9*a2^3*a1^2 - 1200*a6*a5*x34^2*a3^9*a2^3*a1^2 - 700*a5^2*x34^2*a3^9*a2^3*a1^2 - 80*a6*x34^3*a3^9*a2^3*a1^2 - 80*a5*x34^3*a3^9*a2^3*a1^2 + 24*a6^3*a3^10*a2^3*a1^2 + 216*a6^2*a5*a3^10*a2^3*a1^2 + 216*a6*a5^2*a3^10*a2^3*a1^2 + 24*a5^3*a3^10*a2^3*a1^2 - 308*a6^2*x34*a3^10*a2^3*a1^2 - 528*a6*a5*x34*a3^10*a2^3*a1^2 - 308*a5^2*x34*a3^10*a2^3*a1^2 - 60*a6*x34^2*a3^10*a2^3*a1^2 - 60*a5*x34^2*a3^10*a2^3*a1^2 - 56*a6^2*a3^11*a2^3*a1^2 - 96*a6*a5*a3^11*a2^3*a1^2 - 56*a5^2*a3^11*a2^3*a1^2 - 24*a6*x34*a3^11*a2^3*a1^2 - 24*a5*x34*a3^11*a2^3*a1^2 - 4*a6*a3^12*a2^3*a1^2 - 4*a5*a3^12*a2^3*a1^2 + 8*a6^6*a5^6*a2^4*a1^2 + 2*a6^6*a5^5*x34*a2^4*a1^2 + 2*a6^5*a5^6*x34*a2^4*a1^2 + 32*a6^6*a5^4*x34^2*a2^4*a1^2 + 32*a6^4*a5^6*x34^2*a2^4*a1^2 - 4*a6^6*a5^3*x34^3*a2^4*a1^2 + 36*a6^5*a5^4*x34^3*a2^4*a1^2 + 36*a6^4*a5^5*x34^3*a2^4*a1^2 - 4*a6^3*a5^6*x34^3*a2^4*a1^2 + 32*a6^6*a5^2*x34^4*a2^4*a1^2 + 36*a6^5*a5^3*x34^4*a2^4*a1^2 - 432*a6^4*a5^4*x34^4*a2^4*a1^2 + 36*a6^3*a5^5*x34^4*a2^4*a1^2 + 32*a6^2*a5^6*x34^4*a2^4*a1^2 + 2*a6^6*a5*x34^5*a2^4*a1^2 + 36*a6^4*a5^3*x34^5*a2^4*a1^2 + 36*a6^3*a5^4*x34^5*a2^4*a1^2 + 2*a6*a5^6*x34^5*a2^4*a1^2 + 8*a6^6*x34^6*a2^4*a1^2 + 2*a6^5*a5*x34^6*a2^4*a1^2 + 32*a6^4*a5^2*x34^6*a2^4*a1^2 - 4*a6^3*a5^3*x34^6*a2^4*a1^2 + 32*a6^2*a5^4*x34^6*a2^4*a1^2 + 2*a6*a5^5*x34^6*a2^4*a1^2 + 8*a5^6*x34^6*a2^4*a1^2 + 4*a6^6*a5^5*a3*a2^4*a1^2 + 4*a6^5*a5^6*a3*a2^4*a1^2 + 64*a6^6*a5^4*x34*a3*a2^4*a1^2 + 120*a6^5*a5^5*x34*a3*a2^4*a1^2 + 64*a6^4*a5^6*x34*a3*a2^4*a1^2 + 24*a6^6*a5^3*x34^2*a3*a2^4*a1^2 - 300*a6^5*a5^4*x34^2*a3*a2^4*a1^2 - 300*a6^4*a5^5*x34^2*a3*a2^4*a1^2 + 24*a6^3*a5^6*x34^2*a3*a2^4*a1^2 + 164*a6^6*a5^2*x34^3*a3*a2^4*a1^2 + 8*a6^5*a5^3*x34^3*a3*a2^4*a1^2 - 972*a6^4*a5^4*x34^3*a3*a2^4*a1^2 + 8*a6^3*a5^5*x34^3*a3*a2^4*a1^2 + 164*a6^2*a5^6*x34^3*a3*a2^4*a1^2 + 10*a6^6*a5*x34^4*a3*a2^4*a1^2 - 408*a6^5*a5^2*x34^4*a3*a2^4*a1^2 + 936*a6^4*a5^3*x34^4*a3*a2^4*a1^2 + 936*a6^3*a5^4*x34^4*a3*a2^4*a1^2 - 408*a6^2*a5^5*x34^4*a3*a2^4*a1^2 + 10*a6*a5^6*x34^4*a3*a2^4*a1^2 + 50*a6^6*x34^5*a3*a2^4*a1^2 + 132*a6^5*a5*x34^5*a3*a2^4*a1^2 - 216*a6^4*a5^2*x34^5*a3*a2^4*a1^2 - 160*a6^3*a5^3*x34^5*a3*a2^4*a1^2 - 216*a6^2*a5^4*x34^5*a3*a2^4*a1^2 + 132*a6*a5^5*x34^5*a3*a2^4*a1^2 + 50*a5^6*x34^5*a3*a2^4*a1^2 + 2*a6^5*x34^6*a3*a2^4*a1^2 + 36*a6^3*a5^2*x34^6*a3*a2^4*a1^2 + 36*a6^2*a5^3*x34^6*a3*a2^4*a1^2 + 2*a5^5*x34^6*a3*a2^4*a1^2 + 64*a6^6*a5^4*a3^2*a2^4*a1^2 + 120*a6^5*a5^5*a3^2*a2^4*a1^2 + 64*a6^4*a5^6*a3^2*a2^4*a1^2 + 96*a6^6*a5^3*x34*a3^2*a2^4*a1^2 - 1116*a6^5*a5^4*x34*a3^2*a2^4*a1^2 - 1116*a6^4*a5^5*x34*a3^2*a2^4*a1^2 + 96*a6^3*a5^6*x34*a3^2*a2^4*a1^2 - 132*a6^6*a5^2*x34^2*a3^2*a2^4*a1^2 + 564*a6^5*a5^3*x34^2*a3^2*a2^4*a1^2 + 468*a6^4*a5^4*x34^2*a3^2*a2^4*a1^2 + 564*a6^3*a5^5*x34^2*a3^2*a2^4*a1^2 - 132*a6^2*a5^6*x34^2*a3^2*a2^4*a1^2 + 56*a6^6*a5*x34^3*a3^2*a2^4*a1^2 - 876*a6^5*a5^2*x34^3*a3^2*a2^4*a1^2 + 2192*a6^4*a5^3*x34^3*a3^2*a2^4*a1^2 + 2192*a6^3*a5^4*x34^3*a3^2*a2^4*a1^2 - 876*a6^2*a5^5*x34^3*a3^2*a2^4*a1^2 + 56*a6*a5^6*x34^3*a3^2*a2^4*a1^2 + 162*a6^6*x34^4*a3^2*a2^4*a1^2 + 222*a6^5*a5*x34^4*a3^2*a2^4*a1^2 - 768*a6^4*a5^2*x34^4*a3^2*a2^4*a1^2 - 1932*a6^3*a5^3*x34^4*a3^2*a2^4*a1^2 - 768*a6^2*a5^4*x34^4*a3^2*a2^4*a1^2 + 222*a6*a5^5*x34^4*a3^2*a2^4*a1^2 + 162*a5^6*x34^4*a3^2*a2^4*a1^2 + 12*a6^5*x34^5*a3^2*a2^4*a1^2 - 408*a6^4*a5*x34^5*a3^2*a2^4*a1^2 + 972*a6^3*a5^2*x34^5*a3^2*a2^4*a1^2 + 972*a6^2*a5^3*x34^5*a3^2*a2^4*a1^2 - 408*a6*a5^4*x34^5*a3^2*a2^4*a1^2 + 12*a5^5*x34^5*a3^2*a2^4*a1^2 + 32*a6^4*x34^6*a3^2*a2^4*a1^2 + 36*a6^3*a5*x34^6*a3^2*a2^4*a1^2 - 432*a6^2*a5^2*x34^6*a3^2*a2^4*a1^2 + 36*a6*a5^3*x34^6*a3^2*a2^4*a1^2 + 32*a5^4*x34^6*a3^2*a2^4*a1^2 + 64*a6^6*a5^3*a3^3*a2^4*a1^2 - 744*a6^5*a5^4*a3^3*a2^4*a1^2 - 744*a6^4*a5^5*a3^3*a2^4*a1^2 + 64*a6^3*a5^6*a3^3*a2^4*a1^2 - 592*a6^6*a5^2*x34*a3^3*a2^4*a1^2 + 1112*a6^5*a5^3*x34*a3^3*a2^4*a1^2 + 2880*a6^4*a5^4*x34*a3^3*a2^4*a1^2 + 1112*a6^3*a5^5*x34*a3^3*a2^4*a1^2 - 592*a6^2*a5^6*x34*a3^3*a2^4*a1^2 + 164*a6^6*a5*x34^2*a3^3*a2^4*a1^2 + 576*a6^5*a5^2*x34^2*a3^3*a2^4*a1^2 + 128*a6^4*a5^3*x34^2*a3^3*a2^4*a1^2 + 128*a6^3*a5^4*x34^2*a3^3*a2^4*a1^2 + 576*a6^2*a5^5*x34^2*a3^3*a2^4*a1^2 + 164*a6*a5^6*x34^2*a3^3*a2^4*a1^2 + 304*a6^6*x34^3*a3^3*a2^4*a1^2 - 528*a6^5*a5*x34^3*a3^3*a2^4*a1^2 - 1464*a6^4*a5^2*x34^3*a3^3*a2^4*a1^2 - 3184*a6^3*a5^3*x34^3*a3^3*a2^4*a1^2 - 1464*a6^2*a5^4*x34^3*a3^3*a2^4*a1^2 - 528*a6*a5^5*x34^3*a3^3*a2^4*a1^2 + 304*a5^6*x34^3*a3^3*a2^4*a1^2 + 66*a6^5*x34^4*a3^3*a2^4*a1^2 - 1284*a6^4*a5*x34^4*a3^3*a2^4*a1^2 + 3128*a6^3*a5^2*x34^4*a3^3*a2^4*a1^2 + 3128*a6^2*a5^3*x34^4*a3^3*a2^4*a1^2 - 1284*a6*a5^4*x34^4*a3^3*a2^4*a1^2 + 66*a5^5*x34^4*a3^3*a2^4*a1^2 + 228*a6^4*x34^5*a3^3*a2^4*a1^2 + 80*a6^3*a5*x34^5*a3^3*a2^4*a1^2 - 1836*a6^2*a5^2*x34^5*a3^3*a2^4*a1^2 + 80*a6*a5^3*x34^5*a3^3*a2^4*a1^2 + 228*a5^4*x34^5*a3^3*a2^4*a1^2 - 4*a6^3*x34^6*a3^3*a2^4*a1^2 + 36*a6^2*a5*x34^6*a3^3*a2^4*a1^2 + 36*a6*a5^2*x34^6*a3^3*a2^4*a1^2 - 4*a5^3*x34^6*a3^3*a2^4*a1^2 - 296*a6^6*a5^2*a3^4*a2^4*a1^2 + 556*a6^5*a5^3*a3^4*a2^4*a1^2 + 1440*a6^4*a5^4*a3^4*a2^4*a1^2 + 556*a6^3*a5^5*a3^4*a2^4*a1^2 - 296*a6^2*a5^6*a3^4*a2^4*a1^2 + 190*a6^6*a5*x34*a3^4*a2^4*a1^2 + 1740*a6^5*a5^2*x34*a3^4*a2^4*a1^2 - 2000*a6^4*a5^3*x34*a3^4*a2^4*a1^2 - 2000*a6^3*a5^4*x34*a3^4*a2^4*a1^2 + 1740*a6^2*a5^5*x34*a3^4*a2^4*a1^2 + 190*a6*a5^6*x34*a3^4*a2^4*a1^2 + 352*a6^6*x34^2*a3^4*a2^4*a1^2 - 2034*a6^5*a5*x34^2*a3^4*a2^4*a1^2 - 1632*a6^4*a5^2*x34^2*a3^4*a2^4*a1^2 - 692*a6^3*a5^3*x34^2*a3^4*a2^4*a1^2 - 1632*a6^2*a5^4*x34^2*a3^4*a2^4*a1^2 - 2034*a6*a5^5*x34^2*a3^4*a2^4*a1^2 + 352*a5^6*x34^2*a3^4*a2^4*a1^2 + 220*a6^5*x34^3*a3^4*a2^4*a1^2 - 300*a6^4*a5*x34^3*a3^4*a2^4*a1^2 + 2320*a6^3*a5^2*x34^3*a3^4*a2^4*a1^2 + 2320*a6^2*a5^3*x34^3*a3^4*a2^4*a1^2 - 300*a6*a5^4*x34^3*a3^4*a2^4*a1^2 + 220*a5^5*x34^3*a3^4*a2^4*a1^2 + 228*a6^4*x34^4*a3^4*a2^4*a1^2 + 616*a6^3*a5*x34^4*a3^4*a2^4*a1^2 - 1908*a6^2*a5^2*x34^4*a3^4*a2^4*a1^2 + 616*a6*a5^3*x34^4*a3^4*a2^4*a1^2 + 228*a5^4*x34^4*a3^4*a2^4*a1^2 + 12*a6^3*x34^5*a3^4*a2^4*a1^2 - 192*a6^2*a5*x34^5*a3^4*a2^4*a1^2 - 192*a6*a5^2*x34^5*a3^4*a2^4*a1^2 + 12*a5^3*x34^5*a3^4*a2^4*a1^2 + 32*a6^2*x34^6*a3^4*a2^4*a1^2 + 32*a5^2*x34^6*a3^4*a2^4*a1^2 + 76*a6^6*a5*a3^5*a2^4*a1^2 + 696*a6^5*a5^2*a3^5*a2^4*a1^2 - 800*a6^4*a5^3*a3^5*a2^4*a1^2 - 800*a6^3*a5^4*a3^5*a2^4*a1^2 + 696*a6^2*a5^5*a3^5*a2^4*a1^2 + 76*a6*a5^6*a3^5*a2^4*a1^2 + 240*a6^6*x34*a3^5*a2^4*a1^2 - 2124*a6^5*a5*x34*a3^5*a2^4*a1^2 - 1080*a6^4*a5^2*x34*a3^5*a2^4*a1^2 + 1080*a6^3*a5^3*x34*a3^5*a2^4*a1^2 - 1080*a6^2*a5^4*x34*a3^5*a2^4*a1^2 - 2124*a6*a5^5*x34*a3^5*a2^4*a1^2 + 240*a5^6*x34*a3^5*a2^4*a1^2 + 354*a6^5*x34^2*a3^5*a2^4*a1^2 + 2316*a6^4*a5*x34^2*a3^5*a2^4*a1^2 - 1872*a6^3*a5^2*x34^2*a3^5*a2^4*a1^2 - 1872*a6^2*a5^3*x34^2*a3^5*a2^4*a1^2 + 2316*a6*a5^4*x34^2*a3^5*a2^4*a1^2 + 354*a5^5*x34^2*a3^5*a2^4*a1^2 - 692*a6^4*x34^3*a3^5*a2^4*a1^2 + 2248*a6^3*a5*x34^3*a3^5*a2^4*a1^2 + 2844*a6^2*a5^2*x34^3*a3^5*a2^4*a1^2 + 2248*a6*a5^3*x34^3*a3^5*a2^4*a1^2 - 692*a5^4*x34^3*a3^5*a2^4*a1^2 + 156*a6^3*x34^4*a3^5*a2^4*a1^2 - 1908*a6^2*a5*x34^4*a3^5*a2^4*a1^2 - 1908*a6*a5^2*x34^4*a3^5*a2^4*a1^2 + 156*a5^3*x34^4*a3^5*a2^4*a1^2 + 192*a6^2*x34^5*a3^5*a2^4*a1^2 + 120*a6*a5*x34^5*a3^5*a2^4*a1^2 + 192*a5^2*x34^5*a3^5*a2^4*a1^2 + 2*a6*x34^6*a3^5*a2^4*a1^2 + 2*a5*x34^6*a3^5*a2^4*a1^2 + 80*a6^6*a3^6*a2^4*a1^2 - 708*a6^5*a5*a3^6*a2^4*a1^2 - 360*a6^4*a5^2*a3^6*a2^4*a1^2 + 360*a6^3*a5^3*a3^6*a2^4*a1^2 - 360*a6^2*a5^4*a3^6*a2^4*a1^2 - 708*a6*a5^5*a3^6*a2^4*a1^2 + 80*a5^6*a3^6*a2^4*a1^2 + 266*a6^5*x34*a3^6*a2^4*a1^2 + 2436*a6^4*a5*x34*a3^6*a2^4*a1^2 - 2800*a6^3*a5^2*x34*a3^6*a2^4*a1^2 - 2800*a6^2*a5^3*x34*a3^6*a2^4*a1^2 + 2436*a6*a5^4*x34*a3^6*a2^4*a1^2 + 266*a5^5*x34*a3^6*a2^4*a1^2 - 1612*a6^4*x34^2*a3^6*a2^4*a1^2 + 3344*a6^3*a5*x34^2*a3^6*a2^4*a1^2 + 7668*a6^2*a5^2*x34^2*a3^6*a2^4*a1^2 + 3344*a6*a5^3*x34^2*a3^6*a2^4*a1^2 - 1612*a5^4*x34^2*a3^6*a2^4*a1^2 + 420*a6^3*x34^3*a3^6*a2^4*a1^2 - 4956*a6^2*a5*x34^3*a3^6*a2^4*a1^2 - 4956*a6*a5^2*x34^3*a3^6*a2^4*a1^2 + 420*a5^3*x34^3*a3^6*a2^4*a1^2 + 512*a6^2*x34^4*a3^6*a2^4*a1^2 + 600*a6*a5*x34^4*a3^6*a2^4*a1^2 + 512*a5^2*x34^4*a3^6*a2^4*a1^2 + 14*a6*x34^5*a3^6*a2^4*a1^2 + 14*a5*x34^5*a3^6*a2^4*a1^2 + 8*x34^6*a3^6*a2^4*a1^2 + 76*a6^5*a3^7*a2^4*a1^2 + 696*a6^4*a5*a3^7*a2^4*a1^2 - 800*a6^3*a5^2*a3^7*a2^4*a1^2 - 800*a6^2*a5^3*a3^7*a2^4*a1^2 + 696*a6*a5^4*a3^7*a2^4*a1^2 + 76*a5^5*a3^7*a2^4*a1^2 - 1184*a6^4*x34*a3^7*a2^4*a1^2 + 2224*a6^3*a5*x34*a3^7*a2^4*a1^2 + 5760*a6^2*a5^2*x34*a3^7*a2^4*a1^2 + 2224*a6*a5^3*x34*a3^7*a2^4*a1^2 - 1184*a5^4*x34*a3^7*a2^4*a1^2 + 504*a6^3*x34^2*a3^7*a2^4*a1^2 - 5880*a6^2*a5*x34^2*a3^7*a2^4*a1^2 - 5880*a6*a5^2*x34^2*a3^7*a2^4*a1^2 + 504*a5^3*x34^2*a3^7*a2^4*a1^2 + 768*a6^2*x34^3*a3^7*a2^4*a1^2 + 1200*a6*a5*x34^3*a3^7*a2^4*a1^2 + 768*a5^2*x34^3*a3^7*a2^4*a1^2 + 40*a6*x34^4*a3^7*a2^4*a1^2 + 40*a5*x34^4*a3^7*a2^4*a1^2 + 48*x34^5*a3^7*a2^4*a1^2 - 296*a6^4*a3^8*a2^4*a1^2 + 556*a6^3*a5*a3^8*a2^4*a1^2 + 1440*a6^2*a5^2*a3^8*a2^4*a1^2 + 556*a6*a5^3*a3^8*a2^4*a1^2 - 296*a5^4*a3^8*a2^4*a1^2 + 288*a6^3*x34*a3^8*a2^4*a1^2 - 3348*a6^2*a5*x34*a3^8*a2^4*a1^2 - 3348*a6*a5^2*x34*a3^8*a2^4*a1^2 + 288*a5^3*x34*a3^8*a2^4*a1^2 + 672*a6^2*x34^2*a3^8*a2^4*a1^2 + 1200*a6*a5*x34^2*a3^8*a2^4*a1^2 + 672*a5^2*x34^2*a3^8*a2^4*a1^2 + 60*a6*x34^3*a3^8*a2^4*a1^2 + 60*a5*x34^3*a3^8*a2^4*a1^2 + 120*x34^4*a3^8*a2^4*a1^2 + 64*a6^3*a3^9*a2^4*a1^2 - 744*a6^2*a5*a3^9*a2^4*a1^2 - 744*a6*a5^2*a3^9*a2^4*a1^2 + 64*a5^3*a3^9*a2^4*a1^2 + 320*a6^2*x34*a3^9*a2^4*a1^2 + 600*a6*a5*x34*a3^9*a2^4*a1^2 + 320*a5^2*x34*a3^9*a2^4*a1^2 + 50*a6*x34^2*a3^9*a2^4*a1^2 + 50*a5*x34^2*a3^9*a2^4*a1^2 + 160*x34^3*a3^9*a2^4*a1^2 + 64*a6^2*a3^10*a2^4*a1^2 + 120*a6*a5*a3^10*a2^4*a1^2 + 64*a5^2*a3^10*a2^4*a1^2 + 22*a6*x34*a3^10*a2^4*a1^2 + 22*a5*x34*a3^10*a2^4*a1^2 + 120*x34^2*a3^10*a2^4*a1^2 + 4*a6*a3^11*a2^4*a1^2 + 4*a5*a3^11*a2^4*a1^2 + 48*x34*a3^11*a2^4*a1^2 + 8*a3^12*a2^4*a1^2 - 8*a6^6*a5^5*a2^5*a1^2 - 8*a6^5*a5^6*a2^5*a1^2 + 2*a6^6*a5^4*x34*a2^5*a1^2 + 2*a6^4*a5^6*x34*a2^5*a1^2 - 28*a6^6*a5^3*x34^2*a2^5*a1^2 - 28*a6^3*a5^6*x34^2*a2^5*a1^2 - 28*a6^6*a5^2*x34^3*a2^5*a1^2 + 32*a6^5*a5^3*x34^3*a2^5*a1^2 + 36*a6^4*a5^4*x34^3*a2^5*a1^2 + 32*a6^3*a5^5*x34^3*a2^5*a1^2 - 28*a6^2*a5^6*x34^3*a2^5*a1^2 + 2*a6^6*a5*x34^4*a2^5*a1^2 + 36*a6^4*a5^3*x34^4*a2^5*a1^2 + 36*a6^3*a5^4*x34^4*a2^5*a1^2 + 2*a6*a5^6*x34^4*a2^5*a1^2 - 8*a6^6*x34^5*a2^5*a1^2 + 32*a6^3*a5^3*x34^5*a2^5*a1^2 - 8*a5^6*x34^5*a2^5*a1^2 - 8*a6^5*x34^6*a2^5*a1^2 + 2*a6^4*a5*x34^6*a2^5*a1^2 - 28*a6^3*a5^2*x34^6*a2^5*a1^2 - 28*a6^2*a5^3*x34^6*a2^5*a1^2 + 2*a6*a5^4*x34^6*a2^5*a1^2 - 8*a5^5*x34^6*a2^5*a1^2 + 4*a6^6*a5^4*a3*a2^5*a1^2 + 4*a6^4*a5^6*a3*a2^5*a1^2 - 104*a6^6*a5^3*x34*a3*a2^5*a1^2 + 120*a6^5*a5^4*x34*a3*a2^5*a1^2 + 120*a6^4*a5^5*x34*a3*a2^5*a1^2 - 104*a6^3*a5^6*x34*a3*a2^5*a1^2 + 24*a6^6*a5^2*x34^2*a3*a2^5*a1^2 + 240*a6^5*a5^3*x34^2*a3*a2^5*a1^2 - 300*a6^4*a5^4*x34^2*a3*a2^5*a1^2 + 240*a6^3*a5^5*x34^2*a3*a2^5*a1^2 + 24*a6^2*a5^6*x34^2*a3*a2^5*a1^2 - 40*a6^6*a5*x34^3*a3*a2^5*a1^2 + 144*a6^5*a5^2*x34^3*a3*a2^5*a1^2 + 8*a6^4*a5^3*x34^3*a3*a2^5*a1^2 + 8*a6^3*a5^4*x34^3*a3*a2^5*a1^2 + 144*a6^2*a5^5*x34^3*a3*a2^5*a1^2 - 40*a6*a5^6*x34^3*a3*a2^5*a1^2 - 38*a6^6*x34^4*a3*a2^5*a1^2 + 120*a6^5*a5*x34^4*a3*a2^5*a1^2 - 408*a6^4*a5^2*x34^4*a3*a2^5*a1^2 + 24*a6^3*a5^3*x34^4*a3*a2^5*a1^2 - 408*a6^2*a5^4*x34^4*a3*a2^5*a1^2 + 120*a6*a5^5*x34^4*a3*a2^5*a1^2 - 38*a5^6*x34^4*a3*a2^5*a1^2 - 48*a6^5*x34^5*a3*a2^5*a1^2 + 132*a6^4*a5*x34^5*a3*a2^5*a1^2 - 24*a6^3*a5^2*x34^5*a3*a2^5*a1^2 - 24*a6^2*a5^3*x34^5*a3*a2^5*a1^2 + 132*a6*a5^4*x34^5*a3*a2^5*a1^2 - 48*a5^5*x34^5*a3*a2^5*a1^2 + 2*a6^4*x34^6*a3*a2^5*a1^2 - 48*a6^3*a5*x34^6*a3*a2^5*a1^2 + 108*a6^2*a5^2*x34^6*a3*a2^5*a1^2 - 48*a6*a5^3*x34^6*a3*a2^5*a1^2 + 2*a5^4*x34^6*a3*a2^5*a1^2 - 104*a6^6*a5^3*a3^2*a2^5*a1^2 + 120*a6^5*a5^4*a3^2*a2^5*a1^2 + 120*a6^4*a5^5*a3^2*a2^5*a1^2 - 104*a6^3*a5^6*a3^2*a2^5*a1^2 + 240*a6^6*a5^2*x34*a3^2*a2^5*a1^2 + 528*a6^5*a5^3*x34*a3^2*a2^5*a1^2 - 1116*a6^4*a5^4*x34*a3^2*a2^5*a1^2 + 528*a6^3*a5^5*x34*a3^2*a2^5*a1^2 + 240*a6^2*a5^6*x34*a3^2*a2^5*a1^2 - 24*a6^6*a5*x34^2*a3^2*a2^5*a1^2 - 864*a6^5*a5^2*x34^2*a3^2*a2^5*a1^2 + 564*a6^4*a5^3*x34^2*a3^2*a2^5*a1^2 + 564*a6^3*a5^4*x34^2*a3^2*a2^5*a1^2 - 864*a6^2*a5^5*x34^2*a3^2*a2^5*a1^2 - 24*a6*a5^6*x34^2*a3^2*a2^5*a1^2 - 100*a6^6*x34^3*a3^2*a2^5*a1^2 + 624*a6^5*a5*x34^3*a3^2*a2^5*a1^2 - 876*a6^4*a5^2*x34^3*a3^2*a2^5*a1^2 - 992*a6^3*a5^3*x34^3*a3^2*a2^5*a1^2 - 876*a6^2*a5^4*x34^3*a3^2*a2^5*a1^2 + 624*a6*a5^5*x34^3*a3^2*a2^5*a1^2 - 100*a5^6*x34^3*a3^2*a2^5*a1^2 - 120*a6^5*x34^4*a3^2*a2^5*a1^2 + 222*a6^4*a5*x34^4*a3^2*a2^5*a1^2 + 1056*a6^3*a5^2*x34^4*a3^2*a2^5*a1^2 + 1056*a6^2*a5^3*x34^4*a3^2*a2^5*a1^2 + 222*a6*a5^4*x34^4*a3^2*a2^5*a1^2 - 120*a5^5*x34^4*a3^2*a2^5*a1^2 + 12*a6^4*x34^5*a3^2*a2^5*a1^2 - 144*a6^3*a5*x34^5*a3^2*a2^5*a1^2 - 648*a6^2*a5^2*x34^5*a3^2*a2^5*a1^2 - 144*a6*a5^3*x34^5*a3^2*a2^5*a1^2 + 12*a5^4*x34^5*a3^2*a2^5*a1^2 - 28*a6^3*x34^6*a3^2*a2^5*a1^2 + 108*a6^2*a5*x34^6*a3^2*a2^5*a1^2 + 108*a6*a5^2*x34^6*a3^2*a2^5*a1^2 - 28*a5^3*x34^6*a3^2*a2^5*a1^2 + 160*a6^6*a5^2*a3^3*a2^5*a1^2 + 352*a6^5*a5^3*a3^3*a2^5*a1^2 - 744*a6^4*a5^4*a3^3*a2^5*a1^2 + 352*a6^3*a5^5*a3^3*a2^5*a1^2 + 160*a6^2*a5^6*a3^3*a2^5*a1^2 + 32*a6^6*a5*x34*a3^3*a2^5*a1^2 - 2016*a6^5*a5^2*x34*a3^3*a2^5*a1^2 + 1112*a6^4*a5^3*x34*a3^3*a2^5*a1^2 + 1112*a6^3*a5^4*x34*a3^3*a2^5*a1^2 - 2016*a6^2*a5^5*x34*a3^3*a2^5*a1^2 + 32*a6*a5^6*x34*a3^3*a2^5*a1^2 - 180*a6^6*x34^2*a3^3*a2^5*a1^2 + 1296*a6^5*a5*x34^2*a3^3*a2^5*a1^2 + 576*a6^4*a5^2*x34^2*a3^3*a2^5*a1^2 - 3568*a6^3*a5^3*x34^2*a3^3*a2^5*a1^2 + 576*a6^2*a5^4*x34^2*a3^3*a2^5*a1^2 + 1296*a6*a5^5*x34^2*a3^3*a2^5*a1^2 - 180*a5^6*x34^2*a3^3*a2^5*a1^2 - 128*a6^5*x34^3*a3^3*a2^5*a1^2 - 528*a6^4*a5*x34^3*a3^3*a2^5*a1^2 + 3136*a6^3*a5^2*x34^3*a3^3*a2^5*a1^2 + 3136*a6^2*a5^3*x34^3*a3^3*a2^5*a1^2 - 528*a6*a5^4*x34^3*a3^3*a2^5*a1^2 - 128*a5^5*x34^3*a3^3*a2^5*a1^2 + 66*a6^4*x34^4*a3^3*a2^5*a1^2 - 136*a6^3*a5*x34^4*a3^3*a2^5*a1^2 - 4104*a6^2*a5^2*x34^4*a3^3*a2^5*a1^2 - 136*a6*a5^3*x34^4*a3^3*a2^5*a1^2 + 66*a5^4*x34^4*a3^3*a2^5*a1^2 - 136*a6^3*x34^5*a3^3*a2^5*a1^2 + 792*a6^2*a5*x34^5*a3^3*a2^5*a1^2 + 792*a6*a5^2*x34^5*a3^3*a2^5*a1^2 - 136*a5^3*x34^5*a3^3*a2^5*a1^2 - 28*a6^2*x34^6*a3^3*a2^5*a1^2 - 48*a6*a5*x34^6*a3^3*a2^5*a1^2 - 28*a5^2*x34^6*a3^3*a2^5*a1^2 + 16*a6^6*a5*a3^4*a2^5*a1^2 - 1008*a6^5*a5^2*a3^4*a2^5*a1^2 + 556*a6^4*a5^3*a3^4*a2^5*a1^2 + 556*a6^3*a5^4*a3^4*a2^5*a1^2 - 1008*a6^2*a5^5*a3^4*a2^5*a1^2 + 16*a6*a5^6*a3^4*a2^5*a1^2 - 170*a6^6*x34*a3^4*a2^5*a1^2 + 1320*a6^5*a5*x34*a3^4*a2^5*a1^2 + 1740*a6^4*a5^2*x34*a3^4*a2^5*a1^2 - 4360*a6^3*a5^3*x34*a3^4*a2^5*a1^2 + 1740*a6^2*a5^4*x34*a3^4*a2^5*a1^2 + 1320*a6*a5^5*x34*a3^4*a2^5*a1^2 - 170*a5^6*x34*a3^4*a2^5*a1^2 - 24*a6^5*x34^2*a3^4*a2^5*a1^2 - 2034*a6^4*a5*x34^2*a3^4*a2^5*a1^2 + 4008*a6^3*a5^2*x34^2*a3^4*a2^5*a1^2 + 4008*a6^2*a5^3*x34^2*a3^4*a2^5*a1^2 - 2034*a6*a5^4*x34^2*a3^4*a2^5*a1^2 - 24*a5^5*x34^2*a3^4*a2^5*a1^2 + 220*a6^4*x34^3*a3^4*a2^5*a1^2 - 200*a6^3*a5*x34^3*a3^4*a2^5*a1^2 - 7020*a6^2*a5^2*x34^3*a3^4*a2^5*a1^2 - 200*a6*a5^3*x34^3*a3^4*a2^5*a1^2 + 220*a5^4*x34^3*a3^4*a2^5*a1^2 - 224*a6^3*x34^4*a3^4*a2^5*a1^2 + 1932*a6^2*a5*x34^4*a3^4*a2^5*a1^2 + 1932*a6*a5^2*x34^4*a3^4*a2^5*a1^2 - 224*a5^3*x34^4*a3^4*a2^5*a1^2 - 168*a6^2*x34^5*a3^4*a2^5*a1^2 - 168*a6*a5*x34^5*a3^4*a2^5*a1^2 - 168*a5^2*x34^5*a3^4*a2^5*a1^2 + 2*a6*x34^6*a3^4*a2^5*a1^2 + 2*a5*x34^6*a3^4*a2^5*a1^2 - 68*a6^6*a3^5*a2^5*a1^2 + 528*a6^5*a5*a3^5*a2^5*a1^2 + 696*a6^4*a5^2*a3^5*a2^5*a1^2 - 1744*a6^3*a5^3*a3^5*a2^5*a1^2 + 696*a6^2*a5^4*a3^5*a2^5*a1^2 + 528*a6*a5^5*a3^5*a2^5*a1^2 - 68*a5^6*a3^5*a2^5*a1^2 + 48*a6^5*x34*a3^5*a2^5*a1^2 - 2124*a6^4*a5*x34*a3^5*a2^5*a1^2 + 2928*a6^3*a5^2*x34*a3^5*a2^5*a1^2 + 2928*a6^2*a5^3*x34*a3^5*a2^5*a1^2 - 2124*a6*a5^4*x34*a3^5*a2^5*a1^2 + 48*a5^5*x34*a3^5*a2^5*a1^2 + 354*a6^4*x34^2*a3^5*a2^5*a1^2 - 360*a6^3*a5*x34^2*a3^5*a2^5*a1^2 - 5832*a6^2*a5^2*x34^2*a3^5*a2^5*a1^2 - 360*a6*a5^3*x34^2*a3^5*a2^5*a1^2 + 354*a5^4*x34^2*a3^5*a2^5*a1^2 - 64*a6^3*x34^3*a3^5*a2^5*a1^2 + 2112*a6^2*a5*x34^3*a3^5*a2^5*a1^2 + 2112*a6*a5^2*x34^3*a3^5*a2^5*a1^2 - 64*a5^3*x34^3*a3^5*a2^5*a1^2 - 420*a6^2*x34^4*a3^5*a2^5*a1^2 - 420*a5^2*x34^4*a3^5*a2^5*a1^2 + 12*a6*x34^5*a3^5*a2^5*a1^2 + 12*a5*x34^5*a3^5*a2^5*a1^2 - 8*x34^6*a3^5*a2^5*a1^2 + 16*a6^5*a3^6*a2^5*a1^2 - 708*a6^4*a5*a3^6*a2^5*a1^2 + 976*a6^3*a5^2*a3^6*a2^5*a1^2 + 976*a6^2*a5^3*a3^6*a2^5*a1^2 - 708*a6*a5^4*a3^6*a2^5*a1^2 + 16*a5^5*a3^6*a2^5*a1^2 + 266*a6^4*x34*a3^6*a2^5*a1^2 - 280*a6^3*a5*x34*a3^6*a2^5*a1^2 - 3024*a6^2*a5^2*x34*a3^6*a2^5*a1^2 - 280*a6*a5^3*x34*a3^6*a2^5*a1^2 + 266*a5^4*x34*a3^6*a2^5*a1^2 + 184*a6^3*x34^2*a3^6*a2^5*a1^2 + 1152*a6^2*a5*x34^2*a3^6*a2^5*a1^2 + 1152*a6*a5^2*x34^2*a3^6*a2^5*a1^2 + 184*a5^3*x34^2*a3^6*a2^5*a1^2 - 588*a6^2*x34^3*a3^6*a2^5*a1^2 + 672*a6*a5*x34^3*a3^6*a2^5*a1^2 - 588*a5^2*x34^3*a3^6*a2^5*a1^2 + 32*a6*x34^4*a3^6*a2^5*a1^2 + 32*a5*x34^4*a3^6*a2^5*a1^2 - 56*x34^5*a3^6*a2^5*a1^2 + 76*a6^4*a3^7*a2^5*a1^2 - 80*a6^3*a5*a3^7*a2^5*a1^2 - 864*a6^2*a5^2*a3^7*a2^5*a1^2 - 80*a6*a5^3*a3^7*a2^5*a1^2 + 76*a5^4*a3^7*a2^5*a1^2 + 176*a6^3*x34*a3^7*a2^5*a1^2 + 384*a6^2*a5*x34*a3^7*a2^5*a1^2 + 384*a6*a5^2*x34*a3^7*a2^5*a1^2 + 176*a5^3*x34*a3^7*a2^5*a1^2 - 504*a6^2*x34^2*a3^7*a2^5*a1^2 + 1056*a6*a5*x34^2*a3^7*a2^5*a1^2 - 504*a5^2*x34^2*a3^7*a2^5*a1^2 + 48*a6*x34^3*a3^7*a2^5*a1^2 + 48*a5*x34^3*a3^7*a2^5*a1^2 - 160*x34^4*a3^7*a2^5*a1^2 + 44*a6^3*a3^8*a2^5*a1^2 + 96*a6^2*a5*a3^8*a2^5*a1^2 + 96*a6*a5^2*a3^8*a2^5*a1^2 + 44*a5^3*a3^8*a2^5*a1^2 - 252*a6^2*x34*a3^8*a2^5*a1^2 + 648*a6*a5*x34*a3^8*a2^5*a1^2 - 252*a5^2*x34*a3^8*a2^5*a1^2 + 42*a6*x34^2*a3^8*a2^5*a1^2 + 42*a5*x34^2*a3^8*a2^5*a1^2 - 240*x34^3*a3^8*a2^5*a1^2 - 56*a6^2*a3^9*a2^5*a1^2 + 144*a6*a5*a3^9*a2^5*a1^2 - 56*a5^2*a3^9*a2^5*a1^2 + 20*a6*x34*a3^9*a2^5*a1^2 + 20*a5*x34*a3^9*a2^5*a1^2 - 200*x34^2*a3^9*a2^5*a1^2 + 4*a6*a3^10*a2^5*a1^2 + 4*a5*a3^10*a2^5*a1^2 - 88*x34*a3^10*a2^5*a1^2 - 16*a3^11*a2^5*a1^2 + 8*a6^6*a5^4*a2^6*a1^2 - 8*a6^5*a5^5*a2^6*a1^2 + 8*a6^4*a5^6*a2^6*a1^2 - 4*a6^6*a5^3*x34*a2^6*a1^2 + 2*a6^5*a5^4*x34*a2^6*a1^2 + 2*a6^4*a5^5*x34*a2^6*a1^2 - 4*a6^3*a5^6*x34*a2^6*a1^2 + 24*a6^6*a5^2*x34^2*a2^6*a1^2 - 28*a6^5*a5^3*x34^2*a2^6*a1^2 + 32*a6^4*a5^4*x34^2*a2^6*a1^2 - 28*a6^3*a5^5*x34^2*a2^6*a1^2 + 24*a6^2*a5^6*x34^2*a2^6*a1^2 - 4*a6^6*a5*x34^3*a2^6*a1^2 - 28*a6^5*a5^2*x34^3*a2^6*a1^2 - 4*a6^4*a5^3*x34^3*a2^6*a1^2 - 4*a6^3*a5^4*x34^3*a2^6*a1^2 - 28*a6^2*a5^5*x34^3*a2^6*a1^2 - 4*a6*a5^6*x34^3*a2^6*a1^2 + 8*a6^6*x34^4*a2^6*a1^2 + 2*a6^5*a5*x34^4*a2^6*a1^2 + 32*a6^4*a5^2*x34^4*a2^6*a1^2 - 4*a6^3*a5^3*x34^4*a2^6*a1^2 + 32*a6^2*a5^4*x34^4*a2^6*a1^2 + 2*a6*a5^5*x34^4*a2^6*a1^2 + 8*a5^6*x34^4*a2^6*a1^2 - 8*a6^5*x34^5*a2^6*a1^2 + 2*a6^4*a5*x34^5*a2^6*a1^2 - 28*a6^3*a5^2*x34^5*a2^6*a1^2 - 28*a6^2*a5^3*x34^5*a2^6*a1^2 + 2*a6*a5^4*x34^5*a2^6*a1^2 - 8*a5^5*x34^5*a2^6*a1^2 + 8*a6^4*x34^6*a2^6*a1^2 - 4*a6^3*a5*x34^6*a2^6*a1^2 + 24*a6^2*a5^2*x34^6*a2^6*a1^2 - 4*a6*a5^3*x34^6*a2^6*a1^2 + 8*a5^4*x34^6*a2^6*a1^2 - 8*a6^6*a5^3*a3*a2^6*a1^2 + 4*a6^5*a5^4*a3*a2^6*a1^2 + 4*a6^4*a5^5*a3*a2^6*a1^2 - 8*a6^3*a5^6*a3*a2^6*a1^2 + 24*a6^6*a5^2*x34*a3*a2^6*a1^2 - 104*a6^5*a5^3*x34*a3*a2^6*a1^2 + 64*a6^4*a5^4*x34*a3*a2^6*a1^2 - 104*a6^3*a5^5*x34*a3*a2^6*a1^2 + 24*a6^2*a5^6*x34*a3*a2^6*a1^2 - 36*a6^6*a5*x34^2*a3*a2^6*a1^2 + 24*a6^5*a5^2*x34^2*a3*a2^6*a1^2 + 24*a6^4*a5^3*x34^2*a3*a2^6*a1^2 + 24*a6^3*a5^4*x34^2*a3*a2^6*a1^2 + 24*a6^2*a5^5*x34^2*a3*a2^6*a1^2 - 36*a6*a5^6*x34^2*a3*a2^6*a1^2 + 28*a6^6*x34^3*a3*a2^6*a1^2 - 40*a6^5*a5*x34^3*a3*a2^6*a1^2 + 164*a6^4*a5^2*x34^3*a3*a2^6*a1^2 - 112*a6^3*a5^3*x34^3*a3*a2^6*a1^2 + 164*a6^2*a5^4*x34^3*a3*a2^6*a1^2 - 40*a6*a5^5*x34^3*a3*a2^6*a1^2 + 28*a5^6*x34^3*a3*a2^6*a1^2 - 38*a6^5*x34^4*a3*a2^6*a1^2 + 10*a6^4*a5*x34^4*a3*a2^6*a1^2 - 104*a6^3*a5^2*x34^4*a3*a2^6*a1^2 - 104*a6^2*a5^3*x34^4*a3*a2^6*a1^2 + 10*a6*a5^4*x34^4*a3*a2^6*a1^2 - 38*a5^5*x34^4*a3*a2^6*a1^2 + 50*a6^4*x34^5*a3*a2^6*a1^2 - 72*a6^3*a5*x34^5*a3*a2^6*a1^2 + 252*a6^2*a5^2*x34^5*a3*a2^6*a1^2 - 72*a6*a5^3*x34^5*a3*a2^6*a1^2 + 50*a5^4*x34^5*a3*a2^6*a1^2 - 4*a6^3*x34^6*a3*a2^6*a1^2 - 24*a6^2*a5*x34^6*a3*a2^6*a1^2 - 24*a6*a5^2*x34^6*a3*a2^6*a1^2 - 4*a5^3*x34^6*a3*a2^6*a1^2 + 24*a6^6*a5^2*a3^2*a2^6*a1^2 - 104*a6^5*a5^3*a3^2*a2^6*a1^2 + 64*a6^4*a5^4*a3^2*a2^6*a1^2 - 104*a6^3*a5^5*a3^2*a2^6*a1^2 + 24*a6^2*a5^6*a3^2*a2^6*a1^2 - 84*a6^6*a5*x34*a3^2*a2^6*a1^2 + 240*a6^5*a5^2*x34*a3^2*a2^6*a1^2 + 96*a6^4*a5^3*x34*a3^2*a2^6*a1^2 + 96*a6^3*a5^4*x34*a3^2*a2^6*a1^2 + 240*a6^2*a5^5*x34*a3^2*a2^6*a1^2 - 84*a6*a5^6*x34*a3^2*a2^6*a1^2 + 60*a6^6*x34^2*a3^2*a2^6*a1^2 - 24*a6^5*a5*x34^2*a3^2*a2^6*a1^2 - 132*a6^4*a5^2*x34^2*a3^2*a2^6*a1^2 - 168*a6^3*a5^3*x34^2*a3^2*a2^6*a1^2 - 132*a6^2*a5^4*x34^2*a3^2*a2^6*a1^2 - 24*a6*a5^5*x34^2*a3^2*a2^6*a1^2 + 60*a5^6*x34^2*a3^2*a2^6*a1^2 - 100*a6^5*x34^3*a3^2*a2^6*a1^2 + 56*a6^4*a5*x34^3*a3^2*a2^6*a1^2 + 8*a6^3*a5^2*x34^3*a3^2*a2^6*a1^2 + 8*a6^2*a5^3*x34^3*a3^2*a2^6*a1^2 + 56*a6*a5^4*x34^3*a3^2*a2^6*a1^2 - 100*a5^5*x34^3*a3^2*a2^6*a1^2 + 162*a6^4*x34^4*a3^2*a2^6*a1^2 - 264*a6^3*a5*x34^4*a3^2*a2^6*a1^2 + 468*a6^2*a5^2*x34^4*a3^2*a2^6*a1^2 - 264*a6*a5^3*x34^4*a3^2*a2^6*a1^2 + 162*a5^4*x34^4*a3^2*a2^6*a1^2 - 52*a6^3*x34^5*a3^2*a2^6*a1^2 - 36*a6^2*a5*x34^5*a3^2*a2^6*a1^2 - 36*a6*a5^2*x34^5*a3^2*a2^6*a1^2 - 52*a5^3*x34^5*a3^2*a2^6*a1^2 + 24*a6^2*x34^6*a3^2*a2^6*a1^2 - 24*a6*a5*x34^6*a3^2*a2^6*a1^2 + 24*a5^2*x34^6*a3^2*a2^6*a1^2 - 56*a6^6*a5*a3^3*a2^6*a1^2 + 160*a6^5*a5^2*a3^3*a2^6*a1^2 + 64*a6^4*a5^3*a3^3*a2^6*a1^2 + 64*a6^3*a5^4*a3^3*a2^6*a1^2 + 160*a6^2*a5^5*a3^3*a2^6*a1^2 - 56*a6*a5^6*a3^3*a2^6*a1^2 + 64*a6^6*x34*a3^3*a2^6*a1^2 + 32*a6^5*a5*x34*a3^3*a2^6*a1^2 - 592*a6^4*a5^2*x34*a3^3*a2^6*a1^2 - 112*a6^3*a5^3*x34*a3^3*a2^6*a1^2 - 592*a6^2*a5^4*x34*a3^3*a2^6*a1^2 + 32*a6*a5^5*x34*a3^3*a2^6*a1^2 + 64*a5^6*x34*a3^3*a2^6*a1^2 - 180*a6^5*x34^2*a3^3*a2^6*a1^2 + 164*a6^4*a5*x34^2*a3^3*a2^6*a1^2 + 512*a6^3*a5^2*x34^2*a3^3*a2^6*a1^2 + 512*a6^2*a5^3*x34^2*a3^3*a2^6*a1^2 + 164*a6*a5^4*x34^2*a3^3*a2^6*a1^2 - 180*a5^5*x34^2*a3^3*a2^6*a1^2 + 304*a6^4*x34^3*a3^3*a2^6*a1^2 - 512*a6^3*a5*x34^3*a3^3*a2^6*a1^2 - 24*a6^2*a5^2*x34^3*a3^3*a2^6*a1^2 - 512*a6*a5^3*x34^3*a3^3*a2^6*a1^2 + 304*a5^4*x34^3*a3^3*a2^6*a1^2 - 204*a6^3*x34^4*a3^3*a2^6*a1^2 + 216*a6^2*a5*x34^4*a3^3*a2^6*a1^2 + 216*a6*a5^2*x34^4*a3^3*a2^6*a1^2 - 204*a5^3*x34^4*a3^3*a2^6*a1^2 + 116*a6^2*x34^5*a3^3*a2^6*a1^2 - 192*a6*a5*x34^5*a3^3*a2^6*a1^2 + 116*a5^2*x34^5*a3^3*a2^6*a1^2 - 4*a6*x34^6*a3^3*a2^6*a1^2 - 4*a5*x34^6*a3^3*a2^6*a1^2 + 32*a6^6*a3^4*a2^6*a1^2 + 16*a6^5*a5*a3^4*a2^6*a1^2 - 296*a6^4*a5^2*a3^4*a2^6*a1^2 - 56*a6^3*a5^3*a3^4*a2^6*a1^2 - 296*a6^2*a5^4*a3^4*a2^6*a1^2 + 16*a6*a5^5*a3^4*a2^6*a1^2 + 32*a5^6*a3^4*a2^6*a1^2 - 170*a6^5*x34*a3^4*a2^6*a1^2 + 190*a6^4*a5*x34*a3^4*a2^6*a1^2 + 760*a6^3*a5^2*x34*a3^4*a2^6*a1^2 + 760*a6^2*a5^3*x34*a3^4*a2^6*a1^2 + 190*a6*a5^4*x34*a3^4*a2^6*a1^2 - 170*a5^5*x34*a3^4*a2^6*a1^2 + 352*a6^4*x34^2*a3^4*a2^6*a1^2 - 576*a6^3*a5*x34^2*a3^4*a2^6*a1^2 - 1152*a6^2*a5^2*x34^2*a3^4*a2^6*a1^2 - 576*a6*a5^3*x34^2*a3^4*a2^6*a1^2 + 352*a5^4*x34^2*a3^4*a2^6*a1^2 - 380*a6^3*x34^3*a3^4*a2^6*a1^2 + 780*a6^2*a5*x34^3*a3^4*a2^6*a1^2 + 780*a6*a5^2*x34^3*a3^4*a2^6*a1^2 - 380*a5^3*x34^3*a3^4*a2^6*a1^2 + 252*a6^2*x34^4*a3^4*a2^6*a1^2 - 600*a6*a5*x34^4*a3^4*a2^6*a1^2 + 252*a5^2*x34^4*a3^4*a2^6*a1^2 - 22*a6*x34^5*a3^4*a2^6*a1^2 - 22*a5*x34^5*a3^4*a2^6*a1^2 + 8*x34^6*a3^4*a2^6*a1^2 - 68*a6^5*a3^5*a2^6*a1^2 + 76*a6^4*a5*a3^5*a2^6*a1^2 + 304*a6^3*a5^2*a3^5*a2^6*a1^2 + 304*a6^2*a5^3*a3^5*a2^6*a1^2 + 76*a6*a5^4*a3^5*a2^6*a1^2 - 68*a5^5*a3^5*a2^6*a1^2 + 240*a6^4*x34*a3^5*a2^6*a1^2 - 384*a6^3*a5*x34*a3^5*a2^6*a1^2 - 1368*a6^2*a5^2*x34*a3^5*a2^6*a1^2 - 384*a6*a5^3*x34*a3^5*a2^6*a1^2 + 240*a5^4*x34*a3^5*a2^6*a1^2 - 404*a6^3*x34^2*a3^5*a2^6*a1^2 + 1152*a6^2*a5*x34^2*a3^5*a2^6*a1^2 + 1152*a6*a5^2*x34^2*a3^5*a2^6*a1^2 - 404*a5^3*x34^2*a3^5*a2^6*a1^2 + 300*a6^2*x34^3*a3^5*a2^6*a1^2 - 1008*a6*a5*x34^3*a3^5*a2^6*a1^2 + 300*a5^2*x34^3*a3^5*a2^6*a1^2 - 48*a6*x34^4*a3^5*a2^6*a1^2 - 48*a5*x34^4*a3^5*a2^6*a1^2 + 40*x34^5*a3^5*a2^6*a1^2 + 80*a6^4*a3^6*a2^6*a1^2 - 128*a6^3*a5*a3^6*a2^6*a1^2 - 456*a6^2*a5^2*a3^6*a2^6*a1^2 - 128*a6*a5^3*a3^6*a2^6*a1^2 + 80*a5^4*a3^6*a2^6*a1^2 - 252*a6^3*x34*a3^6*a2^6*a1^2 + 840*a6^2*a5*x34*a3^6*a2^6*a1^2 + 840*a6*a5^2*x34*a3^6*a2^6*a1^2 - 252*a5^3*x34*a3^6*a2^6*a1^2 + 212*a6^2*x34^2*a3^6*a2^6*a1^2 - 1008*a6*a5*x34^2*a3^6*a2^6*a1^2 + 212*a5^2*x34^2*a3^6*a2^6*a1^2 - 56*a6*x34^3*a3^6*a2^6*a1^2 - 56*a5*x34^3*a3^6*a2^6*a1^2 + 88*x34^4*a3^6*a2^6*a1^2 - 72*a6^3*a3^7*a2^6*a1^2 + 240*a6^2*a5*a3^7*a2^6*a1^2 + 240*a6*a5^2*a3^7*a2^6*a1^2 - 72*a5^3*a3^7*a2^6*a1^2 + 96*a6^2*x34*a3^7*a2^6*a1^2 - 576*a6*a5*x34*a3^7*a2^6*a1^2 + 96*a5^2*x34*a3^7*a2^6*a1^2 - 40*a6*x34^2*a3^7*a2^6*a1^2 - 40*a5*x34^2*a3^7*a2^6*a1^2 + 112*x34^3*a3^7*a2^6*a1^2 + 24*a6^2*a3^8*a2^6*a1^2 - 144*a6*a5*a3^8*a2^6*a1^2 + 24*a5^2*a3^8*a2^6*a1^2 - 18*a6*x34*a3^8*a2^6*a1^2 - 18*a5*x34*a3^8*a2^6*a1^2 + 88*x34^2*a3^8*a2^6*a1^2 - 4*a6*a3^9*a2^6*a1^2 - 4*a5*a3^9*a2^6*a1^2 + 40*x34*a3^9*a2^6*a1^2 + 8*a3^10*a2^6*a1^2 - 8*a6^6*a5^6*x34^3*a1^3 - 4*a6^6*a5^5*x34^4*a1^3 - 4*a6^5*a5^6*x34^4*a1^3 - 4*a6^6*a5^4*x34^5*a1^3 + 48*a6^5*a5^5*x34^5*a1^3 - 4*a6^4*a5^6*x34^5*a1^3 - 8*a6^6*a5^3*x34^6*a1^3 - 4*a6^5*a5^4*x34^6*a1^3 - 4*a6^4*a5^5*x34^6*a1^3 - 8*a6^3*a5^6*x34^6*a1^3 - 28*a6^6*a5^6*x34^2*a3*a1^3 + 24*a6^6*a5^5*x34^3*a3*a1^3 + 24*a6^5*a5^6*x34^3*a3*a1^3 - 48*a6^6*a5^4*x34^4*a3*a1^3 + 192*a6^5*a5^5*x34^4*a3*a1^3 - 48*a6^4*a5^6*x34^4*a3*a1^3 - 8*a6^6*a5^3*x34^5*a3*a1^3 - 72*a6^5*a5^4*x34^5*a3*a1^3 - 72*a6^4*a5^5*x34^5*a3*a1^3 - 8*a6^3*a5^6*x34^5*a3*a1^3 - 4*a6^6*a5^2*x34^6*a3*a1^3 + 40*a6^5*a5^3*x34^6*a3*a1^3 - 28*a6^4*a5^4*x34^6*a3*a1^3 + 40*a6^3*a5^5*x34^6*a3*a1^3 - 4*a6^2*a5^6*x34^6*a3*a1^3 - 36*a6^6*a5^6*x34*a3^2*a1^3 + 68*a6^6*a5^5*x34^2*a3^2*a1^3 + 68*a6^5*a5^6*x34^2*a3^2*a1^3 - 156*a6^6*a5^4*x34^3*a3^2*a1^3 + 320*a6^5*a5^5*x34^3*a3^2*a1^3 - 156*a6^4*a5^6*x34^3*a3^2*a1^3 + 76*a6^6*a5^3*x34^4*a3^2*a1^3 - 264*a6^5*a5^4*x34^4*a3^2*a1^3 - 264*a6^4*a5^5*x34^4*a3^2*a1^3 + 76*a6^3*a5^6*x34^4*a3^2*a1^3 - 52*a6^6*a5^2*x34^5*a3^2*a1^3 + 272*a6^5*a5^3*x34^5*a3^2*a1^3 - 132*a6^4*a5^4*x34^5*a3^2*a1^3 + 272*a6^3*a5^5*x34^5*a3^2*a1^3 - 52*a6^2*a5^6*x34^5*a3^2*a1^3 - 4*a6^6*a5*x34^6*a3^2*a1^3 - 28*a6^5*a5^2*x34^6*a3^2*a1^3 - 4*a6^4*a5^3*x34^6*a3^2*a1^3 - 4*a6^3*a5^4*x34^6*a3^2*a1^3 - 28*a6^2*a5^5*x34^6*a3^2*a1^3 - 4*a6*a5^6*x34^6*a3^2*a1^3 - 24*a6^6*a5^6*a3^3*a1^3 + 88*a6^6*a5^5*x34*a3^3*a1^3 + 88*a6^5*a5^6*x34*a3^3*a1^3 - 224*a6^6*a5^4*x34^2*a3^3*a1^3 + 320*a6^5*a5^5*x34^2*a3^3*a1^3 - 224*a6^4*a5^6*x34^2*a3^3*a1^3 + 272*a6^6*a5^3*x34^3*a3^3*a1^3 - 512*a6^5*a5^4*x34^3*a3^3*a1^3 - 512*a6^4*a5^5*x34^3*a3^3*a1^3 + 272*a6^3*a5^6*x34^3*a3^3*a1^3 - 204*a6^6*a5^2*x34^4*a3^3*a1^3 + 664*a6^5*a5^3*x34^4*a3^3*a1^3 - 96*a6^4*a5^4*x34^4*a3^3*a1^3 + 664*a6^3*a5^5*x34^4*a3^3*a1^3 - 204*a6^2*a5^6*x34^4*a3^3*a1^3 + 16*a6^6*a5*x34^5*a3^3*a1^3 - 136*a6^5*a5^2*x34^5*a3^3*a1^3 - 120*a6^4*a5^3*x34^5*a3^3*a1^3 - 120*a6^3*a5^4*x34^5*a3^3*a1^3 - 136*a6^2*a5^5*x34^5*a3^3*a1^3 + 16*a6*a5^6*x34^5*a3^3*a1^3 - 8*a6^6*x34^6*a3^3*a1^3 + 40*a6^5*a5*x34^6*a3^3*a1^3 - 4*a6^4*a5^2*x34^6*a3^3*a1^3 + 48*a6^3*a5^3*x34^6*a3^3*a1^3 - 4*a6^2*a5^4*x34^6*a3^3*a1^3 + 40*a6*a5^5*x34^6*a3^3*a1^3 - 8*a5^6*x34^6*a3^3*a1^3 + 44*a6^6*a5^5*a3^4*a1^3 + 44*a6^5*a5^6*a3^4*a1^3 - 180*a6^6*a5^4*x34*a3^4*a1^3 + 160*a6^5*a5^5*x34*a3^4*a1^3 - 180*a6^4*a5^6*x34*a3^4*a1^3 + 396*a6^6*a5^3*x34^2*a3^4*a1^3 - 576*a6^5*a5^4*x34^2*a3^4*a1^3 - 576*a6^4*a5^5*x34^2*a3^4*a1^3 + 396*a6^3*a5^6*x34^2*a3^4*a1^3 - 380*a6^6*a5^2*x34^3*a3^4*a1^3 + 640*a6^5*a5^3*x34^3*a3^4*a1^3 + 520*a6^4*a5^4*x34^3*a3^4*a1^3 + 640*a6^3*a5^5*x34^3*a3^4*a1^3 - 380*a6^2*a5^6*x34^3*a3^4*a1^3 + 112*a6^6*a5*x34^4*a3^4*a1^3 - 224*a6^5*a5^2*x34^4*a3^4*a1^3 - 396*a6^4*a5^3*x34^4*a3^4*a1^3 - 396*a6^3*a5^4*x34^4*a3^4*a1^3 - 224*a6^2*a5^5*x34^4*a3^4*a1^3 + 112*a6*a5^6*x34^4*a3^4*a1^3 - 52*a6^6*x34^5*a3^4*a1^3 + 192*a6^5*a5*x34^5*a3^4*a1^3 + 12*a6^4*a5^2*x34^5*a3^4*a1^3 + 192*a6^3*a5^3*x34^5*a3^4*a1^3 + 12*a6^2*a5^4*x34^5*a3^4*a1^3 + 192*a6*a5^5*x34^5*a3^4*a1^3 - 52*a5^6*x34^5*a3^4*a1^3 - 4*a6^5*x34^6*a3^4*a1^3 - 28*a6^4*a5*x34^6*a3^4*a1^3 - 4*a6^3*a5^2*x34^6*a3^4*a1^3 - 4*a6^2*a5^3*x34^6*a3^4*a1^3 - 28*a6*a5^4*x34^6*a3^4*a1^3 - 4*a5^5*x34^6*a3^4*a1^3 - 72*a6^6*a5^4*a3^5*a1^3 + 64*a6^5*a5^5*a3^5*a1^3 - 72*a6^4*a5^6*a3^5*a1^3 + 312*a6^6*a5^3*x34*a3^5*a1^3 - 384*a6^5*a5^4*x34*a3^5*a1^3 - 384*a6^4*a5^5*x34*a3^5*a1^3 + 312*a6^3*a5^6*x34*a3^5*a1^3 - 404*a6^6*a5^2*x34^2*a3^5*a1^3 + 88*a6^5*a5^3*x34^2*a3^5*a1^3 + 1272*a6^4*a5^4*x34^2*a3^5*a1^3 + 88*a6^3*a5^5*x34^2*a3^5*a1^3 - 404*a6^2*a5^6*x34^2*a3^5*a1^3 + 248*a6^6*a5*x34^3*a3^5*a1^3 - 64*a6^5*a5^2*x34^3*a3^5*a1^3 - 560*a6^4*a5^3*x34^3*a3^5*a1^3 - 560*a6^3*a5^4*x34^3*a3^5*a1^3 - 64*a6^2*a5^5*x34^3*a3^5*a1^3 + 248*a6*a5^6*x34^3*a3^5*a1^3 - 144*a6^6*x34^4*a3^5*a1^3 + 312*a6^5*a5*x34^4*a3^5*a1^3 + 156*a6^4*a5^2*x34^4*a3^5*a1^3 + 144*a6^3*a5^3*x34^4*a3^5*a1^3 + 156*a6^2*a5^4*x34^4*a3^5*a1^3 + 312*a6*a5^5*x34^4*a3^5*a1^3 - 144*a5^6*x34^4*a3^5*a1^3 + 24*a6^5*x34^5*a3^5*a1^3 - 216*a6^4*a5*x34^5*a3^5*a1^3 + 8*a6^3*a5^2*x34^5*a3^5*a1^3 + 8*a6^2*a5^3*x34^5*a3^5*a1^3 - 216*a6*a5^4*x34^5*a3^5*a1^3 + 24*a5^5*x34^5*a3^5*a1^3 - 4*a6^4*x34^6*a3^5*a1^3 + 40*a6^3*a5*x34^6*a3^5*a1^3 - 28*a6^2*a5^2*x34^6*a3^5*a1^3 + 40*a6*a5^3*x34^6*a3^5*a1^3 - 4*a5^4*x34^6*a3^5*a1^3 + 104*a6^6*a5^3*a3^6*a1^3 - 128*a6^5*a5^4*a3^6*a1^3 - 128*a6^4*a5^5*a3^6*a1^3 + 104*a6^3*a5^6*a3^6*a1^3 - 252*a6^6*a5^2*x34*a3^6*a1^3 - 168*a6^5*a5^3*x34*a3^6*a1^3 + 1064*a6^4*a5^4*x34*a3^6*a1^3 - 168*a6^3*a5^5*x34*a3^6*a1^3 - 252*a6^2*a5^6*x34*a3^6*a1^3 + 288*a6^6*a5*x34^2*a3^6*a1^3 + 184*a6^5*a5^2*x34^2*a3^6*a1^3 - 448*a6^4*a5^3*x34^2*a3^6*a1^3 - 448*a6^3*a5^4*x34^2*a3^6*a1^3 + 184*a6^2*a5^5*x34^2*a3^6*a1^3 + 288*a6*a5^6*x34^2*a3^6*a1^3 - 224*a6^6*x34^3*a3^6*a1^3 + 168*a6^5*a5*x34^3*a3^6*a1^3 + 420*a6^4*a5^2*x34^3*a3^6*a1^3 - 336*a6^3*a5^3*x34^3*a3^6*a1^3 + 420*a6^2*a5^4*x34^3*a3^6*a1^3 + 168*a6*a5^5*x34^3*a3^6*a1^3 - 224*a5^6*x34^3*a3^6*a1^3 + 176*a6^5*x34^4*a3^6*a1^3 - 688*a6^4*a5*x34^4*a3^6*a1^3 + 96*a6^3*a5^2*x34^4*a3^6*a1^3 + 96*a6^2*a5^3*x34^4*a3^6*a1^3 - 688*a6*a5^4*x34^4*a3^6*a1^3 + 176*a5^5*x34^4*a3^6*a1^3 - 28*a6^4*x34^5*a3^6*a1^3 + 280*a6^3*a5*x34^5*a3^6*a1^3 - 196*a6^2*a5^2*x34^5*a3^6*a1^3 + 280*a6*a5^3*x34^5*a3^6*a1^3 - 28*a5^4*x34^5*a3^6*a1^3 - 8*a6^3*x34^6*a3^6*a1^3 - 4*a6^2*a5*x34^6*a3^6*a1^3 - 4*a6*a5^2*x34^6*a3^6*a1^3 - 8*a5^3*x34^6*a3^6*a1^3 - 72*a6^6*a5^2*a3^7*a1^3 - 48*a6^5*a5^3*a3^7*a1^3 + 304*a6^4*a5^4*a3^7*a1^3 - 48*a6^3*a5^5*a3^7*a1^3 - 72*a6^2*a5^6*a3^7*a1^3 + 176*a6^6*a5*x34*a3^7*a1^3 + 176*a6^5*a5^2*x34*a3^7*a1^3 - 224*a6^4*a5^3*x34*a3^7*a1^3 - 224*a6^3*a5^4*x34*a3^7*a1^3 + 176*a6^2*a5^5*x34*a3^7*a1^3 + 176*a6*a5^6*x34*a3^7*a1^3 - 208*a6^6*x34^2*a3^7*a1^3 - 48*a6^5*a5*x34^2*a3^7*a1^3 + 504*a6^4*a5^2*x34^2*a3^7*a1^3 - 672*a6^3*a5^3*x34^2*a3^7*a1^3 + 504*a6^2*a5^4*x34^2*a3^7*a1^3 - 48*a6*a5^5*x34^2*a3^7*a1^3 - 208*a5^6*x34^2*a3^7*a1^3 + 384*a6^5*x34^3*a3^7*a1^3 - 1152*a6^4*a5*x34^3*a3^7*a1^3 + 224*a6^3*a5^2*x34^3*a3^7*a1^3 + 224*a6^2*a5^3*x34^3*a3^7*a1^3 - 1152*a6*a5^4*x34^3*a3^7*a1^3 + 384*a5^5*x34^3*a3^7*a1^3 - 80*a6^4*x34^4*a3^7*a1^3 + 800*a6^3*a5*x34^4*a3^7*a1^3 - 560*a6^2*a5^2*x34^4*a3^7*a1^3 + 800*a6*a5^3*x34^4*a3^7*a1^3 - 80*a5^4*x34^4*a3^7*a1^3 - 48*a6^3*x34^5*a3^7*a1^3 - 24*a6^2*a5*x34^5*a3^7*a1^3 - 24*a6*a5^2*x34^5*a3^7*a1^3 - 48*a5^3*x34^5*a3^7*a1^3 + 44*a6^6*a5*a3^8*a1^3 + 44*a6^5*a5^2*a3^8*a1^3 - 56*a6^4*a5^3*a3^8*a1^3 - 56*a6^3*a5^4*a3^8*a1^3 + 44*a6^2*a5^5*a3^8*a1^3 + 44*a6*a5^6*a3^8*a1^3 - 108*a6^6*x34*a3^8*a1^3 - 72*a6^5*a5*x34*a3^8*a1^3 + 288*a6^4*a5^2*x34*a3^8*a1^3 - 432*a6^3*a5^3*x34*a3^8*a1^3 + 288*a6^2*a5^4*x34*a3^8*a1^3 - 72*a6*a5^5*x34*a3^8*a1^3 - 108*a5^6*x34*a3^8*a1^3 + 396*a6^5*x34^2*a3^8*a1^3 - 1068*a6^4*a5*x34^2*a3^8*a1^3 + 236*a6^3*a5^2*x34^2*a3^8*a1^3 + 236*a6^2*a5^3*x34^2*a3^8*a1^3 - 1068*a6*a5^4*x34^2*a3^8*a1^3 + 396*a5^5*x34^2*a3^8*a1^3 - 120*a6^4*x34^3*a3^8*a1^3 + 1200*a6^3*a5*x34^3*a3^8*a1^3 - 840*a6^2*a5^2*x34^3*a3^8*a1^3 + 1200*a6*a5^3*x34^3*a3^8*a1^3 - 120*a5^4*x34^3*a3^8*a1^3 - 120*a6^3*x34^4*a3^8*a1^3 - 60*a6^2*a5*x34^4*a3^8*a1^3 - 60*a6*a5^2*x34^4*a3^8*a1^3 - 120*a5^3*x34^4*a3^8*a1^3 - 24*a6^6*a3^9*a1^3 - 16*a6^5*a5*a3^9*a1^3 + 64*a6^4*a5^2*a3^9*a1^3 - 96*a6^3*a5^3*a3^9*a1^3 + 64*a6^2*a5^4*a3^9*a1^3 - 16*a6*a5^5*a3^9*a1^3 - 24*a5^6*a3^9*a1^3 + 200*a6^5*x34*a3^9*a1^3 - 520*a6^4*a5*x34*a3^9*a1^3 + 120*a6^3*a5^2*x34*a3^9*a1^3 + 120*a6^2*a5^3*x34*a3^9*a1^3 - 520*a6*a5^4*x34*a3^9*a1^3 + 200*a5^5*x34*a3^9*a1^3 - 100*a6^4*x34^2*a3^9*a1^3 + 1000*a6^3*a5*x34^2*a3^9*a1^3 - 700*a6^2*a5^2*x34^2*a3^9*a1^3 + 1000*a6*a5^3*x34^2*a3^9*a1^3 - 100*a5^4*x34^2*a3^9*a1^3 - 160*a6^3*x34^3*a3^9*a1^3 - 80*a6^2*a5*x34^3*a3^9*a1^3 - 80*a6*a5^2*x34^3*a3^9*a1^3 - 160*a5^3*x34^3*a3^9*a1^3 + 40*a6^5*a3^10*a1^3 - 104*a6^4*a5*a3^10*a1^3 + 24*a6^3*a5^2*a3^10*a1^3 + 24*a6^2*a5^3*a3^10*a1^3 - 104*a6*a5^4*a3^10*a1^3 + 40*a5^5*a3^10*a1^3 - 44*a6^4*x34*a3^10*a1^3 + 440*a6^3*a5*x34*a3^10*a1^3 - 308*a6^2*a5^2*x34*a3^10*a1^3 + 440*a6*a5^3*x34*a3^10*a1^3 - 44*a5^4*x34*a3^10*a1^3 - 120*a6^3*x34^2*a3^10*a1^3 - 60*a6^2*a5*x34^2*a3^10*a1^3 - 60*a6*a5^2*x34^2*a3^10*a1^3 - 120*a5^3*x34^2*a3^10*a1^3 - 8*a6^4*a3^11*a1^3 + 80*a6^3*a5*a3^11*a1^3 - 56*a6^2*a5^2*a3^11*a1^3 + 80*a6*a5^3*a3^11*a1^3 - 8*a5^4*a3^11*a1^3 - 48*a6^3*x34*a3^11*a1^3 - 24*a6^2*a5*x34*a3^11*a1^3 - 24*a6*a5^2*x34*a3^11*a1^3 - 48*a5^3*x34*a3^11*a1^3 - 8*a6^3*a3^12*a1^3 - 4*a6^2*a5*a3^12*a1^3 - 4*a6*a5^2*a3^12*a1^3 - 8*a5^3*a3^12*a1^3 - 4*a6^6*a5^6*x34^2*a2*a1^3 + 40*a6^6*a5^5*x34^3*a2*a1^3 + 40*a6^5*a5^6*x34^3*a2*a1^3 - 28*a6^6*a5^4*x34^4*a2*a1^3 - 48*a6^5*a5^5*x34^4*a2*a1^3 - 28*a6^4*a5^6*x34^4*a2*a1^3 + 40*a6^6*a5^3*x34^5*a2*a1^3 - 48*a6^5*a5^4*x34^5*a2*a1^3 - 48*a6^4*a5^5*x34^5*a2*a1^3 + 40*a6^3*a5^6*x34^5*a2*a1^3 - 4*a6^6*a5^2*x34^6*a2*a1^3 + 40*a6^5*a5^3*x34^6*a2*a1^3 - 28*a6^4*a5^4*x34^6*a2*a1^3 + 40*a6^3*a5^5*x34^6*a2*a1^3 - 4*a6^2*a5^6*x34^6*a2*a1^3 + 40*a6^6*a5^6*x34*a3*a2*a1^3 + 72*a6^6*a5^5*x34^2*a3*a2*a1^3 + 72*a6^5*a5^6*x34^2*a3*a2*a1^3 - 80*a6^6*a5^4*x34^3*a3*a2*a1^3 - 352*a6^5*a5^5*x34^3*a3*a2*a1^3 - 80*a6^4*a5^6*x34^3*a3*a2*a1^3 + 232*a6^6*a5^3*x34^4*a3*a2*a1^3 - 96*a6^5*a5^4*x34^4*a3*a2*a1^3 - 96*a6^4*a5^5*x34^4*a3*a2*a1^3 + 232*a6^3*a5^6*x34^4*a3*a2*a1^3 - 72*a6^6*a5^2*x34^5*a3*a2*a1^3 + 80*a6^5*a5^3*x34^5*a3*a2*a1^3 - 24*a6^4*a5^4*x34^5*a3*a2*a1^3 + 80*a6^3*a5^5*x34^5*a3*a2*a1^3 - 72*a6^2*a5^6*x34^5*a3*a2*a1^3 + 48*a6^6*a5*x34^6*a3*a2*a1^3 - 48*a6^5*a5^2*x34^6*a3*a2*a1^3 + 32*a6^4*a5^3*x34^6*a3*a2*a1^3 + 32*a6^3*a5^4*x34^6*a3*a2*a1^3 - 48*a6^2*a5^5*x34^6*a3*a2*a1^3 + 48*a6*a5^6*x34^6*a3*a2*a1^3 + 40*a6^6*a5^6*a3^2*a2*a1^3 - 24*a6^6*a5^5*x34*a3^2*a2*a1^3 - 24*a6^5*a5^6*x34*a3^2*a2*a1^3 - 36*a6^6*a5^4*x34^2*a3^2*a2*a1^3 - 624*a6^5*a5^5*x34^2*a3^2*a2*a1^3 - 36*a6^4*a5^6*x34^2*a3^2*a2*a1^3 + 432*a6^6*a5^3*x34^3*a3^2*a2*a1^3 - 40*a6^5*a5^4*x34^3*a3^2*a2*a1^3 - 40*a6^4*a5^5*x34^3*a3^2*a2*a1^3 + 432*a6^3*a5^6*x34^3*a3^2*a2*a1^3 - 264*a6^6*a5^2*x34^4*a3^2*a2*a1^3 - 336*a6^5*a5^3*x34^4*a3^2*a2*a1^3 + 1056*a6^4*a5^4*x34^4*a3^2*a2*a1^3 - 336*a6^3*a5^5*x34^4*a3^2*a2*a1^3 - 264*a6^2*a5^6*x34^4*a3^2*a2*a1^3 + 240*a6^6*a5*x34^5*a3^2*a2*a1^3 - 144*a6^5*a5^2*x34^5*a3^2*a2*a1^3 + 56*a6^4*a5^3*x34^5*a3^2*a2*a1^3 + 56*a6^3*a5^4*x34^5*a3^2*a2*a1^3 - 144*a6^2*a5^5*x34^5*a3^2*a2*a1^3 + 240*a6*a5^6*x34^5*a3^2*a2*a1^3 - 4*a6^6*x34^6*a3^2*a2*a1^3 - 48*a6^5*a5*x34^6*a3^2*a2*a1^3 + 36*a6^4*a5^2*x34^6*a3^2*a2*a1^3 - 96*a6^3*a5^3*x34^6*a3^2*a2*a1^3 + 36*a6^2*a5^4*x34^6*a3^2*a2*a1^3 - 48*a6*a5^5*x34^6*a3^2*a2*a1^3 - 4*a5^6*x34^6*a3^2*a2*a1^3 - 16*a6^6*a5^5*a3^3*a2*a1^3 - 16*a6^5*a5^6*a3^3*a2*a1^3 + 88*a6^6*a5^4*x34*a3^3*a2*a1^3 - 544*a6^5*a5^5*x34*a3^3*a2*a1^3 + 88*a6^4*a5^6*x34*a3^3*a2*a1^3 + 208*a6^6*a5^3*x34^2*a3^3*a2*a1^3 - 160*a6^5*a5^4*x34^2*a3^3*a2*a1^3 - 160*a6^4*a5^5*x34^2*a3^3*a2*a1^3 + 208*a6^3*a5^6*x34^2*a3^3*a2*a1^3 - 512*a6^6*a5^2*x34^3*a3^3*a2*a1^3 - 96*a6^5*a5^3*x34^3*a3^3*a2*a1^3 + 3136*a6^4*a5^4*x34^3*a3^3*a2*a1^3 - 96*a6^3*a5^5*x34^3*a3^3*a2*a1^3 - 512*a6^2*a5^6*x34^3*a3^3*a2*a1^3 + 512*a6^6*a5*x34^4*a3^3*a2*a1^3 - 136*a6^5*a5^2*x34^4*a3^3*a2*a1^3 - 968*a6^4*a5^3*x34^4*a3^3*a2*a1^3 - 968*a6^3*a5^4*x34^4*a3^3*a2*a1^3 - 136*a6^2*a5^5*x34^4*a3^3*a2*a1^3 + 512*a6*a5^6*x34^4*a3^3*a2*a1^3 + 16*a6^6*x34^5*a3^3*a2*a1^3 - 448*a6^5*a5*x34^5*a3^3*a2*a1^3 + 80*a6^4*a5^2*x34^5*a3^3*a2*a1^3 + 672*a6^3*a5^3*x34^5*a3^3*a2*a1^3 + 80*a6^2*a5^4*x34^5*a3^3*a2*a1^3 - 448*a6*a5^5*x34^5*a3^3*a2*a1^3 + 16*a5^6*x34^5*a3^3*a2*a1^3 + 40*a6^5*x34^6*a3^3*a2*a1^3 + 32*a6^4*a5*x34^6*a3^3*a2*a1^3 - 96*a6^3*a5^2*x34^6*a3^3*a2*a1^3 - 96*a6^2*a5^3*x34^6*a3^3*a2*a1^3 + 32*a6*a5^4*x34^6*a3^3*a2*a1^3 + 40*a5^5*x34^6*a3^3*a2*a1^3 + 44*a6^6*a5^4*a3^4*a2*a1^3 - 272*a6^5*a5^5*a3^4*a2*a1^3 + 44*a6^4*a5^6*a3^4*a2*a1^3 - 120*a6^6*a5^3*x34*a3^4*a2*a1^3 - 200*a6^5*a5^4*x34*a3^4*a2*a1^3 - 200*a6^4*a5^5*x34*a3^4*a2*a1^3 - 120*a6^3*a5^6*x34*a3^4*a2*a1^3 - 576*a6^6*a5^2*x34^2*a3^4*a2*a1^3 + 1792*a6^5*a5^3*x34^2*a3^4*a2*a1^3 + 4008*a6^4*a5^4*x34^2*a3^4*a2*a1^3 + 1792*a6^3*a5^5*x34^2*a3^4*a2*a1^3 - 576*a6^2*a5^6*x34^2*a3^4*a2*a1^3 + 640*a6^6*a5*x34^3*a3^4*a2*a1^3 - 200*a6^5*a5^2*x34^3*a3^4*a2*a1^3 - 4560*a6^4*a5^3*x34^3*a3^4*a2*a1^3 - 4560*a6^3*a5^4*x34^3*a3^4*a2*a1^3 - 200*a6^2*a5^5*x34^3*a3^4*a2*a1^3 + 640*a6*a5^6*x34^3*a3^4*a2*a1^3 + 112*a6^6*x34^4*a3^4*a2*a1^3 - 1376*a6^5*a5*x34^4*a3^4*a2*a1^3 + 616*a6^4*a5^2*x34^4*a3^4*a2*a1^3 + 4032*a6^3*a5^3*x34^4*a3^4*a2*a1^3 + 616*a6^2*a5^4*x34^4*a3^4*a2*a1^3 - 1376*a6*a5^5*x34^4*a3^4*a2*a1^3 + 112*a5^6*x34^4*a3^4*a2*a1^3 + 192*a6^5*x34^5*a3^4*a2*a1^3 + 336*a6^4*a5*x34^5*a3^4*a2*a1^3 - 712*a6^3*a5^2*x34^5*a3^4*a2*a1^3 - 712*a6^2*a5^3*x34^5*a3^4*a2*a1^3 + 336*a6*a5^4*x34^5*a3^4*a2*a1^3 + 192*a5^5*x34^5*a3^4*a2*a1^3 - 28*a6^4*x34^6*a3^4*a2*a1^3 + 32*a6^3*a5*x34^6*a3^4*a2*a1^3 + 36*a6^2*a5^2*x34^6*a3^4*a2*a1^3 + 32*a6*a5^3*x34^6*a3^4*a2*a1^3 - 28*a5^4*x34^6*a3^4*a2*a1^3 - 48*a6^6*a5^3*a3^5*a2*a1^3 - 80*a6^5*a5^4*a3^5*a2*a1^3 - 80*a6^4*a5^5*a3^5*a2*a1^3 - 48*a6^3*a5^6*a3^5*a2*a1^3 - 384*a6^6*a5^2*x34*a3^5*a2*a1^3 + 2208*a6^5*a5^3*x34*a3^5*a2*a1^3 + 2928*a6^4*a5^4*x34*a3^5*a2*a1^3 + 2208*a6^3*a5^5*x34*a3^5*a2*a1^3 - 384*a6^2*a5^6*x34*a3^5*a2*a1^3 + 480*a6^6*a5*x34^2*a3^5*a2*a1^3 - 360*a6^5*a5^2*x34^2*a3^5*a2*a1^3 - 7928*a6^4*a5^3*x34^2*a3^5*a2*a1^3 - 7928*a6^3*a5^4*x34^2*a3^5*a2*a1^3 - 360*a6^2*a5^5*x34^2*a3^5*a2*a1^3 + 480*a6*a5^6*x34^2*a3^5*a2*a1^3 + 248*a6^6*x34^3*a3^5*a2*a1^3 - 2144*a6^5*a5*x34^3*a3^5*a2*a1^3 + 2248*a6^4*a5^2*x34^3*a3^5*a2*a1^3 + 8736*a6^3*a5^3*x34^3*a3^5*a2*a1^3 + 2248*a6^2*a5^4*x34^3*a3^5*a2*a1^3 - 2144*a6*a5^5*x34^3*a3^5*a2*a1^3 + 248*a5^6*x34^3*a3^5*a2*a1^3 + 312*a6^5*x34^4*a3^5*a2*a1^3 + 1344*a6^4*a5*x34^4*a3^5*a2*a1^3 - 2256*a6^3*a5^2*x34^4*a3^5*a2*a1^3 - 2256*a6^2*a5^3*x34^4*a3^5*a2*a1^3 + 1344*a6*a5^4*x34^4*a3^5*a2*a1^3 + 312*a5^5*x34^4*a3^5*a2*a1^3 - 216*a6^4*x34^5*a3^5*a2*a1^3 + 32*a6^3*a5*x34^5*a3^5*a2*a1^3 + 360*a6^2*a5^2*x34^5*a3^5*a2*a1^3 + 32*a6*a5^3*x34^5*a3^5*a2*a1^3 - 216*a5^4*x34^5*a3^5*a2*a1^3 + 40*a6^3*x34^6*a3^5*a2*a1^3 - 48*a6^2*a5*x34^6*a3^5*a2*a1^3 - 48*a6*a5^2*x34^6*a3^5*a2*a1^3 + 40*a5^3*x34^6*a3^5*a2*a1^3 - 128*a6^6*a5^2*a3^6*a2*a1^3 + 736*a6^5*a5^3*a3^6*a2*a1^3 + 976*a6^4*a5^4*a3^6*a2*a1^3 + 736*a6^3*a5^5*a3^6*a2*a1^3 - 128*a6^2*a5^6*a3^6*a2*a1^3 + 224*a6^6*a5*x34*a3^6*a2*a1^3 - 280*a6^5*a5^2*x34*a3^6*a2*a1^3 - 6104*a6^4*a5^3*x34*a3^6*a2*a1^3 - 6104*a6^3*a5^4*x34*a3^6*a2*a1^3 - 280*a6^2*a5^5*x34*a3^6*a2*a1^3 + 224*a6*a5^6*x34*a3^6*a2*a1^3 + 288*a6^6*x34^2*a3^6*a2*a1^3 - 1984*a6^5*a5*x34^2*a3^6*a2*a1^3 + 3344*a6^4*a5^2*x34^2*a3^6*a2*a1^3 + 10080*a6^3*a5^3*x34^2*a3^6*a2*a1^3 + 3344*a6^2*a5^4*x34^2*a3^6*a2*a1^3 - 1984*a6*a5^5*x34^2*a3^6*a2*a1^3 + 288*a5^6*x34^2*a3^6*a2*a1^3 + 168*a6^5*x34^3*a3^6*a2*a1^3 + 2688*a6^4*a5*x34^3*a3^6*a2*a1^3 - 3920*a6^3*a5^2*x34^3*a3^6*a2*a1^3 - 3920*a6^2*a5^3*x34^3*a3^6*a2*a1^3 + 2688*a6*a5^4*x34^3*a3^6*a2*a1^3 + 168*a5^5*x34^3*a3^6*a2*a1^3 - 688*a6^4*x34^4*a3^6*a2*a1^3 - 288*a6^3*a5*x34^4*a3^6*a2*a1^3 + 1296*a6^2*a5^2*x34^4*a3^6*a2*a1^3 - 288*a6*a5^3*x34^4*a3^6*a2*a1^3 - 688*a5^4*x34^4*a3^6*a2*a1^3 + 280*a6^3*x34^5*a3^6*a2*a1^3 - 336*a6^2*a5*x34^5*a3^6*a2*a1^3 - 336*a6*a5^2*x34^5*a3^6*a2*a1^3 + 280*a5^3*x34^5*a3^6*a2*a1^3 - 4*a6^2*x34^6*a3^6*a2*a1^3 + 48*a6*a5*x34^6*a3^6*a2*a1^3 - 4*a5^2*x34^6*a3^6*a2*a1^3 + 64*a6^6*a5*a3^7*a2*a1^3 - 80*a6^5*a5^2*a3^7*a2*a1^3 - 1744*a6^4*a5^3*a3^7*a2*a1^3 - 1744*a6^3*a5^4*a3^7*a2*a1^3 - 80*a6^2*a5^5*a3^7*a2*a1^3 + 64*a6*a5^6*a3^7*a2*a1^3 + 176*a6^6*x34*a3^7*a2*a1^3 - 1088*a6^5*a5*x34*a3^7*a2*a1^3 + 2224*a6^4*a5^2*x34*a3^7*a2*a1^3 + 6144*a6^3*a5^3*x34*a3^7*a2*a1^3 + 2224*a6^2*a5^4*x34*a3^7*a2*a1^3 - 1088*a6*a5^5*x34*a3^7*a2*a1^3 + 176*a5^6*x34*a3^7*a2*a1^3 - 48*a6^5*x34^2*a3^7*a2*a1^3 + 2880*a6^4*a5*x34^2*a3^7*a2*a1^3 - 3904*a6^3*a5^2*x34^2*a3^7*a2*a1^3 - 3904*a6^2*a5^3*x34^2*a3^7*a2*a1^3 + 2880*a6*a5^4*x34^2*a3^7*a2*a1^3 - 48*a5^5*x34^2*a3^7*a2*a1^3 - 1152*a6^4*x34^3*a3^7*a2*a1^3 - 832*a6^3*a5*x34^3*a3^7*a2*a1^3 + 2304*a6^2*a5^2*x34^3*a3^7*a2*a1^3 - 832*a6*a5^3*x34^3*a3^7*a2*a1^3 - 1152*a5^4*x34^3*a3^7*a2*a1^3 + 800*a6^3*x34^4*a3^7*a2*a1^3 - 960*a6^2*a5*x34^4*a3^7*a2*a1^3 - 960*a6*a5^2*x34^4*a3^7*a2*a1^3 + 800*a5^3*x34^4*a3^7*a2*a1^3 - 24*a6^2*x34^5*a3^7*a2*a1^3 + 288*a6*a5*x34^5*a3^7*a2*a1^3 - 24*a5^2*x34^5*a3^7*a2*a1^3 + 44*a6^6*a3^8*a2*a1^3 - 272*a6^5*a5*a3^8*a2*a1^3 + 556*a6^4*a5^2*a3^8*a2*a1^3 + 1536*a6^3*a5^3*a3^8*a2*a1^3 + 556*a6^2*a5^4*a3^8*a2*a1^3 - 272*a6*a5^5*a3^8*a2*a1^3 + 44*a5^6*a3^8*a2*a1^3 - 72*a6^5*x34*a3^8*a2*a1^3 + 1584*a6^4*a5*x34*a3^8*a2*a1^3 - 2088*a6^3*a5^2*x34*a3^8*a2*a1^3 - 2088*a6^2*a5^3*x34*a3^8*a2*a1^3 + 1584*a6*a5^4*x34*a3^8*a2*a1^3 - 72*a5^5*x34*a3^8*a2*a1^3 - 1068*a6^4*x34^2*a3^8*a2*a1^3 - 928*a6^3*a5*x34^2*a3^8*a2*a1^3 + 2196*a6^2*a5^2*x34^2*a3^8*a2*a1^3 - 928*a6*a5^3*x34^2*a3^8*a2*a1^3 - 1068*a5^4*x34^2*a3^8*a2*a1^3 + 1200*a6^3*x34^3*a3^8*a2*a1^3 - 1440*a6^2*a5*x34^3*a3^8*a2*a1^3 - 1440*a6*a5^2*x34^3*a3^8*a2*a1^3 + 1200*a5^3*x34^3*a3^8*a2*a1^3 - 60*a6^2*x34^4*a3^8*a2*a1^3 + 720*a6*a5*x34^4*a3^8*a2*a1^3 - 60*a5^2*x34^4*a3^8*a2*a1^3 - 16*a6^5*a3^9*a2*a1^3 + 352*a6^4*a5*a3^9*a2*a1^3 - 464*a6^3*a5^2*a3^9*a2*a1^3 - 464*a6^2*a5^3*a3^9*a2*a1^3 + 352*a6*a5^4*a3^9*a2*a1^3 - 16*a5^5*a3^9*a2*a1^3 - 520*a6^4*x34*a3^9*a2*a1^3 - 480*a6^3*a5*x34*a3^9*a2*a1^3 + 1080*a6^2*a5^2*x34*a3^9*a2*a1^3 - 480*a6*a5^3*x34*a3^9*a2*a1^3 - 520*a5^4*x34*a3^9*a2*a1^3 + 1000*a6^3*x34^2*a3^9*a2*a1^3 - 1200*a6^2*a5*x34^2*a3^9*a2*a1^3 - 1200*a6*a5^2*x34^2*a3^9*a2*a1^3 + 1000*a5^3*x34^2*a3^9*a2*a1^3 - 80*a6^2*x34^3*a3^9*a2*a1^3 + 960*a6*a5*x34^3*a3^9*a2*a1^3 - 80*a5^2*x34^3*a3^9*a2*a1^3 - 104*a6^4*a3^10*a2*a1^3 - 96*a6^3*a5*a3^10*a2*a1^3 + 216*a6^2*a5^2*a3^10*a2*a1^3 - 96*a6*a5^3*a3^10*a2*a1^3 - 104*a5^4*a3^10*a2*a1^3 + 440*a6^3*x34*a3^10*a2*a1^3 - 528*a6^2*a5*x34*a3^10*a2*a1^3 - 528*a6*a5^2*x34*a3^10*a2*a1^3 + 440*a5^3*x34*a3^10*a2*a1^3 - 60*a6^2*x34^2*a3^10*a2*a1^3 + 720*a6*a5*x34^2*a3^10*a2*a1^3 - 60*a5^2*x34^2*a3^10*a2*a1^3 + 80*a6^3*a3^11*a2*a1^3 - 96*a6^2*a5*a3^11*a2*a1^3 - 96*a6*a5^2*a3^11*a2*a1^3 + 80*a5^3*a3^11*a2*a1^3 - 24*a6^2*x34*a3^11*a2*a1^3 + 288*a6*a5*x34*a3^11*a2*a1^3 - 24*a5^2*x34*a3^11*a2*a1^3 - 4*a6^2*a3^12*a2*a1^3 + 48*a6*a5*a3^12*a2*a1^3 - 4*a5^2*a3^12*a2*a1^3 - 4*a6^6*a5^6*x34*a2^2*a1^3 - 28*a6^6*a5^5*x34^2*a2^2*a1^3 - 28*a6^5*a5^6*x34^2*a2^2*a1^3 - 4*a6^6*a5^4*x34^3*a2^2*a1^3 + 32*a6^5*a5^5*x34^3*a2^2*a1^3 - 4*a6^4*a5^6*x34^3*a2^2*a1^3 - 4*a6^6*a5^3*x34^4*a2^2*a1^3 + 36*a6^5*a5^4*x34^4*a2^2*a1^3 + 36*a6^4*a5^5*x34^4*a2^2*a1^3 - 4*a6^3*a5^6*x34^4*a2^2*a1^3 - 28*a6^6*a5^2*x34^5*a2^2*a1^3 + 32*a6^5*a5^3*x34^5*a2^2*a1^3 + 36*a6^4*a5^4*x34^5*a2^2*a1^3 + 32*a6^3*a5^5*x34^5*a2^2*a1^3 - 28*a6^2*a5^6*x34^5*a2^2*a1^3 - 4*a6^6*a5*x34^6*a2^2*a1^3 - 28*a6^5*a5^2*x34^6*a2^2*a1^3 - 4*a6^4*a5^3*x34^6*a2^2*a1^3 - 4*a6^3*a5^4*x34^6*a2^2*a1^3 - 28*a6^2*a5^5*x34^6*a2^2*a1^3 - 4*a6*a5^6*x34^6*a2^2*a1^3 - 8*a6^6*a5^6*a3*a2^2*a1^3 - 104*a6^6*a5^5*x34*a3*a2^2*a1^3 - 104*a6^5*a5^6*x34*a3*a2^2*a1^3 + 24*a6^6*a5^4*x34^2*a3*a2^2*a1^3 + 240*a6^5*a5^5*x34^2*a3*a2^2*a1^3 + 24*a6^4*a5^6*x34^2*a3*a2^2*a1^3 - 112*a6^6*a5^3*x34^3*a3*a2^2*a1^3 + 8*a6^5*a5^4*x34^3*a3*a2^2*a1^3 + 8*a6^4*a5^5*x34^3*a3*a2^2*a1^3 - 112*a6^3*a5^6*x34^3*a3*a2^2*a1^3 - 104*a6^6*a5^2*x34^4*a3*a2^2*a1^3 + 24*a6^5*a5^3*x34^4*a3*a2^2*a1^3 + 936*a6^4*a5^4*x34^4*a3*a2^2*a1^3 + 24*a6^3*a5^5*x34^4*a3*a2^2*a1^3 - 104*a6^2*a5^6*x34^4*a3*a2^2*a1^3 - 72*a6^6*a5*x34^5*a3*a2^2*a1^3 - 24*a6^5*a5^2*x34^5*a3*a2^2*a1^3 - 160*a6^4*a5^3*x34^5*a3*a2^2*a1^3 - 160*a6^3*a5^4*x34^5*a3*a2^2*a1^3 - 24*a6^2*a5^5*x34^5*a3*a2^2*a1^3 - 72*a6*a5^6*x34^5*a3*a2^2*a1^3 - 4*a6^6*x34^6*a3*a2^2*a1^3 - 48*a6^5*a5*x34^6*a3*a2^2*a1^3 + 36*a6^4*a5^2*x34^6*a3*a2^2*a1^3 - 96*a6^3*a5^3*x34^6*a3*a2^2*a1^3 + 36*a6^2*a5^4*x34^6*a3*a2^2*a1^3 - 48*a6*a5^5*x34^6*a3*a2^2*a1^3 - 4*a5^6*x34^6*a3*a2^2*a1^3 - 104*a6^6*a5^5*a3^2*a2^2*a1^3 - 104*a6^5*a5^6*a3^2*a2^2*a1^3 + 96*a6^6*a5^4*x34*a3^2*a2^2*a1^3 + 528*a6^5*a5^5*x34*a3^2*a2^2*a1^3 + 96*a6^4*a5^6*x34*a3^2*a2^2*a1^3 - 168*a6^6*a5^3*x34^2*a3^2*a2^2*a1^3 + 564*a6^5*a5^4*x34^2*a3^2*a2^2*a1^3 + 564*a6^4*a5^5*x34^2*a3^2*a2^2*a1^3 - 168*a6^3*a5^6*x34^2*a3^2*a2^2*a1^3 + 8*a6^6*a5^2*x34^3*a3^2*a2^2*a1^3 - 992*a6^5*a5^3*x34^3*a3^2*a2^2*a1^3 + 2192*a6^4*a5^4*x34^3*a3^2*a2^2*a1^3 - 992*a6^3*a5^5*x34^3*a3^2*a2^2*a1^3 + 8*a6^2*a5^6*x34^3*a3^2*a2^2*a1^3 - 264*a6^6*a5*x34^4*a3^2*a2^2*a1^3 + 1056*a6^5*a5^2*x34^4*a3^2*a2^2*a1^3 - 1932*a6^4*a5^3*x34^4*a3^2*a2^2*a1^3 - 1932*a6^3*a5^4*x34^4*a3^2*a2^2*a1^3 + 1056*a6^2*a5^5*x34^4*a3^2*a2^2*a1^3 - 264*a6*a5^6*x34^4*a3^2*a2^2*a1^3 - 52*a6^6*x34^5*a3^2*a2^2*a1^3 - 144*a6^5*a5*x34^5*a3^2*a2^2*a1^3 + 972*a6^4*a5^2*x34^5*a3^2*a2^2*a1^3 - 1344*a6^3*a5^3*x34^5*a3^2*a2^2*a1^3 + 972*a6^2*a5^4*x34^5*a3^2*a2^2*a1^3 - 144*a6*a5^5*x34^5*a3^2*a2^2*a1^3 - 52*a5^6*x34^5*a3^2*a2^2*a1^3 - 28*a6^5*x34^6*a3^2*a2^2*a1^3 + 36*a6^4*a5*x34^6*a3^2*a2^2*a1^3 + 144*a6^3*a5^2*x34^6*a3^2*a2^2*a1^3 + 144*a6^2*a5^3*x34^6*a3^2*a2^2*a1^3 + 36*a6*a5^4*x34^6*a3^2*a2^2*a1^3 - 28*a5^5*x34^6*a3^2*a2^2*a1^3 + 64*a6^6*a5^4*a3^3*a2^2*a1^3 + 352*a6^5*a5^5*a3^3*a2^2*a1^3 + 64*a6^4*a5^6*a3^3*a2^2*a1^3 - 112*a6^6*a5^3*x34*a3^3*a2^2*a1^3 + 1112*a6^5*a5^4*x34*a3^3*a2^2*a1^3 + 1112*a6^4*a5^5*x34*a3^3*a2^2*a1^3 - 112*a6^3*a5^6*x34*a3^3*a2^2*a1^3 + 512*a6^6*a5^2*x34^2*a3^3*a2^2*a1^3 - 3568*a6^5*a5^3*x34^2*a3^3*a2^2*a1^3 + 128*a6^4*a5^4*x34^2*a3^3*a2^2*a1^3 - 3568*a6^3*a5^5*x34^2*a3^3*a2^2*a1^3 + 512*a6^2*a5^6*x34^2*a3^3*a2^2*a1^3 - 512*a6^6*a5*x34^3*a3^3*a2^2*a1^3 + 3136*a6^5*a5^2*x34^3*a3^3*a2^2*a1^3 - 3184*a6^4*a5^3*x34^3*a3^3*a2^2*a1^3 - 3184*a6^3*a5^4*x34^3*a3^3*a2^2*a1^3 + 3136*a6^2*a5^5*x34^3*a3^3*a2^2*a1^3 - 512*a6*a5^6*x34^3*a3^3*a2^2*a1^3 - 204*a6^6*x34^4*a3^3*a2^2*a1^3 - 136*a6^5*a5*x34^4*a3^3*a2^2*a1^3 + 3128*a6^4*a5^2*x34^4*a3^3*a2^2*a1^3 - 2256*a6^3*a5^3*x34^4*a3^3*a2^2*a1^3 + 3128*a6^2*a5^4*x34^4*a3^3*a2^2*a1^3 - 136*a6*a5^5*x34^4*a3^3*a2^2*a1^3 - 204*a5^6*x34^4*a3^3*a2^2*a1^3 - 136*a6^5*x34^5*a3^3*a2^2*a1^3 + 80*a6^4*a5*x34^5*a3^3*a2^2*a1^3 + 96*a6^3*a5^2*x34^5*a3^3*a2^2*a1^3 + 96*a6^2*a5^3*x34^5*a3^3*a2^2*a1^3 + 80*a6*a5^4*x34^5*a3^3*a2^2*a1^3 - 136*a5^5*x34^5*a3^3*a2^2*a1^3 - 4*a6^4*x34^6*a3^3*a2^2*a1^3 - 96*a6^3*a5*x34^6*a3^3*a2^2*a1^3 + 144*a6^2*a5^2*x34^6*a3^3*a2^2*a1^3 - 96*a6*a5^3*x34^6*a3^3*a2^2*a1^3 - 4*a5^4*x34^6*a3^3*a2^2*a1^3 - 56*a6^6*a5^3*a3^4*a2^2*a1^3 + 556*a6^5*a5^4*a3^4*a2^2*a1^3 + 556*a6^4*a5^5*a3^4*a2^2*a1^3 - 56*a6^3*a5^6*a3^4*a2^2*a1^3 + 760*a6^6*a5^2*x34*a3^4*a2^2*a1^3 - 4360*a6^5*a5^3*x34*a3^4*a2^2*a1^3 - 2000*a6^4*a5^4*x34*a3^4*a2^2*a1^3 - 4360*a6^3*a5^5*x34*a3^4*a2^2*a1^3 + 760*a6^2*a5^6*x34*a3^4*a2^2*a1^3 - 576*a6^6*a5*x34^2*a3^4*a2^2*a1^3 + 4008*a6^5*a5^2*x34^2*a3^4*a2^2*a1^3 - 692*a6^4*a5^3*x34^2*a3^4*a2^2*a1^3 - 692*a6^3*a5^4*x34^2*a3^4*a2^2*a1^3 + 4008*a6^2*a5^5*x34^2*a3^4*a2^2*a1^3 - 576*a6*a5^6*x34^2*a3^4*a2^2*a1^3 - 380*a6^6*x34^3*a3^4*a2^2*a1^3 - 200*a6^5*a5*x34^3*a3^4*a2^2*a1^3 + 2320*a6^4*a5^2*x34^3*a3^4*a2^2*a1^3 + 5520*a6^3*a5^3*x34^3*a3^4*a2^2*a1^3 + 2320*a6^2*a5^4*x34^3*a3^4*a2^2*a1^3 - 200*a6*a5^5*x34^3*a3^4*a2^2*a1^3 - 380*a5^6*x34^3*a3^4*a2^2*a1^3 - 224*a6^5*x34^4*a3^4*a2^2*a1^3 + 616*a6^4*a5*x34^4*a3^4*a2^2*a1^3 - 2872*a6^3*a5^2*x34^4*a3^4*a2^2*a1^3 - 2872*a6^2*a5^3*x34^4*a3^4*a2^2*a1^3 + 616*a6*a5^4*x34^4*a3^4*a2^2*a1^3 - 224*a5^5*x34^4*a3^4*a2^2*a1^3 + 12*a6^4*x34^5*a3^4*a2^2*a1^3 - 712*a6^3*a5*x34^5*a3^4*a2^2*a1^3 + 1620*a6^2*a5^2*x34^5*a3^4*a2^2*a1^3 - 712*a6*a5^3*x34^5*a3^4*a2^2*a1^3 + 12*a5^4*x34^5*a3^4*a2^2*a1^3 - 4*a6^3*x34^6*a3^4*a2^2*a1^3 + 36*a6^2*a5*x34^6*a3^4*a2^2*a1^3 + 36*a6*a5^2*x34^6*a3^4*a2^2*a1^3 - 4*a5^3*x34^6*a3^4*a2^2*a1^3 + 304*a6^6*a5^2*a3^5*a2^2*a1^3 - 1744*a6^5*a5^3*a3^5*a2^2*a1^3 - 800*a6^4*a5^4*a3^5*a2^2*a1^3 - 1744*a6^3*a5^5*a3^5*a2^2*a1^3 + 304*a6^2*a5^6*a3^5*a2^2*a1^3 - 384*a6^6*a5*x34*a3^5*a2^2*a1^3 + 2928*a6^5*a5^2*x34*a3^5*a2^2*a1^3 + 1080*a6^4*a5^3*x34*a3^5*a2^2*a1^3 + 1080*a6^3*a5^4*x34*a3^5*a2^2*a1^3 + 2928*a6^2*a5^5*x34*a3^5*a2^2*a1^3 - 384*a6*a5^6*x34*a3^5*a2^2*a1^3 - 404*a6^6*x34^2*a3^5*a2^2*a1^3 - 360*a6^5*a5*x34^2*a3^5*a2^2*a1^3 - 1872*a6^4*a5^2*x34^2*a3^5*a2^2*a1^3 + 17328*a6^3*a5^3*x34^2*a3^5*a2^2*a1^3 - 1872*a6^2*a5^4*x34^2*a3^5*a2^2*a1^3 - 360*a6*a5^5*x34^2*a3^5*a2^2*a1^3 - 404*a5^6*x34^2*a3^5*a2^2*a1^3 - 64*a6^5*x34^3*a3^5*a2^2*a1^3 + 2248*a6^4*a5*x34^3*a3^5*a2^2*a1^3 - 10336*a6^3*a5^2*x34^3*a3^5*a2^2*a1^3 - 10336*a6^2*a5^3*x34^3*a3^5*a2^2*a1^3 + 2248*a6*a5^4*x34^3*a3^5*a2^2*a1^3 - 64*a5^5*x34^3*a3^5*a2^2*a1^3 + 156*a6^4*x34^4*a3^5*a2^2*a1^3 - 2256*a6^3*a5*x34^4*a3^5*a2^2*a1^3 + 6696*a6^2*a5^2*x34^4*a3^5*a2^2*a1^3 - 2256*a6*a5^3*x34^4*a3^5*a2^2*a1^3 + 156*a5^4*x34^4*a3^5*a2^2*a1^3 + 8*a6^3*x34^5*a3^5*a2^2*a1^3 + 360*a6^2*a5*x34^5*a3^5*a2^2*a1^3 + 360*a6*a5^2*x34^5*a3^5*a2^2*a1^3 + 8*a5^3*x34^5*a3^5*a2^2*a1^3 - 28*a6^2*x34^6*a3^5*a2^2*a1^3 - 48*a6*a5*x34^6*a3^5*a2^2*a1^3 - 28*a5^2*x34^6*a3^5*a2^2*a1^3 - 128*a6^6*a5*a3^6*a2^2*a1^3 + 976*a6^5*a5^2*a3^6*a2^2*a1^3 + 360*a6^4*a5^3*a3^6*a2^2*a1^3 + 360*a6^3*a5^4*a3^6*a2^2*a1^3 + 976*a6^2*a5^5*a3^6*a2^2*a1^3 - 128*a6*a5^6*a3^6*a2^2*a1^3 - 252*a6^6*x34*a3^6*a2^2*a1^3 - 280*a6^5*a5*x34*a3^6*a2^2*a1^3 - 2800*a6^4*a5^2*x34*a3^6*a2^2*a1^3 + 15120*a6^3*a5^3*x34*a3^6*a2^2*a1^3 - 2800*a6^2*a5^4*x34*a3^6*a2^2*a1^3 - 280*a6*a5^5*x34*a3^6*a2^2*a1^3 - 252*a5^6*x34*a3^6*a2^2*a1^3 + 184*a6^5*x34^2*a3^6*a2^2*a1^3 + 3344*a6^4*a5*x34^2*a3^6*a2^2*a1^3 - 14832*a6^3*a5^2*x34^2*a3^6*a2^2*a1^3 - 14832*a6^2*a5^3*x34^2*a3^6*a2^2*a1^3 + 3344*a6*a5^4*x34^2*a3^6*a2^2*a1^3 + 184*a5^5*x34^2*a3^6*a2^2*a1^3 + 420*a6^4*x34^3*a3^6*a2^2*a1^3 - 3920*a6^3*a5*x34^3*a3^6*a2^2*a1^3 + 13608*a6^2*a5^2*x34^3*a3^6*a2^2*a1^3 - 3920*a6*a5^3*x34^3*a3^6*a2^2*a1^3 + 420*a5^4*x34^3*a3^6*a2^2*a1^3 + 96*a6^3*x34^4*a3^6*a2^2*a1^3 + 1296*a6^2*a5*x34^4*a3^6*a2^2*a1^3 + 1296*a6*a5^2*x34^4*a3^6*a2^2*a1^3 + 96*a5^3*x34^4*a3^6*a2^2*a1^3 - 196*a6^2*x34^5*a3^6*a2^2*a1^3 - 336*a6*a5*x34^5*a3^6*a2^2*a1^3 - 196*a5^2*x34^5*a3^6*a2^2*a1^3 - 4*a6*x34^6*a3^6*a2^2*a1^3 - 4*a5*x34^6*a3^6*a2^2*a1^3 - 72*a6^6*a3^7*a2^2*a1^3 - 80*a6^5*a5*a3^7*a2^2*a1^3 - 800*a6^4*a5^2*a3^7*a2^2*a1^3 + 4320*a6^3*a5^3*a3^7*a2^2*a1^3 - 800*a6^2*a5^4*a3^7*a2^2*a1^3 - 80*a6*a5^5*a3^7*a2^2*a1^3 - 72*a5^6*a3^7*a2^2*a1^3 + 176*a6^5*x34*a3^7*a2^2*a1^3 + 2224*a6^4*a5*x34*a3^7*a2^2*a1^3 - 9760*a6^3*a5^2*x34*a3^7*a2^2*a1^3 - 9760*a6^2*a5^3*x34*a3^7*a2^2*a1^3 + 2224*a6*a5^4*x34*a3^7*a2^2*a1^3 + 176*a5^5*x34*a3^7*a2^2*a1^3 + 504*a6^4*x34^2*a3^7*a2^2*a1^3 - 3904*a6^3*a5*x34^2*a3^7*a2^2*a1^3 + 14688*a6^2*a5^2*x34^2*a3^7*a2^2*a1^3 - 3904*a6*a5^3*x34^2*a3^7*a2^2*a1^3 + 504*a5^4*x34^2*a3^7*a2^2*a1^3 + 224*a6^3*x34^3*a3^7*a2^2*a1^3 + 2304*a6^2*a5*x34^3*a3^7*a2^2*a1^3 + 2304*a6*a5^2*x34^3*a3^7*a2^2*a1^3 + 224*a5^3*x34^3*a3^7*a2^2*a1^3 - 560*a6^2*x34^4*a3^7*a2^2*a1^3 - 960*a6*a5*x34^4*a3^7*a2^2*a1^3 - 560*a5^2*x34^4*a3^7*a2^2*a1^3 - 24*a6*x34^5*a3^7*a2^2*a1^3 - 24*a5*x34^5*a3^7*a2^2*a1^3 + 44*a6^5*a3^8*a2^2*a1^3 + 556*a6^4*a5*a3^8*a2^2*a1^3 - 2440*a6^3*a5^2*a3^8*a2^2*a1^3 - 2440*a6^2*a5^3*a3^8*a2^2*a1^3 + 556*a6*a5^4*a3^8*a2^2*a1^3 + 44*a5^5*a3^8*a2^2*a1^3 + 288*a6^4*x34*a3^8*a2^2*a1^3 - 2088*a6^3*a5*x34*a3^8*a2^2*a1^3 + 8100*a6^2*a5^2*x34*a3^8*a2^2*a1^3 - 2088*a6*a5^3*x34*a3^8*a2^2*a1^3 + 288*a5^4*x34*a3^8*a2^2*a1^3 + 236*a6^3*x34^2*a3^8*a2^2*a1^3 + 2196*a6^2*a5*x34^2*a3^8*a2^2*a1^3 + 2196*a6*a5^2*x34^2*a3^8*a2^2*a1^3 + 236*a5^3*x34^2*a3^8*a2^2*a1^3 - 840*a6^2*x34^3*a3^8*a2^2*a1^3 - 1440*a6*a5*x34^3*a3^8*a2^2*a1^3 - 840*a5^2*x34^3*a3^8*a2^2*a1^3 - 60*a6*x34^4*a3^8*a2^2*a1^3 - 60*a5*x34^4*a3^8*a2^2*a1^3 + 64*a6^4*a3^9*a2^2*a1^3 - 464*a6^3*a5*a3^9*a2^2*a1^3 + 1800*a6^2*a5^2*a3^9*a2^2*a1^3 - 464*a6*a5^3*a3^9*a2^2*a1^3 + 64*a5^4*a3^9*a2^2*a1^3 + 120*a6^3*x34*a3^9*a2^2*a1^3 + 1080*a6^2*a5*x34*a3^9*a2^2*a1^3 + 1080*a6*a5^2*x34*a3^9*a2^2*a1^3 + 120*a5^3*x34*a3^9*a2^2*a1^3 - 700*a6^2*x34^2*a3^9*a2^2*a1^3 - 1200*a6*a5*x34^2*a3^9*a2^2*a1^3 - 700*a5^2*x34^2*a3^9*a2^2*a1^3 - 80*a6*x34^3*a3^9*a2^2*a1^3 - 80*a5*x34^3*a3^9*a2^2*a1^3 + 24*a6^3*a3^10*a2^2*a1^3 + 216*a6^2*a5*a3^10*a2^2*a1^3 + 216*a6*a5^2*a3^10*a2^2*a1^3 + 24*a5^3*a3^10*a2^2*a1^3 - 308*a6^2*x34*a3^10*a2^2*a1^3 - 528*a6*a5*x34*a3^10*a2^2*a1^3 - 308*a5^2*x34*a3^10*a2^2*a1^3 - 60*a6*x34^2*a3^10*a2^2*a1^3 - 60*a5*x34^2*a3^10*a2^2*a1^3 - 56*a6^2*a3^11*a2^2*a1^3 - 96*a6*a5*a3^11*a2^2*a1^3 - 56*a5^2*a3^11*a2^2*a1^3 - 24*a6*x34*a3^11*a2^2*a1^3 - 24*a5*x34*a3^11*a2^2*a1^3 - 4*a6*a3^12*a2^2*a1^3 - 4*a5*a3^12*a2^2*a1^3 - 8*a6^6*a5^6*a2^3*a1^3 + 40*a6^6*a5^5*x34*a2^3*a1^3 + 40*a6^5*a5^6*x34*a2^3*a1^3 - 4*a6^6*a5^4*x34^2*a2^3*a1^3 + 32*a6^5*a5^5*x34^2*a2^3*a1^3 - 4*a6^4*a5^6*x34^2*a2^3*a1^3 + 48*a6^6*a5^3*x34^3*a2^3*a1^3 - 96*a6^5*a5^4*x34^3*a2^3*a1^3 - 96*a6^4*a5^5*x34^3*a2^3*a1^3 + 48*a6^3*a5^6*x34^3*a2^3*a1^3 - 4*a6^6*a5^2*x34^4*a2^3*a1^3 - 96*a6^5*a5^3*x34^4*a2^3*a1^3 + 144*a6^4*a5^4*x34^4*a2^3*a1^3 - 96*a6^3*a5^5*x34^4*a2^3*a1^3 - 4*a6^2*a5^6*x34^4*a2^3*a1^3 + 40*a6^6*a5*x34^5*a2^3*a1^3 + 32*a6^5*a5^2*x34^5*a2^3*a1^3 - 96*a6^4*a5^3*x34^5*a2^3*a1^3 - 96*a6^3*a5^4*x34^5*a2^3*a1^3 + 32*a6^2*a5^5*x34^5*a2^3*a1^3 + 40*a6*a5^6*x34^5*a2^3*a1^3 - 8*a6^6*x34^6*a2^3*a1^3 + 40*a6^5*a5*x34^6*a2^3*a1^3 - 4*a6^4*a5^2*x34^6*a2^3*a1^3 + 48*a6^3*a5^3*x34^6*a2^3*a1^3 - 4*a6^2*a5^4*x34^6*a2^3*a1^3 + 40*a6*a5^5*x34^6*a2^3*a1^3 - 8*a5^6*x34^6*a2^3*a1^3 + 80*a6^6*a5^5*a3*a2^3*a1^3 + 80*a6^5*a5^6*a3*a2^3*a1^3 + 24*a6^6*a5^4*x34*a3*a2^3*a1^3 - 96*a6^5*a5^5*x34*a3*a2^3*a1^3 + 24*a6^4*a5^6*x34*a3*a2^3*a1^3 + 48*a6^6*a5^3*x34^2*a3*a2^3*a1^3 - 424*a6^5*a5^4*x34^2*a3*a2^3*a1^3 - 424*a6^4*a5^5*x34^2*a3*a2^3*a1^3 + 48*a6^3*a5^6*x34^2*a3*a2^3*a1^3 - 112*a6^6*a5^2*x34^3*a3*a2^3*a1^3 + 864*a6^5*a5^3*x34^3*a3*a2^3*a1^3 - 192*a6^4*a5^4*x34^3*a3*a2^3*a1^3 + 864*a6^3*a5^5*x34^3*a3*a2^3*a1^3 - 112*a6^2*a5^6*x34^3*a3*a2^3*a1^3 + 232*a6^6*a5*x34^4*a3*a2^3*a1^3 + 24*a6^5*a5^2*x34^4*a3*a2^3*a1^3 - 1248*a6^4*a5^3*x34^4*a3*a2^3*a1^3 - 1248*a6^3*a5^4*x34^4*a3*a2^3*a1^3 + 24*a6^2*a5^5*x34^4*a3*a2^3*a1^3 + 232*a6*a5^6*x34^4*a3*a2^3*a1^3 - 8*a6^6*x34^5*a3*a2^3*a1^3 + 80*a6^5*a5*x34^5*a3*a2^3*a1^3 - 160*a6^4*a5^2*x34^5*a3*a2^3*a1^3 + 1536*a6^3*a5^3*x34^5*a3*a2^3*a1^3 - 160*a6^2*a5^4*x34^5*a3*a2^3*a1^3 + 80*a6*a5^5*x34^5*a3*a2^3*a1^3 - 8*a5^6*x34^5*a3*a2^3*a1^3 + 40*a6^5*x34^6*a3*a2^3*a1^3 + 32*a6^4*a5*x34^6*a3*a2^3*a1^3 - 96*a6^3*a5^2*x34^6*a3*a2^3*a1^3 - 96*a6^2*a5^3*x34^6*a3*a2^3*a1^3 + 32*a6*a5^4*x34^6*a3*a2^3*a1^3 + 40*a5^5*x34^6*a3*a2^3*a1^3 + 24*a6^6*a5^4*a3^2*a2^3*a1^3 - 96*a6^5*a5^5*a3^2*a2^3*a1^3 + 24*a6^4*a5^6*a3^2*a2^3*a1^3 - 144*a6^6*a5^3*x34*a3^2*a2^3*a1^3 - 696*a6^5*a5^4*x34*a3^2*a2^3*a1^3 - 696*a6^4*a5^5*x34*a3^2*a2^3*a1^3 - 144*a6^3*a5^6*x34*a3^2*a2^3*a1^3 - 168*a6^6*a5^2*x34^2*a3^2*a2^3*a1^3 + 2400*a6^5*a5^3*x34^2*a3^2*a2^3*a1^3 - 2632*a6^4*a5^4*x34^2*a3^2*a2^3*a1^3 + 2400*a6^3*a5^5*x34^2*a3^2*a2^3*a1^3 - 168*a6^2*a5^6*x34^2*a3^2*a2^3*a1^3 + 432*a6^6*a5*x34^3*a3^2*a2^3*a1^3 - 992*a6^5*a5^2*x34^3*a3^2*a2^3*a1^3 - 1008*a6^4*a5^3*x34^3*a3^2*a2^3*a1^3 - 1008*a6^3*a5^4*x34^3*a3^2*a2^3*a1^3 - 992*a6^2*a5^5*x34^3*a3^2*a2^3*a1^3 + 432*a6*a5^6*x34^3*a3^2*a2^3*a1^3 + 76*a6^6*x34^4*a3^2*a2^3*a1^3 - 336*a6^5*a5*x34^4*a3^2*a2^3*a1^3 - 1932*a6^4*a5^2*x34^4*a3^2*a2^3*a1^3 + 9984*a6^3*a5^3*x34^4*a3^2*a2^3*a1^3 - 1932*a6^2*a5^4*x34^4*a3^2*a2^3*a1^3 - 336*a6*a5^5*x34^4*a3^2*a2^3*a1^3 + 76*a5^6*x34^4*a3^2*a2^3*a1^3 + 272*a6^5*x34^5*a3^2*a2^3*a1^3 + 56*a6^4*a5*x34^5*a3^2*a2^3*a1^3 - 1344*a6^3*a5^2*x34^5*a3^2*a2^3*a1^3 - 1344*a6^2*a5^3*x34^5*a3^2*a2^3*a1^3 + 56*a6*a5^4*x34^5*a3^2*a2^3*a1^3 + 272*a5^5*x34^5*a3^2*a2^3*a1^3 - 4*a6^4*x34^6*a3^2*a2^3*a1^3 - 96*a6^3*a5*x34^6*a3^2*a2^3*a1^3 + 144*a6^2*a5^2*x34^6*a3^2*a2^3*a1^3 - 96*a6*a5^3*x34^6*a3^2*a2^3*a1^3 - 4*a5^4*x34^6*a3^2*a2^3*a1^3 - 96*a6^6*a5^3*a3^3*a2^3*a1^3 - 464*a6^5*a5^4*a3^3*a2^3*a1^3 - 464*a6^4*a5^5*a3^3*a2^3*a1^3 - 96*a6^3*a5^6*a3^3*a2^3*a1^3 - 112*a6^6*a5^2*x34*a3^3*a2^3*a1^3 + 3072*a6^5*a5^3*x34*a3^3*a2^3*a1^3 - 4880*a6^4*a5^4*x34*a3^3*a2^3*a1^3 + 3072*a6^3*a5^5*x34*a3^3*a2^3*a1^3 - 112*a6^2*a5^6*x34*a3^3*a2^3*a1^3 + 208*a6^6*a5*x34^2*a3^3*a2^3*a1^3 - 3568*a6^5*a5^2*x34^2*a3^3*a2^3*a1^3 + 6528*a6^4*a5^3*x34^2*a3^3*a2^3*a1^3 + 6528*a6^3*a5^4*x34^2*a3^3*a2^3*a1^3 - 3568*a6^2*a5^5*x34^2*a3^3*a2^3*a1^3 + 208*a6*a5^6*x34^2*a3^3*a2^3*a1^3 + 272*a6^6*x34^3*a3^3*a2^3*a1^3 - 96*a6^5*a5*x34^3*a3^3*a2^3*a1^3 - 3184*a6^4*a5^2*x34^3*a3^3*a2^3*a1^3 + 5376*a6^3*a5^3*x34^3*a3^3*a2^3*a1^3 - 3184*a6^2*a5^4*x34^3*a3^3*a2^3*a1^3 - 96*a6*a5^5*x34^3*a3^3*a2^3*a1^3 + 272*a5^6*x34^3*a3^3*a2^3*a1^3 + 664*a6^5*x34^4*a3^3*a2^3*a1^3 - 968*a6^4*a5*x34^4*a3^3*a2^3*a1^3 - 2256*a6^3*a5^2*x34^4*a3^3*a2^3*a1^3 - 2256*a6^2*a5^3*x34^4*a3^3*a2^3*a1^3 - 968*a6*a5^4*x34^4*a3^3*a2^3*a1^3 + 664*a5^5*x34^4*a3^3*a2^3*a1^3 - 120*a6^4*x34^5*a3^3*a2^3*a1^3 + 672*a6^3*a5*x34^5*a3^3*a2^3*a1^3 + 96*a6^2*a5^2*x34^5*a3^3*a2^3*a1^3 + 672*a6*a5^3*x34^5*a3^3*a2^3*a1^3 - 120*a5^4*x34^5*a3^3*a2^3*a1^3 + 48*a6^3*x34^6*a3^3*a2^3*a1^3 - 96*a6^2*a5*x34^6*a3^3*a2^3*a1^3 - 96*a6*a5^2*x34^6*a3^3*a2^3*a1^3 + 48*a5^3*x34^6*a3^3*a2^3*a1^3 - 56*a6^6*a5^2*a3^4*a2^3*a1^3 + 1536*a6^5*a5^3*a3^4*a2^3*a1^3 - 2440*a6^4*a5^4*a3^4*a2^3*a1^3 + 1536*a6^3*a5^5*a3^4*a2^3*a1^3 - 56*a6^2*a5^6*a3^4*a2^3*a1^3 - 120*a6^6*a5*x34*a3^4*a2^3*a1^3 - 4360*a6^5*a5^2*x34*a3^4*a2^3*a1^3 + 10800*a6^4*a5^3*x34*a3^4*a2^3*a1^3 + 10800*a6^3*a5^4*x34*a3^4*a2^3*a1^3 - 4360*a6^2*a5^5*x34*a3^4*a2^3*a1^3 - 120*a6*a5^6*x34*a3^4*a2^3*a1^3 + 396*a6^6*x34^2*a3^4*a2^3*a1^3 + 1792*a6^5*a5*x34^2*a3^4*a2^3*a1^3 - 692*a6^4*a5^2*x34^2*a3^4*a2^3*a1^3 - 26112*a6^3*a5^3*x34^2*a3^4*a2^3*a1^3 - 692*a6^2*a5^4*x34^2*a3^4*a2^3*a1^3 + 1792*a6*a5^5*x34^2*a3^4*a2^3*a1^3 + 396*a5^6*x34^2*a3^4*a2^3*a1^3 + 640*a6^5*x34^3*a3^4*a2^3*a1^3 - 4560*a6^4*a5*x34^3*a3^4*a2^3*a1^3 + 5520*a6^3*a5^2*x34^3*a3^4*a2^3*a1^3 + 5520*a6^2*a5^3*x34^3*a3^4*a2^3*a1^3 - 4560*a6*a5^4*x34^3*a3^4*a2^3*a1^3 + 640*a5^5*x34^3*a3^4*a2^3*a1^3 - 396*a6^4*x34^4*a3^4*a2^3*a1^3 + 4032*a6^3*a5*x34^4*a3^4*a2^3*a1^3 - 2872*a6^2*a5^2*x34^4*a3^4*a2^3*a1^3 + 4032*a6*a5^3*x34^4*a3^4*a2^3*a1^3 - 396*a5^4*x34^4*a3^4*a2^3*a1^3 + 192*a6^3*x34^5*a3^4*a2^3*a1^3 - 712*a6^2*a5*x34^5*a3^4*a2^3*a1^3 - 712*a6*a5^2*x34^5*a3^4*a2^3*a1^3 + 192*a5^3*x34^5*a3^4*a2^3*a1^3 - 4*a6^2*x34^6*a3^4*a2^3*a1^3 + 32*a6*a5*x34^6*a3^4*a2^3*a1^3 - 4*a5^2*x34^6*a3^4*a2^3*a1^3 - 48*a6^6*a5*a3^5*a2^3*a1^3 - 1744*a6^5*a5^2*a3^5*a2^3*a1^3 + 4320*a6^4*a5^3*a3^5*a2^3*a1^3 + 4320*a6^3*a5^4*a3^5*a2^3*a1^3 - 1744*a6^2*a5^5*a3^5*a2^3*a1^3 - 48*a6*a5^6*a3^5*a2^3*a1^3 + 312*a6^6*x34*a3^5*a2^3*a1^3 + 2208*a6^5*a5*x34*a3^5*a2^3*a1^3 + 1080*a6^4*a5^2*x34*a3^5*a2^3*a1^3 - 34560*a6^3*a5^3*x34*a3^5*a2^3*a1^3 + 1080*a6^2*a5^4*x34*a3^5*a2^3*a1^3 + 2208*a6*a5^5*x34*a3^5*a2^3*a1^3 + 312*a5^6*x34*a3^5*a2^3*a1^3 + 88*a6^5*x34^2*a3^5*a2^3*a1^3 - 7928*a6^4*a5*x34^2*a3^5*a2^3*a1^3 + 17328*a6^3*a5^2*x34^2*a3^5*a2^3*a1^3 + 17328*a6^2*a5^3*x34^2*a3^5*a2^3*a1^3 - 7928*a6*a5^4*x34^2*a3^5*a2^3*a1^3 + 88*a5^5*x34^2*a3^5*a2^3*a1^3 - 560*a6^4*x34^3*a3^5*a2^3*a1^3 + 8736*a6^3*a5*x34^3*a3^5*a2^3*a1^3 - 10336*a6^2*a5^2*x34^3*a3^5*a2^3*a1^3 + 8736*a6*a5^3*x34^3*a3^5*a2^3*a1^3 - 560*a5^4*x34^3*a3^5*a2^3*a1^3 + 144*a6^3*x34^4*a3^5*a2^3*a1^3 - 2256*a6^2*a5*x34^4*a3^5*a2^3*a1^3 - 2256*a6*a5^2*x34^4*a3^5*a2^3*a1^3 + 144*a5^3*x34^4*a3^5*a2^3*a1^3 + 8*a6^2*x34^5*a3^5*a2^3*a1^3 + 32*a6*a5*x34^5*a3^5*a2^3*a1^3 + 8*a5^2*x34^5*a3^5*a2^3*a1^3 + 40*a6*x34^6*a3^5*a2^3*a1^3 + 40*a5*x34^6*a3^5*a2^3*a1^3 + 104*a6^6*a3^6*a2^3*a1^3 + 736*a6^5*a5*a3^6*a2^3*a1^3 + 360*a6^4*a5^2*a3^6*a2^3*a1^3 - 11520*a6^3*a5^3*a3^6*a2^3*a1^3 + 360*a6^2*a5^4*a3^6*a2^3*a1^3 + 736*a6*a5^5*a3^6*a2^3*a1^3 + 104*a5^6*a3^6*a2^3*a1^3 - 168*a6^5*x34*a3^6*a2^3*a1^3 - 6104*a6^4*a5*x34*a3^6*a2^3*a1^3 + 15120*a6^3*a5^2*x34*a3^6*a2^3*a1^3 + 15120*a6^2*a5^3*x34*a3^6*a2^3*a1^3 - 6104*a6*a5^4*x34*a3^6*a2^3*a1^3 - 168*a5^5*x34*a3^6*a2^3*a1^3 - 448*a6^4*x34^2*a3^6*a2^3*a1^3 + 10080*a6^3*a5*x34^2*a3^6*a2^3*a1^3 - 14832*a6^2*a5^2*x34^2*a3^6*a2^3*a1^3 + 10080*a6*a5^3*x34^2*a3^6*a2^3*a1^3 - 448*a5^4*x34^2*a3^6*a2^3*a1^3 - 336*a6^3*x34^3*a3^6*a2^3*a1^3 - 3920*a6^2*a5*x34^3*a3^6*a2^3*a1^3 - 3920*a6*a5^2*x34^3*a3^6*a2^3*a1^3 - 336*a5^3*x34^3*a3^6*a2^3*a1^3 + 96*a6^2*x34^4*a3^6*a2^3*a1^3 - 288*a6*a5*x34^4*a3^6*a2^3*a1^3 + 96*a5^2*x34^4*a3^6*a2^3*a1^3 + 280*a6*x34^5*a3^6*a2^3*a1^3 + 280*a5*x34^5*a3^6*a2^3*a1^3 - 8*x34^6*a3^6*a2^3*a1^3 - 48*a6^5*a3^7*a2^3*a1^3 - 1744*a6^4*a5*a3^7*a2^3*a1^3 + 4320*a6^3*a5^2*a3^7*a2^3*a1^3 + 4320*a6^2*a5^3*a3^7*a2^3*a1^3 - 1744*a6*a5^4*a3^7*a2^3*a1^3 - 48*a5^5*a3^7*a2^3*a1^3 - 224*a6^4*x34*a3^7*a2^3*a1^3 + 6144*a6^3*a5*x34*a3^7*a2^3*a1^3 - 9760*a6^2*a5^2*x34*a3^7*a2^3*a1^3 + 6144*a6*a5^3*x34*a3^7*a2^3*a1^3 - 224*a5^4*x34*a3^7*a2^3*a1^3 - 672*a6^3*x34^2*a3^7*a2^3*a1^3 - 3904*a6^2*a5*x34^2*a3^7*a2^3*a1^3 - 3904*a6*a5^2*x34^2*a3^7*a2^3*a1^3 - 672*a5^3*x34^2*a3^7*a2^3*a1^3 + 224*a6^2*x34^3*a3^7*a2^3*a1^3 - 832*a6*a5*x34^3*a3^7*a2^3*a1^3 + 224*a5^2*x34^3*a3^7*a2^3*a1^3 + 800*a6*x34^4*a3^7*a2^3*a1^3 + 800*a5*x34^4*a3^7*a2^3*a1^3 - 48*x34^5*a3^7*a2^3*a1^3 - 56*a6^4*a3^8*a2^3*a1^3 + 1536*a6^3*a5*a3^8*a2^3*a1^3 - 2440*a6^2*a5^2*a3^8*a2^3*a1^3 + 1536*a6*a5^3*a3^8*a2^3*a1^3 - 56*a5^4*a3^8*a2^3*a1^3 - 432*a6^3*x34*a3^8*a2^3*a1^3 - 2088*a6^2*a5*x34*a3^8*a2^3*a1^3 - 2088*a6*a5^2*x34*a3^8*a2^3*a1^3 - 432*a5^3*x34*a3^8*a2^3*a1^3 + 236*a6^2*x34^2*a3^8*a2^3*a1^3 - 928*a6*a5*x34^2*a3^8*a2^3*a1^3 + 236*a5^2*x34^2*a3^8*a2^3*a1^3 + 1200*a6*x34^3*a3^8*a2^3*a1^3 + 1200*a5*x34^3*a3^8*a2^3*a1^3 - 120*x34^4*a3^8*a2^3*a1^3 - 96*a6^3*a3^9*a2^3*a1^3 - 464*a6^2*a5*a3^9*a2^3*a1^3 - 464*a6*a5^2*a3^9*a2^3*a1^3 - 96*a5^3*a3^9*a2^3*a1^3 + 120*a6^2*x34*a3^9*a2^3*a1^3 - 480*a6*a5*x34*a3^9*a2^3*a1^3 + 120*a5^2*x34*a3^9*a2^3*a1^3 + 1000*a6*x34^2*a3^9*a2^3*a1^3 + 1000*a5*x34^2*a3^9*a2^3*a1^3 - 160*x34^3*a3^9*a2^3*a1^3 + 24*a6^2*a3^10*a2^3*a1^3 - 96*a6*a5*a3^10*a2^3*a1^3 + 24*a5^2*a3^10*a2^3*a1^3 + 440*a6*x34*a3^10*a2^3*a1^3 + 440*a5*x34*a3^10*a2^3*a1^3 - 120*x34^2*a3^10*a2^3*a1^3 + 80*a6*a3^11*a2^3*a1^3 + 80*a5*a3^11*a2^3*a1^3 - 48*x34*a3^11*a2^3*a1^3 - 8*a3^12*a2^3*a1^3 - 4*a6^6*a5^5*a2^4*a1^3 - 4*a6^5*a5^6*a2^4*a1^3 - 28*a6^6*a5^4*x34*a2^4*a1^3 - 48*a6^5*a5^5*x34*a2^4*a1^3 - 28*a6^4*a5^6*x34*a2^4*a1^3 - 4*a6^6*a5^3*x34^2*a2^4*a1^3 + 36*a6^5*a5^4*x34^2*a2^4*a1^3 + 36*a6^4*a5^5*x34^2*a2^4*a1^3 - 4*a6^3*a5^6*x34^2*a2^4*a1^3 - 4*a6^6*a5^2*x34^3*a2^4*a1^3 - 96*a6^5*a5^3*x34^3*a2^4*a1^3 + 144*a6^4*a5^4*x34^3*a2^4*a1^3 - 96*a6^3*a5^5*x34^3*a2^4*a1^3 - 4*a6^2*a5^6*x34^3*a2^4*a1^3 - 28*a6^6*a5*x34^4*a2^4*a1^3 + 36*a6^5*a5^2*x34^4*a2^4*a1^3 + 144*a6^4*a5^3*x34^4*a2^4*a1^3 + 144*a6^3*a5^4*x34^4*a2^4*a1^3 + 36*a6^2*a5^5*x34^4*a2^4*a1^3 - 28*a6*a5^6*x34^4*a2^4*a1^3 - 4*a6^6*x34^5*a2^4*a1^3 - 48*a6^5*a5*x34^5*a2^4*a1^3 + 36*a6^4*a5^2*x34^5*a2^4*a1^3 - 96*a6^3*a5^3*x34^5*a2^4*a1^3 + 36*a6^2*a5^4*x34^5*a2^4*a1^3 - 48*a6*a5^5*x34^5*a2^4*a1^3 - 4*a5^6*x34^5*a2^4*a1^3 - 4*a6^5*x34^6*a2^4*a1^3 - 28*a6^4*a5*x34^6*a2^4*a1^3 - 4*a6^3*a5^2*x34^6*a2^4*a1^3 - 4*a6^2*a5^3*x34^6*a2^4*a1^3 - 28*a6*a5^4*x34^6*a2^4*a1^3 - 4*a5^5*x34^6*a2^4*a1^3 - 56*a6^6*a5^4*a3*a2^4*a1^3 - 96*a6^5*a5^5*a3*a2^4*a1^3 - 56*a6^4*a5^6*a3*a2^4*a1^3 + 24*a6^6*a5^3*x34*a3*a2^4*a1^3 + 216*a6^5*a5^4*x34*a3*a2^4*a1^3 + 216*a6^4*a5^5*x34*a3*a2^4*a1^3 + 24*a6^3*a5^6*x34*a3*a2^4*a1^3 + 24*a6^6*a5^2*x34^2*a3*a2^4*a1^3 - 424*a6^5*a5^3*x34^2*a3*a2^4*a1^3 + 1188*a6^4*a5^4*x34^2*a3*a2^4*a1^3 - 424*a6^3*a5^5*x34^2*a3*a2^4*a1^3 + 24*a6^2*a5^6*x34^2*a3*a2^4*a1^3 - 80*a6^6*a5*x34^3*a3*a2^4*a1^3 + 8*a6^5*a5^2*x34^3*a3*a2^4*a1^3 - 192*a6^4*a5^3*x34^3*a3*a2^4*a1^3 - 192*a6^3*a5^4*x34^3*a3*a2^4*a1^3 + 8*a6^2*a5^5*x34^3*a3*a2^4*a1^3 - 80*a6*a5^6*x34^3*a3*a2^4*a1^3 - 48*a6^6*x34^4*a3*a2^4*a1^3 - 96*a6^5*a5*x34^4*a3*a2^4*a1^3 + 936*a6^4*a5^2*x34^4*a3*a2^4*a1^3 - 1248*a6^3*a5^3*x34^4*a3*a2^4*a1^3 + 936*a6^2*a5^4*x34^4*a3*a2^4*a1^3 - 96*a6*a5^5*x34^4*a3*a2^4*a1^3 - 48*a5^6*x34^4*a3*a2^4*a1^3 - 72*a6^5*x34^5*a3*a2^4*a1^3 - 24*a6^4*a5*x34^5*a3*a2^4*a1^3 - 160*a6^3*a5^2*x34^5*a3*a2^4*a1^3 - 160*a6^2*a5^3*x34^5*a3*a2^4*a1^3 - 24*a6*a5^4*x34^5*a3*a2^4*a1^3 - 72*a5^5*x34^5*a3*a2^4*a1^3 - 28*a6^4*x34^6*a3*a2^4*a1^3 + 32*a6^3*a5*x34^6*a3*a2^4*a1^3 + 36*a6^2*a5^2*x34^6*a3*a2^4*a1^3 + 32*a6*a5^3*x34^6*a3*a2^4*a1^3 - 28*a5^4*x34^6*a3*a2^4*a1^3 + 24*a6^6*a5^3*a3^2*a2^4*a1^3 + 216*a6^5*a5^4*a3^2*a2^4*a1^3 + 216*a6^4*a5^5*a3^2*a2^4*a1^3 + 24*a6^3*a5^6*a3^2*a2^4*a1^3 + 96*a6^6*a5^2*x34*a3^2*a2^4*a1^3 - 696*a6^5*a5^3*x34*a3^2*a2^4*a1^3 + 2700*a6^4*a5^4*x34*a3^2*a2^4*a1^3 - 696*a6^3*a5^5*x34*a3^2*a2^4*a1^3 + 96*a6^2*a5^6*x34*a3^2*a2^4*a1^3 - 36*a6^6*a5*x34^2*a3^2*a2^4*a1^3 + 564*a6^5*a5^2*x34^2*a3^2*a2^4*a1^3 - 2632*a6^4*a5^3*x34^2*a3^2*a2^4*a1^3 - 2632*a6^3*a5^4*x34^2*a3^2*a2^4*a1^3 + 564*a6^2*a5^5*x34^2*a3^2*a2^4*a1^3 - 36*a6*a5^6*x34^2*a3^2*a2^4*a1^3 - 156*a6^6*x34^3*a3^2*a2^4*a1^3 - 40*a6^5*a5*x34^3*a3^2*a2^4*a1^3 + 2192*a6^4*a5^2*x34^3*a3^2*a2^4*a1^3 - 1008*a6^3*a5^3*x34^3*a3^2*a2^4*a1^3 + 2192*a6^2*a5^4*x34^3*a3^2*a2^4*a1^3 - 40*a6*a5^5*x34^3*a3^2*a2^4*a1^3 - 156*a5^6*x34^3*a3^2*a2^4*a1^3 - 264*a6^5*x34^4*a3^2*a2^4*a1^3 + 1056*a6^4*a5*x34^4*a3^2*a2^4*a1^3 - 1932*a6^3*a5^2*x34^4*a3^2*a2^4*a1^3 - 1932*a6^2*a5^3*x34^4*a3^2*a2^4*a1^3 + 1056*a6*a5^4*x34^4*a3^2*a2^4*a1^3 - 264*a5^5*x34^4*a3^2*a2^4*a1^3 - 132*a6^4*x34^5*a3^2*a2^4*a1^3 + 56*a6^3*a5*x34^5*a3^2*a2^4*a1^3 + 972*a6^2*a5^2*x34^5*a3^2*a2^4*a1^3 + 56*a6*a5^3*x34^5*a3^2*a2^4*a1^3 - 132*a5^4*x34^5*a3^2*a2^4*a1^3 - 4*a6^3*x34^6*a3^2*a2^4*a1^3 + 36*a6^2*a5*x34^6*a3^2*a2^4*a1^3 + 36*a6*a5^2*x34^6*a3^2*a2^4*a1^3 - 4*a5^3*x34^6*a3^2*a2^4*a1^3 + 64*a6^6*a5^2*a3^3*a2^4*a1^3 - 464*a6^5*a5^3*a3^3*a2^4*a1^3 + 1800*a6^4*a5^4*a3^3*a2^4*a1^3 - 464*a6^3*a5^5*a3^3*a2^4*a1^3 + 64*a6^2*a5^6*a3^3*a2^4*a1^3 + 88*a6^6*a5*x34*a3^3*a2^4*a1^3 + 1112*a6^5*a5^2*x34*a3^3*a2^4*a1^3 - 4880*a6^4*a5^3*x34*a3^3*a2^4*a1^3 - 4880*a6^3*a5^4*x34*a3^3*a2^4*a1^3 + 1112*a6^2*a5^5*x34*a3^3*a2^4*a1^3 + 88*a6*a5^6*x34*a3^3*a2^4*a1^3 - 224*a6^6*x34^2*a3^3*a2^4*a1^3 - 160*a6^5*a5*x34^2*a3^3*a2^4*a1^3 + 128*a6^4*a5^2*x34^2*a3^3*a2^4*a1^3 + 6528*a6^3*a5^3*x34^2*a3^3*a2^4*a1^3 + 128*a6^2*a5^4*x34^2*a3^3*a2^4*a1^3 - 160*a6*a5^5*x34^2*a3^3*a2^4*a1^3 - 224*a5^6*x34^2*a3^3*a2^4*a1^3 - 512*a6^5*x34^3*a3^3*a2^4*a1^3 + 3136*a6^4*a5*x34^3*a3^3*a2^4*a1^3 - 3184*a6^3*a5^2*x34^3*a3^3*a2^4*a1^3 - 3184*a6^2*a5^3*x34^3*a3^3*a2^4*a1^3 + 3136*a6*a5^4*x34^3*a3^3*a2^4*a1^3 - 512*a5^5*x34^3*a3^3*a2^4*a1^3 - 96*a6^4*x34^4*a3^3*a2^4*a1^3 - 968*a6^3*a5*x34^4*a3^3*a2^4*a1^3 + 3128*a6^2*a5^2*x34^4*a3^3*a2^4*a1^3 - 968*a6*a5^3*x34^4*a3^3*a2^4*a1^3 - 96*a5^4*x34^4*a3^3*a2^4*a1^3 - 120*a6^3*x34^5*a3^3*a2^4*a1^3 + 80*a6^2*a5*x34^5*a3^3*a2^4*a1^3 + 80*a6*a5^2*x34^5*a3^3*a2^4*a1^3 - 120*a5^3*x34^5*a3^3*a2^4*a1^3 - 4*a6^2*x34^6*a3^3*a2^4*a1^3 + 32*a6*a5*x34^6*a3^3*a2^4*a1^3 - 4*a5^2*x34^6*a3^3*a2^4*a1^3 + 44*a6^6*a5*a3^4*a2^4*a1^3 + 556*a6^5*a5^2*a3^4*a2^4*a1^3 - 2440*a6^4*a5^3*a3^4*a2^4*a1^3 - 2440*a6^3*a5^4*a3^4*a2^4*a1^3 + 556*a6^2*a5^5*a3^4*a2^4*a1^3 + 44*a6*a5^6*a3^4*a2^4*a1^3 - 180*a6^6*x34*a3^4*a2^4*a1^3 - 200*a6^5*a5*x34*a3^4*a2^4*a1^3 - 2000*a6^4*a5^2*x34*a3^4*a2^4*a1^3 + 10800*a6^3*a5^3*x34*a3^4*a2^4*a1^3 - 2000*a6^2*a5^4*x34*a3^4*a2^4*a1^3 - 200*a6*a5^5*x34*a3^4*a2^4*a1^3 - 180*a5^6*x34*a3^4*a2^4*a1^3 - 576*a6^5*x34^2*a3^4*a2^4*a1^3 + 4008*a6^4*a5*x34^2*a3^4*a2^4*a1^3 - 692*a6^3*a5^2*x34^2*a3^4*a2^4*a1^3 - 692*a6^2*a5^3*x34^2*a3^4*a2^4*a1^3 + 4008*a6*a5^4*x34^2*a3^4*a2^4*a1^3 - 576*a5^5*x34^2*a3^4*a2^4*a1^3 + 520*a6^4*x34^3*a3^4*a2^4*a1^3 - 4560*a6^3*a5*x34^3*a3^4*a2^4*a1^3 + 2320*a6^2*a5^2*x34^3*a3^4*a2^4*a1^3 - 4560*a6*a5^3*x34^3*a3^4*a2^4*a1^3 + 520*a5^4*x34^3*a3^4*a2^4*a1^3 - 396*a6^3*x34^4*a3^4*a2^4*a1^3 + 616*a6^2*a5*x34^4*a3^4*a2^4*a1^3 + 616*a6*a5^2*x34^4*a3^4*a2^4*a1^3 - 396*a5^3*x34^4*a3^4*a2^4*a1^3 + 12*a6^2*x34^5*a3^4*a2^4*a1^3 + 336*a6*a5*x34^5*a3^4*a2^4*a1^3 + 12*a5^2*x34^5*a3^4*a2^4*a1^3 - 28*a6*x34^6*a3^4*a2^4*a1^3 - 28*a5*x34^6*a3^4*a2^4*a1^3 - 72*a6^6*a3^5*a2^4*a1^3 - 80*a6^5*a5*a3^5*a2^4*a1^3 - 800*a6^4*a5^2*a3^5*a2^4*a1^3 + 4320*a6^3*a5^3*a3^5*a2^4*a1^3 - 800*a6^2*a5^4*a3^5*a2^4*a1^3 - 80*a6*a5^5*a3^5*a2^4*a1^3 - 72*a5^6*a3^5*a2^4*a1^3 - 384*a6^5*x34*a3^5*a2^4*a1^3 + 2928*a6^4*a5*x34*a3^5*a2^4*a1^3 + 1080*a6^3*a5^2*x34*a3^5*a2^4*a1^3 + 1080*a6^2*a5^3*x34*a3^5*a2^4*a1^3 + 2928*a6*a5^4*x34*a3^5*a2^4*a1^3 - 384*a5^5*x34*a3^5*a2^4*a1^3 + 1272*a6^4*x34^2*a3^5*a2^4*a1^3 - 7928*a6^3*a5*x34^2*a3^5*a2^4*a1^3 - 1872*a6^2*a5^2*x34^2*a3^5*a2^4*a1^3 - 7928*a6*a5^3*x34^2*a3^5*a2^4*a1^3 + 1272*a5^4*x34^2*a3^5*a2^4*a1^3 - 560*a6^3*x34^3*a3^5*a2^4*a1^3 + 2248*a6^2*a5*x34^3*a3^5*a2^4*a1^3 + 2248*a6*a5^2*x34^3*a3^5*a2^4*a1^3 - 560*a5^3*x34^3*a3^5*a2^4*a1^3 + 156*a6^2*x34^4*a3^5*a2^4*a1^3 + 1344*a6*a5*x34^4*a3^5*a2^4*a1^3 + 156*a5^2*x34^4*a3^5*a2^4*a1^3 - 216*a6*x34^5*a3^5*a2^4*a1^3 - 216*a5*x34^5*a3^5*a2^4*a1^3 - 4*x34^6*a3^5*a2^4*a1^3 - 128*a6^5*a3^6*a2^4*a1^3 + 976*a6^4*a5*a3^6*a2^4*a1^3 + 360*a6^3*a5^2*a3^6*a2^4*a1^3 + 360*a6^2*a5^3*a3^6*a2^4*a1^3 + 976*a6*a5^4*a3^6*a2^4*a1^3 - 128*a5^5*a3^6*a2^4*a1^3 + 1064*a6^4*x34*a3^6*a2^4*a1^3 - 6104*a6^3*a5*x34*a3^6*a2^4*a1^3 - 2800*a6^2*a5^2*x34*a3^6*a2^4*a1^3 - 6104*a6*a5^3*x34*a3^6*a2^4*a1^3 + 1064*a5^4*x34*a3^6*a2^4*a1^3 - 448*a6^3*x34^2*a3^6*a2^4*a1^3 + 3344*a6^2*a5*x34^2*a3^6*a2^4*a1^3 + 3344*a6*a5^2*x34^2*a3^6*a2^4*a1^3 - 448*a5^3*x34^2*a3^6*a2^4*a1^3 + 420*a6^2*x34^3*a3^6*a2^4*a1^3 + 2688*a6*a5*x34^3*a3^6*a2^4*a1^3 + 420*a5^2*x34^3*a3^6*a2^4*a1^3 - 688*a6*x34^4*a3^6*a2^4*a1^3 - 688*a5*x34^4*a3^6*a2^4*a1^3 - 28*x34^5*a3^6*a2^4*a1^3 + 304*a6^4*a3^7*a2^4*a1^3 - 1744*a6^3*a5*a3^7*a2^4*a1^3 - 800*a6^2*a5^2*a3^7*a2^4*a1^3 - 1744*a6*a5^3*a3^7*a2^4*a1^3 + 304*a5^4*a3^7*a2^4*a1^3 - 224*a6^3*x34*a3^7*a2^4*a1^3 + 2224*a6^2*a5*x34*a3^7*a2^4*a1^3 + 2224*a6*a5^2*x34*a3^7*a2^4*a1^3 - 224*a5^3*x34*a3^7*a2^4*a1^3 + 504*a6^2*x34^2*a3^7*a2^4*a1^3 + 2880*a6*a5*x34^2*a3^7*a2^4*a1^3 + 504*a5^2*x34^2*a3^7*a2^4*a1^3 - 1152*a6*x34^3*a3^7*a2^4*a1^3 - 1152*a5*x34^3*a3^7*a2^4*a1^3 - 80*x34^4*a3^7*a2^4*a1^3 - 56*a6^3*a3^8*a2^4*a1^3 + 556*a6^2*a5*a3^8*a2^4*a1^3 + 556*a6*a5^2*a3^8*a2^4*a1^3 - 56*a5^3*a3^8*a2^4*a1^3 + 288*a6^2*x34*a3^8*a2^4*a1^3 + 1584*a6*a5*x34*a3^8*a2^4*a1^3 + 288*a5^2*x34*a3^8*a2^4*a1^3 - 1068*a6*x34^2*a3^8*a2^4*a1^3 - 1068*a5*x34^2*a3^8*a2^4*a1^3 - 120*x34^3*a3^8*a2^4*a1^3 + 64*a6^2*a3^9*a2^4*a1^3 + 352*a6*a5*a3^9*a2^4*a1^3 + 64*a5^2*a3^9*a2^4*a1^3 - 520*a6*x34*a3^9*a2^4*a1^3 - 520*a5*x34*a3^9*a2^4*a1^3 - 100*x34^2*a3^9*a2^4*a1^3 - 104*a6*a3^10*a2^4*a1^3 - 104*a5*a3^10*a2^4*a1^3 - 44*x34*a3^10*a2^4*a1^3 - 8*a3^11*a2^4*a1^3 - 4*a6^6*a5^4*a2^5*a1^3 + 48*a6^5*a5^5*a2^5*a1^3 - 4*a6^4*a5^6*a2^5*a1^3 + 40*a6^6*a5^3*x34*a2^5*a1^3 - 48*a6^5*a5^4*x34*a2^5*a1^3 - 48*a6^4*a5^5*x34*a2^5*a1^3 + 40*a6^3*a5^6*x34*a2^5*a1^3 - 28*a6^6*a5^2*x34^2*a2^5*a1^3 + 32*a6^5*a5^3*x34^2*a2^5*a1^3 + 36*a6^4*a5^4*x34^2*a2^5*a1^3 + 32*a6^3*a5^5*x34^2*a2^5*a1^3 - 28*a6^2*a5^6*x34^2*a2^5*a1^3 + 40*a6^6*a5*x34^3*a2^5*a1^3 + 32*a6^5*a5^2*x34^3*a2^5*a1^3 - 96*a6^4*a5^3*x34^3*a2^5*a1^3 - 96*a6^3*a5^4*x34^3*a2^5*a1^3 + 32*a6^2*a5^5*x34^3*a2^5*a1^3 + 40*a6*a5^6*x34^3*a2^5*a1^3 - 4*a6^6*x34^4*a2^5*a1^3 - 48*a6^5*a5*x34^4*a2^5*a1^3 + 36*a6^4*a5^2*x34^4*a2^5*a1^3 - 96*a6^3*a5^3*x34^4*a2^5*a1^3 + 36*a6^2*a5^4*x34^4*a2^5*a1^3 - 48*a6*a5^5*x34^4*a2^5*a1^3 - 4*a5^6*x34^4*a2^5*a1^3 + 48*a6^5*x34^5*a2^5*a1^3 - 48*a6^4*a5*x34^5*a2^5*a1^3 + 32*a6^3*a5^2*x34^5*a2^5*a1^3 + 32*a6^2*a5^3*x34^5*a2^5*a1^3 - 48*a6*a5^4*x34^5*a2^5*a1^3 + 48*a5^5*x34^5*a2^5*a1^3 - 4*a6^4*x34^6*a2^5*a1^3 + 40*a6^3*a5*x34^6*a2^5*a1^3 - 28*a6^2*a5^2*x34^6*a2^5*a1^3 + 40*a6*a5^3*x34^6*a2^5*a1^3 - 4*a5^4*x34^6*a2^5*a1^3 + 80*a6^6*a5^3*a3*a2^5*a1^3 - 96*a6^5*a5^4*a3*a2^5*a1^3 - 96*a6^4*a5^5*a3*a2^5*a1^3 + 80*a6^3*a5^6*a3*a2^5*a1^3 - 104*a6^6*a5^2*x34*a3*a2^5*a1^3 - 96*a6^5*a5^3*x34*a3*a2^5*a1^3 + 216*a6^4*a5^4*x34*a3*a2^5*a1^3 - 96*a6^3*a5^5*x34*a3*a2^5*a1^3 - 104*a6^2*a5^6*x34*a3*a2^5*a1^3 + 72*a6^6*a5*x34^2*a3*a2^5*a1^3 + 240*a6^5*a5^2*x34^2*a3*a2^5*a1^3 - 424*a6^4*a5^3*x34^2*a3*a2^5*a1^3 - 424*a6^3*a5^4*x34^2*a3*a2^5*a1^3 + 240*a6^2*a5^5*x34^2*a3*a2^5*a1^3 + 72*a6*a5^6*x34^2*a3*a2^5*a1^3 + 24*a6^6*x34^3*a3*a2^5*a1^3 - 352*a6^5*a5*x34^3*a3*a2^5*a1^3 + 8*a6^4*a5^2*x34^3*a3*a2^5*a1^3 + 864*a6^3*a5^3*x34^3*a3*a2^5*a1^3 + 8*a6^2*a5^4*x34^3*a3*a2^5*a1^3 - 352*a6*a5^5*x34^3*a3*a2^5*a1^3 + 24*a5^6*x34^3*a3*a2^5*a1^3 + 192*a6^5*x34^4*a3*a2^5*a1^3 - 96*a6^4*a5*x34^4*a3*a2^5*a1^3 + 24*a6^3*a5^2*x34^4*a3*a2^5*a1^3 + 24*a6^2*a5^3*x34^4*a3*a2^5*a1^3 - 96*a6*a5^4*x34^4*a3*a2^5*a1^3 + 192*a5^5*x34^4*a3*a2^5*a1^3 - 72*a6^4*x34^5*a3*a2^5*a1^3 + 80*a6^3*a5*x34^5*a3*a2^5*a1^3 - 24*a6^2*a5^2*x34^5*a3*a2^5*a1^3 + 80*a6*a5^3*x34^5*a3*a2^5*a1^3 - 72*a5^4*x34^5*a3*a2^5*a1^3 + 40*a6^3*x34^6*a3*a2^5*a1^3 - 48*a6^2*a5*x34^6*a3*a2^5*a1^3 - 48*a6*a5^2*x34^6*a3*a2^5*a1^3 + 40*a5^3*x34^6*a3*a2^5*a1^3 - 104*a6^6*a5^2*a3^2*a2^5*a1^3 - 96*a6^5*a5^3*a3^2*a2^5*a1^3 + 216*a6^4*a5^4*a3^2*a2^5*a1^3 - 96*a6^3*a5^5*a3^2*a2^5*a1^3 - 104*a6^2*a5^6*a3^2*a2^5*a1^3 - 24*a6^6*a5*x34*a3^2*a2^5*a1^3 + 528*a6^5*a5^2*x34*a3^2*a2^5*a1^3 - 696*a6^4*a5^3*x34*a3^2*a2^5*a1^3 - 696*a6^3*a5^4*x34*a3^2*a2^5*a1^3 + 528*a6^2*a5^5*x34*a3^2*a2^5*a1^3 - 24*a6*a5^6*x34*a3^2*a2^5*a1^3 + 68*a6^6*x34^2*a3^2*a2^5*a1^3 - 624*a6^5*a5*x34^2*a3^2*a2^5*a1^3 + 564*a6^4*a5^2*x34^2*a3^2*a2^5*a1^3 + 2400*a6^3*a5^3*x34^2*a3^2*a2^5*a1^3 + 564*a6^2*a5^4*x34^2*a3^2*a2^5*a1^3 - 624*a6*a5^5*x34^2*a3^2*a2^5*a1^3 + 68*a5^6*x34^2*a3^2*a2^5*a1^3 + 320*a6^5*x34^3*a3^2*a2^5*a1^3 - 40*a6^4*a5*x34^3*a3^2*a2^5*a1^3 - 992*a6^3*a5^2*x34^3*a3^2*a2^5*a1^3 - 992*a6^2*a5^3*x34^3*a3^2*a2^5*a1^3 - 40*a6*a5^4*x34^3*a3^2*a2^5*a1^3 + 320*a5^5*x34^3*a3^2*a2^5*a1^3 - 264*a6^4*x34^4*a3^2*a2^5*a1^3 - 336*a6^3*a5*x34^4*a3^2*a2^5*a1^3 + 1056*a6^2*a5^2*x34^4*a3^2*a2^5*a1^3 - 336*a6*a5^3*x34^4*a3^2*a2^5*a1^3 - 264*a5^4*x34^4*a3^2*a2^5*a1^3 + 272*a6^3*x34^5*a3^2*a2^5*a1^3 - 144*a6^2*a5*x34^5*a3^2*a2^5*a1^3 - 144*a6*a5^2*x34^5*a3^2*a2^5*a1^3 + 272*a5^3*x34^5*a3^2*a2^5*a1^3 - 28*a6^2*x34^6*a3^2*a2^5*a1^3 - 48*a6*a5*x34^6*a3^2*a2^5*a1^3 - 28*a5^2*x34^6*a3^2*a2^5*a1^3 - 16*a6^6*a5*a3^3*a2^5*a1^3 + 352*a6^5*a5^2*a3^3*a2^5*a1^3 - 464*a6^4*a5^3*a3^3*a2^5*a1^3 - 464*a6^3*a5^4*a3^3*a2^5*a1^3 + 352*a6^2*a5^5*a3^3*a2^5*a1^3 - 16*a6*a5^6*a3^3*a2^5*a1^3 + 88*a6^6*x34*a3^3*a2^5*a1^3 - 544*a6^5*a5*x34*a3^3*a2^5*a1^3 + 1112*a6^4*a5^2*x34*a3^3*a2^5*a1^3 + 3072*a6^3*a5^3*x34*a3^3*a2^5*a1^3 + 1112*a6^2*a5^4*x34*a3^3*a2^5*a1^3 - 544*a6*a5^5*x34*a3^3*a2^5*a1^3 + 88*a5^6*x34*a3^3*a2^5*a1^3 + 320*a6^5*x34^2*a3^3*a2^5*a1^3 - 160*a6^4*a5*x34^2*a3^3*a2^5*a1^3 - 3568*a6^3*a5^2*x34^2*a3^3*a2^5*a1^3 - 3568*a6^2*a5^3*x34^2*a3^3*a2^5*a1^3 - 160*a6*a5^4*x34^2*a3^3*a2^5*a1^3 + 320*a5^5*x34^2*a3^3*a2^5*a1^3 - 512*a6^4*x34^3*a3^3*a2^5*a1^3 - 96*a6^3*a5*x34^3*a3^3*a2^5*a1^3 + 3136*a6^2*a5^2*x34^3*a3^3*a2^5*a1^3 - 96*a6*a5^3*x34^3*a3^3*a2^5*a1^3 - 512*a5^4*x34^3*a3^3*a2^5*a1^3 + 664*a6^3*x34^4*a3^3*a2^5*a1^3 - 136*a6^2*a5*x34^4*a3^3*a2^5*a1^3 - 136*a6*a5^2*x34^4*a3^3*a2^5*a1^3 + 664*a5^3*x34^4*a3^3*a2^5*a1^3 - 136*a6^2*x34^5*a3^3*a2^5*a1^3 - 448*a6*a5*x34^5*a3^3*a2^5*a1^3 - 136*a5^2*x34^5*a3^3*a2^5*a1^3 + 40*a6*x34^6*a3^3*a2^5*a1^3 + 40*a5*x34^6*a3^3*a2^5*a1^3 + 44*a6^6*a3^4*a2^5*a1^3 - 272*a6^5*a5*a3^4*a2^5*a1^3 + 556*a6^4*a5^2*a3^4*a2^5*a1^3 + 1536*a6^3*a5^3*a3^4*a2^5*a1^3 + 556*a6^2*a5^4*a3^4*a2^5*a1^3 - 272*a6*a5^5*a3^4*a2^5*a1^3 + 44*a5^6*a3^4*a2^5*a1^3 + 160*a6^5*x34*a3^4*a2^5*a1^3 - 200*a6^4*a5*x34*a3^4*a2^5*a1^3 - 4360*a6^3*a5^2*x34*a3^4*a2^5*a1^3 - 4360*a6^2*a5^3*x34*a3^4*a2^5*a1^3 - 200*a6*a5^4*x34*a3^4*a2^5*a1^3 + 160*a5^5*x34*a3^4*a2^5*a1^3 - 576*a6^4*x34^2*a3^4*a2^5*a1^3 + 1792*a6^3*a5*x34^2*a3^4*a2^5*a1^3 + 4008*a6^2*a5^2*x34^2*a3^4*a2^5*a1^3 + 1792*a6*a5^3*x34^2*a3^4*a2^5*a1^3 - 576*a5^4*x34^2*a3^4*a2^5*a1^3 + 640*a6^3*x34^3*a3^4*a2^5*a1^3 - 200*a6^2*a5*x34^3*a3^4*a2^5*a1^3 - 200*a6*a5^2*x34^3*a3^4*a2^5*a1^3 + 640*a5^3*x34^3*a3^4*a2^5*a1^3 - 224*a6^2*x34^4*a3^4*a2^5*a1^3 - 1376*a6*a5*x34^4*a3^4*a2^5*a1^3 - 224*a5^2*x34^4*a3^4*a2^5*a1^3 + 192*a6*x34^5*a3^4*a2^5*a1^3 + 192*a5*x34^5*a3^4*a2^5*a1^3 - 4*x34^6*a3^4*a2^5*a1^3 + 64*a6^5*a3^5*a2^5*a1^3 - 80*a6^4*a5*a3^5*a2^5*a1^3 - 1744*a6^3*a5^2*a3^5*a2^5*a1^3 - 1744*a6^2*a5^3*a3^5*a2^5*a1^3 - 80*a6*a5^4*a3^5*a2^5*a1^3 + 64*a5^5*a3^5*a2^5*a1^3 - 384*a6^4*x34*a3^5*a2^5*a1^3 + 2208*a6^3*a5*x34*a3^5*a2^5*a1^3 + 2928*a6^2*a5^2*x34*a3^5*a2^5*a1^3 + 2208*a6*a5^3*x34*a3^5*a2^5*a1^3 - 384*a5^4*x34*a3^5*a2^5*a1^3 + 88*a6^3*x34^2*a3^5*a2^5*a1^3 - 360*a6^2*a5*x34^2*a3^5*a2^5*a1^3 - 360*a6*a5^2*x34^2*a3^5*a2^5*a1^3 + 88*a5^3*x34^2*a3^5*a2^5*a1^3 - 64*a6^2*x34^3*a3^5*a2^5*a1^3 - 2144*a6*a5*x34^3*a3^5*a2^5*a1^3 - 64*a5^2*x34^3*a3^5*a2^5*a1^3 + 312*a6*x34^4*a3^5*a2^5*a1^3 + 312*a5*x34^4*a3^5*a2^5*a1^3 + 24*x34^5*a3^5*a2^5*a1^3 - 128*a6^4*a3^6*a2^5*a1^3 + 736*a6^3*a5*a3^6*a2^5*a1^3 + 976*a6^2*a5^2*a3^6*a2^5*a1^3 + 736*a6*a5^3*a3^6*a2^5*a1^3 - 128*a5^4*a3^6*a2^5*a1^3 - 168*a6^3*x34*a3^6*a2^5*a1^3 - 280*a6^2*a5*x34*a3^6*a2^5*a1^3 - 280*a6*a5^2*x34*a3^6*a2^5*a1^3 - 168*a5^3*x34*a3^6*a2^5*a1^3 + 184*a6^2*x34^2*a3^6*a2^5*a1^3 - 1984*a6*a5*x34^2*a3^6*a2^5*a1^3 + 184*a5^2*x34^2*a3^6*a2^5*a1^3 + 168*a6*x34^3*a3^6*a2^5*a1^3 + 168*a5*x34^3*a3^6*a2^5*a1^3 + 176*x34^4*a3^6*a2^5*a1^3 - 48*a6^3*a3^7*a2^5*a1^3 - 80*a6^2*a5*a3^7*a2^5*a1^3 - 80*a6*a5^2*a3^7*a2^5*a1^3 - 48*a5^3*a3^7*a2^5*a1^3 + 176*a6^2*x34*a3^7*a2^5*a1^3 - 1088*a6*a5*x34*a3^7*a2^5*a1^3 + 176*a5^2*x34*a3^7*a2^5*a1^3 - 48*a6*x34^2*a3^7*a2^5*a1^3 - 48*a5*x34^2*a3^7*a2^5*a1^3 + 384*x34^3*a3^7*a2^5*a1^3 + 44*a6^2*a3^8*a2^5*a1^3 - 272*a6*a5*a3^8*a2^5*a1^3 + 44*a5^2*a3^8*a2^5*a1^3 - 72*a6*x34*a3^8*a2^5*a1^3 - 72*a5*x34*a3^8*a2^5*a1^3 + 396*x34^2*a3^8*a2^5*a1^3 - 16*a6*a3^9*a2^5*a1^3 - 16*a5*a3^9*a2^5*a1^3 + 200*x34*a3^9*a2^5*a1^3 + 40*a3^10*a2^5*a1^3 - 8*a6^6*a5^3*a2^6*a1^3 - 4*a6^5*a5^4*a2^6*a1^3 - 4*a6^4*a5^5*a2^6*a1^3 - 8*a6^3*a5^6*a2^6*a1^3 - 4*a6^6*a5^2*x34*a2^6*a1^3 + 40*a6^5*a5^3*x34*a2^6*a1^3 - 28*a6^4*a5^4*x34*a2^6*a1^3 + 40*a6^3*a5^5*x34*a2^6*a1^3 - 4*a6^2*a5^6*x34*a2^6*a1^3 - 4*a6^6*a5*x34^2*a2^6*a1^3 - 28*a6^5*a5^2*x34^2*a2^6*a1^3 - 4*a6^4*a5^3*x34^2*a2^6*a1^3 - 4*a6^3*a5^4*x34^2*a2^6*a1^3 - 28*a6^2*a5^5*x34^2*a2^6*a1^3 - 4*a6*a5^6*x34^2*a2^6*a1^3 - 8*a6^6*x34^3*a2^6*a1^3 + 40*a6^5*a5*x34^3*a2^6*a1^3 - 4*a6^4*a5^2*x34^3*a2^6*a1^3 + 48*a6^3*a5^3*x34^3*a2^6*a1^3 - 4*a6^2*a5^4*x34^3*a2^6*a1^3 + 40*a6*a5^5*x34^3*a2^6*a1^3 - 8*a5^6*x34^3*a2^6*a1^3 - 4*a6^5*x34^4*a2^6*a1^3 - 28*a6^4*a5*x34^4*a2^6*a1^3 - 4*a6^3*a5^2*x34^4*a2^6*a1^3 - 4*a6^2*a5^3*x34^4*a2^6*a1^3 - 28*a6*a5^4*x34^4*a2^6*a1^3 - 4*a5^5*x34^4*a2^6*a1^3 - 4*a6^4*x34^5*a2^6*a1^3 + 40*a6^3*a5*x34^5*a2^6*a1^3 - 28*a6^2*a5^2*x34^5*a2^6*a1^3 + 40*a6*a5^3*x34^5*a2^6*a1^3 - 4*a5^4*x34^5*a2^6*a1^3 - 8*a6^3*x34^6*a2^6*a1^3 - 4*a6^2*a5*x34^6*a2^6*a1^3 - 4*a6*a5^2*x34^6*a2^6*a1^3 - 8*a5^3*x34^6*a2^6*a1^3 - 8*a6^6*a5^2*a3*a2^6*a1^3 + 80*a6^5*a5^3*a3*a2^6*a1^3 - 56*a6^4*a5^4*a3*a2^6*a1^3 + 80*a6^3*a5^5*a3*a2^6*a1^3 - 8*a6^2*a5^6*a3*a2^6*a1^3 + 40*a6^6*a5*x34*a3*a2^6*a1^3 - 104*a6^5*a5^2*x34*a3*a2^6*a1^3 + 24*a6^4*a5^3*x34*a3*a2^6*a1^3 + 24*a6^3*a5^4*x34*a3*a2^6*a1^3 - 104*a6^2*a5^5*x34*a3*a2^6*a1^3 + 40*a6*a5^6*x34*a3*a2^6*a1^3 - 28*a6^6*x34^2*a3*a2^6*a1^3 + 72*a6^5*a5*x34^2*a3*a2^6*a1^3 + 24*a6^4*a5^2*x34^2*a3*a2^6*a1^3 + 48*a6^3*a5^3*x34^2*a3*a2^6*a1^3 + 24*a6^2*a5^4*x34^2*a3*a2^6*a1^3 + 72*a6*a5^5*x34^2*a3*a2^6*a1^3 - 28*a5^6*x34^2*a3*a2^6*a1^3 + 24*a6^5*x34^3*a3*a2^6*a1^3 - 80*a6^4*a5*x34^3*a3*a2^6*a1^3 - 112*a6^3*a5^2*x34^3*a3*a2^6*a1^3 - 112*a6^2*a5^3*x34^3*a3*a2^6*a1^3 - 80*a6*a5^4*x34^3*a3*a2^6*a1^3 + 24*a5^5*x34^3*a3*a2^6*a1^3 - 48*a6^4*x34^4*a3*a2^6*a1^3 + 232*a6^3*a5*x34^4*a3*a2^6*a1^3 - 104*a6^2*a5^2*x34^4*a3*a2^6*a1^3 + 232*a6*a5^3*x34^4*a3*a2^6*a1^3 - 48*a5^4*x34^4*a3*a2^6*a1^3 - 8*a6^3*x34^5*a3*a2^6*a1^3 - 72*a6^2*a5*x34^5*a3*a2^6*a1^3 - 72*a6*a5^2*x34^5*a3*a2^6*a1^3 - 8*a5^3*x34^5*a3*a2^6*a1^3 - 4*a6^2*x34^6*a3*a2^6*a1^3 + 48*a6*a5*x34^6*a3*a2^6*a1^3 - 4*a5^2*x34^6*a3*a2^6*a1^3 + 40*a6^6*a5*a3^2*a2^6*a1^3 - 104*a6^5*a5^2*a3^2*a2^6*a1^3 + 24*a6^4*a5^3*a3^2*a2^6*a1^3 + 24*a6^3*a5^4*a3^2*a2^6*a1^3 - 104*a6^2*a5^5*a3^2*a2^6*a1^3 + 40*a6*a5^6*a3^2*a2^6*a1^3 - 36*a6^6*x34*a3^2*a2^6*a1^3 - 24*a6^5*a5*x34*a3^2*a2^6*a1^3 + 96*a6^4*a5^2*x34*a3^2*a2^6*a1^3 - 144*a6^3*a5^3*x34*a3^2*a2^6*a1^3 + 96*a6^2*a5^4*x34*a3^2*a2^6*a1^3 - 24*a6*a5^5*x34*a3^2*a2^6*a1^3 - 36*a5^6*x34*a3^2*a2^6*a1^3 + 68*a6^5*x34^2*a3^2*a2^6*a1^3 - 36*a6^4*a5*x34^2*a3^2*a2^6*a1^3 - 168*a6^3*a5^2*x34^2*a3^2*a2^6*a1^3 - 168*a6^2*a5^3*x34^2*a3^2*a2^6*a1^3 - 36*a6*a5^4*x34^2*a3^2*a2^6*a1^3 + 68*a5^5*x34^2*a3^2*a2^6*a1^3 - 156*a6^4*x34^3*a3^2*a2^6*a1^3 + 432*a6^3*a5*x34^3*a3^2*a2^6*a1^3 + 8*a6^2*a5^2*x34^3*a3^2*a2^6*a1^3 + 432*a6*a5^3*x34^3*a3^2*a2^6*a1^3 - 156*a5^4*x34^3*a3^2*a2^6*a1^3 + 76*a6^3*x34^4*a3^2*a2^6*a1^3 - 264*a6^2*a5*x34^4*a3^2*a2^6*a1^3 - 264*a6*a5^2*x34^4*a3^2*a2^6*a1^3 + 76*a5^3*x34^4*a3^2*a2^6*a1^3 - 52*a6^2*x34^5*a3^2*a2^6*a1^3 + 240*a6*a5*x34^5*a3^2*a2^6*a1^3 - 52*a5^2*x34^5*a3^2*a2^6*a1^3 - 4*a6*x34^6*a3^2*a2^6*a1^3 - 4*a5*x34^6*a3^2*a2^6*a1^3 - 24*a6^6*a3^3*a2^6*a1^3 - 16*a6^5*a5*a3^3*a2^6*a1^3 + 64*a6^4*a5^2*a3^3*a2^6*a1^3 - 96*a6^3*a5^3*a3^3*a2^6*a1^3 + 64*a6^2*a5^4*a3^3*a2^6*a1^3 - 16*a6*a5^5*a3^3*a2^6*a1^3 - 24*a5^6*a3^3*a2^6*a1^3 + 88*a6^5*x34*a3^3*a2^6*a1^3 + 88*a6^4*a5*x34*a3^3*a2^6*a1^3 - 112*a6^3*a5^2*x34*a3^3*a2^6*a1^3 - 112*a6^2*a5^3*x34*a3^3*a2^6*a1^3 + 88*a6*a5^4*x34*a3^3*a2^6*a1^3 + 88*a5^5*x34*a3^3*a2^6*a1^3 - 224*a6^4*x34^2*a3^3*a2^6*a1^3 + 208*a6^3*a5*x34^2*a3^3*a2^6*a1^3 + 512*a6^2*a5^2*x34^2*a3^3*a2^6*a1^3 + 208*a6*a5^3*x34^2*a3^3*a2^6*a1^3 - 224*a5^4*x34^2*a3^3*a2^6*a1^3 + 272*a6^3*x34^3*a3^3*a2^6*a1^3 - 512*a6^2*a5*x34^3*a3^3*a2^6*a1^3 - 512*a6*a5^2*x34^3*a3^3*a2^6*a1^3 + 272*a5^3*x34^3*a3^3*a2^6*a1^3 - 204*a6^2*x34^4*a3^3*a2^6*a1^3 + 512*a6*a5*x34^4*a3^3*a2^6*a1^3 - 204*a5^2*x34^4*a3^3*a2^6*a1^3 + 16*a6*x34^5*a3^3*a2^6*a1^3 + 16*a5*x34^5*a3^3*a2^6*a1^3 - 8*x34^6*a3^3*a2^6*a1^3 + 44*a6^5*a3^4*a2^6*a1^3 + 44*a6^4*a5*a3^4*a2^6*a1^3 - 56*a6^3*a5^2*a3^4*a2^6*a1^3 - 56*a6^2*a5^3*a3^4*a2^6*a1^3 + 44*a6*a5^4*a3^4*a2^6*a1^3 + 44*a5^5*a3^4*a2^6*a1^3 - 180*a6^4*x34*a3^4*a2^6*a1^3 - 120*a6^3*a5*x34*a3^4*a2^6*a1^3 + 760*a6^2*a5^2*x34*a3^4*a2^6*a1^3 - 120*a6*a5^3*x34*a3^4*a2^6*a1^3 - 180*a5^4*x34*a3^4*a2^6*a1^3 + 396*a6^3*x34^2*a3^4*a2^6*a1^3 - 576*a6^2*a5*x34^2*a3^4*a2^6*a1^3 - 576*a6*a5^2*x34^2*a3^4*a2^6*a1^3 + 396*a5^3*x34^2*a3^4*a2^6*a1^3 - 380*a6^2*x34^3*a3^4*a2^6*a1^3 + 640*a6*a5*x34^3*a3^4*a2^6*a1^3 - 380*a5^2*x34^3*a3^4*a2^6*a1^3 + 112*a6*x34^4*a3^4*a2^6*a1^3 + 112*a5*x34^4*a3^4*a2^6*a1^3 - 52*x34^5*a3^4*a2^6*a1^3 - 72*a6^4*a3^5*a2^6*a1^3 - 48*a6^3*a5*a3^5*a2^6*a1^3 + 304*a6^2*a5^2*a3^5*a2^6*a1^3 - 48*a6*a5^3*a3^5*a2^6*a1^3 - 72*a5^4*a3^5*a2^6*a1^3 + 312*a6^3*x34*a3^5*a2^6*a1^3 - 384*a6^2*a5*x34*a3^5*a2^6*a1^3 - 384*a6*a5^2*x34*a3^5*a2^6*a1^3 + 312*a5^3*x34*a3^5*a2^6*a1^3 - 404*a6^2*x34^2*a3^5*a2^6*a1^3 + 480*a6*a5*x34^2*a3^5*a2^6*a1^3 - 404*a5^2*x34^2*a3^5*a2^6*a1^3 + 248*a6*x34^3*a3^5*a2^6*a1^3 + 248*a5*x34^3*a3^5*a2^6*a1^3 - 144*x34^4*a3^5*a2^6*a1^3 + 104*a6^3*a3^6*a2^6*a1^3 - 128*a6^2*a5*a3^6*a2^6*a1^3 - 128*a6*a5^2*a3^6*a2^6*a1^3 + 104*a5^3*a3^6*a2^6*a1^3 - 252*a6^2*x34*a3^6*a2^6*a1^3 + 224*a6*a5*x34*a3^6*a2^6*a1^3 - 252*a5^2*x34*a3^6*a2^6*a1^3 + 288*a6*x34^2*a3^6*a2^6*a1^3 + 288*a5*x34^2*a3^6*a2^6*a1^3 - 224*x34^3*a3^6*a2^6*a1^3 - 72*a6^2*a3^7*a2^6*a1^3 + 64*a6*a5*a3^7*a2^6*a1^3 - 72*a5^2*a3^7*a2^6*a1^3 + 176*a6*x34*a3^7*a2^6*a1^3 + 176*a5*x34*a3^7*a2^6*a1^3 - 208*x34^2*a3^7*a2^6*a1^3 + 44*a6*a3^8*a2^6*a1^3 + 44*a5*a3^8*a2^6*a1^3 - 108*x34*a3^8*a2^6*a1^3 - 24*a3^9*a2^6*a1^3 + 8*a6^6*a5^6*x34^2*a1^4 - 4*a6^6*a5^5*x34^3*a1^4 - 4*a6^5*a5^6*x34^3*a1^4 + 24*a6^6*a5^4*x34^4*a1^4 - 24*a6^5*a5^5*x34^4*a1^4 + 24*a6^4*a5^6*x34^4*a1^4 - 4*a6^6*a5^3*x34^5*a1^4 - 24*a6^5*a5^4*x34^5*a1^4 - 24*a6^4*a5^5*x34^5*a1^4 - 4*a6^3*a5^6*x34^5*a1^4 + 8*a6^6*a5^2*x34^6*a1^4 - 4*a6^5*a5^3*x34^6*a1^4 + 24*a6^4*a5^4*x34^6*a1^4 - 4*a6^3*a5^5*x34^6*a1^4 + 8*a6^2*a5^6*x34^6*a1^4 + 8*a6^6*a5^6*x34*a3*a1^4 - 10*a6^6*a5^5*x34^2*a3*a1^4 - 10*a6^5*a5^6*x34^2*a3*a1^4 + 68*a6^6*a5^4*x34^3*a3*a1^4 - 144*a6^5*a5^5*x34^3*a3*a1^4 + 68*a6^4*a5^6*x34^3*a3*a1^4 - 48*a6^6*a5^3*x34^4*a3*a1^4 - 12*a6^5*a5^4*x34^4*a3*a1^4 - 12*a6^4*a5^5*x34^4*a3*a1^4 - 48*a6^3*a5^6*x34^4*a3*a1^4 + 50*a6^6*a5^2*x34^5*a3*a1^4 - 72*a6^5*a5^3*x34^5*a3*a1^4 + 252*a6^4*a5^4*x34^5*a3*a1^4 - 72*a6^3*a5^5*x34^5*a3*a1^4 + 50*a6^2*a5^6*x34^5*a3*a1^4 - 8*a6^6*a5*x34^6*a3*a1^4 + 2*a6^5*a5^2*x34^6*a3*a1^4 - 28*a6^4*a5^3*x34^6*a3*a1^4 - 28*a6^3*a5^4*x34^6*a3*a1^4 + 2*a6^2*a5^5*x34^6*a3*a1^4 - 8*a6*a5^6*x34^6*a3*a1^4 + 8*a6^6*a5^6*a3^2*a1^4 - 6*a6^6*a5^5*x34*a3^2*a1^4 - 6*a6^5*a5^6*x34*a3^2*a1^4 + 92*a6^6*a5^4*x34^2*a3^2*a1^4 - 288*a6^5*a5^5*x34^2*a3^2*a1^4 + 92*a6^4*a5^6*x34^2*a3^2*a1^4 - 156*a6^6*a5^3*x34^3*a3^2*a1^4 + 228*a6^5*a5^4*x34^3*a3^2*a1^4 + 228*a6^4*a5^5*x34^3*a3^2*a1^4 - 156*a6^3*a5^6*x34^3*a3^2*a1^4 + 162*a6^6*a5^2*x34^4*a3^2*a1^4 - 264*a6^5*a5^3*x34^4*a3^2*a1^4 + 468*a6^4*a5^4*x34^4*a3^2*a1^4 - 264*a6^3*a5^5*x34^4*a3^2*a1^4 + 162*a6^2*a5^6*x34^4*a3^2*a1^4 - 46*a6^6*a5*x34^5*a3^2*a1^4 + 12*a6^5*a5^2*x34^5*a3^2*a1^4 - 132*a6^4*a5^3*x34^5*a3^2*a1^4 - 132*a6^3*a5^4*x34^5*a3^2*a1^4 + 12*a6^2*a5^5*x34^5*a3^2*a1^4 - 46*a6*a5^6*x34^5*a3^2*a1^4 + 8*a6^6*x34^6*a3^2*a1^4 + 2*a6^5*a5*x34^6*a3^2*a1^4 + 32*a6^4*a5^2*x34^6*a3^2*a1^4 - 4*a6^3*a5^3*x34^6*a3^2*a1^4 + 32*a6^2*a5^4*x34^6*a3^2*a1^4 + 2*a6*a5^5*x34^6*a3^2*a1^4 + 8*a5^6*x34^6*a3^2*a1^4 - 4*a6^6*a5^5*a3^3*a1^4 - 4*a6^5*a5^6*a3^3*a1^4 + 48*a6^6*a5^4*x34*a3^3*a1^4 - 288*a6^5*a5^5*x34*a3^3*a1^4 + 48*a6^4*a5^6*x34*a3^3*a1^4 - 224*a6^6*a5^3*x34^2*a3^3*a1^4 + 552*a6^5*a5^4*x34^2*a3^3*a1^4 + 552*a6^4*a5^5*x34^2*a3^3*a1^4 - 224*a6^3*a5^6*x34^2*a3^3*a1^4 + 304*a6^6*a5^2*x34^3*a3^3*a1^4 - 512*a6^5*a5^3*x34^3*a3^3*a1^4 - 24*a6^4*a5^4*x34^3*a3^3*a1^4 - 512*a6^3*a5^5*x34^3*a3^3*a1^4 + 304*a6^2*a5^6*x34^3*a3^3*a1^4 - 138*a6^6*a5*x34^4*a3^3*a1^4 + 66*a6^5*a5^2*x34^4*a3^3*a1^4 - 96*a6^4*a5^3*x34^4*a3^3*a1^4 - 96*a6^3*a5^4*x34^4*a3^3*a1^4 + 66*a6^2*a5^5*x34^4*a3^3*a1^4 - 138*a6*a5^6*x34^4*a3^3*a1^4 + 44*a6^6*x34^5*a3^3*a1^4 - 36*a6^5*a5*x34^5*a3^3*a1^4 + 228*a6^4*a5^2*x34^5*a3^3*a1^4 - 120*a6^3*a5^3*x34^5*a3^3*a1^4 + 228*a6^2*a5^4*x34^5*a3^3*a1^4 - 36*a6*a5^5*x34^5*a3^3*a1^4 + 44*a5^6*x34^5*a3^3*a1^4 - 4*a6^5*x34^6*a3^3*a1^4 - 28*a6^4*a5*x34^6*a3^3*a1^4 - 4*a6^3*a5^2*x34^6*a3^3*a1^4 - 4*a6^2*a5^3*x34^6*a3^3*a1^4 - 28*a6*a5^4*x34^6*a3^3*a1^4 - 4*a5^5*x34^6*a3^3*a1^4 + 24*a6^6*a5^4*a3^4*a1^4 - 144*a6^5*a5^5*a3^4*a1^4 + 24*a6^4*a5^6*a3^4*a1^4 - 180*a6^6*a5^3*x34*a3^4*a1^4 + 600*a6^5*a5^4*x34*a3^4*a1^4 + 600*a6^4*a5^5*x34*a3^4*a1^4 - 180*a6^3*a5^6*x34*a3^4*a1^4 + 352*a6^6*a5^2*x34^2*a3^4*a1^4 - 576*a6^5*a5^3*x34^2*a3^4*a1^4 - 1152*a6^4*a5^4*x34^2*a3^4*a1^4 - 576*a6^3*a5^5*x34^2*a3^4*a1^4 + 352*a6^2*a5^6*x34^2*a3^4*a1^4 - 280*a6^6*a5*x34^3*a3^4*a1^4 + 220*a6^5*a5^2*x34^3*a3^4*a1^4 + 520*a6^4*a5^3*x34^3*a3^4*a1^4 + 520*a6^3*a5^4*x34^3*a3^4*a1^4 + 220*a6^2*a5^5*x34^3*a3^4*a1^4 - 280*a6*a5^6*x34^3*a3^4*a1^4 + 124*a6^6*x34^4*a3^4*a1^4 - 102*a6^5*a5*x34^4*a3^4*a1^4 + 228*a6^4*a5^2*x34^4*a3^4*a1^4 - 396*a6^3*a5^3*x34^4*a3^4*a1^4 + 228*a6^2*a5^4*x34^4*a3^4*a1^4 - 102*a6*a5^5*x34^4*a3^4*a1^4 + 124*a5^6*x34^4*a3^4*a1^4 - 48*a6^5*x34^5*a3^4*a1^4 - 60*a6^4*a5*x34^5*a3^4*a1^4 + 12*a6^3*a5^2*x34^5*a3^4*a1^4 + 12*a6^2*a5^3*x34^5*a3^4*a1^4 - 60*a6*a5^4*x34^5*a3^4*a1^4 - 48*a5^5*x34^5*a3^4*a1^4 + 24*a6^4*x34^6*a3^4*a1^4 - 28*a6^3*a5*x34^6*a3^4*a1^4 + 32*a6^2*a5^2*x34^6*a3^4*a1^4 - 28*a6*a5^3*x34^6*a3^4*a1^4 + 24*a5^4*x34^6*a3^4*a1^4 - 72*a6^6*a5^3*a3^5*a1^4 + 240*a6^5*a5^4*a3^5*a1^4 + 240*a6^4*a5^5*a3^5*a1^4 - 72*a6^3*a5^6*a3^5*a1^4 + 240*a6^6*a5^2*x34*a3^5*a1^4 - 384*a6^5*a5^3*x34*a3^5*a1^4 - 1368*a6^4*a5^4*x34*a3^5*a1^4 - 384*a6^3*a5^5*x34*a3^5*a1^4 + 240*a6^2*a5^6*x34*a3^5*a1^4 - 350*a6^6*a5*x34^2*a3^5*a1^4 + 354*a6^5*a5^2*x34^2*a3^5*a1^4 + 1272*a6^4*a5^3*x34^2*a3^5*a1^4 + 1272*a6^3*a5^4*x34^2*a3^5*a1^4 + 354*a6^2*a5^5*x34^2*a3^5*a1^4 - 350*a6*a5^6*x34^2*a3^5*a1^4 + 212*a6^6*x34^3*a3^5*a1^4 - 56*a6^5*a5*x34^3*a3^5*a1^4 - 692*a6^4*a5^2*x34^3*a3^5*a1^4 - 560*a6^3*a5^3*x34^3*a3^5*a1^4 - 692*a6^2*a5^4*x34^3*a3^5*a1^4 - 56*a6*a5^5*x34^3*a3^5*a1^4 + 212*a5^6*x34^3*a3^5*a1^4 - 204*a6^5*x34^4*a3^5*a1^4 + 228*a6^4*a5*x34^4*a3^5*a1^4 + 156*a6^3*a5^2*x34^4*a3^5*a1^4 + 156*a6^2*a5^3*x34^4*a3^5*a1^4 + 228*a6*a5^4*x34^4*a3^5*a1^4 - 204*a5^5*x34^4*a3^5*a1^4 + 120*a6^4*x34^5*a3^5*a1^4 - 216*a6^3*a5*x34^5*a3^5*a1^4 + 192*a6^2*a5^2*x34^5*a3^5*a1^4 - 216*a6*a5^3*x34^5*a3^5*a1^4 + 120*a5^4*x34^5*a3^5*a1^4 - 4*a6^3*x34^6*a3^5*a1^4 + 2*a6^2*a5*x34^6*a3^5*a1^4 + 2*a6*a5^2*x34^6*a3^5*a1^4 - 4*a5^3*x34^6*a3^5*a1^4 + 80*a6^6*a5^2*a3^6*a1^4 - 128*a6^5*a5^3*a3^6*a1^4 - 456*a6^4*a5^4*a3^6*a1^4 - 128*a6^3*a5^5*a3^6*a1^4 + 80*a6^2*a5^6*a3^6*a1^4 - 238*a6^6*a5*x34*a3^6*a1^4 + 266*a6^5*a5^2*x34*a3^6*a1^4 + 1064*a6^4*a5^3*x34*a3^6*a1^4 + 1064*a6^3*a5^4*x34*a3^6*a1^4 + 266*a6^2*a5^5*x34*a3^6*a1^4 - 238*a6*a5^6*x34*a3^6*a1^4 + 220*a6^6*x34^2*a3^6*a1^4 + 56*a6^5*a5*x34^2*a3^6*a1^4 - 1612*a6^4*a5^2*x34^2*a3^6*a1^4 - 448*a6^3*a5^3*x34^2*a3^6*a1^4 - 1612*a6^2*a5^4*x34^2*a3^6*a1^4 + 56*a6*a5^5*x34^2*a3^6*a1^4 + 220*a5^6*x34^2*a3^6*a1^4 - 420*a6^5*x34^3*a3^6*a1^4 + 924*a6^4*a5*x34^3*a3^6*a1^4 + 420*a6^3*a5^2*x34^3*a3^6*a1^4 + 420*a6^2*a5^3*x34^3*a3^6*a1^4 + 924*a6*a5^4*x34^3*a3^6*a1^4 - 420*a5^5*x34^3*a3^6*a1^4 + 264*a6^4*x34^4*a3^6*a1^4 - 688*a6^3*a5*x34^4*a3^6*a1^4 + 512*a6^2*a5^2*x34^4*a3^6*a1^4 - 688*a6*a5^3*x34^4*a3^6*a1^4 + 264*a5^4*x34^4*a3^6*a1^4 - 28*a6^3*x34^5*a3^6*a1^4 + 14*a6^2*a5*x34^5*a3^6*a1^4 + 14*a6*a5^2*x34^5*a3^6*a1^4 - 28*a5^3*x34^5*a3^6*a1^4 + 8*a6^2*x34^6*a3^6*a1^4 - 8*a6*a5*x34^6*a3^6*a1^4 + 8*a5^2*x34^6*a3^6*a1^4 - 68*a6^6*a5*a3^7*a1^4 + 76*a6^5*a5^2*a3^7*a1^4 + 304*a6^4*a5^3*a3^7*a1^4 + 304*a6^3*a5^4*a3^7*a1^4 + 76*a6^2*a5^5*a3^7*a1^4 - 68*a6*a5^6*a3^7*a1^4 + 128*a6^6*x34*a3^7*a1^4 + 64*a6^5*a5*x34*a3^7*a1^4 - 1184*a6^4*a5^2*x34*a3^7*a1^4 - 224*a6^3*a5^3*x34*a3^7*a1^4 - 1184*a6^2*a5^4*x34*a3^7*a1^4 + 64*a6*a5^5*x34*a3^7*a1^4 + 128*a5^6*x34*a3^7*a1^4 - 456*a6^5*x34^2*a3^7*a1^4 + 1224*a6^4*a5*x34^2*a3^7*a1^4 + 504*a6^3*a5^2*x34^2*a3^7*a1^4 + 504*a6^2*a5^3*x34^2*a3^7*a1^4 + 1224*a6*a5^4*x34^2*a3^7*a1^4 - 456*a5^5*x34^2*a3^7*a1^4 + 336*a6^4*x34^3*a3^7*a1^4 - 1152*a6^3*a5*x34^3*a3^7*a1^4 + 768*a6^2*a5^2*x34^3*a3^7*a1^4 - 1152*a6*a5^3*x34^3*a3^7*a1^4 + 336*a5^4*x34^3*a3^7*a1^4 - 80*a6^3*x34^4*a3^7*a1^4 + 40*a6^2*a5*x34^4*a3^7*a1^4 + 40*a6*a5^2*x34^4*a3^7*a1^4 - 80*a5^3*x34^4*a3^7*a1^4 + 48*a6^2*x34^5*a3^7*a1^4 - 48*a6*a5*x34^5*a3^7*a1^4 + 48*a5^2*x34^5*a3^7*a1^4 + 32*a6^6*a3^8*a1^4 + 16*a6^5*a5*a3^8*a1^4 - 296*a6^4*a5^2*a3^8*a1^4 - 56*a6^3*a5^3*a3^8*a1^4 - 296*a6^2*a5^4*a3^8*a1^4 + 16*a6*a5^5*a3^8*a1^4 + 32*a5^6*a3^8*a1^4 - 252*a6^5*x34*a3^8*a1^4 + 720*a6^4*a5*x34*a3^8*a1^4 + 288*a6^3*a5^2*x34*a3^8*a1^4 + 288*a6^2*a5^3*x34*a3^8*a1^4 + 720*a6*a5^4*x34*a3^8*a1^4 - 252*a5^5*x34*a3^8*a1^4 + 264*a6^4*x34^2*a3^8*a1^4 - 1068*a6^3*a5*x34^2*a3^8*a1^4 + 672*a6^2*a5^2*x34^2*a3^8*a1^4 - 1068*a6*a5^3*x34^2*a3^8*a1^4 + 264*a5^4*x34^2*a3^8*a1^4 - 120*a6^3*x34^3*a3^8*a1^4 + 60*a6^2*a5*x34^3*a3^8*a1^4 + 60*a6*a5^2*x34^3*a3^8*a1^4 - 120*a5^3*x34^3*a3^8*a1^4 + 120*a6^2*x34^4*a3^8*a1^4 - 120*a6*a5*x34^4*a3^8*a1^4 + 120*a5^2*x34^4*a3^8*a1^4 - 56*a6^5*a3^9*a1^4 + 160*a6^4*a5*a3^9*a1^4 + 64*a6^3*a5^2*a3^9*a1^4 + 64*a6^2*a5^3*a3^9*a1^4 + 160*a6*a5^4*a3^9*a1^4 - 56*a5^5*a3^9*a1^4 + 120*a6^4*x34*a3^9*a1^4 - 520*a6^3*a5*x34*a3^9*a1^4 + 320*a6^2*a5^2*x34*a3^9*a1^4 - 520*a6*a5^3*x34*a3^9*a1^4 + 120*a5^4*x34*a3^9*a1^4 - 100*a6^3*x34^2*a3^9*a1^4 + 50*a6^2*a5*x34^2*a3^9*a1^4 + 50*a6*a5^2*x34^2*a3^9*a1^4 - 100*a5^3*x34^2*a3^9*a1^4 + 160*a6^2*x34^3*a3^9*a1^4 - 160*a6*a5*x34^3*a3^9*a1^4 + 160*a5^2*x34^3*a3^9*a1^4 + 24*a6^4*a3^10*a1^4 - 104*a6^3*a5*a3^10*a1^4 + 64*a6^2*a5^2*a3^10*a1^4 - 104*a6*a5^3*a3^10*a1^4 + 24*a5^4*a3^10*a1^4 - 44*a6^3*x34*a3^10*a1^4 + 22*a6^2*a5*x34*a3^10*a1^4 + 22*a6*a5^2*x34*a3^10*a1^4 - 44*a5^3*x34*a3^10*a1^4 + 120*a6^2*x34^2*a3^10*a1^4 - 120*a6*a5*x34^2*a3^10*a1^4 + 120*a5^2*x34^2*a3^10*a1^4 - 8*a6^3*a3^11*a1^4 + 4*a6^2*a5*a3^11*a1^4 + 4*a6*a5^2*a3^11*a1^4 - 8*a5^3*a3^11*a1^4 + 48*a6^2*x34*a3^11*a1^4 - 48*a6*a5*x34*a3^11*a1^4 + 48*a5^2*x34*a3^11*a1^4 + 8*a6^2*a3^12*a1^4 - 8*a6*a5*a3^12*a1^4 + 8*a5^2*a3^12*a1^4 - 8*a6^6*a5^6*x34*a2*a1^4 + 2*a6^6*a5^5*x34^2*a2*a1^4 + 2*a6^5*a5^6*x34^2*a2*a1^4 - 28*a6^6*a5^4*x34^3*a2*a1^4 - 48*a6^5*a5^5*x34^3*a2*a1^4 - 28*a6^4*a5^6*x34^3*a2*a1^4 - 28*a6^6*a5^3*x34^4*a2*a1^4 + 108*a6^5*a5^4*x34^4*a2*a1^4 + 108*a6^4*a5^5*x34^4*a2*a1^4 - 28*a6^3*a5^6*x34^4*a2*a1^4 + 2*a6^6*a5^2*x34^5*a2*a1^4 - 48*a6^5*a5^3*x34^5*a2*a1^4 + 108*a6^4*a5^4*x34^5*a2*a1^4 - 48*a6^3*a5^5*x34^5*a2*a1^4 + 2*a6^2*a5^6*x34^5*a2*a1^4 - 8*a6^6*a5*x34^6*a2*a1^4 + 2*a6^5*a5^2*x34^6*a2*a1^4 - 28*a6^4*a5^3*x34^6*a2*a1^4 - 28*a6^3*a5^4*x34^6*a2*a1^4 + 2*a6^2*a5^5*x34^6*a2*a1^4 - 8*a6*a5^6*x34^6*a2*a1^4 - 16*a6^6*a5^6*a3*a2*a1^4 + 4*a6^6*a5^5*x34*a3*a2*a1^4 + 4*a6^5*a5^6*x34*a3*a2*a1^4 - 84*a6^6*a5^4*x34^2*a3*a2*a1^4 - 24*a6^5*a5^5*x34^2*a3*a2*a1^4 - 84*a6^4*a5^6*x34^2*a3*a2*a1^4 - 80*a6^6*a5^3*x34^3*a3*a2*a1^4 + 576*a6^5*a5^4*x34^3*a3*a2*a1^4 + 576*a6^4*a5^5*x34^3*a3*a2*a1^4 - 80*a6^3*a5^6*x34^3*a3*a2*a1^4 + 10*a6^6*a5^2*x34^4*a3*a2*a1^4 - 96*a6^5*a5^3*x34^4*a3*a2*a1^4 - 756*a6^4*a5^4*x34^4*a3*a2*a1^4 - 96*a6^3*a5^5*x34^4*a3*a2*a1^4 + 10*a6^2*a5^6*x34^4*a3*a2*a1^4 - 48*a6^6*a5*x34^5*a3*a2*a1^4 + 132*a6^5*a5^2*x34^5*a3*a2*a1^4 - 24*a6^4*a5^3*x34^5*a3*a2*a1^4 - 24*a6^3*a5^4*x34^5*a3*a2*a1^4 + 132*a6^2*a5^5*x34^5*a3*a2*a1^4 - 48*a6*a5^6*x34^5*a3*a2*a1^4 - 8*a6^6*x34^6*a3*a2*a1^4 + 32*a6^3*a5^3*x34^6*a3*a2*a1^4 - 8*a5^6*x34^6*a3*a2*a1^4 + 4*a6^6*a5^5*a3^2*a2*a1^4 + 4*a6^5*a5^6*a3^2*a2*a1^4 - 84*a6^6*a5^4*x34*a3^2*a2*a1^4 + 216*a6^5*a5^5*x34*a3^2*a2*a1^4 - 84*a6^4*a5^6*x34*a3^2*a2*a1^4 - 36*a6^6*a5^3*x34^2*a3^2*a2*a1^4 + 672*a6^5*a5^4*x34^2*a3^2*a2*a1^4 + 672*a6^4*a5^5*x34^2*a3^2*a2*a1^4 - 36*a6^3*a5^6*x34^2*a3^2*a2*a1^4 + 56*a6^6*a5^2*x34^3*a3^2*a2*a1^4 - 40*a6^5*a5^3*x34^3*a3^2*a2*a1^4 - 3348*a6^4*a5^4*x34^3*a3^2*a2*a1^4 - 40*a6^3*a5^5*x34^3*a3^2*a2*a1^4 + 56*a6^2*a5^6*x34^3*a3^2*a2*a1^4 - 120*a6^6*a5*x34^4*a3^2*a2*a1^4 + 222*a6^5*a5^2*x34^4*a3^2*a2*a1^4 + 1056*a6^4*a5^3*x34^4*a3^2*a2*a1^4 + 1056*a6^3*a5^4*x34^4*a3^2*a2*a1^4 + 222*a6^2*a5^5*x34^4*a3^2*a2*a1^4 - 120*a6*a5^6*x34^4*a3^2*a2*a1^4 - 46*a6^6*x34^5*a3^2*a2*a1^4 + 120*a6^5*a5*x34^5*a3^2*a2*a1^4 - 408*a6^4*a5^2*x34^5*a3^2*a2*a1^4 + 56*a6^3*a5^3*x34^5*a3^2*a2*a1^4 - 408*a6^2*a5^4*x34^5*a3^2*a2*a1^4 + 120*a6*a5^5*x34^5*a3^2*a2*a1^4 - 46*a5^6*x34^5*a3^2*a2*a1^4 + 2*a6^5*x34^6*a3^2*a2*a1^4 + 36*a6^3*a5^2*x34^6*a3^2*a2*a1^4 + 36*a6^2*a5^3*x34^6*a3^2*a2*a1^4 + 2*a5^5*x34^6*a3^2*a2*a1^4 - 56*a6^6*a5^4*a3^3*a2*a1^4 + 144*a6^5*a5^5*a3^3*a2*a1^4 - 56*a6^4*a5^6*a3^3*a2*a1^4 + 88*a6^6*a5^3*x34*a3^3*a2*a1^4 + 192*a6^5*a5^4*x34*a3^3*a2*a1^4 + 192*a6^4*a5^5*x34*a3^3*a2*a1^4 + 88*a6^3*a5^6*x34*a3^3*a2*a1^4 + 164*a6^6*a5^2*x34^2*a3^3*a2*a1^4 - 160*a6^5*a5^3*x34^2*a3^3*a2*a1^4 - 3672*a6^4*a5^4*x34^2*a3^3*a2*a1^4 - 160*a6^3*a5^5*x34^2*a3^3*a2*a1^4 + 164*a6^2*a5^6*x34^2*a3^3*a2*a1^4 - 128*a6^6*a5*x34^3*a3^3*a2*a1^4 - 528*a6^5*a5^2*x34^3*a3^3*a2*a1^4 + 3136*a6^4*a5^3*x34^3*a3^3*a2*a1^4 + 3136*a6^3*a5^4*x34^3*a3^3*a2*a1^4 - 528*a6^2*a5^5*x34^3*a3^3*a2*a1^4 - 128*a6*a5^6*x34^3*a3^3*a2*a1^4 - 138*a6^6*x34^4*a3^3*a2*a1^4 + 744*a6^5*a5*x34^4*a3^3*a2*a1^4 - 1284*a6^4*a5^2*x34^4*a3^3*a2*a1^4 - 968*a6^3*a5^3*x34^4*a3^3*a2*a1^4 - 1284*a6^2*a5^4*x34^4*a3^3*a2*a1^4 + 744*a6*a5^5*x34^4*a3^3*a2*a1^4 - 138*a5^6*x34^4*a3^3*a2*a1^4 - 36*a6^5*x34^5*a3^3*a2*a1^4 + 144*a6^4*a5*x34^5*a3^3*a2*a1^4 + 80*a6^3*a5^2*x34^5*a3^3*a2*a1^4 + 80*a6^2*a5^3*x34^5*a3^3*a2*a1^4 + 144*a6*a5^4*x34^5*a3^3*a2*a1^4 - 36*a5^5*x34^5*a3^3*a2*a1^4 - 28*a6^4*x34^6*a3^3*a2*a1^4 + 32*a6^3*a5*x34^6*a3^3*a2*a1^4 + 36*a6^2*a5^2*x34^6*a3^3*a2*a1^4 + 32*a6*a5^3*x34^6*a3^3*a2*a1^4 - 28*a5^4*x34^6*a3^3*a2*a1^4 + 44*a6^6*a5^3*a3^4*a2*a1^4 + 96*a6^5*a5^4*a3^4*a2*a1^4 + 96*a6^4*a5^5*a3^4*a2*a1^4 + 44*a6^3*a5^6*a3^4*a2*a1^4 + 190*a6^6*a5^2*x34*a3^4*a2*a1^4 - 200*a6^5*a5^3*x34*a3^4*a2*a1^4 - 2160*a6^4*a5^4*x34*a3^4*a2*a1^4 - 200*a6^3*a5^5*x34*a3^4*a2*a1^4 + 190*a6^2*a5^6*x34*a3^4*a2*a1^4 - 24*a6^6*a5*x34^2*a3^4*a2*a1^4 - 2034*a6^5*a5^2*x34^2*a3^4*a2*a1^4 + 4008*a6^4*a5^3*x34^2*a3^4*a2*a1^4 + 4008*a6^3*a5^4*x34^2*a3^4*a2*a1^4 - 2034*a6^2*a5^5*x34^2*a3^4*a2*a1^4 - 24*a6*a5^6*x34^2*a3^4*a2*a1^4 - 280*a6^6*x34^3*a3^4*a2*a1^4 + 1920*a6^5*a5*x34^3*a3^4*a2*a1^4 - 300*a6^4*a5^2*x34^3*a3^4*a2*a1^4 - 4560*a6^3*a5^3*x34^3*a3^4*a2*a1^4 - 300*a6^2*a5^4*x34^3*a3^4*a2*a1^4 + 1920*a6*a5^5*x34^3*a3^4*a2*a1^4 - 280*a5^6*x34^3*a3^4*a2*a1^4 - 102*a6^5*x34^4*a3^4*a2*a1^4 - 576*a6^4*a5*x34^4*a3^4*a2*a1^4 + 616*a6^3*a5^2*x34^4*a3^4*a2*a1^4 + 616*a6^2*a5^3*x34^4*a3^4*a2*a1^4 - 576*a6*a5^4*x34^4*a3^4*a2*a1^4 - 102*a5^5*x34^4*a3^4*a2*a1^4 - 60*a6^4*x34^5*a3^4*a2*a1^4 + 336*a6^3*a5*x34^5*a3^4*a2*a1^4 - 192*a6^2*a5^2*x34^5*a3^4*a2*a1^4 + 336*a6*a5^3*x34^5*a3^4*a2*a1^4 - 60*a5^4*x34^5*a3^4*a2*a1^4 - 28*a6^3*x34^6*a3^4*a2*a1^4 - 28*a5^3*x34^6*a3^4*a2*a1^4 + 76*a6^6*a5^2*a3^5*a2*a1^4 - 80*a6^5*a5^3*a3^5*a2*a1^4 - 864*a6^4*a5^4*a3^5*a2*a1^4 - 80*a6^3*a5^5*a3^5*a2*a1^4 + 76*a6^2*a5^6*a3^5*a2*a1^4 + 48*a6^6*a5*x34*a3^5*a2*a1^4 - 2124*a6^5*a5^2*x34*a3^5*a2*a1^4 + 2928*a6^4*a5^3*x34*a3^5*a2*a1^4 + 2928*a6^3*a5^4*x34*a3^5*a2*a1^4 - 2124*a6^2*a5^5*x34*a3^5*a2*a1^4 + 48*a6*a5^6*x34*a3^5*a2*a1^4 - 350*a6^6*x34^2*a3^5*a2*a1^4 + 2616*a6^5*a5*x34^2*a3^5*a2*a1^4 + 2316*a6^4*a5^2*x34^2*a3^5*a2*a1^4 - 7928*a6^3*a5^3*x34^2*a3^5*a2*a1^4 + 2316*a6^2*a5^4*x34^2*a3^5*a2*a1^4 + 2616*a6*a5^5*x34^2*a3^5*a2*a1^4 - 350*a5^6*x34^2*a3^5*a2*a1^4 - 56*a6^5*x34^3*a3^5*a2*a1^4 - 3600*a6^4*a5*x34^3*a3^5*a2*a1^4 + 2248*a6^3*a5^2*x34^3*a3^5*a2*a1^4 + 2248*a6^2*a5^3*x34^3*a3^5*a2*a1^4 - 3600*a6*a5^4*x34^3*a3^5*a2*a1^4 - 56*a5^5*x34^3*a3^5*a2*a1^4 + 228*a6^4*x34^4*a3^5*a2*a1^4 + 1344*a6^3*a5*x34^4*a3^5*a2*a1^4 - 1908*a6^2*a5^2*x34^4*a3^5*a2*a1^4 + 1344*a6*a5^3*x34^4*a3^5*a2*a1^4 + 228*a5^4*x34^4*a3^5*a2*a1^4 - 216*a6^3*x34^5*a3^5*a2*a1^4 + 120*a6^2*a5*x34^5*a3^5*a2*a1^4 + 120*a6*a5^2*x34^5*a3^5*a2*a1^4 - 216*a5^3*x34^5*a3^5*a2*a1^4 + 2*a6^2*x34^6*a3^5*a2*a1^4 + 2*a5^2*x34^6*a3^5*a2*a1^4 + 16*a6^6*a5*a3^6*a2*a1^4 - 708*a6^5*a5^2*a3^6*a2*a1^4 + 976*a6^4*a5^3*a3^6*a2*a1^4 + 976*a6^3*a5^4*a3^6*a2*a1^4 - 708*a6^2*a5^5*a3^6*a2*a1^4 + 16*a6*a5^6*a3^6*a2*a1^4 - 238*a6^6*x34*a3^6*a2*a1^4 + 1848*a6^5*a5*x34*a3^6*a2*a1^4 + 2436*a6^4*a5^2*x34*a3^6*a2*a1^4 - 6104*a6^3*a5^3*x34*a3^6*a2*a1^4 + 2436*a6^2*a5^4*x34*a3^6*a2*a1^4 + 1848*a6*a5^5*x34*a3^6*a2*a1^4 - 238*a5^6*x34*a3^6*a2*a1^4 + 56*a6^5*x34^2*a3^6*a2*a1^4 - 5904*a6^4*a5*x34^2*a3^6*a2*a1^4 + 3344*a6^3*a5^2*x34^2*a3^6*a2*a1^4 + 3344*a6^2*a5^3*x34^2*a3^6*a2*a1^4 - 5904*a6*a5^4*x34^2*a3^6*a2*a1^4 + 56*a5^5*x34^2*a3^6*a2*a1^4 + 924*a6^4*x34^3*a3^6*a2*a1^4 + 2688*a6^3*a5*x34^3*a3^6*a2*a1^4 - 4956*a6^2*a5^2*x34^3*a3^6*a2*a1^4 + 2688*a6*a5^3*x34^3*a3^6*a2*a1^4 + 924*a5^4*x34^3*a3^6*a2*a1^4 - 688*a6^3*x34^4*a3^6*a2*a1^4 + 600*a6^2*a5*x34^4*a3^6*a2*a1^4 + 600*a6*a5^2*x34^4*a3^6*a2*a1^4 - 688*a5^3*x34^4*a3^6*a2*a1^4 + 14*a6^2*x34^5*a3^6*a2*a1^4 + 14*a5^2*x34^5*a3^6*a2*a1^4 - 8*a6*x34^6*a3^6*a2*a1^4 - 8*a5*x34^6*a3^6*a2*a1^4 - 68*a6^6*a3^7*a2*a1^4 + 528*a6^5*a5*a3^7*a2*a1^4 + 696*a6^4*a5^2*a3^7*a2*a1^4 - 1744*a6^3*a5^3*a3^7*a2*a1^4 + 696*a6^2*a5^4*a3^7*a2*a1^4 + 528*a6*a5^5*a3^7*a2*a1^4 - 68*a5^6*a3^7*a2*a1^4 + 64*a6^5*x34*a3^7*a2*a1^4 - 4032*a6^4*a5*x34*a3^7*a2*a1^4 + 2224*a6^3*a5^2*x34*a3^7*a2*a1^4 + 2224*a6^2*a5^3*x34*a3^7*a2*a1^4 - 4032*a6*a5^4*x34*a3^7*a2*a1^4 + 64*a5^5*x34*a3^7*a2*a1^4 + 1224*a6^4*x34^2*a3^7*a2*a1^4 + 2880*a6^3*a5*x34^2*a3^7*a2*a1^4 - 5880*a6^2*a5^2*x34^2*a3^7*a2*a1^4 + 2880*a6*a5^3*x34^2*a3^7*a2*a1^4 + 1224*a5^4*x34^2*a3^7*a2*a1^4 - 1152*a6^3*x34^3*a3^7*a2*a1^4 + 1200*a6^2*a5*x34^3*a3^7*a2*a1^4 + 1200*a6*a5^2*x34^3*a3^7*a2*a1^4 - 1152*a5^3*x34^3*a3^7*a2*a1^4 + 40*a6^2*x34^4*a3^7*a2*a1^4 + 40*a5^2*x34^4*a3^7*a2*a1^4 - 48*a6*x34^5*a3^7*a2*a1^4 - 48*a5*x34^5*a3^7*a2*a1^4 + 16*a6^5*a3^8*a2*a1^4 - 1008*a6^4*a5*a3^8*a2*a1^4 + 556*a6^3*a5^2*a3^8*a2*a1^4 + 556*a6^2*a5^3*a3^8*a2*a1^4 - 1008*a6*a5^4*a3^8*a2*a1^4 + 16*a5^5*a3^8*a2*a1^4 + 720*a6^4*x34*a3^8*a2*a1^4 + 1584*a6^3*a5*x34*a3^8*a2*a1^4 - 3348*a6^2*a5^2*x34*a3^8*a2*a1^4 + 1584*a6*a5^3*x34*a3^8*a2*a1^4 + 720*a5^4*x34*a3^8*a2*a1^4 - 1068*a6^3*x34^2*a3^8*a2*a1^4 + 1200*a6^2*a5*x34^2*a3^8*a2*a1^4 + 1200*a6*a5^2*x34^2*a3^8*a2*a1^4 - 1068*a5^3*x34^2*a3^8*a2*a1^4 + 60*a6^2*x34^3*a3^8*a2*a1^4 + 60*a5^2*x34^3*a3^8*a2*a1^4 - 120*a6*x34^4*a3^8*a2*a1^4 - 120*a5*x34^4*a3^8*a2*a1^4 + 160*a6^4*a3^9*a2*a1^4 + 352*a6^3*a5*a3^9*a2*a1^4 - 744*a6^2*a5^2*a3^9*a2*a1^4 + 352*a6*a5^3*a3^9*a2*a1^4 + 160*a5^4*a3^9*a2*a1^4 - 520*a6^3*x34*a3^9*a2*a1^4 + 600*a6^2*a5*x34*a3^9*a2*a1^4 + 600*a6*a5^2*x34*a3^9*a2*a1^4 - 520*a5^3*x34*a3^9*a2*a1^4 + 50*a6^2*x34^2*a3^9*a2*a1^4 + 50*a5^2*x34^2*a3^9*a2*a1^4 - 160*a6*x34^3*a3^9*a2*a1^4 - 160*a5*x34^3*a3^9*a2*a1^4 - 104*a6^3*a3^10*a2*a1^4 + 120*a6^2*a5*a3^10*a2*a1^4 + 120*a6*a5^2*a3^10*a2*a1^4 - 104*a5^3*a3^10*a2*a1^4 + 22*a6^2*x34*a3^10*a2*a1^4 + 22*a5^2*x34*a3^10*a2*a1^4 - 120*a6*x34^2*a3^10*a2*a1^4 - 120*a5*x34^2*a3^10*a2*a1^4 + 4*a6^2*a3^11*a2*a1^4 + 4*a5^2*a3^11*a2*a1^4 - 48*a6*x34*a3^11*a2*a1^4 - 48*a5*x34*a3^11*a2*a1^4 - 8*a6*a3^12*a2*a1^4 - 8*a5*a3^12*a2*a1^4 + 8*a6^6*a5^6*a2^2*a1^4 + 2*a6^6*a5^5*x34*a2^2*a1^4 + 2*a6^5*a5^6*x34*a2^2*a1^4 + 32*a6^6*a5^4*x34^2*a2^2*a1^4 + 32*a6^4*a5^6*x34^2*a2^2*a1^4 - 4*a6^6*a5^3*x34^3*a2^2*a1^4 + 36*a6^5*a5^4*x34^3*a2^2*a1^4 + 36*a6^4*a5^5*x34^3*a2^2*a1^4 - 4*a6^3*a5^6*x34^3*a2^2*a1^4 + 32*a6^6*a5^2*x34^4*a2^2*a1^4 + 36*a6^5*a5^3*x34^4*a2^2*a1^4 - 432*a6^4*a5^4*x34^4*a2^2*a1^4 + 36*a6^3*a5^5*x34^4*a2^2*a1^4 + 32*a6^2*a5^6*x34^4*a2^2*a1^4 + 2*a6^6*a5*x34^5*a2^2*a1^4 + 36*a6^4*a5^3*x34^5*a2^2*a1^4 + 36*a6^3*a5^4*x34^5*a2^2*a1^4 + 2*a6*a5^6*x34^5*a2^2*a1^4 + 8*a6^6*x34^6*a2^2*a1^4 + 2*a6^5*a5*x34^6*a2^2*a1^4 + 32*a6^4*a5^2*x34^6*a2^2*a1^4 - 4*a6^3*a5^3*x34^6*a2^2*a1^4 + 32*a6^2*a5^4*x34^6*a2^2*a1^4 + 2*a6*a5^5*x34^6*a2^2*a1^4 + 8*a5^6*x34^6*a2^2*a1^4 + 4*a6^6*a5^5*a3*a2^2*a1^4 + 4*a6^5*a5^6*a3*a2^2*a1^4 + 64*a6^6*a5^4*x34*a3*a2^2*a1^4 + 120*a6^5*a5^5*x34*a3*a2^2*a1^4 + 64*a6^4*a5^6*x34*a3*a2^2*a1^4 + 24*a6^6*a5^3*x34^2*a3*a2^2*a1^4 - 300*a6^5*a5^4*x34^2*a3*a2^2*a1^4 - 300*a6^4*a5^5*x34^2*a3*a2^2*a1^4 + 24*a6^3*a5^6*x34^2*a3*a2^2*a1^4 + 164*a6^6*a5^2*x34^3*a3*a2^2*a1^4 + 8*a6^5*a5^3*x34^3*a3*a2^2*a1^4 - 972*a6^4*a5^4*x34^3*a3*a2^2*a1^4 + 8*a6^3*a5^5*x34^3*a3*a2^2*a1^4 + 164*a6^2*a5^6*x34^3*a3*a2^2*a1^4 + 10*a6^6*a5*x34^4*a3*a2^2*a1^4 - 408*a6^5*a5^2*x34^4*a3*a2^2*a1^4 + 936*a6^4*a5^3*x34^4*a3*a2^2*a1^4 + 936*a6^3*a5^4*x34^4*a3*a2^2*a1^4 - 408*a6^2*a5^5*x34^4*a3*a2^2*a1^4 + 10*a6*a5^6*x34^4*a3*a2^2*a1^4 + 50*a6^6*x34^5*a3*a2^2*a1^4 + 132*a6^5*a5*x34^5*a3*a2^2*a1^4 - 216*a6^4*a5^2*x34^5*a3*a2^2*a1^4 - 160*a6^3*a5^3*x34^5*a3*a2^2*a1^4 - 216*a6^2*a5^4*x34^5*a3*a2^2*a1^4 + 132*a6*a5^5*x34^5*a3*a2^2*a1^4 + 50*a5^6*x34^5*a3*a2^2*a1^4 + 2*a6^5*x34^6*a3*a2^2*a1^4 + 36*a6^3*a5^2*x34^6*a3*a2^2*a1^4 + 36*a6^2*a5^3*x34^6*a3*a2^2*a1^4 + 2*a5^5*x34^6*a3*a2^2*a1^4 + 64*a6^6*a5^4*a3^2*a2^2*a1^4 + 120*a6^5*a5^5*a3^2*a2^2*a1^4 + 64*a6^4*a5^6*a3^2*a2^2*a1^4 + 96*a6^6*a5^3*x34*a3^2*a2^2*a1^4 - 1116*a6^5*a5^4*x34*a3^2*a2^2*a1^4 - 1116*a6^4*a5^5*x34*a3^2*a2^2*a1^4 + 96*a6^3*a5^6*x34*a3^2*a2^2*a1^4 - 132*a6^6*a5^2*x34^2*a3^2*a2^2*a1^4 + 564*a6^5*a5^3*x34^2*a3^2*a2^2*a1^4 + 468*a6^4*a5^4*x34^2*a3^2*a2^2*a1^4 + 564*a6^3*a5^5*x34^2*a3^2*a2^2*a1^4 - 132*a6^2*a5^6*x34^2*a3^2*a2^2*a1^4 + 56*a6^6*a5*x34^3*a3^2*a2^2*a1^4 - 876*a6^5*a5^2*x34^3*a3^2*a2^2*a1^4 + 2192*a6^4*a5^3*x34^3*a3^2*a2^2*a1^4 + 2192*a6^3*a5^4*x34^3*a3^2*a2^2*a1^4 - 876*a6^2*a5^5*x34^3*a3^2*a2^2*a1^4 + 56*a6*a5^6*x34^3*a3^2*a2^2*a1^4 + 162*a6^6*x34^4*a3^2*a2^2*a1^4 + 222*a6^5*a5*x34^4*a3^2*a2^2*a1^4 - 768*a6^4*a5^2*x34^4*a3^2*a2^2*a1^4 - 1932*a6^3*a5^3*x34^4*a3^2*a2^2*a1^4 - 768*a6^2*a5^4*x34^4*a3^2*a2^2*a1^4 + 222*a6*a5^5*x34^4*a3^2*a2^2*a1^4 + 162*a5^6*x34^4*a3^2*a2^2*a1^4 + 12*a6^5*x34^5*a3^2*a2^2*a1^4 - 408*a6^4*a5*x34^5*a3^2*a2^2*a1^4 + 972*a6^3*a5^2*x34^5*a3^2*a2^2*a1^4 + 972*a6^2*a5^3*x34^5*a3^2*a2^2*a1^4 - 408*a6*a5^4*x34^5*a3^2*a2^2*a1^4 + 12*a5^5*x34^5*a3^2*a2^2*a1^4 + 32*a6^4*x34^6*a3^2*a2^2*a1^4 + 36*a6^3*a5*x34^6*a3^2*a2^2*a1^4 - 432*a6^2*a5^2*x34^6*a3^2*a2^2*a1^4 + 36*a6*a5^3*x34^6*a3^2*a2^2*a1^4 + 32*a5^4*x34^6*a3^2*a2^2*a1^4 + 64*a6^6*a5^3*a3^3*a2^2*a1^4 - 744*a6^5*a5^4*a3^3*a2^2*a1^4 - 744*a6^4*a5^5*a3^3*a2^2*a1^4 + 64*a6^3*a5^6*a3^3*a2^2*a1^4 - 592*a6^6*a5^2*x34*a3^3*a2^2*a1^4 + 1112*a6^5*a5^3*x34*a3^3*a2^2*a1^4 + 2880*a6^4*a5^4*x34*a3^3*a2^2*a1^4 + 1112*a6^3*a5^5*x34*a3^3*a2^2*a1^4 - 592*a6^2*a5^6*x34*a3^3*a2^2*a1^4 + 164*a6^6*a5*x34^2*a3^3*a2^2*a1^4 + 576*a6^5*a5^2*x34^2*a3^3*a2^2*a1^4 + 128*a6^4*a5^3*x34^2*a3^3*a2^2*a1^4 + 128*a6^3*a5^4*x34^2*a3^3*a2^2*a1^4 + 576*a6^2*a5^5*x34^2*a3^3*a2^2*a1^4 + 164*a6*a5^6*x34^2*a3^3*a2^2*a1^4 + 304*a6^6*x34^3*a3^3*a2^2*a1^4 - 528*a6^5*a5*x34^3*a3^3*a2^2*a1^4 - 1464*a6^4*a5^2*x34^3*a3^3*a2^2*a1^4 - 3184*a6^3*a5^3*x34^3*a3^3*a2^2*a1^4 - 1464*a6^2*a5^4*x34^3*a3^3*a2^2*a1^4 - 528*a6*a5^5*x34^3*a3^3*a2^2*a1^4 + 304*a5^6*x34^3*a3^3*a2^2*a1^4 + 66*a6^5*x34^4*a3^3*a2^2*a1^4 - 1284*a6^4*a5*x34^4*a3^3*a2^2*a1^4 + 3128*a6^3*a5^2*x34^4*a3^3*a2^2*a1^4 + 3128*a6^2*a5^3*x34^4*a3^3*a2^2*a1^4 - 1284*a6*a5^4*x34^4*a3^3*a2^2*a1^4 + 66*a5^5*x34^4*a3^3*a2^2*a1^4 + 228*a6^4*x34^5*a3^3*a2^2*a1^4 + 80*a6^3*a5*x34^5*a3^3*a2^2*a1^4 - 1836*a6^2*a5^2*x34^5*a3^3*a2^2*a1^4 + 80*a6*a5^3*x34^5*a3^3*a2^2*a1^4 + 228*a5^4*x34^5*a3^3*a2^2*a1^4 - 4*a6^3*x34^6*a3^3*a2^2*a1^4 + 36*a6^2*a5*x34^6*a3^3*a2^2*a1^4 + 36*a6*a5^2*x34^6*a3^3*a2^2*a1^4 - 4*a5^3*x34^6*a3^3*a2^2*a1^4 - 296*a6^6*a5^2*a3^4*a2^2*a1^4 + 556*a6^5*a5^3*a3^4*a2^2*a1^4 + 1440*a6^4*a5^4*a3^4*a2^2*a1^4 + 556*a6^3*a5^5*a3^4*a2^2*a1^4 - 296*a6^2*a5^6*a3^4*a2^2*a1^4 + 190*a6^6*a5*x34*a3^4*a2^2*a1^4 + 1740*a6^5*a5^2*x34*a3^4*a2^2*a1^4 - 2000*a6^4*a5^3*x34*a3^4*a2^2*a1^4 - 2000*a6^3*a5^4*x34*a3^4*a2^2*a1^4 + 1740*a6^2*a5^5*x34*a3^4*a2^2*a1^4 + 190*a6*a5^6*x34*a3^4*a2^2*a1^4 + 352*a6^6*x34^2*a3^4*a2^2*a1^4 - 2034*a6^5*a5*x34^2*a3^4*a2^2*a1^4 - 1632*a6^4*a5^2*x34^2*a3^4*a2^2*a1^4 - 692*a6^3*a5^3*x34^2*a3^4*a2^2*a1^4 - 1632*a6^2*a5^4*x34^2*a3^4*a2^2*a1^4 - 2034*a6*a5^5*x34^2*a3^4*a2^2*a1^4 + 352*a5^6*x34^2*a3^4*a2^2*a1^4 + 220*a6^5*x34^3*a3^4*a2^2*a1^4 - 300*a6^4*a5*x34^3*a3^4*a2^2*a1^4 + 2320*a6^3*a5^2*x34^3*a3^4*a2^2*a1^4 + 2320*a6^2*a5^3*x34^3*a3^4*a2^2*a1^4 - 300*a6*a5^4*x34^3*a3^4*a2^2*a1^4 + 220*a5^5*x34^3*a3^4*a2^2*a1^4 + 228*a6^4*x34^4*a3^4*a2^2*a1^4 + 616*a6^3*a5*x34^4*a3^4*a2^2*a1^4 - 1908*a6^2*a5^2*x34^4*a3^4*a2^2*a1^4 + 616*a6*a5^3*x34^4*a3^4*a2^2*a1^4 + 228*a5^4*x34^4*a3^4*a2^2*a1^4 + 12*a6^3*x34^5*a3^4*a2^2*a1^4 - 192*a6^2*a5*x34^5*a3^4*a2^2*a1^4 - 192*a6*a5^2*x34^5*a3^4*a2^2*a1^4 + 12*a5^3*x34^5*a3^4*a2^2*a1^4 + 32*a6^2*x34^6*a3^4*a2^2*a1^4 + 32*a5^2*x34^6*a3^4*a2^2*a1^4 + 76*a6^6*a5*a3^5*a2^2*a1^4 + 696*a6^5*a5^2*a3^5*a2^2*a1^4 - 800*a6^4*a5^3*a3^5*a2^2*a1^4 - 800*a6^3*a5^4*a3^5*a2^2*a1^4 + 696*a6^2*a5^5*a3^5*a2^2*a1^4 + 76*a6*a5^6*a3^5*a2^2*a1^4 + 240*a6^6*x34*a3^5*a2^2*a1^4 - 2124*a6^5*a5*x34*a3^5*a2^2*a1^4 - 1080*a6^4*a5^2*x34*a3^5*a2^2*a1^4 + 1080*a6^3*a5^3*x34*a3^5*a2^2*a1^4 - 1080*a6^2*a5^4*x34*a3^5*a2^2*a1^4 - 2124*a6*a5^5*x34*a3^5*a2^2*a1^4 + 240*a5^6*x34*a3^5*a2^2*a1^4 + 354*a6^5*x34^2*a3^5*a2^2*a1^4 + 2316*a6^4*a5*x34^2*a3^5*a2^2*a1^4 - 1872*a6^3*a5^2*x34^2*a3^5*a2^2*a1^4 - 1872*a6^2*a5^3*x34^2*a3^5*a2^2*a1^4 + 2316*a6*a5^4*x34^2*a3^5*a2^2*a1^4 + 354*a5^5*x34^2*a3^5*a2^2*a1^4 - 692*a6^4*x34^3*a3^5*a2^2*a1^4 + 2248*a6^3*a5*x34^3*a3^5*a2^2*a1^4 + 2844*a6^2*a5^2*x34^3*a3^5*a2^2*a1^4 + 2248*a6*a5^3*x34^3*a3^5*a2^2*a1^4 - 692*a5^4*x34^3*a3^5*a2^2*a1^4 + 156*a6^3*x34^4*a3^5*a2^2*a1^4 - 1908*a6^2*a5*x34^4*a3^5*a2^2*a1^4 - 1908*a6*a5^2*x34^4*a3^5*a2^2*a1^4 + 156*a5^3*x34^4*a3^5*a2^2*a1^4 + 192*a6^2*x34^5*a3^5*a2^2*a1^4 + 120*a6*a5*x34^5*a3^5*a2^2*a1^4 + 192*a5^2*x34^5*a3^5*a2^2*a1^4 + 2*a6*x34^6*a3^5*a2^2*a1^4 + 2*a5*x34^6*a3^5*a2^2*a1^4 + 80*a6^6*a3^6*a2^2*a1^4 - 708*a6^5*a5*a3^6*a2^2*a1^4 - 360*a6^4*a5^2*a3^6*a2^2*a1^4 + 360*a6^3*a5^3*a3^6*a2^2*a1^4 - 360*a6^2*a5^4*a3^6*a2^2*a1^4 - 708*a6*a5^5*a3^6*a2^2*a1^4 + 80*a5^6*a3^6*a2^2*a1^4 + 266*a6^5*x34*a3^6*a2^2*a1^4 + 2436*a6^4*a5*x34*a3^6*a2^2*a1^4 - 2800*a6^3*a5^2*x34*a3^6*a2^2*a1^4 - 2800*a6^2*a5^3*x34*a3^6*a2^2*a1^4 + 2436*a6*a5^4*x34*a3^6*a2^2*a1^4 + 266*a5^5*x34*a3^6*a2^2*a1^4 - 1612*a6^4*x34^2*a3^6*a2^2*a1^4 + 3344*a6^3*a5*x34^2*a3^6*a2^2*a1^4 + 7668*a6^2*a5^2*x34^2*a3^6*a2^2*a1^4 + 3344*a6*a5^3*x34^2*a3^6*a2^2*a1^4 - 1612*a5^4*x34^2*a3^6*a2^2*a1^4 + 420*a6^3*x34^3*a3^6*a2^2*a1^4 - 4956*a6^2*a5*x34^3*a3^6*a2^2*a1^4 - 4956*a6*a5^2*x34^3*a3^6*a2^2*a1^4 + 420*a5^3*x34^3*a3^6*a2^2*a1^4 + 512*a6^2*x34^4*a3^6*a2^2*a1^4 + 600*a6*a5*x34^4*a3^6*a2^2*a1^4 + 512*a5^2*x34^4*a3^6*a2^2*a1^4 + 14*a6*x34^5*a3^6*a2^2*a1^4 + 14*a5*x34^5*a3^6*a2^2*a1^4 + 8*x34^6*a3^6*a2^2*a1^4 + 76*a6^5*a3^7*a2^2*a1^4 + 696*a6^4*a5*a3^7*a2^2*a1^4 - 800*a6^3*a5^2*a3^7*a2^2*a1^4 - 800*a6^2*a5^3*a3^7*a2^2*a1^4 + 696*a6*a5^4*a3^7*a2^2*a1^4 + 76*a5^5*a3^7*a2^2*a1^4 - 1184*a6^4*x34*a3^7*a2^2*a1^4 + 2224*a6^3*a5*x34*a3^7*a2^2*a1^4 + 5760*a6^2*a5^2*x34*a3^7*a2^2*a1^4 + 2224*a6*a5^3*x34*a3^7*a2^2*a1^4 - 1184*a5^4*x34*a3^7*a2^2*a1^4 + 504*a6^3*x34^2*a3^7*a2^2*a1^4 - 5880*a6^2*a5*x34^2*a3^7*a2^2*a1^4 - 5880*a6*a5^2*x34^2*a3^7*a2^2*a1^4 + 504*a5^3*x34^2*a3^7*a2^2*a1^4 + 768*a6^2*x34^3*a3^7*a2^2*a1^4 + 1200*a6*a5*x34^3*a3^7*a2^2*a1^4 + 768*a5^2*x34^3*a3^7*a2^2*a1^4 + 40*a6*x34^4*a3^7*a2^2*a1^4 + 40*a5*x34^4*a3^7*a2^2*a1^4 + 48*x34^5*a3^7*a2^2*a1^4 - 296*a6^4*a3^8*a2^2*a1^4 + 556*a6^3*a5*a3^8*a2^2*a1^4 + 1440*a6^2*a5^2*a3^8*a2^2*a1^4 + 556*a6*a5^3*a3^8*a2^2*a1^4 - 296*a5^4*a3^8*a2^2*a1^4 + 288*a6^3*x34*a3^8*a2^2*a1^4 - 3348*a6^2*a5*x34*a3^8*a2^2*a1^4 - 3348*a6*a5^2*x34*a3^8*a2^2*a1^4 + 288*a5^3*x34*a3^8*a2^2*a1^4 + 672*a6^2*x34^2*a3^8*a2^2*a1^4 + 1200*a6*a5*x34^2*a3^8*a2^2*a1^4 + 672*a5^2*x34^2*a3^8*a2^2*a1^4 + 60*a6*x34^3*a3^8*a2^2*a1^4 + 60*a5*x34^3*a3^8*a2^2*a1^4 + 120*x34^4*a3^8*a2^2*a1^4 + 64*a6^3*a3^9*a2^2*a1^4 - 744*a6^2*a5*a3^9*a2^2*a1^4 - 744*a6*a5^2*a3^9*a2^2*a1^4 + 64*a5^3*a3^9*a2^2*a1^4 + 320*a6^2*x34*a3^9*a2^2*a1^4 + 600*a6*a5*x34*a3^9*a2^2*a1^4 + 320*a5^2*x34*a3^9*a2^2*a1^4 + 50*a6*x34^2*a3^9*a2^2*a1^4 + 50*a5*x34^2*a3^9*a2^2*a1^4 + 160*x34^3*a3^9*a2^2*a1^4 + 64*a6^2*a3^10*a2^2*a1^4 + 120*a6*a5*a3^10*a2^2*a1^4 + 64*a5^2*a3^10*a2^2*a1^4 + 22*a6*x34*a3^10*a2^2*a1^4 + 22*a5*x34*a3^10*a2^2*a1^4 + 120*x34^2*a3^10*a2^2*a1^4 + 4*a6*a3^11*a2^2*a1^4 + 4*a5*a3^11*a2^2*a1^4 + 48*x34*a3^11*a2^2*a1^4 + 8*a3^12*a2^2*a1^4 - 4*a6^6*a5^5*a2^3*a1^4 - 4*a6^5*a5^6*a2^3*a1^4 - 28*a6^6*a5^4*x34*a2^3*a1^4 - 48*a6^5*a5^5*x34*a2^3*a1^4 - 28*a6^4*a5^6*x34*a2^3*a1^4 - 4*a6^6*a5^3*x34^2*a2^3*a1^4 + 36*a6^5*a5^4*x34^2*a2^3*a1^4 + 36*a6^4*a5^5*x34^2*a2^3*a1^4 - 4*a6^3*a5^6*x34^2*a2^3*a1^4 - 4*a6^6*a5^2*x34^3*a2^3*a1^4 - 96*a6^5*a5^3*x34^3*a2^3*a1^4 + 144*a6^4*a5^4*x34^3*a2^3*a1^4 - 96*a6^3*a5^5*x34^3*a2^3*a1^4 - 4*a6^2*a5^6*x34^3*a2^3*a1^4 - 28*a6^6*a5*x34^4*a2^3*a1^4 + 36*a6^5*a5^2*x34^4*a2^3*a1^4 + 144*a6^4*a5^3*x34^4*a2^3*a1^4 + 144*a6^3*a5^4*x34^4*a2^3*a1^4 + 36*a6^2*a5^5*x34^4*a2^3*a1^4 - 28*a6*a5^6*x34^4*a2^3*a1^4 - 4*a6^6*x34^5*a2^3*a1^4 - 48*a6^5*a5*x34^5*a2^3*a1^4 + 36*a6^4*a5^2*x34^5*a2^3*a1^4 - 96*a6^3*a5^3*x34^5*a2^3*a1^4 + 36*a6^2*a5^4*x34^5*a2^3*a1^4 - 48*a6*a5^5*x34^5*a2^3*a1^4 - 4*a5^6*x34^5*a2^3*a1^4 - 4*a6^5*x34^6*a2^3*a1^4 - 28*a6^4*a5*x34^6*a2^3*a1^4 - 4*a6^3*a5^2*x34^6*a2^3*a1^4 - 4*a6^2*a5^3*x34^6*a2^3*a1^4 - 28*a6*a5^4*x34^6*a2^3*a1^4 - 4*a5^5*x34^6*a2^3*a1^4 - 56*a6^6*a5^4*a3*a2^3*a1^4 - 96*a6^5*a5^5*a3*a2^3*a1^4 - 56*a6^4*a5^6*a3*a2^3*a1^4 + 24*a6^6*a5^3*x34*a3*a2^3*a1^4 + 216*a6^5*a5^4*x34*a3*a2^3*a1^4 + 216*a6^4*a5^5*x34*a3*a2^3*a1^4 + 24*a6^3*a5^6*x34*a3*a2^3*a1^4 + 24*a6^6*a5^2*x34^2*a3*a2^3*a1^4 - 424*a6^5*a5^3*x34^2*a3*a2^3*a1^4 + 1188*a6^4*a5^4*x34^2*a3*a2^3*a1^4 - 424*a6^3*a5^5*x34^2*a3*a2^3*a1^4 + 24*a6^2*a5^6*x34^2*a3*a2^3*a1^4 - 80*a6^6*a5*x34^3*a3*a2^3*a1^4 + 8*a6^5*a5^2*x34^3*a3*a2^3*a1^4 - 192*a6^4*a5^3*x34^3*a3*a2^3*a1^4 - 192*a6^3*a5^4*x34^3*a3*a2^3*a1^4 + 8*a6^2*a5^5*x34^3*a3*a2^3*a1^4 - 80*a6*a5^6*x34^3*a3*a2^3*a1^4 - 48*a6^6*x34^4*a3*a2^3*a1^4 - 96*a6^5*a5*x34^4*a3*a2^3*a1^4 + 936*a6^4*a5^2*x34^4*a3*a2^3*a1^4 - 1248*a6^3*a5^3*x34^4*a3*a2^3*a1^4 + 936*a6^2*a5^4*x34^4*a3*a2^3*a1^4 - 96*a6*a5^5*x34^4*a3*a2^3*a1^4 - 48*a5^6*x34^4*a3*a2^3*a1^4 - 72*a6^5*x34^5*a3*a2^3*a1^4 - 24*a6^4*a5*x34^5*a3*a2^3*a1^4 - 160*a6^3*a5^2*x34^5*a3*a2^3*a1^4 - 160*a6^2*a5^3*x34^5*a3*a2^3*a1^4 - 24*a6*a5^4*x34^5*a3*a2^3*a1^4 - 72*a5^5*x34^5*a3*a2^3*a1^4 - 28*a6^4*x34^6*a3*a2^3*a1^4 + 32*a6^3*a5*x34^6*a3*a2^3*a1^4 + 36*a6^2*a5^2*x34^6*a3*a2^3*a1^4 + 32*a6*a5^3*x34^6*a3*a2^3*a1^4 - 28*a5^4*x34^6*a3*a2^3*a1^4 + 24*a6^6*a5^3*a3^2*a2^3*a1^4 + 216*a6^5*a5^4*a3^2*a2^3*a1^4 + 216*a6^4*a5^5*a3^2*a2^3*a1^4 + 24*a6^3*a5^6*a3^2*a2^3*a1^4 + 96*a6^6*a5^2*x34*a3^2*a2^3*a1^4 - 696*a6^5*a5^3*x34*a3^2*a2^3*a1^4 + 2700*a6^4*a5^4*x34*a3^2*a2^3*a1^4 - 696*a6^3*a5^5*x34*a3^2*a2^3*a1^4 + 96*a6^2*a5^6*x34*a3^2*a2^3*a1^4 - 36*a6^6*a5*x34^2*a3^2*a2^3*a1^4 + 564*a6^5*a5^2*x34^2*a3^2*a2^3*a1^4 - 2632*a6^4*a5^3*x34^2*a3^2*a2^3*a1^4 - 2632*a6^3*a5^4*x34^2*a3^2*a2^3*a1^4 + 564*a6^2*a5^5*x34^2*a3^2*a2^3*a1^4 - 36*a6*a5^6*x34^2*a3^2*a2^3*a1^4 - 156*a6^6*x34^3*a3^2*a2^3*a1^4 - 40*a6^5*a5*x34^3*a3^2*a2^3*a1^4 + 2192*a6^4*a5^2*x34^3*a3^2*a2^3*a1^4 - 1008*a6^3*a5^3*x34^3*a3^2*a2^3*a1^4 + 2192*a6^2*a5^4*x34^3*a3^2*a2^3*a1^4 - 40*a6*a5^5*x34^3*a3^2*a2^3*a1^4 - 156*a5^6*x34^3*a3^2*a2^3*a1^4 - 264*a6^5*x34^4*a3^2*a2^3*a1^4 + 1056*a6^4*a5*x34^4*a3^2*a2^3*a1^4 - 1932*a6^3*a5^2*x34^4*a3^2*a2^3*a1^4 - 1932*a6^2*a5^3*x34^4*a3^2*a2^3*a1^4 + 1056*a6*a5^4*x34^4*a3^2*a2^3*a1^4 - 264*a5^5*x34^4*a3^2*a2^3*a1^4 - 132*a6^4*x34^5*a3^2*a2^3*a1^4 + 56*a6^3*a5*x34^5*a3^2*a2^3*a1^4 + 972*a6^2*a5^2*x34^5*a3^2*a2^3*a1^4 + 56*a6*a5^3*x34^5*a3^2*a2^3*a1^4 - 132*a5^4*x34^5*a3^2*a2^3*a1^4 - 4*a6^3*x34^6*a3^2*a2^3*a1^4 + 36*a6^2*a5*x34^6*a3^2*a2^3*a1^4 + 36*a6*a5^2*x34^6*a3^2*a2^3*a1^4 - 4*a5^3*x34^6*a3^2*a2^3*a1^4 + 64*a6^6*a5^2*a3^3*a2^3*a1^4 - 464*a6^5*a5^3*a3^3*a2^3*a1^4 + 1800*a6^4*a5^4*a3^3*a2^3*a1^4 - 464*a6^3*a5^5*a3^3*a2^3*a1^4 + 64*a6^2*a5^6*a3^3*a2^3*a1^4 + 88*a6^6*a5*x34*a3^3*a2^3*a1^4 + 1112*a6^5*a5^2*x34*a3^3*a2^3*a1^4 - 4880*a6^4*a5^3*x34*a3^3*a2^3*a1^4 - 4880*a6^3*a5^4*x34*a3^3*a2^3*a1^4 + 1112*a6^2*a5^5*x34*a3^3*a2^3*a1^4 + 88*a6*a5^6*x34*a3^3*a2^3*a1^4 - 224*a6^6*x34^2*a3^3*a2^3*a1^4 - 160*a6^5*a5*x34^2*a3^3*a2^3*a1^4 + 128*a6^4*a5^2*x34^2*a3^3*a2^3*a1^4 + 6528*a6^3*a5^3*x34^2*a3^3*a2^3*a1^4 + 128*a6^2*a5^4*x34^2*a3^3*a2^3*a1^4 - 160*a6*a5^5*x34^2*a3^3*a2^3*a1^4 - 224*a5^6*x34^2*a3^3*a2^3*a1^4 - 512*a6^5*x34^3*a3^3*a2^3*a1^4 + 3136*a6^4*a5*x34^3*a3^3*a2^3*a1^4 - 3184*a6^3*a5^2*x34^3*a3^3*a2^3*a1^4 - 3184*a6^2*a5^3*x34^3*a3^3*a2^3*a1^4 + 3136*a6*a5^4*x34^3*a3^3*a2^3*a1^4 - 512*a5^5*x34^3*a3^3*a2^3*a1^4 - 96*a6^4*x34^4*a3^3*a2^3*a1^4 - 968*a6^3*a5*x34^4*a3^3*a2^3*a1^4 + 3128*a6^2*a5^2*x34^4*a3^3*a2^3*a1^4 - 968*a6*a5^3*x34^4*a3^3*a2^3*a1^4 - 96*a5^4*x34^4*a3^3*a2^3*a1^4 - 120*a6^3*x34^5*a3^3*a2^3*a1^4 + 80*a6^2*a5*x34^5*a3^3*a2^3*a1^4 + 80*a6*a5^2*x34^5*a3^3*a2^3*a1^4 - 120*a5^3*x34^5*a3^3*a2^3*a1^4 - 4*a6^2*x34^6*a3^3*a2^3*a1^4 + 32*a6*a5*x34^6*a3^3*a2^3*a1^4 - 4*a5^2*x34^6*a3^3*a2^3*a1^4 + 44*a6^6*a5*a3^4*a2^3*a1^4 + 556*a6^5*a5^2*a3^4*a2^3*a1^4 - 2440*a6^4*a5^3*a3^4*a2^3*a1^4 - 2440*a6^3*a5^4*a3^4*a2^3*a1^4 + 556*a6^2*a5^5*a3^4*a2^3*a1^4 + 44*a6*a5^6*a3^4*a2^3*a1^4 - 180*a6^6*x34*a3^4*a2^3*a1^4 - 200*a6^5*a5*x34*a3^4*a2^3*a1^4 - 2000*a6^4*a5^2*x34*a3^4*a2^3*a1^4 + 10800*a6^3*a5^3*x34*a3^4*a2^3*a1^4 - 2000*a6^2*a5^4*x34*a3^4*a2^3*a1^4 - 200*a6*a5^5*x34*a3^4*a2^3*a1^4 - 180*a5^6*x34*a3^4*a2^3*a1^4 - 576*a6^5*x34^2*a3^4*a2^3*a1^4 + 4008*a6^4*a5*x34^2*a3^4*a2^3*a1^4 - 692*a6^3*a5^2*x34^2*a3^4*a2^3*a1^4 - 692*a6^2*a5^3*x34^2*a3^4*a2^3*a1^4 + 4008*a6*a5^4*x34^2*a3^4*a2^3*a1^4 - 576*a5^5*x34^2*a3^4*a2^3*a1^4 + 520*a6^4*x34^3*a3^4*a2^3*a1^4 - 4560*a6^3*a5*x34^3*a3^4*a2^3*a1^4 + 2320*a6^2*a5^2*x34^3*a3^4*a2^3*a1^4 - 4560*a6*a5^3*x34^3*a3^4*a2^3*a1^4 + 520*a5^4*x34^3*a3^4*a2^3*a1^4 - 396*a6^3*x34^4*a3^4*a2^3*a1^4 + 616*a6^2*a5*x34^4*a3^4*a2^3*a1^4 + 616*a6*a5^2*x34^4*a3^4*a2^3*a1^4 - 396*a5^3*x34^4*a3^4*a2^3*a1^4 + 12*a6^2*x34^5*a3^4*a2^3*a1^4 + 336*a6*a5*x34^5*a3^4*a2^3*a1^4 + 12*a5^2*x34^5*a3^4*a2^3*a1^4 - 28*a6*x34^6*a3^4*a2^3*a1^4 - 28*a5*x34^6*a3^4*a2^3*a1^4 - 72*a6^6*a3^5*a2^3*a1^4 - 80*a6^5*a5*a3^5*a2^3*a1^4 - 800*a6^4*a5^2*a3^5*a2^3*a1^4 + 4320*a6^3*a5^3*a3^5*a2^3*a1^4 - 800*a6^2*a5^4*a3^5*a2^3*a1^4 - 80*a6*a5^5*a3^5*a2^3*a1^4 - 72*a5^6*a3^5*a2^3*a1^4 - 384*a6^5*x34*a3^5*a2^3*a1^4 + 2928*a6^4*a5*x34*a3^5*a2^3*a1^4 + 1080*a6^3*a5^2*x34*a3^5*a2^3*a1^4 + 1080*a6^2*a5^3*x34*a3^5*a2^3*a1^4 + 2928*a6*a5^4*x34*a3^5*a2^3*a1^4 - 384*a5^5*x34*a3^5*a2^3*a1^4 + 1272*a6^4*x34^2*a3^5*a2^3*a1^4 - 7928*a6^3*a5*x34^2*a3^5*a2^3*a1^4 - 1872*a6^2*a5^2*x34^2*a3^5*a2^3*a1^4 - 7928*a6*a5^3*x34^2*a3^5*a2^3*a1^4 + 1272*a5^4*x34^2*a3^5*a2^3*a1^4 - 560*a6^3*x34^3*a3^5*a2^3*a1^4 + 2248*a6^2*a5*x34^3*a3^5*a2^3*a1^4 + 2248*a6*a5^2*x34^3*a3^5*a2^3*a1^4 - 560*a5^3*x34^3*a3^5*a2^3*a1^4 + 156*a6^2*x34^4*a3^5*a2^3*a1^4 + 1344*a6*a5*x34^4*a3^5*a2^3*a1^4 + 156*a5^2*x34^4*a3^5*a2^3*a1^4 - 216*a6*x34^5*a3^5*a2^3*a1^4 - 216*a5*x34^5*a3^5*a2^3*a1^4 - 4*x34^6*a3^5*a2^3*a1^4 - 128*a6^5*a3^6*a2^3*a1^4 + 976*a6^4*a5*a3^6*a2^3*a1^4 + 360*a6^3*a5^2*a3^6*a2^3*a1^4 + 360*a6^2*a5^3*a3^6*a2^3*a1^4 + 976*a6*a5^4*a3^6*a2^3*a1^4 - 128*a5^5*a3^6*a2^3*a1^4 + 1064*a6^4*x34*a3^6*a2^3*a1^4 - 6104*a6^3*a5*x34*a3^6*a2^3*a1^4 - 2800*a6^2*a5^2*x34*a3^6*a2^3*a1^4 - 6104*a6*a5^3*x34*a3^6*a2^3*a1^4 + 1064*a5^4*x34*a3^6*a2^3*a1^4 - 448*a6^3*x34^2*a3^6*a2^3*a1^4 + 3344*a6^2*a5*x34^2*a3^6*a2^3*a1^4 + 3344*a6*a5^2*x34^2*a3^6*a2^3*a1^4 - 448*a5^3*x34^2*a3^6*a2^3*a1^4 + 420*a6^2*x34^3*a3^6*a2^3*a1^4 + 2688*a6*a5*x34^3*a3^6*a2^3*a1^4 + 420*a5^2*x34^3*a3^6*a2^3*a1^4 - 688*a6*x34^4*a3^6*a2^3*a1^4 - 688*a5*x34^4*a3^6*a2^3*a1^4 - 28*x34^5*a3^6*a2^3*a1^4 + 304*a6^4*a3^7*a2^3*a1^4 - 1744*a6^3*a5*a3^7*a2^3*a1^4 - 800*a6^2*a5^2*a3^7*a2^3*a1^4 - 1744*a6*a5^3*a3^7*a2^3*a1^4 + 304*a5^4*a3^7*a2^3*a1^4 - 224*a6^3*x34*a3^7*a2^3*a1^4 + 2224*a6^2*a5*x34*a3^7*a2^3*a1^4 + 2224*a6*a5^2*x34*a3^7*a2^3*a1^4 - 224*a5^3*x34*a3^7*a2^3*a1^4 + 504*a6^2*x34^2*a3^7*a2^3*a1^4 + 2880*a6*a5*x34^2*a3^7*a2^3*a1^4 + 504*a5^2*x34^2*a3^7*a2^3*a1^4 - 1152*a6*x34^3*a3^7*a2^3*a1^4 - 1152*a5*x34^3*a3^7*a2^3*a1^4 - 80*x34^4*a3^7*a2^3*a1^4 - 56*a6^3*a3^8*a2^3*a1^4 + 556*a6^2*a5*a3^8*a2^3*a1^4 + 556*a6*a5^2*a3^8*a2^3*a1^4 - 56*a5^3*a3^8*a2^3*a1^4 + 288*a6^2*x34*a3^8*a2^3*a1^4 + 1584*a6*a5*x34*a3^8*a2^3*a1^4 + 288*a5^2*x34*a3^8*a2^3*a1^4 - 1068*a6*x34^2*a3^8*a2^3*a1^4 - 1068*a5*x34^2*a3^8*a2^3*a1^4 - 120*x34^3*a3^8*a2^3*a1^4 + 64*a6^2*a3^9*a2^3*a1^4 + 352*a6*a5*a3^9*a2^3*a1^4 + 64*a5^2*a3^9*a2^3*a1^4 - 520*a6*x34*a3^9*a2^3*a1^4 - 520*a5*x34*a3^9*a2^3*a1^4 - 100*x34^2*a3^9*a2^3*a1^4 - 104*a6*a3^10*a2^3*a1^4 - 104*a5*a3^10*a2^3*a1^4 - 44*x34*a3^10*a2^3*a1^4 - 8*a3^11*a2^3*a1^4 + 24*a6^6*a5^4*a2^4*a1^4 - 24*a6^5*a5^5*a2^4*a1^4 + 24*a6^4*a5^6*a2^4*a1^4 - 28*a6^6*a5^3*x34*a2^4*a1^4 + 108*a6^5*a5^4*x34*a2^4*a1^4 + 108*a6^4*a5^5*x34*a2^4*a1^4 - 28*a6^3*a5^6*x34*a2^4*a1^4 + 32*a6^6*a5^2*x34^2*a2^4*a1^4 + 36*a6^5*a5^3*x34^2*a2^4*a1^4 - 432*a6^4*a5^4*x34^2*a2^4*a1^4 + 36*a6^3*a5^5*x34^2*a2^4*a1^4 + 32*a6^2*a5^6*x34^2*a2^4*a1^4 - 28*a6^6*a5*x34^3*a2^4*a1^4 + 36*a6^5*a5^2*x34^3*a2^4*a1^4 + 144*a6^4*a5^3*x34^3*a2^4*a1^4 + 144*a6^3*a5^4*x34^3*a2^4*a1^4 + 36*a6^2*a5^5*x34^3*a2^4*a1^4 - 28*a6*a5^6*x34^3*a2^4*a1^4 + 24*a6^6*x34^4*a2^4*a1^4 + 108*a6^5*a5*x34^4*a2^4*a1^4 - 432*a6^4*a5^2*x34^4*a2^4*a1^4 + 144*a6^3*a5^3*x34^4*a2^4*a1^4 - 432*a6^2*a5^4*x34^4*a2^4*a1^4 + 108*a6*a5^5*x34^4*a2^4*a1^4 + 24*a5^6*x34^4*a2^4*a1^4 - 24*a6^5*x34^5*a2^4*a1^4 + 108*a6^4*a5*x34^5*a2^4*a1^4 + 36*a6^3*a5^2*x34^5*a2^4*a1^4 + 36*a6^2*a5^3*x34^5*a2^4*a1^4 + 108*a6*a5^4*x34^5*a2^4*a1^4 - 24*a5^5*x34^5*a2^4*a1^4 + 24*a6^4*x34^6*a2^4*a1^4 - 28*a6^3*a5*x34^6*a2^4*a1^4 + 32*a6^2*a5^2*x34^6*a2^4*a1^4 - 28*a6*a5^3*x34^6*a2^4*a1^4 + 24*a5^4*x34^6*a2^4*a1^4 - 56*a6^6*a5^3*a3*a2^4*a1^4 + 216*a6^5*a5^4*a3*a2^4*a1^4 + 216*a6^4*a5^5*a3*a2^4*a1^4 - 56*a6^3*a5^6*a3*a2^4*a1^4 + 64*a6^6*a5^2*x34*a3*a2^4*a1^4 + 216*a6^5*a5^3*x34*a3*a2^4*a1^4 - 2160*a6^4*a5^4*x34*a3*a2^4*a1^4 + 216*a6^3*a5^5*x34*a3*a2^4*a1^4 + 64*a6^2*a5^6*x34*a3*a2^4*a1^4 - 84*a6^6*a5*x34^2*a3*a2^4*a1^4 - 300*a6^5*a5^2*x34^2*a3*a2^4*a1^4 + 1188*a6^4*a5^3*x34^2*a3*a2^4*a1^4 + 1188*a6^3*a5^4*x34^2*a3*a2^4*a1^4 - 300*a6^2*a5^5*x34^2*a3*a2^4*a1^4 - 84*a6*a5^6*x34^2*a3*a2^4*a1^4 + 68*a6^6*x34^3*a3*a2^4*a1^4 + 576*a6^5*a5*x34^3*a3*a2^4*a1^4 - 972*a6^4*a5^2*x34^3*a3*a2^4*a1^4 - 192*a6^3*a5^3*x34^3*a3*a2^4*a1^4 - 972*a6^2*a5^4*x34^3*a3*a2^4*a1^4 + 576*a6*a5^5*x34^3*a3*a2^4*a1^4 + 68*a5^6*x34^3*a3*a2^4*a1^4 - 12*a6^5*x34^4*a3*a2^4*a1^4 - 756*a6^4*a5*x34^4*a3*a2^4*a1^4 + 936*a6^3*a5^2*x34^4*a3*a2^4*a1^4 + 936*a6^2*a5^3*x34^4*a3*a2^4*a1^4 - 756*a6*a5^4*x34^4*a3*a2^4*a1^4 - 12*a5^5*x34^4*a3*a2^4*a1^4 + 252*a6^4*x34^5*a3*a2^4*a1^4 - 24*a6^3*a5*x34^5*a3*a2^4*a1^4 - 216*a6^2*a5^2*x34^5*a3*a2^4*a1^4 - 24*a6*a5^3*x34^5*a3*a2^4*a1^4 + 252*a5^4*x34^5*a3*a2^4*a1^4 - 28*a6^3*x34^6*a3*a2^4*a1^4 - 28*a5^3*x34^6*a3*a2^4*a1^4 + 64*a6^6*a5^2*a3^2*a2^4*a1^4 + 216*a6^5*a5^3*a3^2*a2^4*a1^4 - 2160*a6^4*a5^4*a3^2*a2^4*a1^4 + 216*a6^3*a5^5*a3^2*a2^4*a1^4 + 64*a6^2*a5^6*a3^2*a2^4*a1^4 - 84*a6^6*a5*x34*a3^2*a2^4*a1^4 - 1116*a6^5*a5^2*x34*a3^2*a2^4*a1^4 + 2700*a6^4*a5^3*x34*a3^2*a2^4*a1^4 + 2700*a6^3*a5^4*x34*a3^2*a2^4*a1^4 - 1116*a6^2*a5^5*x34*a3^2*a2^4*a1^4 - 84*a6*a5^6*x34*a3^2*a2^4*a1^4 + 92*a6^6*x34^2*a3^2*a2^4*a1^4 + 672*a6^5*a5*x34^2*a3^2*a2^4*a1^4 + 468*a6^4*a5^2*x34^2*a3^2*a2^4*a1^4 - 2632*a6^3*a5^3*x34^2*a3^2*a2^4*a1^4 + 468*a6^2*a5^4*x34^2*a3^2*a2^4*a1^4 + 672*a6*a5^5*x34^2*a3^2*a2^4*a1^4 + 92*a5^6*x34^2*a3^2*a2^4*a1^4 + 228*a6^5*x34^3*a3^2*a2^4*a1^4 - 3348*a6^4*a5*x34^3*a3^2*a2^4*a1^4 + 2192*a6^3*a5^2*x34^3*a3^2*a2^4*a1^4 + 2192*a6^2*a5^3*x34^3*a3^2*a2^4*a1^4 - 3348*a6*a5^4*x34^3*a3^2*a2^4*a1^4 + 228*a5^5*x34^3*a3^2*a2^4*a1^4 + 468*a6^4*x34^4*a3^2*a2^4*a1^4 + 1056*a6^3*a5*x34^4*a3^2*a2^4*a1^4 - 768*a6^2*a5^2*x34^4*a3^2*a2^4*a1^4 + 1056*a6*a5^3*x34^4*a3^2*a2^4*a1^4 + 468*a5^4*x34^4*a3^2*a2^4*a1^4 - 132*a6^3*x34^5*a3^2*a2^4*a1^4 - 408*a6^2*a5*x34^5*a3^2*a2^4*a1^4 - 408*a6*a5^2*x34^5*a3^2*a2^4*a1^4 - 132*a5^3*x34^5*a3^2*a2^4*a1^4 + 32*a6^2*x34^6*a3^2*a2^4*a1^4 + 32*a5^2*x34^6*a3^2*a2^4*a1^4 - 56*a6^6*a5*a3^3*a2^4*a1^4 - 744*a6^5*a5^2*a3^3*a2^4*a1^4 + 1800*a6^4*a5^3*a3^3*a2^4*a1^4 + 1800*a6^3*a5^4*a3^3*a2^4*a1^4 - 744*a6^2*a5^5*a3^3*a2^4*a1^4 - 56*a6*a5^6*a3^3*a2^4*a1^4 + 48*a6^6*x34*a3^3*a2^4*a1^4 + 192*a6^5*a5*x34*a3^3*a2^4*a1^4 + 2880*a6^4*a5^2*x34*a3^3*a2^4*a1^4 - 4880*a6^3*a5^3*x34*a3^3*a2^4*a1^4 + 2880*a6^2*a5^4*x34*a3^3*a2^4*a1^4 + 192*a6*a5^5*x34*a3^3*a2^4*a1^4 + 48*a5^6*x34*a3^3*a2^4*a1^4 + 552*a6^5*x34^2*a3^3*a2^4*a1^4 - 3672*a6^4*a5*x34^2*a3^3*a2^4*a1^4 + 128*a6^3*a5^2*x34^2*a3^3*a2^4*a1^4 + 128*a6^2*a5^3*x34^2*a3^3*a2^4*a1^4 - 3672*a6*a5^4*x34^2*a3^3*a2^4*a1^4 + 552*a5^5*x34^2*a3^3*a2^4*a1^4 - 24*a6^4*x34^3*a3^3*a2^4*a1^4 + 3136*a6^3*a5*x34^3*a3^3*a2^4*a1^4 - 1464*a6^2*a5^2*x34^3*a3^3*a2^4*a1^4 + 3136*a6*a5^3*x34^3*a3^3*a2^4*a1^4 - 24*a5^4*x34^3*a3^3*a2^4*a1^4 - 96*a6^3*x34^4*a3^3*a2^4*a1^4 - 1284*a6^2*a5*x34^4*a3^3*a2^4*a1^4 - 1284*a6*a5^2*x34^4*a3^3*a2^4*a1^4 - 96*a5^3*x34^4*a3^3*a2^4*a1^4 + 228*a6^2*x34^5*a3^3*a2^4*a1^4 + 144*a6*a5*x34^5*a3^3*a2^4*a1^4 + 228*a5^2*x34^5*a3^3*a2^4*a1^4 - 28*a6*x34^6*a3^3*a2^4*a1^4 - 28*a5*x34^6*a3^3*a2^4*a1^4 + 24*a6^6*a3^4*a2^4*a1^4 + 96*a6^5*a5*a3^4*a2^4*a1^4 + 1440*a6^4*a5^2*a3^4*a2^4*a1^4 - 2440*a6^3*a5^3*a3^4*a2^4*a1^4 + 1440*a6^2*a5^4*a3^4*a2^4*a1^4 + 96*a6*a5^5*a3^4*a2^4*a1^4 + 24*a5^6*a3^4*a2^4*a1^4 + 600*a6^5*x34*a3^4*a2^4*a1^4 - 2160*a6^4*a5*x34*a3^4*a2^4*a1^4 - 2000*a6^3*a5^2*x34*a3^4*a2^4*a1^4 - 2000*a6^2*a5^3*x34*a3^4*a2^4*a1^4 - 2160*a6*a5^4*x34*a3^4*a2^4*a1^4 + 600*a5^5*x34*a3^4*a2^4*a1^4 - 1152*a6^4*x34^2*a3^4*a2^4*a1^4 + 4008*a6^3*a5*x34^2*a3^4*a2^4*a1^4 - 1632*a6^2*a5^2*x34^2*a3^4*a2^4*a1^4 + 4008*a6*a5^3*x34^2*a3^4*a2^4*a1^4 - 1152*a5^4*x34^2*a3^4*a2^4*a1^4 + 520*a6^3*x34^3*a3^4*a2^4*a1^4 - 300*a6^2*a5*x34^3*a3^4*a2^4*a1^4 - 300*a6*a5^2*x34^3*a3^4*a2^4*a1^4 + 520*a5^3*x34^3*a3^4*a2^4*a1^4 + 228*a6^2*x34^4*a3^4*a2^4*a1^4 - 576*a6*a5*x34^4*a3^4*a2^4*a1^4 + 228*a5^2*x34^4*a3^4*a2^4*a1^4 - 60*a6*x34^5*a3^4*a2^4*a1^4 - 60*a5*x34^5*a3^4*a2^4*a1^4 + 24*x34^6*a3^4*a2^4*a1^4 + 240*a6^5*a3^5*a2^4*a1^4 - 864*a6^4*a5*a3^5*a2^4*a1^4 - 800*a6^3*a5^2*a3^5*a2^4*a1^4 - 800*a6^2*a5^3*a3^5*a2^4*a1^4 - 864*a6*a5^4*a3^5*a2^4*a1^4 + 240*a5^5*a3^5*a2^4*a1^4 - 1368*a6^4*x34*a3^5*a2^4*a1^4 + 2928*a6^3*a5*x34*a3^5*a2^4*a1^4 - 1080*a6^2*a5^2*x34*a3^5*a2^4*a1^4 + 2928*a6*a5^3*x34*a3^5*a2^4*a1^4 - 1368*a5^4*x34*a3^5*a2^4*a1^4 + 1272*a6^3*x34^2*a3^5*a2^4*a1^4 + 2316*a6^2*a5*x34^2*a3^5*a2^4*a1^4 + 2316*a6*a5^2*x34^2*a3^5*a2^4*a1^4 + 1272*a5^3*x34^2*a3^5*a2^4*a1^4 - 692*a6^2*x34^3*a3^5*a2^4*a1^4 - 3600*a6*a5*x34^3*a3^5*a2^4*a1^4 - 692*a5^2*x34^3*a3^5*a2^4*a1^4 + 228*a6*x34^4*a3^5*a2^4*a1^4 + 228*a5*x34^4*a3^5*a2^4*a1^4 + 120*x34^5*a3^5*a2^4*a1^4 - 456*a6^4*a3^6*a2^4*a1^4 + 976*a6^3*a5*a3^6*a2^4*a1^4 - 360*a6^2*a5^2*a3^6*a2^4*a1^4 + 976*a6*a5^3*a3^6*a2^4*a1^4 - 456*a5^4*a3^6*a2^4*a1^4 + 1064*a6^3*x34*a3^6*a2^4*a1^4 + 2436*a6^2*a5*x34*a3^6*a2^4*a1^4 + 2436*a6*a5^2*x34*a3^6*a2^4*a1^4 + 1064*a5^3*x34*a3^6*a2^4*a1^4 - 1612*a6^2*x34^2*a3^6*a2^4*a1^4 - 5904*a6*a5*x34^2*a3^6*a2^4*a1^4 - 1612*a5^2*x34^2*a3^6*a2^4*a1^4 + 924*a6*x34^3*a3^6*a2^4*a1^4 + 924*a5*x34^3*a3^6*a2^4*a1^4 + 264*x34^4*a3^6*a2^4*a1^4 + 304*a6^3*a3^7*a2^4*a1^4 + 696*a6^2*a5*a3^7*a2^4*a1^4 + 696*a6*a5^2*a3^7*a2^4*a1^4 + 304*a5^3*a3^7*a2^4*a1^4 - 1184*a6^2*x34*a3^7*a2^4*a1^4 - 4032*a6*a5*x34*a3^7*a2^4*a1^4 - 1184*a5^2*x34*a3^7*a2^4*a1^4 + 1224*a6*x34^2*a3^7*a2^4*a1^4 + 1224*a5*x34^2*a3^7*a2^4*a1^4 + 336*x34^3*a3^7*a2^4*a1^4 - 296*a6^2*a3^8*a2^4*a1^4 - 1008*a6*a5*a3^8*a2^4*a1^4 - 296*a5^2*a3^8*a2^4*a1^4 + 720*a6*x34*a3^8*a2^4*a1^4 + 720*a5*x34*a3^8*a2^4*a1^4 + 264*x34^2*a3^8*a2^4*a1^4 + 160*a6*a3^9*a2^4*a1^4 + 160*a5*a3^9*a2^4*a1^4 + 120*x34*a3^9*a2^4*a1^4 + 24*a3^10*a2^4*a1^4 - 4*a6^6*a5^3*a2^5*a1^4 - 24*a6^5*a5^4*a2^5*a1^4 - 24*a6^4*a5^5*a2^5*a1^4 - 4*a6^3*a5^6*a2^5*a1^4 + 2*a6^6*a5^2*x34*a2^5*a1^4 - 48*a6^5*a5^3*x34*a2^5*a1^4 + 108*a6^4*a5^4*x34*a2^5*a1^4 - 48*a6^3*a5^5*x34*a2^5*a1^4 + 2*a6^2*a5^6*x34*a2^5*a1^4 + 2*a6^6*a5*x34^2*a2^5*a1^4 + 36*a6^4*a5^3*x34^2*a2^5*a1^4 + 36*a6^3*a5^4*x34^2*a2^5*a1^4 + 2*a6*a5^6*x34^2*a2^5*a1^4 - 4*a6^6*x34^3*a2^5*a1^4 - 48*a6^5*a5*x34^3*a2^5*a1^4 + 36*a6^4*a5^2*x34^3*a2^5*a1^4 - 96*a6^3*a5^3*x34^3*a2^5*a1^4 + 36*a6^2*a5^4*x34^3*a2^5*a1^4 - 48*a6*a5^5*x34^3*a2^5*a1^4 - 4*a5^6*x34^3*a2^5*a1^4 - 24*a6^5*x34^4*a2^5*a1^4 + 108*a6^4*a5*x34^4*a2^5*a1^4 + 36*a6^3*a5^2*x34^4*a2^5*a1^4 + 36*a6^2*a5^3*x34^4*a2^5*a1^4 + 108*a6*a5^4*x34^4*a2^5*a1^4 - 24*a5^5*x34^4*a2^5*a1^4 - 24*a6^4*x34^5*a2^5*a1^4 - 48*a6^3*a5*x34^5*a2^5*a1^4 - 48*a6*a5^3*x34^5*a2^5*a1^4 - 24*a5^4*x34^5*a2^5*a1^4 - 4*a6^3*x34^6*a2^5*a1^4 + 2*a6^2*a5*x34^6*a2^5*a1^4 + 2*a6*a5^2*x34^6*a2^5*a1^4 - 4*a5^3*x34^6*a2^5*a1^4 + 4*a6^6*a5^2*a3*a2^5*a1^4 - 96*a6^5*a5^3*a3*a2^5*a1^4 + 216*a6^4*a5^4*a3*a2^5*a1^4 - 96*a6^3*a5^5*a3*a2^5*a1^4 + 4*a6^2*a5^6*a3*a2^5*a1^4 + 4*a6^6*a5*x34*a3*a2^5*a1^4 + 120*a6^5*a5^2*x34*a3*a2^5*a1^4 + 216*a6^4*a5^3*x34*a3*a2^5*a1^4 + 216*a6^3*a5^4*x34*a3*a2^5*a1^4 + 120*a6^2*a5^5*x34*a3*a2^5*a1^4 + 4*a6*a5^6*x34*a3*a2^5*a1^4 - 10*a6^6*x34^2*a3*a2^5*a1^4 - 24*a6^5*a5*x34^2*a3*a2^5*a1^4 - 300*a6^4*a5^2*x34^2*a3*a2^5*a1^4 - 424*a6^3*a5^3*x34^2*a3*a2^5*a1^4 - 300*a6^2*a5^4*x34^2*a3*a2^5*a1^4 - 24*a6*a5^5*x34^2*a3*a2^5*a1^4 - 10*a5^6*x34^2*a3*a2^5*a1^4 - 144*a6^5*x34^3*a3*a2^5*a1^4 + 576*a6^4*a5*x34^3*a3*a2^5*a1^4 + 8*a6^3*a5^2*x34^3*a3*a2^5*a1^4 + 8*a6^2*a5^3*x34^3*a3*a2^5*a1^4 + 576*a6*a5^4*x34^3*a3*a2^5*a1^4 - 144*a5^5*x34^3*a3*a2^5*a1^4 - 12*a6^4*x34^4*a3*a2^5*a1^4 - 96*a6^3*a5*x34^4*a3*a2^5*a1^4 - 408*a6^2*a5^2*x34^4*a3*a2^5*a1^4 - 96*a6*a5^3*x34^4*a3*a2^5*a1^4 - 12*a5^4*x34^4*a3*a2^5*a1^4 - 72*a6^3*x34^5*a3*a2^5*a1^4 + 132*a6^2*a5*x34^5*a3*a2^5*a1^4 + 132*a6*a5^2*x34^5*a3*a2^5*a1^4 - 72*a5^3*x34^5*a3*a2^5*a1^4 + 2*a6^2*x34^6*a3*a2^5*a1^4 + 2*a5^2*x34^6*a3*a2^5*a1^4 + 4*a6^6*a5*a3^2*a2^5*a1^4 + 120*a6^5*a5^2*a3^2*a2^5*a1^4 + 216*a6^4*a5^3*a3^2*a2^5*a1^4 + 216*a6^3*a5^4*a3^2*a2^5*a1^4 + 120*a6^2*a5^5*a3^2*a2^5*a1^4 + 4*a6*a5^6*a3^2*a2^5*a1^4 - 6*a6^6*x34*a3^2*a2^5*a1^4 + 216*a6^5*a5*x34*a3^2*a2^5*a1^4 - 1116*a6^4*a5^2*x34*a3^2*a2^5*a1^4 - 696*a6^3*a5^3*x34*a3^2*a2^5*a1^4 - 1116*a6^2*a5^4*x34*a3^2*a2^5*a1^4 + 216*a6*a5^5*x34*a3^2*a2^5*a1^4 - 6*a5^6*x34*a3^2*a2^5*a1^4 - 288*a6^5*x34^2*a3^2*a2^5*a1^4 + 672*a6^4*a5*x34^2*a3^2*a2^5*a1^4 + 564*a6^3*a5^2*x34^2*a3^2*a2^5*a1^4 + 564*a6^2*a5^3*x34^2*a3^2*a2^5*a1^4 + 672*a6*a5^4*x34^2*a3^2*a2^5*a1^4 - 288*a5^5*x34^2*a3^2*a2^5*a1^4 + 228*a6^4*x34^3*a3^2*a2^5*a1^4 - 40*a6^3*a5*x34^3*a3^2*a2^5*a1^4 - 876*a6^2*a5^2*x34^3*a3^2*a2^5*a1^4 - 40*a6*a5^3*x34^3*a3^2*a2^5*a1^4 + 228*a5^4*x34^3*a3^2*a2^5*a1^4 - 264*a6^3*x34^4*a3^2*a2^5*a1^4 + 222*a6^2*a5*x34^4*a3^2*a2^5*a1^4 + 222*a6*a5^2*x34^4*a3^2*a2^5*a1^4 - 264*a5^3*x34^4*a3^2*a2^5*a1^4 + 12*a6^2*x34^5*a3^2*a2^5*a1^4 + 120*a6*a5*x34^5*a3^2*a2^5*a1^4 + 12*a5^2*x34^5*a3^2*a2^5*a1^4 + 2*a6*x34^6*a3^2*a2^5*a1^4 + 2*a5*x34^6*a3^2*a2^5*a1^4 - 4*a6^6*a3^3*a2^5*a1^4 + 144*a6^5*a5*a3^3*a2^5*a1^4 - 744*a6^4*a5^2*a3^3*a2^5*a1^4 - 464*a6^3*a5^3*a3^3*a2^5*a1^4 - 744*a6^2*a5^4*a3^3*a2^5*a1^4 + 144*a6*a5^5*a3^3*a2^5*a1^4 - 4*a5^6*a3^3*a2^5*a1^4 - 288*a6^5*x34*a3^3*a2^5*a1^4 + 192*a6^4*a5*x34*a3^3*a2^5*a1^4 + 1112*a6^3*a5^2*x34*a3^3*a2^5*a1^4 + 1112*a6^2*a5^3*x34*a3^3*a2^5*a1^4 + 192*a6*a5^4*x34*a3^3*a2^5*a1^4 - 288*a5^5*x34*a3^3*a2^5*a1^4 + 552*a6^4*x34^2*a3^3*a2^5*a1^4 - 160*a6^3*a5*x34^2*a3^3*a2^5*a1^4 + 576*a6^2*a5^2*x34^2*a3^3*a2^5*a1^4 - 160*a6*a5^3*x34^2*a3^3*a2^5*a1^4 + 552*a5^4*x34^2*a3^3*a2^5*a1^4 - 512*a6^3*x34^3*a3^3*a2^5*a1^4 - 528*a6^2*a5*x34^3*a3^3*a2^5*a1^4 - 528*a6*a5^2*x34^3*a3^3*a2^5*a1^4 - 512*a5^3*x34^3*a3^3*a2^5*a1^4 + 66*a6^2*x34^4*a3^3*a2^5*a1^4 + 744*a6*a5*x34^4*a3^3*a2^5*a1^4 + 66*a5^2*x34^4*a3^3*a2^5*a1^4 - 36*a6*x34^5*a3^3*a2^5*a1^4 - 36*a5*x34^5*a3^3*a2^5*a1^4 - 4*x34^6*a3^3*a2^5*a1^4 - 144*a6^5*a3^4*a2^5*a1^4 + 96*a6^4*a5*a3^4*a2^5*a1^4 + 556*a6^3*a5^2*a3^4*a2^5*a1^4 + 556*a6^2*a5^3*a3^4*a2^5*a1^4 + 96*a6*a5^4*a3^4*a2^5*a1^4 - 144*a5^5*a3^4*a2^5*a1^4 + 600*a6^4*x34*a3^4*a2^5*a1^4 - 200*a6^3*a5*x34*a3^4*a2^5*a1^4 + 1740*a6^2*a5^2*x34*a3^4*a2^5*a1^4 - 200*a6*a5^3*x34*a3^4*a2^5*a1^4 + 600*a5^4*x34*a3^4*a2^5*a1^4 - 576*a6^3*x34^2*a3^4*a2^5*a1^4 - 2034*a6^2*a5*x34^2*a3^4*a2^5*a1^4 - 2034*a6*a5^2*x34^2*a3^4*a2^5*a1^4 - 576*a5^3*x34^2*a3^4*a2^5*a1^4 + 220*a6^2*x34^3*a3^4*a2^5*a1^4 + 1920*a6*a5*x34^3*a3^4*a2^5*a1^4 + 220*a5^2*x34^3*a3^4*a2^5*a1^4 - 102*a6*x34^4*a3^4*a2^5*a1^4 - 102*a5*x34^4*a3^4*a2^5*a1^4 - 48*x34^5*a3^4*a2^5*a1^4 + 240*a6^4*a3^5*a2^5*a1^4 - 80*a6^3*a5*a3^5*a2^5*a1^4 + 696*a6^2*a5^2*a3^5*a2^5*a1^4 - 80*a6*a5^3*a3^5*a2^5*a1^4 + 240*a5^4*a3^5*a2^5*a1^4 - 384*a6^3*x34*a3^5*a2^5*a1^4 - 2124*a6^2*a5*x34*a3^5*a2^5*a1^4 - 2124*a6*a5^2*x34*a3^5*a2^5*a1^4 - 384*a5^3*x34*a3^5*a2^5*a1^4 + 354*a6^2*x34^2*a3^5*a2^5*a1^4 + 2616*a6*a5*x34^2*a3^5*a2^5*a1^4 + 354*a5^2*x34^2*a3^5*a2^5*a1^4 - 56*a6*x34^3*a3^5*a2^5*a1^4 - 56*a5*x34^3*a3^5*a2^5*a1^4 - 204*x34^4*a3^5*a2^5*a1^4 - 128*a6^3*a3^6*a2^5*a1^4 - 708*a6^2*a5*a3^6*a2^5*a1^4 - 708*a6*a5^2*a3^6*a2^5*a1^4 - 128*a5^3*a3^6*a2^5*a1^4 + 266*a6^2*x34*a3^6*a2^5*a1^4 + 1848*a6*a5*x34*a3^6*a2^5*a1^4 + 266*a5^2*x34*a3^6*a2^5*a1^4 + 56*a6*x34^2*a3^6*a2^5*a1^4 + 56*a5*x34^2*a3^6*a2^5*a1^4 - 420*x34^3*a3^6*a2^5*a1^4 + 76*a6^2*a3^7*a2^5*a1^4 + 528*a6*a5*a3^7*a2^5*a1^4 + 76*a5^2*a3^7*a2^5*a1^4 + 64*a6*x34*a3^7*a2^5*a1^4 + 64*a5*x34*a3^7*a2^5*a1^4 - 456*x34^2*a3^7*a2^5*a1^4 + 16*a6*a3^8*a2^5*a1^4 + 16*a5*a3^8*a2^5*a1^4 - 252*x34*a3^8*a2^5*a1^4 - 56*a3^9*a2^5*a1^4 + 8*a6^6*a5^2*a2^6*a1^4 - 4*a6^5*a5^3*a2^6*a1^4 + 24*a6^4*a5^4*a2^6*a1^4 - 4*a6^3*a5^5*a2^6*a1^4 + 8*a6^2*a5^6*a2^6*a1^4 - 8*a6^6*a5*x34*a2^6*a1^4 + 2*a6^5*a5^2*x34*a2^6*a1^4 - 28*a6^4*a5^3*x34*a2^6*a1^4 - 28*a6^3*a5^4*x34*a2^6*a1^4 + 2*a6^2*a5^5*x34*a2^6*a1^4 - 8*a6*a5^6*x34*a2^6*a1^4 + 8*a6^6*x34^2*a2^6*a1^4 + 2*a6^5*a5*x34^2*a2^6*a1^4 + 32*a6^4*a5^2*x34^2*a2^6*a1^4 - 4*a6^3*a5^3*x34^2*a2^6*a1^4 + 32*a6^2*a5^4*x34^2*a2^6*a1^4 + 2*a6*a5^5*x34^2*a2^6*a1^4 + 8*a5^6*x34^2*a2^6*a1^4 - 4*a6^5*x34^3*a2^6*a1^4 - 28*a6^4*a5*x34^3*a2^6*a1^4 - 4*a6^3*a5^2*x34^3*a2^6*a1^4 - 4*a6^2*a5^3*x34^3*a2^6*a1^4 - 28*a6*a5^4*x34^3*a2^6*a1^4 - 4*a5^5*x34^3*a2^6*a1^4 + 24*a6^4*x34^4*a2^6*a1^4 - 28*a6^3*a5*x34^4*a2^6*a1^4 + 32*a6^2*a5^2*x34^4*a2^6*a1^4 - 28*a6*a5^3*x34^4*a2^6*a1^4 + 24*a5^4*x34^4*a2^6*a1^4 - 4*a6^3*x34^5*a2^6*a1^4 + 2*a6^2*a5*x34^5*a2^6*a1^4 + 2*a6*a5^2*x34^5*a2^6*a1^4 - 4*a5^3*x34^5*a2^6*a1^4 + 8*a6^2*x34^6*a2^6*a1^4 - 8*a6*a5*x34^6*a2^6*a1^4 + 8*a5^2*x34^6*a2^6*a1^4 - 16*a6^6*a5*a3*a2^6*a1^4 + 4*a6^5*a5^2*a3*a2^6*a1^4 - 56*a6^4*a5^3*a3*a2^6*a1^4 - 56*a6^3*a5^4*a3*a2^6*a1^4 + 4*a6^2*a5^5*a3*a2^6*a1^4 - 16*a6*a5^6*a3*a2^6*a1^4 + 8*a6^6*x34*a3*a2^6*a1^4 + 4*a6^5*a5*x34*a3*a2^6*a1^4 + 64*a6^4*a5^2*x34*a3*a2^6*a1^4 + 24*a6^3*a5^3*x34*a3*a2^6*a1^4 + 64*a6^2*a5^4*x34*a3*a2^6*a1^4 + 4*a6*a5^5*x34*a3*a2^6*a1^4 + 8*a5^6*x34*a3*a2^6*a1^4 - 10*a6^5*x34^2*a3*a2^6*a1^4 - 84*a6^4*a5*x34^2*a3*a2^6*a1^4 + 24*a6^3*a5^2*x34^2*a3*a2^6*a1^4 + 24*a6^2*a5^3*x34^2*a3*a2^6*a1^4 - 84*a6*a5^4*x34^2*a3*a2^6*a1^4 - 10*a5^5*x34^2*a3*a2^6*a1^4 + 68*a6^4*x34^3*a3*a2^6*a1^4 - 80*a6^3*a5*x34^3*a3*a2^6*a1^4 + 164*a6^2*a5^2*x34^3*a3*a2^6*a1^4 - 80*a6*a5^3*x34^3*a3*a2^6*a1^4 + 68*a5^4*x34^3*a3*a2^6*a1^4 - 48*a6^3*x34^4*a3*a2^6*a1^4 + 10*a6^2*a5*x34^4*a3*a2^6*a1^4 + 10*a6*a5^2*x34^4*a3*a2^6*a1^4 - 48*a5^3*x34^4*a3*a2^6*a1^4 + 50*a6^2*x34^5*a3*a2^6*a1^4 - 48*a6*a5*x34^5*a3*a2^6*a1^4 + 50*a5^2*x34^5*a3*a2^6*a1^4 - 8*a6*x34^6*a3*a2^6*a1^4 - 8*a5*x34^6*a3*a2^6*a1^4 + 8*a6^6*a3^2*a2^6*a1^4 + 4*a6^5*a5*a3^2*a2^6*a1^4 + 64*a6^4*a5^2*a3^2*a2^6*a1^4 + 24*a6^3*a5^3*a3^2*a2^6*a1^4 + 64*a6^2*a5^4*a3^2*a2^6*a1^4 + 4*a6*a5^5*a3^2*a2^6*a1^4 + 8*a5^6*a3^2*a2^6*a1^4 - 6*a6^5*x34*a3^2*a2^6*a1^4 - 84*a6^4*a5*x34*a3^2*a2^6*a1^4 + 96*a6^3*a5^2*x34*a3^2*a2^6*a1^4 + 96*a6^2*a5^3*x34*a3^2*a2^6*a1^4 - 84*a6*a5^4*x34*a3^2*a2^6*a1^4 - 6*a5^5*x34*a3^2*a2^6*a1^4 + 92*a6^4*x34^2*a3^2*a2^6*a1^4 - 36*a6^3*a5*x34^2*a3^2*a2^6*a1^4 - 132*a6^2*a5^2*x34^2*a3^2*a2^6*a1^4 - 36*a6*a5^3*x34^2*a3^2*a2^6*a1^4 + 92*a5^4*x34^2*a3^2*a2^6*a1^4 - 156*a6^3*x34^3*a3^2*a2^6*a1^4 + 56*a6^2*a5*x34^3*a3^2*a2^6*a1^4 + 56*a6*a5^2*x34^3*a3^2*a2^6*a1^4 - 156*a5^3*x34^3*a3^2*a2^6*a1^4 + 162*a6^2*x34^4*a3^2*a2^6*a1^4 - 120*a6*a5*x34^4*a3^2*a2^6*a1^4 + 162*a5^2*x34^4*a3^2*a2^6*a1^4 - 46*a6*x34^5*a3^2*a2^6*a1^4 - 46*a5*x34^5*a3^2*a2^6*a1^4 + 8*x34^6*a3^2*a2^6*a1^4 - 4*a6^5*a3^3*a2^6*a1^4 - 56*a6^4*a5*a3^3*a2^6*a1^4 + 64*a6^3*a5^2*a3^3*a2^6*a1^4 + 64*a6^2*a5^3*a3^3*a2^6*a1^4 - 56*a6*a5^4*a3^3*a2^6*a1^4 - 4*a5^5*a3^3*a2^6*a1^4 + 48*a6^4*x34*a3^3*a2^6*a1^4 + 88*a6^3*a5*x34*a3^3*a2^6*a1^4 - 592*a6^2*a5^2*x34*a3^3*a2^6*a1^4 + 88*a6*a5^3*x34*a3^3*a2^6*a1^4 + 48*a5^4*x34*a3^3*a2^6*a1^4 - 224*a6^3*x34^2*a3^3*a2^6*a1^4 + 164*a6^2*a5*x34^2*a3^3*a2^6*a1^4 + 164*a6*a5^2*x34^2*a3^3*a2^6*a1^4 - 224*a5^3*x34^2*a3^3*a2^6*a1^4 + 304*a6^2*x34^3*a3^3*a2^6*a1^4 - 128*a6*a5*x34^3*a3^3*a2^6*a1^4 + 304*a5^2*x34^3*a3^3*a2^6*a1^4 - 138*a6*x34^4*a3^3*a2^6*a1^4 - 138*a5*x34^4*a3^3*a2^6*a1^4 + 44*x34^5*a3^3*a2^6*a1^4 + 24*a6^4*a3^4*a2^6*a1^4 + 44*a6^3*a5*a3^4*a2^6*a1^4 - 296*a6^2*a5^2*a3^4*a2^6*a1^4 + 44*a6*a5^3*a3^4*a2^6*a1^4 + 24*a5^4*a3^4*a2^6*a1^4 - 180*a6^3*x34*a3^4*a2^6*a1^4 + 190*a6^2*a5*x34*a3^4*a2^6*a1^4 + 190*a6*a5^2*x34*a3^4*a2^6*a1^4 - 180*a5^3*x34*a3^4*a2^6*a1^4 + 352*a6^2*x34^2*a3^4*a2^6*a1^4 - 24*a6*a5*x34^2*a3^4*a2^6*a1^4 + 352*a5^2*x34^2*a3^4*a2^6*a1^4 - 280*a6*x34^3*a3^4*a2^6*a1^4 - 280*a5*x34^3*a3^4*a2^6*a1^4 + 124*x34^4*a3^4*a2^6*a1^4 - 72*a6^3*a3^5*a2^6*a1^4 + 76*a6^2*a5*a3^5*a2^6*a1^4 + 76*a6*a5^2*a3^5*a2^6*a1^4 - 72*a5^3*a3^5*a2^6*a1^4 + 240*a6^2*x34*a3^5*a2^6*a1^4 + 48*a6*a5*x34*a3^5*a2^6*a1^4 + 240*a5^2*x34*a3^5*a2^6*a1^4 - 350*a6*x34^2*a3^5*a2^6*a1^4 - 350*a5*x34^2*a3^5*a2^6*a1^4 + 212*x34^3*a3^5*a2^6*a1^4 + 80*a6^2*a3^6*a2^6*a1^4 + 16*a6*a5*a3^6*a2^6*a1^4 + 80*a5^2*a3^6*a2^6*a1^4 - 238*a6*x34*a3^6*a2^6*a1^4 - 238*a5*x34*a3^6*a2^6*a1^4 + 220*x34^2*a3^6*a2^6*a1^4 - 68*a6*a3^7*a2^6*a1^4 - 68*a5*a3^7*a2^6*a1^4 + 128*x34*a3^7*a2^6*a1^4 + 32*a3^8*a2^6*a1^4 - 8*a6^6*a5^5*x34^2*a1^5 - 8*a6^5*a5^6*x34^2*a1^5 - 4*a6^6*a5^4*x34^3*a1^5 + 48*a6^5*a5^5*x34^3*a1^5 - 4*a6^4*a5^6*x34^3*a1^5 - 4*a6^6*a5^3*x34^4*a1^5 - 24*a6^5*a5^4*x34^4*a1^5 - 24*a6^4*a5^5*x34^4*a1^5 - 4*a6^3*a5^6*x34^4*a1^5 - 8*a6^6*a5^2*x34^5*a1^5 + 48*a6^5*a5^3*x34^5*a1^5 - 24*a6^4*a5^4*x34^5*a1^5 + 48*a6^3*a5^5*x34^5*a1^5 - 8*a6^2*a5^6*x34^5*a1^5 - 8*a6^5*a5^2*x34^6*a1^5 - 4*a6^4*a5^3*x34^6*a1^5 - 4*a6^3*a5^4*x34^6*a1^5 - 8*a6^2*a5^5*x34^6*a1^5 - 8*a6^6*a5^5*x34*a3*a1^5 - 8*a6^5*a5^6*x34*a3*a1^5 - 10*a6^6*a5^4*x34^2*a3*a1^5 + 144*a6^5*a5^5*x34^2*a3*a1^5 - 10*a6^4*a5^6*x34^2*a3*a1^5 + 24*a6^6*a5^3*x34^3*a3*a1^5 - 144*a6^5*a5^4*x34^3*a3*a1^5 - 144*a6^4*a5^5*x34^3*a3*a1^5 + 24*a6^3*a5^6*x34^3*a3*a1^5 - 38*a6^6*a5^2*x34^4*a3*a1^5 + 192*a6^5*a5^3*x34^4*a3*a1^5 - 12*a6^4*a5^4*x34^4*a3*a1^5 + 192*a6^3*a5^5*x34^4*a3*a1^5 - 38*a6^2*a5^6*x34^4*a3*a1^5 + 8*a6^6*a5*x34^5*a3*a1^5 - 48*a6^5*a5^2*x34^5*a3*a1^5 - 72*a6^4*a5^3*x34^5*a3*a1^5 - 72*a6^3*a5^4*x34^5*a3*a1^5 - 48*a6^2*a5^5*x34^5*a3*a1^5 + 8*a6*a5^6*x34^5*a3*a1^5 + 8*a6^5*a5*x34^6*a3*a1^5 + 2*a6^4*a5^2*x34^6*a3*a1^5 + 40*a6^3*a5^3*x34^6*a3*a1^5 + 2*a6^2*a5^4*x34^6*a3*a1^5 + 8*a6*a5^5*x34^6*a3*a1^5 - 8*a6^6*a5^5*a3^2*a1^5 - 8*a6^5*a5^6*a3^2*a1^5 - 6*a6^6*a5^4*x34*a3^2*a1^5 + 144*a6^5*a5^5*x34*a3^2*a1^5 - 6*a6^4*a5^6*x34*a3^2*a1^5 + 68*a6^6*a5^3*x34^2*a3^2*a1^5 - 288*a6^5*a5^4*x34^2*a3^2*a1^5 - 288*a6^4*a5^5*x34^2*a3^2*a1^5 + 68*a6^3*a5^6*x34^2*a3^2*a1^5 - 100*a6^6*a5^2*x34^3*a3^2*a1^5 + 320*a6^5*a5^3*x34^3*a3^2*a1^5 + 228*a6^4*a5^4*x34^3*a3^2*a1^5 + 320*a6^3*a5^5*x34^3*a3^2*a1^5 - 100*a6^2*a5^6*x34^3*a3^2*a1^5 + 42*a6^6*a5*x34^4*a3^2*a1^5 - 120*a6^5*a5^2*x34^4*a3^2*a1^5 - 264*a6^4*a5^3*x34^4*a3^2*a1^5 - 264*a6^3*a5^4*x34^4*a3^2*a1^5 - 120*a6^2*a5^5*x34^4*a3^2*a1^5 + 42*a6*a5^6*x34^4*a3^2*a1^5 - 8*a6^6*x34^5*a3^2*a1^5 + 48*a6^5*a5*x34^5*a3^2*a1^5 + 12*a6^4*a5^2*x34^5*a3^2*a1^5 + 272*a6^3*a5^3*x34^5*a3^2*a1^5 + 12*a6^2*a5^4*x34^5*a3^2*a1^5 + 48*a6*a5^5*x34^5*a3^2*a1^5 - 8*a5^6*x34^5*a3^2*a1^5 - 8*a6^5*x34^6*a3^2*a1^5 + 2*a6^4*a5*x34^6*a3^2*a1^5 - 28*a6^3*a5^2*x34^6*a3^2*a1^5 - 28*a6^2*a5^3*x34^6*a3^2*a1^5 + 2*a6*a5^4*x34^6*a3^2*a1^5 - 8*a5^5*x34^6*a3^2*a1^5 - 4*a6^6*a5^4*a3^3*a1^5 + 96*a6^5*a5^5*a3^3*a1^5 - 4*a6^4*a5^6*a3^3*a1^5 + 88*a6^6*a5^3*x34*a3^3*a1^5 - 288*a6^5*a5^4*x34*a3^3*a1^5 - 288*a6^4*a5^5*x34*a3^3*a1^5 + 88*a6^3*a5^6*x34*a3^3*a1^5 - 180*a6^6*a5^2*x34^2*a3^3*a1^5 + 320*a6^5*a5^3*x34^2*a3^3*a1^5 + 552*a6^4*a5^4*x34^2*a3^3*a1^5 + 320*a6^3*a5^5*x34^2*a3^3*a1^5 - 180*a6^2*a5^6*x34^2*a3^3*a1^5 + 128*a6^6*a5*x34^3*a3^3*a1^5 - 128*a6^5*a5^2*x34^3*a3^3*a1^5 - 512*a6^4*a5^3*x34^3*a3^3*a1^5 - 512*a6^3*a5^4*x34^3*a3^3*a1^5 - 128*a6^2*a5^5*x34^3*a3^3*a1^5 + 128*a6*a5^6*x34^3*a3^3*a1^5 - 44*a6^6*x34^4*a3^3*a1^5 + 72*a6^5*a5*x34^4*a3^3*a1^5 + 66*a6^4*a5^2*x34^4*a3^3*a1^5 + 664*a6^3*a5^3*x34^4*a3^3*a1^5 + 66*a6^2*a5^4*x34^4*a3^3*a1^5 + 72*a6*a5^5*x34^4*a3^3*a1^5 - 44*a5^6*x34^4*a3^3*a1^5 - 36*a6^4*a5*x34^5*a3^3*a1^5 - 136*a6^3*a5^2*x34^5*a3^3*a1^5 - 136*a6^2*a5^3*x34^5*a3^3*a1^5 - 36*a6*a5^4*x34^5*a3^3*a1^5 - 4*a6^4*x34^6*a3^3*a1^5 + 40*a6^3*a5*x34^6*a3^3*a1^5 - 28*a6^2*a5^2*x34^6*a3^3*a1^5 + 40*a6*a5^3*x34^6*a3^3*a1^5 - 4*a5^4*x34^6*a3^3*a1^5 + 44*a6^6*a5^3*a3^4*a1^5 - 144*a6^5*a5^4*a3^4*a1^5 - 144*a6^4*a5^5*a3^4*a1^5 + 44*a6^3*a5^6*a3^4*a1^5 - 170*a6^6*a5^2*x34*a3^4*a1^5 + 160*a6^5*a5^3*x34*a3^4*a1^5 + 600*a6^4*a5^4*x34*a3^4*a1^5 + 160*a6^3*a5^5*x34*a3^4*a1^5 - 170*a6^2*a5^6*x34*a3^4*a1^5 + 214*a6^6*a5*x34^2*a3^4*a1^5 - 24*a6^5*a5^2*x34^2*a3^4*a1^5 - 576*a6^4*a5^3*x34^2*a3^4*a1^5 - 576*a6^3*a5^4*x34^2*a3^4*a1^5 - 24*a6^2*a5^5*x34^2*a3^4*a1^5 + 214*a6*a5^6*x34^2*a3^4*a1^5 - 100*a6^6*x34^3*a3^4*a1^5 - 80*a6^5*a5*x34^3*a3^4*a1^5 + 220*a6^4*a5^2*x34^3*a3^4*a1^5 + 640*a6^3*a5^3*x34^3*a3^4*a1^5 + 220*a6^2*a5^4*x34^3*a3^4*a1^5 - 80*a6*a5^5*x34^3*a3^4*a1^5 - 100*a5^6*x34^3*a3^4*a1^5 + 96*a6^5*x34^4*a3^4*a1^5 - 102*a6^4*a5*x34^4*a3^4*a1^5 - 224*a6^3*a5^2*x34^4*a3^4*a1^5 - 224*a6^2*a5^3*x34^4*a3^4*a1^5 - 102*a6*a5^4*x34^4*a3^4*a1^5 + 96*a5^5*x34^4*a3^4*a1^5 - 48*a6^4*x34^5*a3^4*a1^5 + 192*a6^3*a5*x34^5*a3^4*a1^5 - 168*a6^2*a5^2*x34^5*a3^4*a1^5 + 192*a6*a5^3*x34^5*a3^4*a1^5 - 48*a5^4*x34^5*a3^4*a1^5 - 4*a6^3*x34^6*a3^4*a1^5 + 2*a6^2*a5*x34^6*a3^4*a1^5 + 2*a6*a5^2*x34^6*a3^4*a1^5 - 4*a5^3*x34^6*a3^4*a1^5 - 68*a6^6*a5^2*a3^5*a1^5 + 64*a6^5*a5^3*a3^5*a1^5 + 240*a6^4*a5^4*a3^5*a1^5 + 64*a6^3*a5^5*a3^5*a1^5 - 68*a6^2*a5^6*a3^5*a1^5 + 180*a6^6*a5*x34*a3^5*a1^5 + 48*a6^5*a5^2*x34*a3^5*a1^5 - 384*a6^4*a5^3*x34*a3^5*a1^5 - 384*a6^3*a5^4*x34*a3^5*a1^5 + 48*a6^2*a5^5*x34*a3^5*a1^5 + 180*a6*a5^6*x34*a3^5*a1^5 - 124*a6^6*x34^2*a3^5*a1^5 - 312*a6^5*a5*x34^2*a3^5*a1^5 + 354*a6^4*a5^2*x34^2*a3^5*a1^5 + 88*a6^3*a5^3*x34^2*a3^5*a1^5 + 354*a6^2*a5^4*x34^2*a3^5*a1^5 - 312*a6*a5^5*x34^2*a3^5*a1^5 - 124*a5^6*x34^2*a3^5*a1^5 + 272*a6^5*x34^3*a3^5*a1^5 - 56*a6^4*a5*x34^3*a3^5*a1^5 - 64*a6^3*a5^2*x34^3*a3^5*a1^5 - 64*a6^2*a5^3*x34^3*a3^5*a1^5 - 56*a6*a5^4*x34^3*a3^5*a1^5 + 272*a5^5*x34^3*a3^5*a1^5 - 204*a6^4*x34^4*a3^5*a1^5 + 312*a6^3*a5*x34^4*a3^5*a1^5 - 420*a6^2*a5^2*x34^4*a3^5*a1^5 + 312*a6*a5^3*x34^4*a3^5*a1^5 - 204*a5^4*x34^4*a3^5*a1^5 + 24*a6^3*x34^5*a3^5*a1^5 + 12*a6^2*a5*x34^5*a3^5*a1^5 + 12*a6*a5^2*x34^5*a3^5*a1^5 + 24*a5^3*x34^5*a3^5*a1^5 - 8*a6^2*x34^6*a3^5*a1^5 + 8*a6*a5*x34^6*a3^5*a1^5 - 8*a5^2*x34^6*a3^5*a1^5 + 60*a6^6*a5*a3^6*a1^5 + 16*a6^5*a5^2*a3^6*a1^5 - 128*a6^4*a5^3*a3^6*a1^5 - 128*a6^3*a5^4*a3^6*a1^5 + 16*a6^2*a5^5*a3^6*a1^5 + 60*a6*a5^6*a3^6*a1^5 - 84*a6^6*x34*a3^6*a1^5 - 280*a6^5*a5*x34*a3^6*a1^5 + 266*a6^4*a5^2*x34*a3^6*a1^5 - 168*a6^3*a5^3*x34*a3^6*a1^5 + 266*a6^2*a5^4*x34*a3^6*a1^5 - 280*a6*a5^5*x34*a3^6*a1^5 - 84*a5^6*x34*a3^6*a1^5 + 352*a6^5*x34^2*a3^6*a1^5 + 56*a6^4*a5*x34^2*a3^6*a1^5 + 184*a6^3*a5^2*x34^2*a3^6*a1^5 + 184*a6^2*a5^3*x34^2*a3^6*a1^5 + 56*a6*a5^4*x34^2*a3^6*a1^5 + 352*a5^5*x34^2*a3^6*a1^5 - 420*a6^4*x34^3*a3^6*a1^5 + 168*a6^3*a5*x34^3*a3^6*a1^5 - 588*a6^2*a5^2*x34^3*a3^6*a1^5 + 168*a6*a5^3*x34^3*a3^6*a1^5 - 420*a5^4*x34^3*a3^6*a1^5 + 176*a6^3*x34^4*a3^6*a1^5 + 32*a6^2*a5*x34^4*a3^6*a1^5 + 32*a6*a5^2*x34^4*a3^6*a1^5 + 176*a5^3*x34^4*a3^6*a1^5 - 56*a6^2*x34^5*a3^6*a1^5 + 56*a6*a5*x34^5*a3^6*a1^5 - 56*a5^2*x34^5*a3^6*a1^5 - 24*a6^6*a3^7*a1^5 - 80*a6^5*a5*a3^7*a1^5 + 76*a6^4*a5^2*a3^7*a1^5 - 48*a6^3*a5^3*a3^7*a1^5 + 76*a6^2*a5^4*a3^7*a1^5 - 80*a6*a5^5*a3^7*a1^5 - 24*a5^6*a3^7*a1^5 + 224*a6^5*x34*a3^7*a1^5 + 64*a6^4*a5*x34*a3^7*a1^5 + 176*a6^3*a5^2*x34*a3^7*a1^5 + 176*a6^2*a5^3*x34*a3^7*a1^5 + 64*a6*a5^4*x34*a3^7*a1^5 + 224*a5^5*x34*a3^7*a1^5 - 456*a6^4*x34^2*a3^7*a1^5 - 48*a6^3*a5*x34^2*a3^7*a1^5 - 504*a6^2*a5^2*x34^2*a3^7*a1^5 - 48*a6*a5^3*x34^2*a3^7*a1^5 - 456*a5^4*x34^2*a3^7*a1^5 + 384*a6^3*x34^3*a3^7*a1^5 + 48*a6^2*a5*x34^3*a3^7*a1^5 + 48*a6*a5^2*x34^3*a3^7*a1^5 + 384*a5^3*x34^3*a3^7*a1^5 - 160*a6^2*x34^4*a3^7*a1^5 + 160*a6*a5*x34^4*a3^7*a1^5 - 160*a5^2*x34^4*a3^7*a1^5 + 56*a6^5*a3^8*a1^5 + 16*a6^4*a5*a3^8*a1^5 + 44*a6^3*a5^2*a3^8*a1^5 + 44*a6^2*a5^3*a3^8*a1^5 + 16*a6*a5^4*a3^8*a1^5 + 56*a5^5*a3^8*a1^5 - 252*a6^4*x34*a3^8*a1^5 - 72*a6^3*a5*x34*a3^8*a1^5 - 252*a6^2*a5^2*x34*a3^8*a1^5 - 72*a6*a5^3*x34*a3^8*a1^5 - 252*a5^4*x34*a3^8*a1^5 + 396*a6^3*x34^2*a3^8*a1^5 + 42*a6^2*a5*x34^2*a3^8*a1^5 + 42*a6*a5^2*x34^2*a3^8*a1^5 + 396*a5^3*x34^2*a3^8*a1^5 - 240*a6^2*x34^3*a3^8*a1^5 + 240*a6*a5*x34^3*a3^8*a1^5 - 240*a5^2*x34^3*a3^8*a1^5 - 56*a6^4*a3^9*a1^5 - 16*a6^3*a5*a3^9*a1^5 - 56*a6^2*a5^2*a3^9*a1^5 - 16*a6*a5^3*a3^9*a1^5 - 56*a5^4*a3^9*a1^5 + 200*a6^3*x34*a3^9*a1^5 + 20*a6^2*a5*x34*a3^9*a1^5 + 20*a6*a5^2*x34*a3^9*a1^5 + 200*a5^3*x34*a3^9*a1^5 - 200*a6^2*x34^2*a3^9*a1^5 + 200*a6*a5*x34^2*a3^9*a1^5 - 200*a5^2*x34^2*a3^9*a1^5 + 40*a6^3*a3^10*a1^5 + 4*a6^2*a5*a3^10*a1^5 + 4*a6*a5^2*a3^10*a1^5 + 40*a5^3*a3^10*a1^5 - 88*a6^2*x34*a3^10*a1^5 + 88*a6*a5*x34*a3^10*a1^5 - 88*a5^2*x34*a3^10*a1^5 - 16*a6^2*a3^11*a1^5 + 16*a6*a5*a3^11*a1^5 - 16*a5^2*a3^11*a1^5 + 8*a6^6*a5^5*x34*a2*a1^5 + 8*a6^5*a5^6*x34*a2*a1^5 + 2*a6^6*a5^4*x34^2*a2*a1^5 + 2*a6^4*a5^6*x34^2*a2*a1^5 + 40*a6^6*a5^3*x34^3*a2*a1^5 - 48*a6^5*a5^4*x34^3*a2*a1^5 - 48*a6^4*a5^5*x34^3*a2*a1^5 + 40*a6^3*a5^6*x34^3*a2*a1^5 + 2*a6^6*a5^2*x34^4*a2*a1^5 - 48*a6^5*a5^3*x34^4*a2*a1^5 + 108*a6^4*a5^4*x34^4*a2*a1^5 - 48*a6^3*a5^5*x34^4*a2*a1^5 + 2*a6^2*a5^6*x34^4*a2*a1^5 + 8*a6^6*a5*x34^5*a2*a1^5 - 48*a6^4*a5^3*x34^5*a2*a1^5 - 48*a6^3*a5^4*x34^5*a2*a1^5 + 8*a6*a5^6*x34^5*a2*a1^5 + 8*a6^5*a5*x34^6*a2*a1^5 + 2*a6^4*a5^2*x34^6*a2*a1^5 + 40*a6^3*a5^3*x34^6*a2*a1^5 + 2*a6^2*a5^4*x34^6*a2*a1^5 + 8*a6*a5^5*x34^6*a2*a1^5 + 16*a6^6*a5^5*a3*a2*a1^5 + 16*a6^5*a5^6*a3*a2*a1^5 + 4*a6^6*a5^4*x34*a3*a2*a1^5 - 144*a6^5*a5^5*x34*a3*a2*a1^5 + 4*a6^4*a5^6*x34*a3*a2*a1^5 + 72*a6^6*a5^3*x34^2*a3*a2*a1^5 - 24*a6^5*a5^4*x34^2*a3*a2*a1^5 - 24*a6^4*a5^5*x34^2*a3*a2*a1^5 + 72*a6^3*a5^6*x34^2*a3*a2*a1^5 - 40*a6^6*a5^2*x34^3*a3*a2*a1^5 - 352*a6^5*a5^3*x34^3*a3*a2*a1^5 + 576*a6^4*a5^4*x34^3*a3*a2*a1^5 - 352*a6^3*a5^5*x34^3*a3*a2*a1^5 - 40*a6^2*a5^6*x34^3*a3*a2*a1^5 + 40*a6^6*a5*x34^4*a3*a2*a1^5 + 120*a6^5*a5^2*x34^4*a3*a2*a1^5 - 96*a6^4*a5^3*x34^4*a3*a2*a1^5 - 96*a6^3*a5^4*x34^4*a3*a2*a1^5 + 120*a6^2*a5^5*x34^4*a3*a2*a1^5 + 40*a6*a5^6*x34^4*a3*a2*a1^5 + 8*a6^6*x34^5*a3*a2*a1^5 - 96*a6^5*a5*x34^5*a3*a2*a1^5 + 132*a6^4*a5^2*x34^5*a3*a2*a1^5 + 80*a6^3*a5^3*x34^5*a3*a2*a1^5 + 132*a6^2*a5^4*x34^5*a3*a2*a1^5 - 96*a6*a5^5*x34^5*a3*a2*a1^5 + 8*a5^6*x34^5*a3*a2*a1^5 + 8*a6^5*x34^6*a3*a2*a1^5 - 48*a6^3*a5^2*x34^6*a3*a2*a1^5 - 48*a6^2*a5^3*x34^6*a3*a2*a1^5 + 8*a5^5*x34^6*a3*a2*a1^5 + 4*a6^6*a5^4*a3^2*a2*a1^5 - 144*a6^5*a5^5*a3^2*a2*a1^5 + 4*a6^4*a5^6*a3^2*a2*a1^5 - 24*a6^6*a5^3*x34*a3^2*a2*a1^5 + 216*a6^5*a5^4*x34*a3^2*a2*a1^5 + 216*a6^4*a5^5*x34*a3^2*a2*a1^5 - 24*a6^3*a5^6*x34*a3^2*a2*a1^5 - 24*a6^6*a5^2*x34^2*a3^2*a2*a1^5 - 624*a6^5*a5^3*x34^2*a3^2*a2*a1^5 + 672*a6^4*a5^4*x34^2*a3^2*a2*a1^5 - 624*a6^3*a5^5*x34^2*a3^2*a2*a1^5 - 24*a6^2*a5^6*x34^2*a3^2*a2*a1^5 + 32*a6^6*a5*x34^3*a3^2*a2*a1^5 + 624*a6^5*a5^2*x34^3*a3^2*a2*a1^5 - 40*a6^4*a5^3*x34^3*a3^2*a2*a1^5 - 40*a6^3*a5^4*x34^3*a3^2*a2*a1^5 + 624*a6^2*a5^5*x34^3*a3^2*a2*a1^5 + 32*a6*a5^6*x34^3*a3^2*a2*a1^5 + 42*a6^6*x34^4*a3^2*a2*a1^5 - 480*a6^5*a5*x34^4*a3^2*a2*a1^5 + 222*a6^4*a5^2*x34^4*a3^2*a2*a1^5 - 336*a6^3*a5^3*x34^4*a3^2*a2*a1^5 + 222*a6^2*a5^4*x34^4*a3^2*a2*a1^5 - 480*a6*a5^5*x34^4*a3^2*a2*a1^5 + 42*a5^6*x34^4*a3^2*a2*a1^5 + 48*a6^5*x34^5*a3^2*a2*a1^5 + 120*a6^4*a5*x34^5*a3^2*a2*a1^5 - 144*a6^3*a5^2*x34^5*a3^2*a2*a1^5 - 144*a6^2*a5^3*x34^5*a3^2*a2*a1^5 + 120*a6*a5^4*x34^5*a3^2*a2*a1^5 + 48*a5^5*x34^5*a3^2*a2*a1^5 + 2*a6^4*x34^6*a3^2*a2*a1^5 - 48*a6^3*a5*x34^6*a3^2*a2*a1^5 + 108*a6^2*a5^2*x34^6*a3^2*a2*a1^5 - 48*a6*a5^3*x34^6*a3^2*a2*a1^5 + 2*a5^4*x34^6*a3^2*a2*a1^5 - 16*a6^6*a5^3*a3^3*a2*a1^5 + 144*a6^5*a5^4*a3^3*a2*a1^5 + 144*a6^4*a5^5*a3^3*a2*a1^5 - 16*a6^3*a5^6*a3^3*a2*a1^5 + 32*a6^6*a5^2*x34*a3^3*a2*a1^5 - 544*a6^5*a5^3*x34*a3^3*a2*a1^5 + 192*a6^4*a5^4*x34*a3^3*a2*a1^5 - 544*a6^3*a5^5*x34*a3^3*a2*a1^5 + 32*a6^2*a5^6*x34*a3^3*a2*a1^5 - 112*a6^6*a5*x34^2*a3^3*a2*a1^5 + 1296*a6^5*a5^2*x34^2*a3^3*a2*a1^5 - 160*a6^4*a5^3*x34^2*a3^3*a2*a1^5 - 160*a6^3*a5^4*x34^2*a3^3*a2*a1^5 + 1296*a6^2*a5^5*x34^2*a3^3*a2*a1^5 - 112*a6*a5^6*x34^2*a3^3*a2*a1^5 + 128*a6^6*x34^3*a3^3*a2*a1^5 - 960*a6^5*a5*x34^3*a3^3*a2*a1^5 - 528*a6^4*a5^2*x34^3*a3^3*a2*a1^5 - 96*a6^3*a5^3*x34^3*a3^3*a2*a1^5 - 528*a6^2*a5^4*x34^3*a3^3*a2*a1^5 - 960*a6*a5^5*x34^3*a3^3*a2*a1^5 + 128*a5^6*x34^3*a3^3*a2*a1^5 + 72*a6^5*x34^4*a3^3*a2*a1^5 + 744*a6^4*a5*x34^4*a3^3*a2*a1^5 - 136*a6^3*a5^2*x34^4*a3^3*a2*a1^5 - 136*a6^2*a5^3*x34^4*a3^3*a2*a1^5 + 744*a6*a5^4*x34^4*a3^3*a2*a1^5 + 72*a5^5*x34^4*a3^3*a2*a1^5 - 36*a6^4*x34^5*a3^3*a2*a1^5 - 448*a6^3*a5*x34^5*a3^3*a2*a1^5 + 792*a6^2*a5^2*x34^5*a3^3*a2*a1^5 - 448*a6*a5^3*x34^5*a3^3*a2*a1^5 - 36*a5^4*x34^5*a3^3*a2*a1^5 + 40*a6^3*x34^6*a3^3*a2*a1^5 - 48*a6^2*a5*x34^6*a3^3*a2*a1^5 - 48*a6*a5^2*x34^6*a3^3*a2*a1^5 + 40*a5^3*x34^6*a3^3*a2*a1^5 + 16*a6^6*a5^2*a3^4*a2*a1^5 - 272*a6^5*a5^3*a3^4*a2*a1^5 + 96*a6^4*a5^4*a3^4*a2*a1^5 - 272*a6^3*a5^5*a3^4*a2*a1^5 + 16*a6^2*a5^6*a3^4*a2*a1^5 - 200*a6^6*a5*x34*a3^4*a2*a1^5 + 1320*a6^5*a5^2*x34*a3^4*a2*a1^5 - 200*a6^4*a5^3*x34*a3^4*a2*a1^5 - 200*a6^3*a5^4*x34*a3^4*a2*a1^5 + 1320*a6^2*a5^5*x34*a3^4*a2*a1^5 - 200*a6*a5^6*x34*a3^4*a2*a1^5 + 214*a6^6*x34^2*a3^4*a2*a1^5 - 960*a6^5*a5*x34^2*a3^4*a2*a1^5 - 2034*a6^4*a5^2*x34^2*a3^4*a2*a1^5 + 1792*a6^3*a5^3*x34^2*a3^4*a2*a1^5 - 2034*a6^2*a5^4*x34^2*a3^4*a2*a1^5 - 960*a6*a5^5*x34^2*a3^4*a2*a1^5 + 214*a5^6*x34^2*a3^4*a2*a1^5 - 80*a6^5*x34^3*a3^4*a2*a1^5 + 1920*a6^4*a5*x34^3*a3^4*a2*a1^5 - 200*a6^3*a5^2*x34^3*a3^4*a2*a1^5 - 200*a6^2*a5^3*x34^3*a3^4*a2*a1^5 + 1920*a6*a5^4*x34^3*a3^4*a2*a1^5 - 80*a5^5*x34^3*a3^4*a2*a1^5 - 102*a6^4*x34^4*a3^4*a2*a1^5 - 1376*a6^3*a5*x34^4*a3^4*a2*a1^5 + 1932*a6^2*a5^2*x34^4*a3^4*a2*a1^5 - 1376*a6*a5^3*x34^4*a3^4*a2*a1^5 - 102*a5^4*x34^4*a3^4*a2*a1^5 + 192*a6^3*x34^5*a3^4*a2*a1^5 - 168*a6^2*a5*x34^5*a3^4*a2*a1^5 - 168*a6*a5^2*x34^5*a3^4*a2*a1^5 + 192*a5^3*x34^5*a3^4*a2*a1^5 + 2*a6^2*x34^6*a3^4*a2*a1^5 + 2*a5^2*x34^6*a3^4*a2*a1^5 - 80*a6^6*a5*a3^5*a2*a1^5 + 528*a6^5*a5^2*a3^5*a2*a1^5 - 80*a6^4*a5^3*a3^5*a2*a1^5 - 80*a6^3*a5^4*a3^5*a2*a1^5 + 528*a6^2*a5^5*a3^5*a2*a1^5 - 80*a6*a5^6*a3^5*a2*a1^5 + 180*a6^6*x34*a3^5*a2*a1^5 - 576*a6^5*a5*x34*a3^5*a2*a1^5 - 2124*a6^4*a5^2*x34*a3^5*a2*a1^5 + 2208*a6^3*a5^3*x34*a3^5*a2*a1^5 - 2124*a6^2*a5^4*x34*a3^5*a2*a1^5 - 576*a6*a5^5*x34*a3^5*a2*a1^5 + 180*a5^6*x34*a3^5*a2*a1^5 - 312*a6^5*x34^2*a3^5*a2*a1^5 + 2616*a6^4*a5*x34^2*a3^5*a2*a1^5 - 360*a6^3*a5^2*x34^2*a3^5*a2*a1^5 - 360*a6^2*a5^3*x34^2*a3^5*a2*a1^5 + 2616*a6*a5^4*x34^2*a3^5*a2*a1^5 - 312*a5^5*x34^2*a3^5*a2*a1^5 - 56*a6^4*x34^3*a3^5*a2*a1^5 - 2144*a6^3*a5*x34^3*a3^5*a2*a1^5 + 2112*a6^2*a5^2*x34^3*a3^5*a2*a1^5 - 2144*a6*a5^3*x34^3*a3^5*a2*a1^5 - 56*a5^4*x34^3*a3^5*a2*a1^5 + 312*a6^3*x34^4*a3^5*a2*a1^5 + 312*a5^3*x34^4*a3^5*a2*a1^5 + 12*a6^2*x34^5*a3^5*a2*a1^5 - 144*a6*a5*x34^5*a3^5*a2*a1^5 + 12*a5^2*x34^5*a3^5*a2*a1^5 + 8*a6*x34^6*a3^5*a2*a1^5 + 8*a5*x34^6*a3^5*a2*a1^5 + 60*a6^6*a3^6*a2*a1^5 - 192*a6^5*a5*a3^6*a2*a1^5 - 708*a6^4*a5^2*a3^6*a2*a1^5 + 736*a6^3*a5^3*a3^6*a2*a1^5 - 708*a6^2*a5^4*a3^6*a2*a1^5 - 192*a6*a5^5*a3^6*a2*a1^5 + 60*a5^6*a3^6*a2*a1^5 - 280*a6^5*x34*a3^6*a2*a1^5 + 1848*a6^4*a5*x34*a3^6*a2*a1^5 - 280*a6^3*a5^2*x34*a3^6*a2*a1^5 - 280*a6^2*a5^3*x34*a3^6*a2*a1^5 + 1848*a6*a5^4*x34*a3^6*a2*a1^5 - 280*a5^5*x34*a3^6*a2*a1^5 + 56*a6^4*x34^2*a3^6*a2*a1^5 - 1984*a6^3*a5*x34^2*a3^6*a2*a1^5 + 1152*a6^2*a5^2*x34^2*a3^6*a2*a1^5 - 1984*a6*a5^3*x34^2*a3^6*a2*a1^5 + 56*a5^4*x34^2*a3^6*a2*a1^5 + 168*a6^3*x34^3*a3^6*a2*a1^5 + 672*a6^2*a5*x34^3*a3^6*a2*a1^5 + 672*a6*a5^2*x34^3*a3^6*a2*a1^5 + 168*a5^3*x34^3*a3^6*a2*a1^5 + 32*a6^2*x34^4*a3^6*a2*a1^5 - 720*a6*a5*x34^4*a3^6*a2*a1^5 + 32*a5^2*x34^4*a3^6*a2*a1^5 + 56*a6*x34^5*a3^6*a2*a1^5 + 56*a5*x34^5*a3^6*a2*a1^5 - 80*a6^5*a3^7*a2*a1^5 + 528*a6^4*a5*a3^7*a2*a1^5 - 80*a6^3*a5^2*a3^7*a2*a1^5 - 80*a6^2*a5^3*a3^7*a2*a1^5 + 528*a6*a5^4*a3^7*a2*a1^5 - 80*a5^5*a3^7*a2*a1^5 + 64*a6^4*x34*a3^7*a2*a1^5 - 1088*a6^3*a5*x34*a3^7*a2*a1^5 + 384*a6^2*a5^2*x34*a3^7*a2*a1^5 - 1088*a6*a5^3*x34*a3^7*a2*a1^5 + 64*a5^4*x34*a3^7*a2*a1^5 - 48*a6^3*x34^2*a3^7*a2*a1^5 + 1056*a6^2*a5*x34^2*a3^7*a2*a1^5 + 1056*a6*a5^2*x34^2*a3^7*a2*a1^5 - 48*a5^3*x34^2*a3^7*a2*a1^5 + 48*a6^2*x34^3*a3^7*a2*a1^5 - 1440*a6*a5*x34^3*a3^7*a2*a1^5 + 48*a5^2*x34^3*a3^7*a2*a1^5 + 160*a6*x34^4*a3^7*a2*a1^5 + 160*a5*x34^4*a3^7*a2*a1^5 + 16*a6^4*a3^8*a2*a1^5 - 272*a6^3*a5*a3^8*a2*a1^5 + 96*a6^2*a5^2*a3^8*a2*a1^5 - 272*a6*a5^3*a3^8*a2*a1^5 + 16*a5^4*a3^8*a2*a1^5 - 72*a6^3*x34*a3^8*a2*a1^5 + 648*a6^2*a5*x34*a3^8*a2*a1^5 + 648*a6*a5^2*x34*a3^8*a2*a1^5 - 72*a5^3*x34*a3^8*a2*a1^5 + 42*a6^2*x34^2*a3^8*a2*a1^5 - 1440*a6*a5*x34^2*a3^8*a2*a1^5 + 42*a5^2*x34^2*a3^8*a2*a1^5 + 240*a6*x34^3*a3^8*a2*a1^5 + 240*a5*x34^3*a3^8*a2*a1^5 - 16*a6^3*a3^9*a2*a1^5 + 144*a6^2*a5*a3^9*a2*a1^5 + 144*a6*a5^2*a3^9*a2*a1^5 - 16*a5^3*a3^9*a2*a1^5 + 20*a6^2*x34*a3^9*a2*a1^5 - 720*a6*a5*x34*a3^9*a2*a1^5 + 20*a5^2*x34*a3^9*a2*a1^5 + 200*a6*x34^2*a3^9*a2*a1^5 + 200*a5*x34^2*a3^9*a2*a1^5 + 4*a6^2*a3^10*a2*a1^5 - 144*a6*a5*a3^10*a2*a1^5 + 4*a5^2*a3^10*a2*a1^5 + 88*a6*x34*a3^10*a2*a1^5 + 88*a5*x34*a3^10*a2*a1^5 + 16*a6*a3^11*a2*a1^5 + 16*a5*a3^11*a2*a1^5 - 8*a6^6*a5^5*a2^2*a1^5 - 8*a6^5*a5^6*a2^2*a1^5 + 2*a6^6*a5^4*x34*a2^2*a1^5 + 2*a6^4*a5^6*x34*a2^2*a1^5 - 28*a6^6*a5^3*x34^2*a2^2*a1^5 - 28*a6^3*a5^6*x34^2*a2^2*a1^5 - 28*a6^6*a5^2*x34^3*a2^2*a1^5 + 32*a6^5*a5^3*x34^3*a2^2*a1^5 + 36*a6^4*a5^4*x34^3*a2^2*a1^5 + 32*a6^3*a5^5*x34^3*a2^2*a1^5 - 28*a6^2*a5^6*x34^3*a2^2*a1^5 + 2*a6^6*a5*x34^4*a2^2*a1^5 + 36*a6^4*a5^3*x34^4*a2^2*a1^5 + 36*a6^3*a5^4*x34^4*a2^2*a1^5 + 2*a6*a5^6*x34^4*a2^2*a1^5 - 8*a6^6*x34^5*a2^2*a1^5 + 32*a6^3*a5^3*x34^5*a2^2*a1^5 - 8*a5^6*x34^5*a2^2*a1^5 - 8*a6^5*x34^6*a2^2*a1^5 + 2*a6^4*a5*x34^6*a2^2*a1^5 - 28*a6^3*a5^2*x34^6*a2^2*a1^5 - 28*a6^2*a5^3*x34^6*a2^2*a1^5 + 2*a6*a5^4*x34^6*a2^2*a1^5 - 8*a5^5*x34^6*a2^2*a1^5 + 4*a6^6*a5^4*a3*a2^2*a1^5 + 4*a6^4*a5^6*a3*a2^2*a1^5 - 104*a6^6*a5^3*x34*a3*a2^2*a1^5 + 120*a6^5*a5^4*x34*a3*a2^2*a1^5 + 120*a6^4*a5^5*x34*a3*a2^2*a1^5 - 104*a6^3*a5^6*x34*a3*a2^2*a1^5 + 24*a6^6*a5^2*x34^2*a3*a2^2*a1^5 + 240*a6^5*a5^3*x34^2*a3*a2^2*a1^5 - 300*a6^4*a5^4*x34^2*a3*a2^2*a1^5 + 240*a6^3*a5^5*x34^2*a3*a2^2*a1^5 + 24*a6^2*a5^6*x34^2*a3*a2^2*a1^5 - 40*a6^6*a5*x34^3*a3*a2^2*a1^5 + 144*a6^5*a5^2*x34^3*a3*a2^2*a1^5 + 8*a6^4*a5^3*x34^3*a3*a2^2*a1^5 + 8*a6^3*a5^4*x34^3*a3*a2^2*a1^5 + 144*a6^2*a5^5*x34^3*a3*a2^2*a1^5 - 40*a6*a5^6*x34^3*a3*a2^2*a1^5 - 38*a6^6*x34^4*a3*a2^2*a1^5 + 120*a6^5*a5*x34^4*a3*a2^2*a1^5 - 408*a6^4*a5^2*x34^4*a3*a2^2*a1^5 + 24*a6^3*a5^3*x34^4*a3*a2^2*a1^5 - 408*a6^2*a5^4*x34^4*a3*a2^2*a1^5 + 120*a6*a5^5*x34^4*a3*a2^2*a1^5 - 38*a5^6*x34^4*a3*a2^2*a1^5 - 48*a6^5*x34^5*a3*a2^2*a1^5 + 132*a6^4*a5*x34^5*a3*a2^2*a1^5 - 24*a6^3*a5^2*x34^5*a3*a2^2*a1^5 - 24*a6^2*a5^3*x34^5*a3*a2^2*a1^5 + 132*a6*a5^4*x34^5*a3*a2^2*a1^5 - 48*a5^5*x34^5*a3*a2^2*a1^5 + 2*a6^4*x34^6*a3*a2^2*a1^5 - 48*a6^3*a5*x34^6*a3*a2^2*a1^5 + 108*a6^2*a5^2*x34^6*a3*a2^2*a1^5 - 48*a6*a5^3*x34^6*a3*a2^2*a1^5 + 2*a5^4*x34^6*a3*a2^2*a1^5 - 104*a6^6*a5^3*a3^2*a2^2*a1^5 + 120*a6^5*a5^4*a3^2*a2^2*a1^5 + 120*a6^4*a5^5*a3^2*a2^2*a1^5 - 104*a6^3*a5^6*a3^2*a2^2*a1^5 + 240*a6^6*a5^2*x34*a3^2*a2^2*a1^5 + 528*a6^5*a5^3*x34*a3^2*a2^2*a1^5 - 1116*a6^4*a5^4*x34*a3^2*a2^2*a1^5 + 528*a6^3*a5^5*x34*a3^2*a2^2*a1^5 + 240*a6^2*a5^6*x34*a3^2*a2^2*a1^5 - 24*a6^6*a5*x34^2*a3^2*a2^2*a1^5 - 864*a6^5*a5^2*x34^2*a3^2*a2^2*a1^5 + 564*a6^4*a5^3*x34^2*a3^2*a2^2*a1^5 + 564*a6^3*a5^4*x34^2*a3^2*a2^2*a1^5 - 864*a6^2*a5^5*x34^2*a3^2*a2^2*a1^5 - 24*a6*a5^6*x34^2*a3^2*a2^2*a1^5 - 100*a6^6*x34^3*a3^2*a2^2*a1^5 + 624*a6^5*a5*x34^3*a3^2*a2^2*a1^5 - 876*a6^4*a5^2*x34^3*a3^2*a2^2*a1^5 - 992*a6^3*a5^3*x34^3*a3^2*a2^2*a1^5 - 876*a6^2*a5^4*x34^3*a3^2*a2^2*a1^5 + 624*a6*a5^5*x34^3*a3^2*a2^2*a1^5 - 100*a5^6*x34^3*a3^2*a2^2*a1^5 - 120*a6^5*x34^4*a3^2*a2^2*a1^5 + 222*a6^4*a5*x34^4*a3^2*a2^2*a1^5 + 1056*a6^3*a5^2*x34^4*a3^2*a2^2*a1^5 + 1056*a6^2*a5^3*x34^4*a3^2*a2^2*a1^5 + 222*a6*a5^4*x34^4*a3^2*a2^2*a1^5 - 120*a5^5*x34^4*a3^2*a2^2*a1^5 + 12*a6^4*x34^5*a3^2*a2^2*a1^5 - 144*a6^3*a5*x34^5*a3^2*a2^2*a1^5 - 648*a6^2*a5^2*x34^5*a3^2*a2^2*a1^5 - 144*a6*a5^3*x34^5*a3^2*a2^2*a1^5 + 12*a5^4*x34^5*a3^2*a2^2*a1^5 - 28*a6^3*x34^6*a3^2*a2^2*a1^5 + 108*a6^2*a5*x34^6*a3^2*a2^2*a1^5 + 108*a6*a5^2*x34^6*a3^2*a2^2*a1^5 - 28*a5^3*x34^6*a3^2*a2^2*a1^5 + 160*a6^6*a5^2*a3^3*a2^2*a1^5 + 352*a6^5*a5^3*a3^3*a2^2*a1^5 - 744*a6^4*a5^4*a3^3*a2^2*a1^5 + 352*a6^3*a5^5*a3^3*a2^2*a1^5 + 160*a6^2*a5^6*a3^3*a2^2*a1^5 + 32*a6^6*a5*x34*a3^3*a2^2*a1^5 - 2016*a6^5*a5^2*x34*a3^3*a2^2*a1^5 + 1112*a6^4*a5^3*x34*a3^3*a2^2*a1^5 + 1112*a6^3*a5^4*x34*a3^3*a2^2*a1^5 - 2016*a6^2*a5^5*x34*a3^3*a2^2*a1^5 + 32*a6*a5^6*x34*a3^3*a2^2*a1^5 - 180*a6^6*x34^2*a3^3*a2^2*a1^5 + 1296*a6^5*a5*x34^2*a3^3*a2^2*a1^5 + 576*a6^4*a5^2*x34^2*a3^3*a2^2*a1^5 - 3568*a6^3*a5^3*x34^2*a3^3*a2^2*a1^5 + 576*a6^2*a5^4*x34^2*a3^3*a2^2*a1^5 + 1296*a6*a5^5*x34^2*a3^3*a2^2*a1^5 - 180*a5^6*x34^2*a3^3*a2^2*a1^5 - 128*a6^5*x34^3*a3^3*a2^2*a1^5 - 528*a6^4*a5*x34^3*a3^3*a2^2*a1^5 + 3136*a6^3*a5^2*x34^3*a3^3*a2^2*a1^5 + 3136*a6^2*a5^3*x34^3*a3^3*a2^2*a1^5 - 528*a6*a5^4*x34^3*a3^3*a2^2*a1^5 - 128*a5^5*x34^3*a3^3*a2^2*a1^5 + 66*a6^4*x34^4*a3^3*a2^2*a1^5 - 136*a6^3*a5*x34^4*a3^3*a2^2*a1^5 - 4104*a6^2*a5^2*x34^4*a3^3*a2^2*a1^5 - 136*a6*a5^3*x34^4*a3^3*a2^2*a1^5 + 66*a5^4*x34^4*a3^3*a2^2*a1^5 - 136*a6^3*x34^5*a3^3*a2^2*a1^5 + 792*a6^2*a5*x34^5*a3^3*a2^2*a1^5 + 792*a6*a5^2*x34^5*a3^3*a2^2*a1^5 - 136*a5^3*x34^5*a3^3*a2^2*a1^5 - 28*a6^2*x34^6*a3^3*a2^2*a1^5 - 48*a6*a5*x34^6*a3^3*a2^2*a1^5 - 28*a5^2*x34^6*a3^3*a2^2*a1^5 + 16*a6^6*a5*a3^4*a2^2*a1^5 - 1008*a6^5*a5^2*a3^4*a2^2*a1^5 + 556*a6^4*a5^3*a3^4*a2^2*a1^5 + 556*a6^3*a5^4*a3^4*a2^2*a1^5 - 1008*a6^2*a5^5*a3^4*a2^2*a1^5 + 16*a6*a5^6*a3^4*a2^2*a1^5 - 170*a6^6*x34*a3^4*a2^2*a1^5 + 1320*a6^5*a5*x34*a3^4*a2^2*a1^5 + 1740*a6^4*a5^2*x34*a3^4*a2^2*a1^5 - 4360*a6^3*a5^3*x34*a3^4*a2^2*a1^5 + 1740*a6^2*a5^4*x34*a3^4*a2^2*a1^5 + 1320*a6*a5^5*x34*a3^4*a2^2*a1^5 - 170*a5^6*x34*a3^4*a2^2*a1^5 - 24*a6^5*x34^2*a3^4*a2^2*a1^5 - 2034*a6^4*a5*x34^2*a3^4*a2^2*a1^5 + 4008*a6^3*a5^2*x34^2*a3^4*a2^2*a1^5 + 4008*a6^2*a5^3*x34^2*a3^4*a2^2*a1^5 - 2034*a6*a5^4*x34^2*a3^4*a2^2*a1^5 - 24*a5^5*x34^2*a3^4*a2^2*a1^5 + 220*a6^4*x34^3*a3^4*a2^2*a1^5 - 200*a6^3*a5*x34^3*a3^4*a2^2*a1^5 - 7020*a6^2*a5^2*x34^3*a3^4*a2^2*a1^5 - 200*a6*a5^3*x34^3*a3^4*a2^2*a1^5 + 220*a5^4*x34^3*a3^4*a2^2*a1^5 - 224*a6^3*x34^4*a3^4*a2^2*a1^5 + 1932*a6^2*a5*x34^4*a3^4*a2^2*a1^5 + 1932*a6*a5^2*x34^4*a3^4*a2^2*a1^5 - 224*a5^3*x34^4*a3^4*a2^2*a1^5 - 168*a6^2*x34^5*a3^4*a2^2*a1^5 - 168*a6*a5*x34^5*a3^4*a2^2*a1^5 - 168*a5^2*x34^5*a3^4*a2^2*a1^5 + 2*a6*x34^6*a3^4*a2^2*a1^5 + 2*a5*x34^6*a3^4*a2^2*a1^5 - 68*a6^6*a3^5*a2^2*a1^5 + 528*a6^5*a5*a3^5*a2^2*a1^5 + 696*a6^4*a5^2*a3^5*a2^2*a1^5 - 1744*a6^3*a5^3*a3^5*a2^2*a1^5 + 696*a6^2*a5^4*a3^5*a2^2*a1^5 + 528*a6*a5^5*a3^5*a2^2*a1^5 - 68*a5^6*a3^5*a2^2*a1^5 + 48*a6^5*x34*a3^5*a2^2*a1^5 - 2124*a6^4*a5*x34*a3^5*a2^2*a1^5 + 2928*a6^3*a5^2*x34*a3^5*a2^2*a1^5 + 2928*a6^2*a5^3*x34*a3^5*a2^2*a1^5 - 2124*a6*a5^4*x34*a3^5*a2^2*a1^5 + 48*a5^5*x34*a3^5*a2^2*a1^5 + 354*a6^4*x34^2*a3^5*a2^2*a1^5 - 360*a6^3*a5*x34^2*a3^5*a2^2*a1^5 - 5832*a6^2*a5^2*x34^2*a3^5*a2^2*a1^5 - 360*a6*a5^3*x34^2*a3^5*a2^2*a1^5 + 354*a5^4*x34^2*a3^5*a2^2*a1^5 - 64*a6^3*x34^3*a3^5*a2^2*a1^5 + 2112*a6^2*a5*x34^3*a3^5*a2^2*a1^5 + 2112*a6*a5^2*x34^3*a3^5*a2^2*a1^5 - 64*a5^3*x34^3*a3^5*a2^2*a1^5 - 420*a6^2*x34^4*a3^5*a2^2*a1^5 - 420*a5^2*x34^4*a3^5*a2^2*a1^5 + 12*a6*x34^5*a3^5*a2^2*a1^5 + 12*a5*x34^5*a3^5*a2^2*a1^5 - 8*x34^6*a3^5*a2^2*a1^5 + 16*a6^5*a3^6*a2^2*a1^5 - 708*a6^4*a5*a3^6*a2^2*a1^5 + 976*a6^3*a5^2*a3^6*a2^2*a1^5 + 976*a6^2*a5^3*a3^6*a2^2*a1^5 - 708*a6*a5^4*a3^6*a2^2*a1^5 + 16*a5^5*a3^6*a2^2*a1^5 + 266*a6^4*x34*a3^6*a2^2*a1^5 - 280*a6^3*a5*x34*a3^6*a2^2*a1^5 - 3024*a6^2*a5^2*x34*a3^6*a2^2*a1^5 - 280*a6*a5^3*x34*a3^6*a2^2*a1^5 + 266*a5^4*x34*a3^6*a2^2*a1^5 + 184*a6^3*x34^2*a3^6*a2^2*a1^5 + 1152*a6^2*a5*x34^2*a3^6*a2^2*a1^5 + 1152*a6*a5^2*x34^2*a3^6*a2^2*a1^5 + 184*a5^3*x34^2*a3^6*a2^2*a1^5 - 588*a6^2*x34^3*a3^6*a2^2*a1^5 + 672*a6*a5*x34^3*a3^6*a2^2*a1^5 - 588*a5^2*x34^3*a3^6*a2^2*a1^5 + 32*a6*x34^4*a3^6*a2^2*a1^5 + 32*a5*x34^4*a3^6*a2^2*a1^5 - 56*x34^5*a3^6*a2^2*a1^5 + 76*a6^4*a3^7*a2^2*a1^5 - 80*a6^3*a5*a3^7*a2^2*a1^5 - 864*a6^2*a5^2*a3^7*a2^2*a1^5 - 80*a6*a5^3*a3^7*a2^2*a1^5 + 76*a5^4*a3^7*a2^2*a1^5 + 176*a6^3*x34*a3^7*a2^2*a1^5 + 384*a6^2*a5*x34*a3^7*a2^2*a1^5 + 384*a6*a5^2*x34*a3^7*a2^2*a1^5 + 176*a5^3*x34*a3^7*a2^2*a1^5 - 504*a6^2*x34^2*a3^7*a2^2*a1^5 + 1056*a6*a5*x34^2*a3^7*a2^2*a1^5 - 504*a5^2*x34^2*a3^7*a2^2*a1^5 + 48*a6*x34^3*a3^7*a2^2*a1^5 + 48*a5*x34^3*a3^7*a2^2*a1^5 - 160*x34^4*a3^7*a2^2*a1^5 + 44*a6^3*a3^8*a2^2*a1^5 + 96*a6^2*a5*a3^8*a2^2*a1^5 + 96*a6*a5^2*a3^8*a2^2*a1^5 + 44*a5^3*a3^8*a2^2*a1^5 - 252*a6^2*x34*a3^8*a2^2*a1^5 + 648*a6*a5*x34*a3^8*a2^2*a1^5 - 252*a5^2*x34*a3^8*a2^2*a1^5 + 42*a6*x34^2*a3^8*a2^2*a1^5 + 42*a5*x34^2*a3^8*a2^2*a1^5 - 240*x34^3*a3^8*a2^2*a1^5 - 56*a6^2*a3^9*a2^2*a1^5 + 144*a6*a5*a3^9*a2^2*a1^5 - 56*a5^2*a3^9*a2^2*a1^5 + 20*a6*x34*a3^9*a2^2*a1^5 + 20*a5*x34*a3^9*a2^2*a1^5 - 200*x34^2*a3^9*a2^2*a1^5 + 4*a6*a3^10*a2^2*a1^5 + 4*a5*a3^10*a2^2*a1^5 - 88*x34*a3^10*a2^2*a1^5 - 16*a3^11*a2^2*a1^5 - 4*a6^6*a5^4*a2^3*a1^5 + 48*a6^5*a5^5*a2^3*a1^5 - 4*a6^4*a5^6*a2^3*a1^5 + 40*a6^6*a5^3*x34*a2^3*a1^5 - 48*a6^5*a5^4*x34*a2^3*a1^5 - 48*a6^4*a5^5*x34*a2^3*a1^5 + 40*a6^3*a5^6*x34*a2^3*a1^5 - 28*a6^6*a5^2*x34^2*a2^3*a1^5 + 32*a6^5*a5^3*x34^2*a2^3*a1^5 + 36*a6^4*a5^4*x34^2*a2^3*a1^5 + 32*a6^3*a5^5*x34^2*a2^3*a1^5 - 28*a6^2*a5^6*x34^2*a2^3*a1^5 + 40*a6^6*a5*x34^3*a2^3*a1^5 + 32*a6^5*a5^2*x34^3*a2^3*a1^5 - 96*a6^4*a5^3*x34^3*a2^3*a1^5 - 96*a6^3*a5^4*x34^3*a2^3*a1^5 + 32*a6^2*a5^5*x34^3*a2^3*a1^5 + 40*a6*a5^6*x34^3*a2^3*a1^5 - 4*a6^6*x34^4*a2^3*a1^5 - 48*a6^5*a5*x34^4*a2^3*a1^5 + 36*a6^4*a5^2*x34^4*a2^3*a1^5 - 96*a6^3*a5^3*x34^4*a2^3*a1^5 + 36*a6^2*a5^4*x34^4*a2^3*a1^5 - 48*a6*a5^5*x34^4*a2^3*a1^5 - 4*a5^6*x34^4*a2^3*a1^5 + 48*a6^5*x34^5*a2^3*a1^5 - 48*a6^4*a5*x34^5*a2^3*a1^5 + 32*a6^3*a5^2*x34^5*a2^3*a1^5 + 32*a6^2*a5^3*x34^5*a2^3*a1^5 - 48*a6*a5^4*x34^5*a2^3*a1^5 + 48*a5^5*x34^5*a2^3*a1^5 - 4*a6^4*x34^6*a2^3*a1^5 + 40*a6^3*a5*x34^6*a2^3*a1^5 - 28*a6^2*a5^2*x34^6*a2^3*a1^5 + 40*a6*a5^3*x34^6*a2^3*a1^5 - 4*a5^4*x34^6*a2^3*a1^5 + 80*a6^6*a5^3*a3*a2^3*a1^5 - 96*a6^5*a5^4*a3*a2^3*a1^5 - 96*a6^4*a5^5*a3*a2^3*a1^5 + 80*a6^3*a5^6*a3*a2^3*a1^5 - 104*a6^6*a5^2*x34*a3*a2^3*a1^5 - 96*a6^5*a5^3*x34*a3*a2^3*a1^5 + 216*a6^4*a5^4*x34*a3*a2^3*a1^5 - 96*a6^3*a5^5*x34*a3*a2^3*a1^5 - 104*a6^2*a5^6*x34*a3*a2^3*a1^5 + 72*a6^6*a5*x34^2*a3*a2^3*a1^5 + 240*a6^5*a5^2*x34^2*a3*a2^3*a1^5 - 424*a6^4*a5^3*x34^2*a3*a2^3*a1^5 - 424*a6^3*a5^4*x34^2*a3*a2^3*a1^5 + 240*a6^2*a5^5*x34^2*a3*a2^3*a1^5 + 72*a6*a5^6*x34^2*a3*a2^3*a1^5 + 24*a6^6*x34^3*a3*a2^3*a1^5 - 352*a6^5*a5*x34^3*a3*a2^3*a1^5 + 8*a6^4*a5^2*x34^3*a3*a2^3*a1^5 + 864*a6^3*a5^3*x34^3*a3*a2^3*a1^5 + 8*a6^2*a5^4*x34^3*a3*a2^3*a1^5 - 352*a6*a5^5*x34^3*a3*a2^3*a1^5 + 24*a5^6*x34^3*a3*a2^3*a1^5 + 192*a6^5*x34^4*a3*a2^3*a1^5 - 96*a6^4*a5*x34^4*a3*a2^3*a1^5 + 24*a6^3*a5^2*x34^4*a3*a2^3*a1^5 + 24*a6^2*a5^3*x34^4*a3*a2^3*a1^5 - 96*a6*a5^4*x34^4*a3*a2^3*a1^5 + 192*a5^5*x34^4*a3*a2^3*a1^5 - 72*a6^4*x34^5*a3*a2^3*a1^5 + 80*a6^3*a5*x34^5*a3*a2^3*a1^5 - 24*a6^2*a5^2*x34^5*a3*a2^3*a1^5 + 80*a6*a5^3*x34^5*a3*a2^3*a1^5 - 72*a5^4*x34^5*a3*a2^3*a1^5 + 40*a6^3*x34^6*a3*a2^3*a1^5 - 48*a6^2*a5*x34^6*a3*a2^3*a1^5 - 48*a6*a5^2*x34^6*a3*a2^3*a1^5 + 40*a5^3*x34^6*a3*a2^3*a1^5 - 104*a6^6*a5^2*a3^2*a2^3*a1^5 - 96*a6^5*a5^3*a3^2*a2^3*a1^5 + 216*a6^4*a5^4*a3^2*a2^3*a1^5 - 96*a6^3*a5^5*a3^2*a2^3*a1^5 - 104*a6^2*a5^6*a3^2*a2^3*a1^5 - 24*a6^6*a5*x34*a3^2*a2^3*a1^5 + 528*a6^5*a5^2*x34*a3^2*a2^3*a1^5 - 696*a6^4*a5^3*x34*a3^2*a2^3*a1^5 - 696*a6^3*a5^4*x34*a3^2*a2^3*a1^5 + 528*a6^2*a5^5*x34*a3^2*a2^3*a1^5 - 24*a6*a5^6*x34*a3^2*a2^3*a1^5 + 68*a6^6*x34^2*a3^2*a2^3*a1^5 - 624*a6^5*a5*x34^2*a3^2*a2^3*a1^5 + 564*a6^4*a5^2*x34^2*a3^2*a2^3*a1^5 + 2400*a6^3*a5^3*x34^2*a3^2*a2^3*a1^5 + 564*a6^2*a5^4*x34^2*a3^2*a2^3*a1^5 - 624*a6*a5^5*x34^2*a3^2*a2^3*a1^5 + 68*a5^6*x34^2*a3^2*a2^3*a1^5 + 320*a6^5*x34^3*a3^2*a2^3*a1^5 - 40*a6^4*a5*x34^3*a3^2*a2^3*a1^5 - 992*a6^3*a5^2*x34^3*a3^2*a2^3*a1^5 - 992*a6^2*a5^3*x34^3*a3^2*a2^3*a1^5 - 40*a6*a5^4*x34^3*a3^2*a2^3*a1^5 + 320*a5^5*x34^3*a3^2*a2^3*a1^5 - 264*a6^4*x34^4*a3^2*a2^3*a1^5 - 336*a6^3*a5*x34^4*a3^2*a2^3*a1^5 + 1056*a6^2*a5^2*x34^4*a3^2*a2^3*a1^5 - 336*a6*a5^3*x34^4*a3^2*a2^3*a1^5 - 264*a5^4*x34^4*a3^2*a2^3*a1^5 + 272*a6^3*x34^5*a3^2*a2^3*a1^5 - 144*a6^2*a5*x34^5*a3^2*a2^3*a1^5 - 144*a6*a5^2*x34^5*a3^2*a2^3*a1^5 + 272*a5^3*x34^5*a3^2*a2^3*a1^5 - 28*a6^2*x34^6*a3^2*a2^3*a1^5 - 48*a6*a5*x34^6*a3^2*a2^3*a1^5 - 28*a5^2*x34^6*a3^2*a2^3*a1^5 - 16*a6^6*a5*a3^3*a2^3*a1^5 + 352*a6^5*a5^2*a3^3*a2^3*a1^5 - 464*a6^4*a5^3*a3^3*a2^3*a1^5 - 464*a6^3*a5^4*a3^3*a2^3*a1^5 + 352*a6^2*a5^5*a3^3*a2^3*a1^5 - 16*a6*a5^6*a3^3*a2^3*a1^5 + 88*a6^6*x34*a3^3*a2^3*a1^5 - 544*a6^5*a5*x34*a3^3*a2^3*a1^5 + 1112*a6^4*a5^2*x34*a3^3*a2^3*a1^5 + 3072*a6^3*a5^3*x34*a3^3*a2^3*a1^5 + 1112*a6^2*a5^4*x34*a3^3*a2^3*a1^5 - 544*a6*a5^5*x34*a3^3*a2^3*a1^5 + 88*a5^6*x34*a3^3*a2^3*a1^5 + 320*a6^5*x34^2*a3^3*a2^3*a1^5 - 160*a6^4*a5*x34^2*a3^3*a2^3*a1^5 - 3568*a6^3*a5^2*x34^2*a3^3*a2^3*a1^5 - 3568*a6^2*a5^3*x34^2*a3^3*a2^3*a1^5 - 160*a6*a5^4*x34^2*a3^3*a2^3*a1^5 + 320*a5^5*x34^2*a3^3*a2^3*a1^5 - 512*a6^4*x34^3*a3^3*a2^3*a1^5 - 96*a6^3*a5*x34^3*a3^3*a2^3*a1^5 + 3136*a6^2*a5^2*x34^3*a3^3*a2^3*a1^5 - 96*a6*a5^3*x34^3*a3^3*a2^3*a1^5 - 512*a5^4*x34^3*a3^3*a2^3*a1^5 + 664*a6^3*x34^4*a3^3*a2^3*a1^5 - 136*a6^2*a5*x34^4*a3^3*a2^3*a1^5 - 136*a6*a5^2*x34^4*a3^3*a2^3*a1^5 + 664*a5^3*x34^4*a3^3*a2^3*a1^5 - 136*a6^2*x34^5*a3^3*a2^3*a1^5 - 448*a6*a5*x34^5*a3^3*a2^3*a1^5 - 136*a5^2*x34^5*a3^3*a2^3*a1^5 + 40*a6*x34^6*a3^3*a2^3*a1^5 + 40*a5*x34^6*a3^3*a2^3*a1^5 + 44*a6^6*a3^4*a2^3*a1^5 - 272*a6^5*a5*a3^4*a2^3*a1^5 + 556*a6^4*a5^2*a3^4*a2^3*a1^5 + 1536*a6^3*a5^3*a3^4*a2^3*a1^5 + 556*a6^2*a5^4*a3^4*a2^3*a1^5 - 272*a6*a5^5*a3^4*a2^3*a1^5 + 44*a5^6*a3^4*a2^3*a1^5 + 160*a6^5*x34*a3^4*a2^3*a1^5 - 200*a6^4*a5*x34*a3^4*a2^3*a1^5 - 4360*a6^3*a5^2*x34*a3^4*a2^3*a1^5 - 4360*a6^2*a5^3*x34*a3^4*a2^3*a1^5 - 200*a6*a5^4*x34*a3^4*a2^3*a1^5 + 160*a5^5*x34*a3^4*a2^3*a1^5 - 576*a6^4*x34^2*a3^4*a2^3*a1^5 + 1792*a6^3*a5*x34^2*a3^4*a2^3*a1^5 + 4008*a6^2*a5^2*x34^2*a3^4*a2^3*a1^5 + 1792*a6*a5^3*x34^2*a3^4*a2^3*a1^5 - 576*a5^4*x34^2*a3^4*a2^3*a1^5 + 640*a6^3*x34^3*a3^4*a2^3*a1^5 - 200*a6^2*a5*x34^3*a3^4*a2^3*a1^5 - 200*a6*a5^2*x34^3*a3^4*a2^3*a1^5 + 640*a5^3*x34^3*a3^4*a2^3*a1^5 - 224*a6^2*x34^4*a3^4*a2^3*a1^5 - 1376*a6*a5*x34^4*a3^4*a2^3*a1^5 - 224*a5^2*x34^4*a3^4*a2^3*a1^5 + 192*a6*x34^5*a3^4*a2^3*a1^5 + 192*a5*x34^5*a3^4*a2^3*a1^5 - 4*x34^6*a3^4*a2^3*a1^5 + 64*a6^5*a3^5*a2^3*a1^5 - 80*a6^4*a5*a3^5*a2^3*a1^5 - 1744*a6^3*a5^2*a3^5*a2^3*a1^5 - 1744*a6^2*a5^3*a3^5*a2^3*a1^5 - 80*a6*a5^4*a3^5*a2^3*a1^5 + 64*a5^5*a3^5*a2^3*a1^5 - 384*a6^4*x34*a3^5*a2^3*a1^5 + 2208*a6^3*a5*x34*a3^5*a2^3*a1^5 + 2928*a6^2*a5^2*x34*a3^5*a2^3*a1^5 + 2208*a6*a5^3*x34*a3^5*a2^3*a1^5 - 384*a5^4*x34*a3^5*a2^3*a1^5 + 88*a6^3*x34^2*a3^5*a2^3*a1^5 - 360*a6^2*a5*x34^2*a3^5*a2^3*a1^5 - 360*a6*a5^2*x34^2*a3^5*a2^3*a1^5 + 88*a5^3*x34^2*a3^5*a2^3*a1^5 - 64*a6^2*x34^3*a3^5*a2^3*a1^5 - 2144*a6*a5*x34^3*a3^5*a2^3*a1^5 - 64*a5^2*x34^3*a3^5*a2^3*a1^5 + 312*a6*x34^4*a3^5*a2^3*a1^5 + 312*a5*x34^4*a3^5*a2^3*a1^5 + 24*x34^5*a3^5*a2^3*a1^5 - 128*a6^4*a3^6*a2^3*a1^5 + 736*a6^3*a5*a3^6*a2^3*a1^5 + 976*a6^2*a5^2*a3^6*a2^3*a1^5 + 736*a6*a5^3*a3^6*a2^3*a1^5 - 128*a5^4*a3^6*a2^3*a1^5 - 168*a6^3*x34*a3^6*a2^3*a1^5 - 280*a6^2*a5*x34*a3^6*a2^3*a1^5 - 280*a6*a5^2*x34*a3^6*a2^3*a1^5 - 168*a5^3*x34*a3^6*a2^3*a1^5 + 184*a6^2*x34^2*a3^6*a2^3*a1^5 - 1984*a6*a5*x34^2*a3^6*a2^3*a1^5 + 184*a5^2*x34^2*a3^6*a2^3*a1^5 + 168*a6*x34^3*a3^6*a2^3*a1^5 + 168*a5*x34^3*a3^6*a2^3*a1^5 + 176*x34^4*a3^6*a2^3*a1^5 - 48*a6^3*a3^7*a2^3*a1^5 - 80*a6^2*a5*a3^7*a2^3*a1^5 - 80*a6*a5^2*a3^7*a2^3*a1^5 - 48*a5^3*a3^7*a2^3*a1^5 + 176*a6^2*x34*a3^7*a2^3*a1^5 - 1088*a6*a5*x34*a3^7*a2^3*a1^5 + 176*a5^2*x34*a3^7*a2^3*a1^5 - 48*a6*x34^2*a3^7*a2^3*a1^5 - 48*a5*x34^2*a3^7*a2^3*a1^5 + 384*x34^3*a3^7*a2^3*a1^5 + 44*a6^2*a3^8*a2^3*a1^5 - 272*a6*a5*a3^8*a2^3*a1^5 + 44*a5^2*a3^8*a2^3*a1^5 - 72*a6*x34*a3^8*a2^3*a1^5 - 72*a5*x34*a3^8*a2^3*a1^5 + 396*x34^2*a3^8*a2^3*a1^5 - 16*a6*a3^9*a2^3*a1^5 - 16*a5*a3^9*a2^3*a1^5 + 200*x34*a3^9*a2^3*a1^5 + 40*a3^10*a2^3*a1^5 - 4*a6^6*a5^3*a2^4*a1^5 - 24*a6^5*a5^4*a2^4*a1^5 - 24*a6^4*a5^5*a2^4*a1^5 - 4*a6^3*a5^6*a2^4*a1^5 + 2*a6^6*a5^2*x34*a2^4*a1^5 - 48*a6^5*a5^3*x34*a2^4*a1^5 + 108*a6^4*a5^4*x34*a2^4*a1^5 - 48*a6^3*a5^5*x34*a2^4*a1^5 + 2*a6^2*a5^6*x34*a2^4*a1^5 + 2*a6^6*a5*x34^2*a2^4*a1^5 + 36*a6^4*a5^3*x34^2*a2^4*a1^5 + 36*a6^3*a5^4*x34^2*a2^4*a1^5 + 2*a6*a5^6*x34^2*a2^4*a1^5 - 4*a6^6*x34^3*a2^4*a1^5 - 48*a6^5*a5*x34^3*a2^4*a1^5 + 36*a6^4*a5^2*x34^3*a2^4*a1^5 - 96*a6^3*a5^3*x34^3*a2^4*a1^5 + 36*a6^2*a5^4*x34^3*a2^4*a1^5 - 48*a6*a5^5*x34^3*a2^4*a1^5 - 4*a5^6*x34^3*a2^4*a1^5 - 24*a6^5*x34^4*a2^4*a1^5 + 108*a6^4*a5*x34^4*a2^4*a1^5 + 36*a6^3*a5^2*x34^4*a2^4*a1^5 + 36*a6^2*a5^3*x34^4*a2^4*a1^5 + 108*a6*a5^4*x34^4*a2^4*a1^5 - 24*a5^5*x34^4*a2^4*a1^5 - 24*a6^4*x34^5*a2^4*a1^5 - 48*a6^3*a5*x34^5*a2^4*a1^5 - 48*a6*a5^3*x34^5*a2^4*a1^5 - 24*a5^4*x34^5*a2^4*a1^5 - 4*a6^3*x34^6*a2^4*a1^5 + 2*a6^2*a5*x34^6*a2^4*a1^5 + 2*a6*a5^2*x34^6*a2^4*a1^5 - 4*a5^3*x34^6*a2^4*a1^5 + 4*a6^6*a5^2*a3*a2^4*a1^5 - 96*a6^5*a5^3*a3*a2^4*a1^5 + 216*a6^4*a5^4*a3*a2^4*a1^5 - 96*a6^3*a5^5*a3*a2^4*a1^5 + 4*a6^2*a5^6*a3*a2^4*a1^5 + 4*a6^6*a5*x34*a3*a2^4*a1^5 + 120*a6^5*a5^2*x34*a3*a2^4*a1^5 + 216*a6^4*a5^3*x34*a3*a2^4*a1^5 + 216*a6^3*a5^4*x34*a3*a2^4*a1^5 + 120*a6^2*a5^5*x34*a3*a2^4*a1^5 + 4*a6*a5^6*x34*a3*a2^4*a1^5 - 10*a6^6*x34^2*a3*a2^4*a1^5 - 24*a6^5*a5*x34^2*a3*a2^4*a1^5 - 300*a6^4*a5^2*x34^2*a3*a2^4*a1^5 - 424*a6^3*a5^3*x34^2*a3*a2^4*a1^5 - 300*a6^2*a5^4*x34^2*a3*a2^4*a1^5 - 24*a6*a5^5*x34^2*a3*a2^4*a1^5 - 10*a5^6*x34^2*a3*a2^4*a1^5 - 144*a6^5*x34^3*a3*a2^4*a1^5 + 576*a6^4*a5*x34^3*a3*a2^4*a1^5 + 8*a6^3*a5^2*x34^3*a3*a2^4*a1^5 + 8*a6^2*a5^3*x34^3*a3*a2^4*a1^5 + 576*a6*a5^4*x34^3*a3*a2^4*a1^5 - 144*a5^5*x34^3*a3*a2^4*a1^5 - 12*a6^4*x34^4*a3*a2^4*a1^5 - 96*a6^3*a5*x34^4*a3*a2^4*a1^5 - 408*a6^2*a5^2*x34^4*a3*a2^4*a1^5 - 96*a6*a5^3*x34^4*a3*a2^4*a1^5 - 12*a5^4*x34^4*a3*a2^4*a1^5 - 72*a6^3*x34^5*a3*a2^4*a1^5 + 132*a6^2*a5*x34^5*a3*a2^4*a1^5 + 132*a6*a5^2*x34^5*a3*a2^4*a1^5 - 72*a5^3*x34^5*a3*a2^4*a1^5 + 2*a6^2*x34^6*a3*a2^4*a1^5 + 2*a5^2*x34^6*a3*a2^4*a1^5 + 4*a6^6*a5*a3^2*a2^4*a1^5 + 120*a6^5*a5^2*a3^2*a2^4*a1^5 + 216*a6^4*a5^3*a3^2*a2^4*a1^5 + 216*a6^3*a5^4*a3^2*a2^4*a1^5 + 120*a6^2*a5^5*a3^2*a2^4*a1^5 + 4*a6*a5^6*a3^2*a2^4*a1^5 - 6*a6^6*x34*a3^2*a2^4*a1^5 + 216*a6^5*a5*x34*a3^2*a2^4*a1^5 - 1116*a6^4*a5^2*x34*a3^2*a2^4*a1^5 - 696*a6^3*a5^3*x34*a3^2*a2^4*a1^5 - 1116*a6^2*a5^4*x34*a3^2*a2^4*a1^5 + 216*a6*a5^5*x34*a3^2*a2^4*a1^5 - 6*a5^6*x34*a3^2*a2^4*a1^5 - 288*a6^5*x34^2*a3^2*a2^4*a1^5 + 672*a6^4*a5*x34^2*a3^2*a2^4*a1^5 + 564*a6^3*a5^2*x34^2*a3^2*a2^4*a1^5 + 564*a6^2*a5^3*x34^2*a3^2*a2^4*a1^5 + 672*a6*a5^4*x34^2*a3^2*a2^4*a1^5 - 288*a5^5*x34^2*a3^2*a2^4*a1^5 + 228*a6^4*x34^3*a3^2*a2^4*a1^5 - 40*a6^3*a5*x34^3*a3^2*a2^4*a1^5 - 876*a6^2*a5^2*x34^3*a3^2*a2^4*a1^5 - 40*a6*a5^3*x34^3*a3^2*a2^4*a1^5 + 228*a5^4*x34^3*a3^2*a2^4*a1^5 - 264*a6^3*x34^4*a3^2*a2^4*a1^5 + 222*a6^2*a5*x34^4*a3^2*a2^4*a1^5 + 222*a6*a5^2*x34^4*a3^2*a2^4*a1^5 - 264*a5^3*x34^4*a3^2*a2^4*a1^5 + 12*a6^2*x34^5*a3^2*a2^4*a1^5 + 120*a6*a5*x34^5*a3^2*a2^4*a1^5 + 12*a5^2*x34^5*a3^2*a2^4*a1^5 + 2*a6*x34^6*a3^2*a2^4*a1^5 + 2*a5*x34^6*a3^2*a2^4*a1^5 - 4*a6^6*a3^3*a2^4*a1^5 + 144*a6^5*a5*a3^3*a2^4*a1^5 - 744*a6^4*a5^2*a3^3*a2^4*a1^5 - 464*a6^3*a5^3*a3^3*a2^4*a1^5 - 744*a6^2*a5^4*a3^3*a2^4*a1^5 + 144*a6*a5^5*a3^3*a2^4*a1^5 - 4*a5^6*a3^3*a2^4*a1^5 - 288*a6^5*x34*a3^3*a2^4*a1^5 + 192*a6^4*a5*x34*a3^3*a2^4*a1^5 + 1112*a6^3*a5^2*x34*a3^3*a2^4*a1^5 + 1112*a6^2*a5^3*x34*a3^3*a2^4*a1^5 + 192*a6*a5^4*x34*a3^3*a2^4*a1^5 - 288*a5^5*x34*a3^3*a2^4*a1^5 + 552*a6^4*x34^2*a3^3*a2^4*a1^5 - 160*a6^3*a5*x34^2*a3^3*a2^4*a1^5 + 576*a6^2*a5^2*x34^2*a3^3*a2^4*a1^5 - 160*a6*a5^3*x34^2*a3^3*a2^4*a1^5 + 552*a5^4*x34^2*a3^3*a2^4*a1^5 - 512*a6^3*x34^3*a3^3*a2^4*a1^5 - 528*a6^2*a5*x34^3*a3^3*a2^4*a1^5 - 528*a6*a5^2*x34^3*a3^3*a2^4*a1^5 - 512*a5^3*x34^3*a3^3*a2^4*a1^5 + 66*a6^2*x34^4*a3^3*a2^4*a1^5 + 744*a6*a5*x34^4*a3^3*a2^4*a1^5 + 66*a5^2*x34^4*a3^3*a2^4*a1^5 - 36*a6*x34^5*a3^3*a2^4*a1^5 - 36*a5*x34^5*a3^3*a2^4*a1^5 - 4*x34^6*a3^3*a2^4*a1^5 - 144*a6^5*a3^4*a2^4*a1^5 + 96*a6^4*a5*a3^4*a2^4*a1^5 + 556*a6^3*a5^2*a3^4*a2^4*a1^5 + 556*a6^2*a5^3*a3^4*a2^4*a1^5 + 96*a6*a5^4*a3^4*a2^4*a1^5 - 144*a5^5*a3^4*a2^4*a1^5 + 600*a6^4*x34*a3^4*a2^4*a1^5 - 200*a6^3*a5*x34*a3^4*a2^4*a1^5 + 1740*a6^2*a5^2*x34*a3^4*a2^4*a1^5 - 200*a6*a5^3*x34*a3^4*a2^4*a1^5 + 600*a5^4*x34*a3^4*a2^4*a1^5 - 576*a6^3*x34^2*a3^4*a2^4*a1^5 - 2034*a6^2*a5*x34^2*a3^4*a2^4*a1^5 - 2034*a6*a5^2*x34^2*a3^4*a2^4*a1^5 - 576*a5^3*x34^2*a3^4*a2^4*a1^5 + 220*a6^2*x34^3*a3^4*a2^4*a1^5 + 1920*a6*a5*x34^3*a3^4*a2^4*a1^5 + 220*a5^2*x34^3*a3^4*a2^4*a1^5 - 102*a6*x34^4*a3^4*a2^4*a1^5 - 102*a5*x34^4*a3^4*a2^4*a1^5 - 48*x34^5*a3^4*a2^4*a1^5 + 240*a6^4*a3^5*a2^4*a1^5 - 80*a6^3*a5*a3^5*a2^4*a1^5 + 696*a6^2*a5^2*a3^5*a2^4*a1^5 - 80*a6*a5^3*a3^5*a2^4*a1^5 + 240*a5^4*a3^5*a2^4*a1^5 - 384*a6^3*x34*a3^5*a2^4*a1^5 - 2124*a6^2*a5*x34*a3^5*a2^4*a1^5 - 2124*a6*a5^2*x34*a3^5*a2^4*a1^5 - 384*a5^3*x34*a3^5*a2^4*a1^5 + 354*a6^2*x34^2*a3^5*a2^4*a1^5 + 2616*a6*a5*x34^2*a3^5*a2^4*a1^5 + 354*a5^2*x34^2*a3^5*a2^4*a1^5 - 56*a6*x34^3*a3^5*a2^4*a1^5 - 56*a5*x34^3*a3^5*a2^4*a1^5 - 204*x34^4*a3^5*a2^4*a1^5 - 128*a6^3*a3^6*a2^4*a1^5 - 708*a6^2*a5*a3^6*a2^4*a1^5 - 708*a6*a5^2*a3^6*a2^4*a1^5 - 128*a5^3*a3^6*a2^4*a1^5 + 266*a6^2*x34*a3^6*a2^4*a1^5 + 1848*a6*a5*x34*a3^6*a2^4*a1^5 + 266*a5^2*x34*a3^6*a2^4*a1^5 + 56*a6*x34^2*a3^6*a2^4*a1^5 + 56*a5*x34^2*a3^6*a2^4*a1^5 - 420*x34^3*a3^6*a2^4*a1^5 + 76*a6^2*a3^7*a2^4*a1^5 + 528*a6*a5*a3^7*a2^4*a1^5 + 76*a5^2*a3^7*a2^4*a1^5 + 64*a6*x34*a3^7*a2^4*a1^5 + 64*a5*x34*a3^7*a2^4*a1^5 - 456*x34^2*a3^7*a2^4*a1^5 + 16*a6*a3^8*a2^4*a1^5 + 16*a5*a3^8*a2^4*a1^5 - 252*x34*a3^8*a2^4*a1^5 - 56*a3^9*a2^4*a1^5 - 8*a6^6*a5^2*a2^5*a1^5 + 48*a6^5*a5^3*a2^5*a1^5 - 24*a6^4*a5^4*a2^5*a1^5 + 48*a6^3*a5^5*a2^5*a1^5 - 8*a6^2*a5^6*a2^5*a1^5 + 8*a6^6*a5*x34*a2^5*a1^5 - 48*a6^4*a5^3*x34*a2^5*a1^5 - 48*a6^3*a5^4*x34*a2^5*a1^5 + 8*a6*a5^6*x34*a2^5*a1^5 - 8*a6^6*x34^2*a2^5*a1^5 + 32*a6^3*a5^3*x34^2*a2^5*a1^5 - 8*a5^6*x34^2*a2^5*a1^5 + 48*a6^5*x34^3*a2^5*a1^5 - 48*a6^4*a5*x34^3*a2^5*a1^5 + 32*a6^3*a5^2*x34^3*a2^5*a1^5 + 32*a6^2*a5^3*x34^3*a2^5*a1^5 - 48*a6*a5^4*x34^3*a2^5*a1^5 + 48*a5^5*x34^3*a2^5*a1^5 - 24*a6^4*x34^4*a2^5*a1^5 - 48*a6^3*a5*x34^4*a2^5*a1^5 - 48*a6*a5^3*x34^4*a2^5*a1^5 - 24*a5^4*x34^4*a2^5*a1^5 + 48*a6^3*x34^5*a2^5*a1^5 + 48*a5^3*x34^5*a2^5*a1^5 - 8*a6^2*x34^6*a2^5*a1^5 + 8*a6*a5*x34^6*a2^5*a1^5 - 8*a5^2*x34^6*a2^5*a1^5 + 16*a6^6*a5*a3*a2^5*a1^5 - 96*a6^4*a5^3*a3*a2^5*a1^5 - 96*a6^3*a5^4*a3*a2^5*a1^5 + 16*a6*a5^6*a3*a2^5*a1^5 - 8*a6^6*x34*a3*a2^5*a1^5 - 144*a6^5*a5*x34*a3*a2^5*a1^5 + 120*a6^4*a5^2*x34*a3*a2^5*a1^5 - 96*a6^3*a5^3*x34*a3*a2^5*a1^5 + 120*a6^2*a5^4*x34*a3*a2^5*a1^5 - 144*a6*a5^5*x34*a3*a2^5*a1^5 - 8*a5^6*x34*a3*a2^5*a1^5 + 144*a6^5*x34^2*a3*a2^5*a1^5 - 24*a6^4*a5*x34^2*a3*a2^5*a1^5 + 240*a6^3*a5^2*x34^2*a3*a2^5*a1^5 + 240*a6^2*a5^3*x34^2*a3*a2^5*a1^5 - 24*a6*a5^4*x34^2*a3*a2^5*a1^5 + 144*a5^5*x34^2*a3*a2^5*a1^5 - 144*a6^4*x34^3*a3*a2^5*a1^5 - 352*a6^3*a5*x34^3*a3*a2^5*a1^5 + 144*a6^2*a5^2*x34^3*a3*a2^5*a1^5 - 352*a6*a5^3*x34^3*a3*a2^5*a1^5 - 144*a5^4*x34^3*a3*a2^5*a1^5 + 192*a6^3*x34^4*a3*a2^5*a1^5 + 120*a6^2*a5*x34^4*a3*a2^5*a1^5 + 120*a6*a5^2*x34^4*a3*a2^5*a1^5 + 192*a5^3*x34^4*a3*a2^5*a1^5 - 48*a6^2*x34^5*a3*a2^5*a1^5 - 96*a6*a5*x34^5*a3*a2^5*a1^5 - 48*a5^2*x34^5*a3*a2^5*a1^5 + 8*a6*x34^6*a3*a2^5*a1^5 + 8*a5*x34^6*a3*a2^5*a1^5 - 8*a6^6*a3^2*a2^5*a1^5 - 144*a6^5*a5*a3^2*a2^5*a1^5 + 120*a6^4*a5^2*a3^2*a2^5*a1^5 - 96*a6^3*a5^3*a3^2*a2^5*a1^5 + 120*a6^2*a5^4*a3^2*a2^5*a1^5 - 144*a6*a5^5*a3^2*a2^5*a1^5 - 8*a5^6*a3^2*a2^5*a1^5 + 144*a6^5*x34*a3^2*a2^5*a1^5 + 216*a6^4*a5*x34*a3^2*a2^5*a1^5 + 528*a6^3*a5^2*x34*a3^2*a2^5*a1^5 + 528*a6^2*a5^3*x34*a3^2*a2^5*a1^5 + 216*a6*a5^4*x34*a3^2*a2^5*a1^5 + 144*a5^5*x34*a3^2*a2^5*a1^5 - 288*a6^4*x34^2*a3^2*a2^5*a1^5 - 624*a6^3*a5*x34^2*a3^2*a2^5*a1^5 - 864*a6^2*a5^2*x34^2*a3^2*a2^5*a1^5 - 624*a6*a5^3*x34^2*a3^2*a2^5*a1^5 - 288*a5^4*x34^2*a3^2*a2^5*a1^5 + 320*a6^3*x34^3*a3^2*a2^5*a1^5 + 624*a6^2*a5*x34^3*a3^2*a2^5*a1^5 + 624*a6*a5^2*x34^3*a3^2*a2^5*a1^5 + 320*a5^3*x34^3*a3^2*a2^5*a1^5 - 120*a6^2*x34^4*a3^2*a2^5*a1^5 - 480*a6*a5*x34^4*a3^2*a2^5*a1^5 - 120*a5^2*x34^4*a3^2*a2^5*a1^5 + 48*a6*x34^5*a3^2*a2^5*a1^5 + 48*a5*x34^5*a3^2*a2^5*a1^5 - 8*x34^6*a3^2*a2^5*a1^5 + 96*a6^5*a3^3*a2^5*a1^5 + 144*a6^4*a5*a3^3*a2^5*a1^5 + 352*a6^3*a5^2*a3^3*a2^5*a1^5 + 352*a6^2*a5^3*a3^3*a2^5*a1^5 + 144*a6*a5^4*a3^3*a2^5*a1^5 + 96*a5^5*a3^3*a2^5*a1^5 - 288*a6^4*x34*a3^3*a2^5*a1^5 - 544*a6^3*a5*x34*a3^3*a2^5*a1^5 - 2016*a6^2*a5^2*x34*a3^3*a2^5*a1^5 - 544*a6*a5^3*x34*a3^3*a2^5*a1^5 - 288*a5^4*x34*a3^3*a2^5*a1^5 + 320*a6^3*x34^2*a3^3*a2^5*a1^5 + 1296*a6^2*a5*x34^2*a3^3*a2^5*a1^5 + 1296*a6*a5^2*x34^2*a3^3*a2^5*a1^5 + 320*a5^3*x34^2*a3^3*a2^5*a1^5 - 128*a6^2*x34^3*a3^3*a2^5*a1^5 - 960*a6*a5*x34^3*a3^3*a2^5*a1^5 - 128*a5^2*x34^3*a3^3*a2^5*a1^5 + 72*a6*x34^4*a3^3*a2^5*a1^5 + 72*a5*x34^4*a3^3*a2^5*a1^5 - 144*a6^4*a3^4*a2^5*a1^5 - 272*a6^3*a5*a3^4*a2^5*a1^5 - 1008*a6^2*a5^2*a3^4*a2^5*a1^5 - 272*a6*a5^3*a3^4*a2^5*a1^5 - 144*a5^4*a3^4*a2^5*a1^5 + 160*a6^3*x34*a3^4*a2^5*a1^5 + 1320*a6^2*a5*x34*a3^4*a2^5*a1^5 + 1320*a6*a5^2*x34*a3^4*a2^5*a1^5 + 160*a5^3*x34*a3^4*a2^5*a1^5 - 24*a6^2*x34^2*a3^4*a2^5*a1^5 - 960*a6*a5*x34^2*a3^4*a2^5*a1^5 - 24*a5^2*x34^2*a3^4*a2^5*a1^5 - 80*a6*x34^3*a3^4*a2^5*a1^5 - 80*a5*x34^3*a3^4*a2^5*a1^5 + 96*x34^4*a3^4*a2^5*a1^5 + 64*a6^3*a3^5*a2^5*a1^5 + 528*a6^2*a5*a3^5*a2^5*a1^5 + 528*a6*a5^2*a3^5*a2^5*a1^5 + 64*a5^3*a3^5*a2^5*a1^5 + 48*a6^2*x34*a3^5*a2^5*a1^5 - 576*a6*a5*x34*a3^5*a2^5*a1^5 + 48*a5^2*x34*a3^5*a2^5*a1^5 - 312*a6*x34^2*a3^5*a2^5*a1^5 - 312*a5*x34^2*a3^5*a2^5*a1^5 + 272*x34^3*a3^5*a2^5*a1^5 + 16*a6^2*a3^6*a2^5*a1^5 - 192*a6*a5*a3^6*a2^5*a1^5 + 16*a5^2*a3^6*a2^5*a1^5 - 280*a6*x34*a3^6*a2^5*a1^5 - 280*a5*x34*a3^6*a2^5*a1^5 + 352*x34^2*a3^6*a2^5*a1^5 - 80*a6*a3^7*a2^5*a1^5 - 80*a5*a3^7*a2^5*a1^5 + 224*x34*a3^7*a2^5*a1^5 + 56*a3^8*a2^5*a1^5 - 8*a6^5*a5^2*a2^6*a1^5 - 4*a6^4*a5^3*a2^6*a1^5 - 4*a6^3*a5^4*a2^6*a1^5 - 8*a6^2*a5^5*a2^6*a1^5 + 8*a6^5*a5*x34*a2^6*a1^5 + 2*a6^4*a5^2*x34*a2^6*a1^5 + 40*a6^3*a5^3*x34*a2^6*a1^5 + 2*a6^2*a5^4*x34*a2^6*a1^5 + 8*a6*a5^5*x34*a2^6*a1^5 - 8*a6^5*x34^2*a2^6*a1^5 + 2*a6^4*a5*x34^2*a2^6*a1^5 - 28*a6^3*a5^2*x34^2*a2^6*a1^5 - 28*a6^2*a5^3*x34^2*a2^6*a1^5 + 2*a6*a5^4*x34^2*a2^6*a1^5 - 8*a5^5*x34^2*a2^6*a1^5 - 4*a6^4*x34^3*a2^6*a1^5 + 40*a6^3*a5*x34^3*a2^6*a1^5 - 28*a6^2*a5^2*x34^3*a2^6*a1^5 + 40*a6*a5^3*x34^3*a2^6*a1^5 - 4*a5^4*x34^3*a2^6*a1^5 - 4*a6^3*x34^4*a2^6*a1^5 + 2*a6^2*a5*x34^4*a2^6*a1^5 + 2*a6*a5^2*x34^4*a2^6*a1^5 - 4*a5^3*x34^4*a2^6*a1^5 - 8*a6^2*x34^5*a2^6*a1^5 + 8*a6*a5*x34^5*a2^6*a1^5 - 8*a5^2*x34^5*a2^6*a1^5 + 16*a6^5*a5*a3*a2^6*a1^5 + 4*a6^4*a5^2*a3*a2^6*a1^5 + 80*a6^3*a5^3*a3*a2^6*a1^5 + 4*a6^2*a5^4*a3*a2^6*a1^5 + 16*a6*a5^5*a3*a2^6*a1^5 - 8*a6^5*x34*a3*a2^6*a1^5 + 4*a6^4*a5*x34*a3*a2^6*a1^5 - 104*a6^3*a5^2*x34*a3*a2^6*a1^5 - 104*a6^2*a5^3*x34*a3*a2^6*a1^5 + 4*a6*a5^4*x34*a3*a2^6*a1^5 - 8*a5^5*x34*a3*a2^6*a1^5 - 10*a6^4*x34^2*a3*a2^6*a1^5 + 72*a6^3*a5*x34^2*a3*a2^6*a1^5 + 24*a6^2*a5^2*x34^2*a3*a2^6*a1^5 + 72*a6*a5^3*x34^2*a3*a2^6*a1^5 - 10*a5^4*x34^2*a3*a2^6*a1^5 + 24*a6^3*x34^3*a3*a2^6*a1^5 - 40*a6^2*a5*x34^3*a3*a2^6*a1^5 - 40*a6*a5^2*x34^3*a3*a2^6*a1^5 + 24*a5^3*x34^3*a3*a2^6*a1^5 - 38*a6^2*x34^4*a3*a2^6*a1^5 + 40*a6*a5*x34^4*a3*a2^6*a1^5 - 38*a5^2*x34^4*a3*a2^6*a1^5 + 8*a6*x34^5*a3*a2^6*a1^5 + 8*a5*x34^5*a3*a2^6*a1^5 - 8*a6^5*a3^2*a2^6*a1^5 + 4*a6^4*a5*a3^2*a2^6*a1^5 - 104*a6^3*a5^2*a3^2*a2^6*a1^5 - 104*a6^2*a5^3*a3^2*a2^6*a1^5 + 4*a6*a5^4*a3^2*a2^6*a1^5 - 8*a5^5*a3^2*a2^6*a1^5 - 6*a6^4*x34*a3^2*a2^6*a1^5 - 24*a6^3*a5*x34*a3^2*a2^6*a1^5 + 240*a6^2*a5^2*x34*a3^2*a2^6*a1^5 - 24*a6*a5^3*x34*a3^2*a2^6*a1^5 - 6*a5^4*x34*a3^2*a2^6*a1^5 + 68*a6^3*x34^2*a3^2*a2^6*a1^5 - 24*a6^2*a5*x34^2*a3^2*a2^6*a1^5 - 24*a6*a5^2*x34^2*a3^2*a2^6*a1^5 + 68*a5^3*x34^2*a3^2*a2^6*a1^5 - 100*a6^2*x34^3*a3^2*a2^6*a1^5 + 32*a6*a5*x34^3*a3^2*a2^6*a1^5 - 100*a5^2*x34^3*a3^2*a2^6*a1^5 + 42*a6*x34^4*a3^2*a2^6*a1^5 + 42*a5*x34^4*a3^2*a2^6*a1^5 - 8*x34^5*a3^2*a2^6*a1^5 - 4*a6^4*a3^3*a2^6*a1^5 - 16*a6^3*a5*a3^3*a2^6*a1^5 + 160*a6^2*a5^2*a3^3*a2^6*a1^5 - 16*a6*a5^3*a3^3*a2^6*a1^5 - 4*a5^4*a3^3*a2^6*a1^5 + 88*a6^3*x34*a3^3*a2^6*a1^5 + 32*a6^2*a5*x34*a3^3*a2^6*a1^5 + 32*a6*a5^2*x34*a3^3*a2^6*a1^5 + 88*a5^3*x34*a3^3*a2^6*a1^5 - 180*a6^2*x34^2*a3^3*a2^6*a1^5 - 112*a6*a5*x34^2*a3^3*a2^6*a1^5 - 180*a5^2*x34^2*a3^3*a2^6*a1^5 + 128*a6*x34^3*a3^3*a2^6*a1^5 + 128*a5*x34^3*a3^3*a2^6*a1^5 - 44*x34^4*a3^3*a2^6*a1^5 + 44*a6^3*a3^4*a2^6*a1^5 + 16*a6^2*a5*a3^4*a2^6*a1^5 + 16*a6*a5^2*a3^4*a2^6*a1^5 + 44*a5^3*a3^4*a2^6*a1^5 - 170*a6^2*x34*a3^4*a2^6*a1^5 - 200*a6*a5*x34*a3^4*a2^6*a1^5 - 170*a5^2*x34*a3^4*a2^6*a1^5 + 214*a6*x34^2*a3^4*a2^6*a1^5 + 214*a5*x34^2*a3^4*a2^6*a1^5 - 100*x34^3*a3^4*a2^6*a1^5 - 68*a6^2*a3^5*a2^6*a1^5 - 80*a6*a5*a3^5*a2^6*a1^5 - 68*a5^2*a3^5*a2^6*a1^5 + 180*a6*x34*a3^5*a2^6*a1^5 + 180*a5*x34*a3^5*a2^6*a1^5 - 124*x34^2*a3^5*a2^6*a1^5 + 60*a6*a3^6*a2^6*a1^5 + 60*a5*a3^6*a2^6*a1^5 - 84*x34*a3^6*a2^6*a1^5 - 24*a3^7*a2^6*a1^5 + 8*a6^6*a5^4*x34^2*a1^6 - 8*a6^5*a5^5*x34^2*a1^6 + 8*a6^4*a5^6*x34^2*a1^6 - 8*a6^6*a5^3*x34^3*a1^6 - 4*a6^5*a5^4*x34^3*a1^6 - 4*a6^4*a5^5*x34^3*a1^6 - 8*a6^3*a5^6*x34^3*a1^6 + 8*a6^6*a5^2*x34^4*a1^6 - 4*a6^5*a5^3*x34^4*a1^6 + 24*a6^4*a5^4*x34^4*a1^6 - 4*a6^3*a5^5*x34^4*a1^6 + 8*a6^2*a5^6*x34^4*a1^6 - 8*a6^5*a5^2*x34^5*a1^6 - 4*a6^4*a5^3*x34^5*a1^6 - 4*a6^3*a5^4*x34^5*a1^6 - 8*a6^2*a5^5*x34^5*a1^6 + 8*a6^4*a5^2*x34^6*a1^6 - 8*a6^3*a5^3*x34^6*a1^6 + 8*a6^2*a5^4*x34^6*a1^6 + 8*a6^6*a5^4*x34*a3*a1^6 - 8*a6^5*a5^5*x34*a3*a1^6 + 8*a6^4*a5^6*x34*a3*a1^6 - 28*a6^6*a5^3*x34^2*a3*a1^6 - 10*a6^5*a5^4*x34^2*a3*a1^6 - 10*a6^4*a5^5*x34^2*a3*a1^6 - 28*a6^3*a5^6*x34^2*a3*a1^6 + 28*a6^6*a5^2*x34^3*a3*a1^6 + 24*a6^5*a5^3*x34^3*a3*a1^6 + 68*a6^4*a5^4*x34^3*a3*a1^6 + 24*a6^3*a5^5*x34^3*a3*a1^6 + 28*a6^2*a5^6*x34^3*a3*a1^6 - 8*a6^6*a5*x34^4*a3*a1^6 - 38*a6^5*a5^2*x34^4*a3*a1^6 - 48*a6^4*a5^3*x34^4*a3*a1^6 - 48*a6^3*a5^4*x34^4*a3*a1^6 - 38*a6^2*a5^5*x34^4*a3*a1^6 - 8*a6*a5^6*x34^4*a3*a1^6 + 8*a6^5*a5*x34^5*a3*a1^6 + 50*a6^4*a5^2*x34^5*a3*a1^6 - 8*a6^3*a5^3*x34^5*a3*a1^6 + 50*a6^2*a5^4*x34^5*a3*a1^6 + 8*a6*a5^5*x34^5*a3*a1^6 - 8*a6^4*a5*x34^6*a3*a1^6 - 4*a6^3*a5^2*x34^6*a3*a1^6 - 4*a6^2*a5^3*x34^6*a3*a1^6 - 8*a6*a5^4*x34^6*a3*a1^6 + 8*a6^6*a5^4*a3^2*a1^6 - 8*a6^5*a5^5*a3^2*a1^6 + 8*a6^4*a5^6*a3^2*a1^6 - 36*a6^6*a5^3*x34*a3^2*a1^6 - 6*a6^5*a5^4*x34*a3^2*a1^6 - 6*a6^4*a5^5*x34*a3^2*a1^6 - 36*a6^3*a5^6*x34*a3^2*a1^6 + 60*a6^6*a5^2*x34^2*a3^2*a1^6 + 68*a6^5*a5^3*x34^2*a3^2*a1^6 + 92*a6^4*a5^4*x34^2*a3^2*a1^6 + 68*a6^3*a5^5*x34^2*a3^2*a1^6 + 60*a6^2*a5^6*x34^2*a3^2*a1^6 - 36*a6^6*a5*x34^3*a3^2*a1^6 - 100*a6^5*a5^2*x34^3*a3^2*a1^6 - 156*a6^4*a5^3*x34^3*a3^2*a1^6 - 156*a6^3*a5^4*x34^3*a3^2*a1^6 - 100*a6^2*a5^5*x34^3*a3^2*a1^6 - 36*a6*a5^6*x34^3*a3^2*a1^6 + 8*a6^6*x34^4*a3^2*a1^6 + 42*a6^5*a5*x34^4*a3^2*a1^6 + 162*a6^4*a5^2*x34^4*a3^2*a1^6 + 76*a6^3*a5^3*x34^4*a3^2*a1^6 + 162*a6^2*a5^4*x34^4*a3^2*a1^6 + 42*a6*a5^5*x34^4*a3^2*a1^6 + 8*a5^6*x34^4*a3^2*a1^6 - 8*a6^5*x34^5*a3^2*a1^6 - 46*a6^4*a5*x34^5*a3^2*a1^6 - 52*a6^3*a5^2*x34^5*a3^2*a1^6 - 52*a6^2*a5^3*x34^5*a3^2*a1^6 - 46*a6*a5^4*x34^5*a3^2*a1^6 - 8*a5^5*x34^5*a3^2*a1^6 + 8*a6^4*x34^6*a3^2*a1^6 - 4*a6^3*a5*x34^6*a3^2*a1^6 + 24*a6^2*a5^2*x34^6*a3^2*a1^6 - 4*a6*a5^3*x34^6*a3^2*a1^6 + 8*a5^4*x34^6*a3^2*a1^6 - 24*a6^6*a5^3*a3^3*a1^6 - 4*a6^5*a5^4*a3^3*a1^6 - 4*a6^4*a5^5*a3^3*a1^6 - 24*a6^3*a5^6*a3^3*a1^6 + 64*a6^6*a5^2*x34*a3^3*a1^6 + 88*a6^5*a5^3*x34*a3^3*a1^6 + 48*a6^4*a5^4*x34*a3^3*a1^6 + 88*a6^3*a5^5*x34*a3^3*a1^6 + 64*a6^2*a5^6*x34*a3^3*a1^6 - 64*a6^6*a5*x34^2*a3^3*a1^6 - 180*a6^5*a5^2*x34^2*a3^3*a1^6 - 224*a6^4*a5^3*x34^2*a3^3*a1^6 - 224*a6^3*a5^4*x34^2*a3^3*a1^6 - 180*a6^2*a5^5*x34^2*a3^3*a1^6 - 64*a6*a5^6*x34^2*a3^3*a1^6 + 24*a6^6*x34^3*a3^3*a1^6 + 128*a6^5*a5*x34^3*a3^3*a1^6 + 304*a6^4*a5^2*x34^3*a3^3*a1^6 + 272*a6^3*a5^3*x34^3*a3^3*a1^6 + 304*a6^2*a5^4*x34^3*a3^3*a1^6 + 128*a6*a5^5*x34^3*a3^3*a1^6 + 24*a5^6*x34^3*a3^3*a1^6 - 44*a6^5*x34^4*a3^3*a1^6 - 138*a6^4*a5*x34^4*a3^3*a1^6 - 204*a6^3*a5^2*x34^4*a3^3*a1^6 - 204*a6^2*a5^3*x34^4*a3^3*a1^6 - 138*a6*a5^4*x34^4*a3^3*a1^6 - 44*a5^5*x34^4*a3^3*a1^6 + 44*a6^4*x34^5*a3^3*a1^6 + 16*a6^3*a5*x34^5*a3^3*a1^6 + 116*a6^2*a5^2*x34^5*a3^3*a1^6 + 16*a6*a5^3*x34^5*a3^3*a1^6 + 44*a5^4*x34^5*a3^3*a1^6 - 8*a6^3*x34^6*a3^3*a1^6 - 4*a6^2*a5*x34^6*a3^3*a1^6 - 4*a6*a5^2*x34^6*a3^3*a1^6 - 8*a5^3*x34^6*a3^3*a1^6 + 32*a6^6*a5^2*a3^4*a1^6 + 44*a6^5*a5^3*a3^4*a1^6 + 24*a6^4*a5^4*a3^4*a1^6 + 44*a6^3*a5^5*a3^4*a1^6 + 32*a6^2*a5^6*a3^4*a1^6 - 60*a6^6*a5*x34*a3^4*a1^6 - 170*a6^5*a5^2*x34*a3^4*a1^6 - 180*a6^4*a5^3*x34*a3^4*a1^6 - 180*a6^3*a5^4*x34*a3^4*a1^6 - 170*a6^2*a5^5*x34*a3^4*a1^6 - 60*a6*a5^6*x34*a3^4*a1^6 + 32*a6^6*x34^2*a3^4*a1^6 + 214*a6^5*a5*x34^2*a3^4*a1^6 + 352*a6^4*a5^2*x34^2*a3^4*a1^6 + 396*a6^3*a5^3*x34^2*a3^4*a1^6 + 352*a6^2*a5^4*x34^2*a3^4*a1^6 + 214*a6*a5^5*x34^2*a3^4*a1^6 + 32*a5^6*x34^2*a3^4*a1^6 - 100*a6^5*x34^3*a3^4*a1^6 - 280*a6^4*a5*x34^3*a3^4*a1^6 - 380*a6^3*a5^2*x34^3*a3^4*a1^6 - 380*a6^2*a5^3*x34^3*a3^4*a1^6 - 280*a6*a5^4*x34^3*a3^4*a1^6 - 100*a5^5*x34^3*a3^4*a1^6 + 124*a6^4*x34^4*a3^4*a1^6 + 112*a6^3*a5*x34^4*a3^4*a1^6 + 252*a6^2*a5^2*x34^4*a3^4*a1^6 + 112*a6*a5^3*x34^4*a3^4*a1^6 + 124*a5^4*x34^4*a3^4*a1^6 - 52*a6^3*x34^5*a3^4*a1^6 - 22*a6^2*a5*x34^5*a3^4*a1^6 - 22*a6*a5^2*x34^5*a3^4*a1^6 - 52*a5^3*x34^5*a3^4*a1^6 + 8*a6^2*x34^6*a3^4*a1^6 - 8*a6*a5*x34^6*a3^4*a1^6 + 8*a5^2*x34^6*a3^4*a1^6 - 24*a6^6*a5*a3^5*a1^6 - 68*a6^5*a5^2*a3^5*a1^6 - 72*a6^4*a5^3*a3^5*a1^6 - 72*a6^3*a5^4*a3^5*a1^6 - 68*a6^2*a5^5*a3^5*a1^6 - 24*a6*a5^6*a3^5*a1^6 + 24*a6^6*x34*a3^5*a1^6 + 180*a6^5*a5*x34*a3^5*a1^6 + 240*a6^4*a5^2*x34*a3^5*a1^6 + 312*a6^3*a5^3*x34*a3^5*a1^6 + 240*a6^2*a5^4*x34*a3^5*a1^6 + 180*a6*a5^5*x34*a3^5*a1^6 + 24*a5^6*x34*a3^5*a1^6 - 124*a6^5*x34^2*a3^5*a1^6 - 350*a6^4*a5*x34^2*a3^5*a1^6 - 404*a6^3*a5^2*x34^2*a3^5*a1^6 - 404*a6^2*a5^3*x34^2*a3^5*a1^6 - 350*a6*a5^4*x34^2*a3^5*a1^6 - 124*a5^5*x34^2*a3^5*a1^6 + 212*a6^4*x34^3*a3^5*a1^6 + 248*a6^3*a5*x34^3*a3^5*a1^6 + 300*a6^2*a5^2*x34^3*a3^5*a1^6 + 248*a6*a5^3*x34^3*a3^5*a1^6 + 212*a5^4*x34^3*a3^5*a1^6 - 144*a6^3*x34^4*a3^5*a1^6 - 48*a6^2*a5*x34^4*a3^5*a1^6 - 48*a6*a5^2*x34^4*a3^5*a1^6 - 144*a5^3*x34^4*a3^5*a1^6 + 40*a6^2*x34^5*a3^5*a1^6 - 40*a6*a5*x34^5*a3^5*a1^6 + 40*a5^2*x34^5*a3^5*a1^6 + 8*a6^6*a3^6*a1^6 + 60*a6^5*a5*a3^6*a1^6 + 80*a6^4*a5^2*a3^6*a1^6 + 104*a6^3*a5^3*a3^6*a1^6 + 80*a6^2*a5^4*a3^6*a1^6 + 60*a6*a5^5*a3^6*a1^6 + 8*a5^6*a3^6*a1^6 - 84*a6^5*x34*a3^6*a1^6 - 238*a6^4*a5*x34*a3^6*a1^6 - 252*a6^3*a5^2*x34*a3^6*a1^6 - 252*a6^2*a5^3*x34*a3^6*a1^6 - 238*a6*a5^4*x34*a3^6*a1^6 - 84*a5^5*x34*a3^6*a1^6 + 220*a6^4*x34^2*a3^6*a1^6 + 288*a6^3*a5*x34^2*a3^6*a1^6 + 212*a6^2*a5^2*x34^2*a3^6*a1^6 + 288*a6*a5^3*x34^2*a3^6*a1^6 + 220*a5^4*x34^2*a3^6*a1^6 - 224*a6^3*x34^3*a3^6*a1^6 - 56*a6^2*a5*x34^3*a3^6*a1^6 - 56*a6*a5^2*x34^3*a3^6*a1^6 - 224*a5^3*x34^3*a3^6*a1^6 + 88*a6^2*x34^4*a3^6*a1^6 - 88*a6*a5*x34^4*a3^6*a1^6 + 88*a5^2*x34^4*a3^6*a1^6 - 24*a6^5*a3^7*a1^6 - 68*a6^4*a5*a3^7*a1^6 - 72*a6^3*a5^2*a3^7*a1^6 - 72*a6^2*a5^3*a3^7*a1^6 - 68*a6*a5^4*a3^7*a1^6 - 24*a5^5*a3^7*a1^6 + 128*a6^4*x34*a3^7*a1^6 + 176*a6^3*a5*x34*a3^7*a1^6 + 96*a6^2*a5^2*x34*a3^7*a1^6 + 176*a6*a5^3*x34*a3^7*a1^6 + 128*a5^4*x34*a3^7*a1^6 - 208*a6^3*x34^2*a3^7*a1^6 - 40*a6^2*a5*x34^2*a3^7*a1^6 - 40*a6*a5^2*x34^2*a3^7*a1^6 - 208*a5^3*x34^2*a3^7*a1^6 + 112*a6^2*x34^3*a3^7*a1^6 - 112*a6*a5*x34^3*a3^7*a1^6 + 112*a5^2*x34^3*a3^7*a1^6 + 32*a6^4*a3^8*a1^6 + 44*a6^3*a5*a3^8*a1^6 + 24*a6^2*a5^2*a3^8*a1^6 + 44*a6*a5^3*a3^8*a1^6 + 32*a5^4*a3^8*a1^6 - 108*a6^3*x34*a3^8*a1^6 - 18*a6^2*a5*x34*a3^8*a1^6 - 18*a6*a5^2*x34*a3^8*a1^6 - 108*a5^3*x34*a3^8*a1^6 + 88*a6^2*x34^2*a3^8*a1^6 - 88*a6*a5*x34^2*a3^8*a1^6 + 88*a5^2*x34^2*a3^8*a1^6 - 24*a6^3*a3^9*a1^6 - 4*a6^2*a5*a3^9*a1^6 - 4*a6*a5^2*a3^9*a1^6 - 24*a5^3*a3^9*a1^6 + 40*a6^2*x34*a3^9*a1^6 - 40*a6*a5*x34*a3^9*a1^6 + 40*a5^2*x34*a3^9*a1^6 + 8*a6^2*a3^10*a1^6 - 8*a6*a5*a3^10*a1^6 + 8*a5^2*a3^10*a1^6 - 8*a6^6*a5^4*x34*a2*a1^6 + 8*a6^5*a5^5*x34*a2*a1^6 - 8*a6^4*a5^6*x34*a2*a1^6 - 4*a6^6*a5^3*x34^2*a2*a1^6 + 2*a6^5*a5^4*x34^2*a2*a1^6 + 2*a6^4*a5^5*x34^2*a2*a1^6 - 4*a6^3*a5^6*x34^2*a2*a1^6 - 4*a6^6*a5^2*x34^3*a2*a1^6 + 40*a6^5*a5^3*x34^3*a2*a1^6 - 28*a6^4*a5^4*x34^3*a2*a1^6 + 40*a6^3*a5^5*x34^3*a2*a1^6 - 4*a6^2*a5^6*x34^3*a2*a1^6 - 8*a6^6*a5*x34^4*a2*a1^6 + 2*a6^5*a5^2*x34^4*a2*a1^6 - 28*a6^4*a5^3*x34^4*a2*a1^6 - 28*a6^3*a5^4*x34^4*a2*a1^6 + 2*a6^2*a5^5*x34^4*a2*a1^6 - 8*a6*a5^6*x34^4*a2*a1^6 + 8*a6^5*a5*x34^5*a2*a1^6 + 2*a6^4*a5^2*x34^5*a2*a1^6 + 40*a6^3*a5^3*x34^5*a2*a1^6 + 2*a6^2*a5^4*x34^5*a2*a1^6 + 8*a6*a5^5*x34^5*a2*a1^6 - 8*a6^4*a5*x34^6*a2*a1^6 - 4*a6^3*a5^2*x34^6*a2*a1^6 - 4*a6^2*a5^3*x34^6*a2*a1^6 - 8*a6*a5^4*x34^6*a2*a1^6 - 16*a6^6*a5^4*a3*a2*a1^6 + 16*a6^5*a5^5*a3*a2*a1^6 - 16*a6^4*a5^6*a3*a2*a1^6 + 40*a6^6*a5^3*x34*a3*a2*a1^6 + 4*a6^5*a5^4*x34*a3*a2*a1^6 + 4*a6^4*a5^5*x34*a3*a2*a1^6 + 40*a6^3*a5^6*x34*a3*a2*a1^6 - 36*a6^6*a5^2*x34^2*a3*a2*a1^6 + 72*a6^5*a5^3*x34^2*a3*a2*a1^6 - 84*a6^4*a5^4*x34^2*a3*a2*a1^6 + 72*a6^3*a5^5*x34^2*a3*a2*a1^6 - 36*a6^2*a5^6*x34^2*a3*a2*a1^6 + 16*a6^6*a5*x34^3*a3*a2*a1^6 - 40*a6^5*a5^2*x34^3*a3*a2*a1^6 - 80*a6^4*a5^3*x34^3*a3*a2*a1^6 - 80*a6^3*a5^4*x34^3*a3*a2*a1^6 - 40*a6^2*a5^5*x34^3*a3*a2*a1^6 + 16*a6*a5^6*x34^3*a3*a2*a1^6 - 8*a6^6*x34^4*a3*a2*a1^6 + 40*a6^5*a5*x34^4*a3*a2*a1^6 + 10*a6^4*a5^2*x34^4*a3*a2*a1^6 + 232*a6^3*a5^3*x34^4*a3*a2*a1^6 + 10*a6^2*a5^4*x34^4*a3*a2*a1^6 + 40*a6*a5^5*x34^4*a3*a2*a1^6 - 8*a5^6*x34^4*a3*a2*a1^6 + 8*a6^5*x34^5*a3*a2*a1^6 - 48*a6^4*a5*x34^5*a3*a2*a1^6 - 72*a6^3*a5^2*x34^5*a3*a2*a1^6 - 72*a6^2*a5^3*x34^5*a3*a2*a1^6 - 48*a6*a5^4*x34^5*a3*a2*a1^6 + 8*a5^5*x34^5*a3*a2*a1^6 - 8*a6^4*x34^6*a3*a2*a1^6 + 48*a6^3*a5*x34^6*a3*a2*a1^6 - 24*a6^2*a5^2*x34^6*a3*a2*a1^6 + 48*a6*a5^3*x34^6*a3*a2*a1^6 - 8*a5^4*x34^6*a3*a2*a1^6 + 40*a6^6*a5^3*a3^2*a2*a1^6 + 4*a6^5*a5^4*a3^2*a2*a1^6 + 4*a6^4*a5^5*a3^2*a2*a1^6 + 40*a6^3*a5^6*a3^2*a2*a1^6 - 84*a6^6*a5^2*x34*a3^2*a2*a1^6 - 24*a6^5*a5^3*x34*a3^2*a2*a1^6 - 84*a6^4*a5^4*x34*a3^2*a2*a1^6 - 24*a6^3*a5^5*x34*a3^2*a2*a1^6 - 84*a6^2*a5^6*x34*a3^2*a2*a1^6 + 72*a6^6*a5*x34^2*a3^2*a2*a1^6 - 24*a6^5*a5^2*x34^2*a3^2*a2*a1^6 - 36*a6^4*a5^3*x34^2*a3^2*a2*a1^6 - 36*a6^3*a5^4*x34^2*a3^2*a2*a1^6 - 24*a6^2*a5^5*x34^2*a3^2*a2*a1^6 + 72*a6*a5^6*x34^2*a3^2*a2*a1^6 - 36*a6^6*x34^3*a3^2*a2*a1^6 + 32*a6^5*a5*x34^3*a3^2*a2*a1^6 + 56*a6^4*a5^2*x34^3*a3^2*a2*a1^6 + 432*a6^3*a5^3*x34^3*a3^2*a2*a1^6 + 56*a6^2*a5^4*x34^3*a3^2*a2*a1^6 + 32*a6*a5^5*x34^3*a3^2*a2*a1^6 - 36*a5^6*x34^3*a3^2*a2*a1^6 + 42*a6^5*x34^4*a3^2*a2*a1^6 - 120*a6^4*a5*x34^4*a3^2*a2*a1^6 - 264*a6^3*a5^2*x34^4*a3^2*a2*a1^6 - 264*a6^2*a5^3*x34^4*a3^2*a2*a1^6 - 120*a6*a5^4*x34^4*a3^2*a2*a1^6 + 42*a5^5*x34^4*a3^2*a2*a1^6 - 46*a6^4*x34^5*a3^2*a2*a1^6 + 240*a6^3*a5*x34^5*a3^2*a2*a1^6 - 36*a6^2*a5^2*x34^5*a3^2*a2*a1^6 + 240*a6*a5^3*x34^5*a3^2*a2*a1^6 - 46*a5^4*x34^5*a3^2*a2*a1^6 - 4*a6^3*x34^6*a3^2*a2*a1^6 - 24*a6^2*a5*x34^6*a3^2*a2*a1^6 - 24*a6*a5^2*x34^6*a3^2*a2*a1^6 - 4*a5^3*x34^6*a3^2*a2*a1^6 - 56*a6^6*a5^2*a3^3*a2*a1^6 - 16*a6^5*a5^3*a3^3*a2*a1^6 - 56*a6^4*a5^4*a3^3*a2*a1^6 - 16*a6^3*a5^5*a3^3*a2*a1^6 - 56*a6^2*a5^6*a3^3*a2*a1^6 + 112*a6^6*a5*x34*a3^3*a2*a1^6 + 32*a6^5*a5^2*x34*a3^3*a2*a1^6 + 88*a6^4*a5^3*x34*a3^3*a2*a1^6 + 88*a6^3*a5^4*x34*a3^3*a2*a1^6 + 32*a6^2*a5^5*x34*a3^3*a2*a1^6 + 112*a6*a5^6*x34*a3^3*a2*a1^6 - 64*a6^6*x34^2*a3^3*a2*a1^6 - 112*a6^5*a5*x34^2*a3^3*a2*a1^6 + 164*a6^4*a5^2*x34^2*a3^3*a2*a1^6 + 208*a6^3*a5^3*x34^2*a3^3*a2*a1^6 + 164*a6^2*a5^4*x34^2*a3^3*a2*a1^6 - 112*a6*a5^5*x34^2*a3^3*a2*a1^6 - 64*a5^6*x34^2*a3^3*a2*a1^6 + 128*a6^5*x34^3*a3^3*a2*a1^6 - 128*a6^4*a5*x34^3*a3^3*a2*a1^6 - 512*a6^3*a5^2*x34^3*a3^3*a2*a1^6 - 512*a6^2*a5^3*x34^3*a3^3*a2*a1^6 - 128*a6*a5^4*x34^3*a3^3*a2*a1^6 + 128*a5^5*x34^3*a3^3*a2*a1^6 - 138*a6^4*x34^4*a3^3*a2*a1^6 + 512*a6^3*a5*x34^4*a3^3*a2*a1^6 + 216*a6^2*a5^2*x34^4*a3^3*a2*a1^6 + 512*a6*a5^3*x34^4*a3^3*a2*a1^6 - 138*a5^4*x34^4*a3^3*a2*a1^6 + 16*a6^3*x34^5*a3^3*a2*a1^6 - 192*a6^2*a5*x34^5*a3^3*a2*a1^6 - 192*a6*a5^2*x34^5*a3^3*a2*a1^6 + 16*a5^3*x34^5*a3^3*a2*a1^6 - 4*a6^2*x34^6*a3^3*a2*a1^6 + 48*a6*a5*x34^6*a3^3*a2*a1^6 - 4*a5^2*x34^6*a3^3*a2*a1^6 + 56*a6^6*a5*a3^4*a2*a1^6 + 16*a6^5*a5^2*a3^4*a2*a1^6 + 44*a6^4*a5^3*a3^4*a2*a1^6 + 44*a6^3*a5^4*a3^4*a2*a1^6 + 16*a6^2*a5^5*a3^4*a2*a1^6 + 56*a6*a5^6*a3^4*a2*a1^6 - 60*a6^6*x34*a3^4*a2*a1^6 - 200*a6^5*a5*x34*a3^4*a2*a1^6 + 190*a6^4*a5^2*x34*a3^4*a2*a1^6 - 120*a6^3*a5^3*x34*a3^4*a2*a1^6 + 190*a6^2*a5^4*x34*a3^4*a2*a1^6 - 200*a6*a5^5*x34*a3^4*a2*a1^6 - 60*a5^6*x34*a3^4*a2*a1^6 + 214*a6^5*x34^2*a3^4*a2*a1^6 - 24*a6^4*a5*x34^2*a3^4*a2*a1^6 - 576*a6^3*a5^2*x34^2*a3^4*a2*a1^6 - 576*a6^2*a5^3*x34^2*a3^4*a2*a1^6 - 24*a6*a5^4*x34^2*a3^4*a2*a1^6 + 214*a5^5*x34^2*a3^4*a2*a1^6 - 280*a6^4*x34^3*a3^4*a2*a1^6 + 640*a6^3*a5*x34^3*a3^4*a2*a1^6 + 780*a6^2*a5^2*x34^3*a3^4*a2*a1^6 + 640*a6*a5^3*x34^3*a3^4*a2*a1^6 - 280*a5^4*x34^3*a3^4*a2*a1^6 + 112*a6^3*x34^4*a3^4*a2*a1^6 - 600*a6^2*a5*x34^4*a3^4*a2*a1^6 - 600*a6*a5^2*x34^4*a3^4*a2*a1^6 + 112*a5^3*x34^4*a3^4*a2*a1^6 - 22*a6^2*x34^5*a3^4*a2*a1^6 + 288*a6*a5*x34^5*a3^4*a2*a1^6 - 22*a5^2*x34^5*a3^4*a2*a1^6 - 8*a6*x34^6*a3^4*a2*a1^6 - 8*a5*x34^6*a3^4*a2*a1^6 - 24*a6^6*a3^5*a2*a1^6 - 80*a6^5*a5*a3^5*a2*a1^6 + 76*a6^4*a5^2*a3^5*a2*a1^6 - 48*a6^3*a5^3*a3^5*a2*a1^6 + 76*a6^2*a5^4*a3^5*a2*a1^6 - 80*a6*a5^5*a3^5*a2*a1^6 - 24*a5^6*a3^5*a2*a1^6 + 180*a6^5*x34*a3^5*a2*a1^6 + 48*a6^4*a5*x34*a3^5*a2*a1^6 - 384*a6^3*a5^2*x34*a3^5*a2*a1^6 - 384*a6^2*a5^3*x34*a3^5*a2*a1^6 + 48*a6*a5^4*x34*a3^5*a2*a1^6 + 180*a5^5*x34*a3^5*a2*a1^6 - 350*a6^4*x34^2*a3^5*a2*a1^6 + 480*a6^3*a5*x34^2*a3^5*a2*a1^6 + 1152*a6^2*a5^2*x34^2*a3^5*a2*a1^6 + 480*a6*a5^3*x34^2*a3^5*a2*a1^6 - 350*a5^4*x34^2*a3^5*a2*a1^6 + 248*a6^3*x34^3*a3^5*a2*a1^6 - 1008*a6^2*a5*x34^3*a3^5*a2*a1^6 - 1008*a6*a5^2*x34^3*a3^5*a2*a1^6 + 248*a5^3*x34^3*a3^5*a2*a1^6 - 48*a6^2*x34^4*a3^5*a2*a1^6 + 720*a6*a5*x34^4*a3^5*a2*a1^6 - 48*a5^2*x34^4*a3^5*a2*a1^6 - 40*a6*x34^5*a3^5*a2*a1^6 - 40*a5*x34^5*a3^5*a2*a1^6 + 60*a6^5*a3^6*a2*a1^6 + 16*a6^4*a5*a3^6*a2*a1^6 - 128*a6^3*a5^2*a3^6*a2*a1^6 - 128*a6^2*a5^3*a3^6*a2*a1^6 + 16*a6*a5^4*a3^6*a2*a1^6 + 60*a5^5*a3^6*a2*a1^6 - 238*a6^4*x34*a3^6*a2*a1^6 + 224*a6^3*a5*x34*a3^6*a2*a1^6 + 840*a6^2*a5^2*x34*a3^6*a2*a1^6 + 224*a6*a5^3*x34*a3^6*a2*a1^6 - 238*a5^4*x34*a3^6*a2*a1^6 + 288*a6^3*x34^2*a3^6*a2*a1^6 - 1008*a6^2*a5*x34^2*a3^6*a2*a1^6 - 1008*a6*a5^2*x34^2*a3^6*a2*a1^6 + 288*a5^3*x34^2*a3^6*a2*a1^6 - 56*a6^2*x34^3*a3^6*a2*a1^6 + 1008*a6*a5*x34^3*a3^6*a2*a1^6 - 56*a5^2*x34^3*a3^6*a2*a1^6 - 88*a6*x34^4*a3^6*a2*a1^6 - 88*a5*x34^4*a3^6*a2*a1^6 - 68*a6^4*a3^7*a2*a1^6 + 64*a6^3*a5*a3^7*a2*a1^6 + 240*a6^2*a5^2*a3^7*a2*a1^6 + 64*a6*a5^3*a3^7*a2*a1^6 - 68*a5^4*a3^7*a2*a1^6 + 176*a6^3*x34*a3^7*a2*a1^6 - 576*a6^2*a5*x34*a3^7*a2*a1^6 - 576*a6*a5^2*x34*a3^7*a2*a1^6 + 176*a5^3*x34*a3^7*a2*a1^6 - 40*a6^2*x34^2*a3^7*a2*a1^6 + 864*a6*a5*x34^2*a3^7*a2*a1^6 - 40*a5^2*x34^2*a3^7*a2*a1^6 - 112*a6*x34^3*a3^7*a2*a1^6 - 112*a5*x34^3*a3^7*a2*a1^6 + 44*a6^3*a3^8*a2*a1^6 - 144*a6^2*a5*a3^8*a2*a1^6 - 144*a6*a5^2*a3^8*a2*a1^6 + 44*a5^3*a3^8*a2*a1^6 - 18*a6^2*x34*a3^8*a2*a1^6 + 432*a6*a5*x34*a3^8*a2*a1^6 - 18*a5^2*x34*a3^8*a2*a1^6 - 88*a6*x34^2*a3^8*a2*a1^6 - 88*a5*x34^2*a3^8*a2*a1^6 - 4*a6^2*a3^9*a2*a1^6 + 96*a6*a5*a3^9*a2*a1^6 - 4*a5^2*a3^9*a2*a1^6 - 40*a6*x34*a3^9*a2*a1^6 - 40*a5*x34*a3^9*a2*a1^6 - 8*a6*a3^10*a2*a1^6 - 8*a5*a3^10*a2*a1^6 + 8*a6^6*a5^4*a2^2*a1^6 - 8*a6^5*a5^5*a2^2*a1^6 + 8*a6^4*a5^6*a2^2*a1^6 - 4*a6^6*a5^3*x34*a2^2*a1^6 + 2*a6^5*a5^4*x34*a2^2*a1^6 + 2*a6^4*a5^5*x34*a2^2*a1^6 - 4*a6^3*a5^6*x34*a2^2*a1^6 + 24*a6^6*a5^2*x34^2*a2^2*a1^6 - 28*a6^5*a5^3*x34^2*a2^2*a1^6 + 32*a6^4*a5^4*x34^2*a2^2*a1^6 - 28*a6^3*a5^5*x34^2*a2^2*a1^6 + 24*a6^2*a5^6*x34^2*a2^2*a1^6 - 4*a6^6*a5*x34^3*a2^2*a1^6 - 28*a6^5*a5^2*x34^3*a2^2*a1^6 - 4*a6^4*a5^3*x34^3*a2^2*a1^6 - 4*a6^3*a5^4*x34^3*a2^2*a1^6 - 28*a6^2*a5^5*x34^3*a2^2*a1^6 - 4*a6*a5^6*x34^3*a2^2*a1^6 + 8*a6^6*x34^4*a2^2*a1^6 + 2*a6^5*a5*x34^4*a2^2*a1^6 + 32*a6^4*a5^2*x34^4*a2^2*a1^6 - 4*a6^3*a5^3*x34^4*a2^2*a1^6 + 32*a6^2*a5^4*x34^4*a2^2*a1^6 + 2*a6*a5^5*x34^4*a2^2*a1^6 + 8*a5^6*x34^4*a2^2*a1^6 - 8*a6^5*x34^5*a2^2*a1^6 + 2*a6^4*a5*x34^5*a2^2*a1^6 - 28*a6^3*a5^2*x34^5*a2^2*a1^6 - 28*a6^2*a5^3*x34^5*a2^2*a1^6 + 2*a6*a5^4*x34^5*a2^2*a1^6 - 8*a5^5*x34^5*a2^2*a1^6 + 8*a6^4*x34^6*a2^2*a1^6 - 4*a6^3*a5*x34^6*a2^2*a1^6 + 24*a6^2*a5^2*x34^6*a2^2*a1^6 - 4*a6*a5^3*x34^6*a2^2*a1^6 + 8*a5^4*x34^6*a2^2*a1^6 - 8*a6^6*a5^3*a3*a2^2*a1^6 + 4*a6^5*a5^4*a3*a2^2*a1^6 + 4*a6^4*a5^5*a3*a2^2*a1^6 - 8*a6^3*a5^6*a3*a2^2*a1^6 + 24*a6^6*a5^2*x34*a3*a2^2*a1^6 - 104*a6^5*a5^3*x34*a3*a2^2*a1^6 + 64*a6^4*a5^4*x34*a3*a2^2*a1^6 - 104*a6^3*a5^5*x34*a3*a2^2*a1^6 + 24*a6^2*a5^6*x34*a3*a2^2*a1^6 - 36*a6^6*a5*x34^2*a3*a2^2*a1^6 + 24*a6^5*a5^2*x34^2*a3*a2^2*a1^6 + 24*a6^4*a5^3*x34^2*a3*a2^2*a1^6 + 24*a6^3*a5^4*x34^2*a3*a2^2*a1^6 + 24*a6^2*a5^5*x34^2*a3*a2^2*a1^6 - 36*a6*a5^6*x34^2*a3*a2^2*a1^6 + 28*a6^6*x34^3*a3*a2^2*a1^6 - 40*a6^5*a5*x34^3*a3*a2^2*a1^6 + 164*a6^4*a5^2*x34^3*a3*a2^2*a1^6 - 112*a6^3*a5^3*x34^3*a3*a2^2*a1^6 + 164*a6^2*a5^4*x34^3*a3*a2^2*a1^6 - 40*a6*a5^5*x34^3*a3*a2^2*a1^6 + 28*a5^6*x34^3*a3*a2^2*a1^6 - 38*a6^5*x34^4*a3*a2^2*a1^6 + 10*a6^4*a5*x34^4*a3*a2^2*a1^6 - 104*a6^3*a5^2*x34^4*a3*a2^2*a1^6 - 104*a6^2*a5^3*x34^4*a3*a2^2*a1^6 + 10*a6*a5^4*x34^4*a3*a2^2*a1^6 - 38*a5^5*x34^4*a3*a2^2*a1^6 + 50*a6^4*x34^5*a3*a2^2*a1^6 - 72*a6^3*a5*x34^5*a3*a2^2*a1^6 + 252*a6^2*a5^2*x34^5*a3*a2^2*a1^6 - 72*a6*a5^3*x34^5*a3*a2^2*a1^6 + 50*a5^4*x34^5*a3*a2^2*a1^6 - 4*a6^3*x34^6*a3*a2^2*a1^6 - 24*a6^2*a5*x34^6*a3*a2^2*a1^6 - 24*a6*a5^2*x34^6*a3*a2^2*a1^6 - 4*a5^3*x34^6*a3*a2^2*a1^6 + 24*a6^6*a5^2*a3^2*a2^2*a1^6 - 104*a6^5*a5^3*a3^2*a2^2*a1^6 + 64*a6^4*a5^4*a3^2*a2^2*a1^6 - 104*a6^3*a5^5*a3^2*a2^2*a1^6 + 24*a6^2*a5^6*a3^2*a2^2*a1^6 - 84*a6^6*a5*x34*a3^2*a2^2*a1^6 + 240*a6^5*a5^2*x34*a3^2*a2^2*a1^6 + 96*a6^4*a5^3*x34*a3^2*a2^2*a1^6 + 96*a6^3*a5^4*x34*a3^2*a2^2*a1^6 + 240*a6^2*a5^5*x34*a3^2*a2^2*a1^6 - 84*a6*a5^6*x34*a3^2*a2^2*a1^6 + 60*a6^6*x34^2*a3^2*a2^2*a1^6 - 24*a6^5*a5*x34^2*a3^2*a2^2*a1^6 - 132*a6^4*a5^2*x34^2*a3^2*a2^2*a1^6 - 168*a6^3*a5^3*x34^2*a3^2*a2^2*a1^6 - 132*a6^2*a5^4*x34^2*a3^2*a2^2*a1^6 - 24*a6*a5^5*x34^2*a3^2*a2^2*a1^6 + 60*a5^6*x34^2*a3^2*a2^2*a1^6 - 100*a6^5*x34^3*a3^2*a2^2*a1^6 + 56*a6^4*a5*x34^3*a3^2*a2^2*a1^6 + 8*a6^3*a5^2*x34^3*a3^2*a2^2*a1^6 + 8*a6^2*a5^3*x34^3*a3^2*a2^2*a1^6 + 56*a6*a5^4*x34^3*a3^2*a2^2*a1^6 - 100*a5^5*x34^3*a3^2*a2^2*a1^6 + 162*a6^4*x34^4*a3^2*a2^2*a1^6 - 264*a6^3*a5*x34^4*a3^2*a2^2*a1^6 + 468*a6^2*a5^2*x34^4*a3^2*a2^2*a1^6 - 264*a6*a5^3*x34^4*a3^2*a2^2*a1^6 + 162*a5^4*x34^4*a3^2*a2^2*a1^6 - 52*a6^3*x34^5*a3^2*a2^2*a1^6 - 36*a6^2*a5*x34^5*a3^2*a2^2*a1^6 - 36*a6*a5^2*x34^5*a3^2*a2^2*a1^6 - 52*a5^3*x34^5*a3^2*a2^2*a1^6 + 24*a6^2*x34^6*a3^2*a2^2*a1^6 - 24*a6*a5*x34^6*a3^2*a2^2*a1^6 + 24*a5^2*x34^6*a3^2*a2^2*a1^6 - 56*a6^6*a5*a3^3*a2^2*a1^6 + 160*a6^5*a5^2*a3^3*a2^2*a1^6 + 64*a6^4*a5^3*a3^3*a2^2*a1^6 + 64*a6^3*a5^4*a3^3*a2^2*a1^6 + 160*a6^2*a5^5*a3^3*a2^2*a1^6 - 56*a6*a5^6*a3^3*a2^2*a1^6 + 64*a6^6*x34*a3^3*a2^2*a1^6 + 32*a6^5*a5*x34*a3^3*a2^2*a1^6 - 592*a6^4*a5^2*x34*a3^3*a2^2*a1^6 - 112*a6^3*a5^3*x34*a3^3*a2^2*a1^6 - 592*a6^2*a5^4*x34*a3^3*a2^2*a1^6 + 32*a6*a5^5*x34*a3^3*a2^2*a1^6 + 64*a5^6*x34*a3^3*a2^2*a1^6 - 180*a6^5*x34^2*a3^3*a2^2*a1^6 + 164*a6^4*a5*x34^2*a3^3*a2^2*a1^6 + 512*a6^3*a5^2*x34^2*a3^3*a2^2*a1^6 + 512*a6^2*a5^3*x34^2*a3^3*a2^2*a1^6 + 164*a6*a5^4*x34^2*a3^3*a2^2*a1^6 - 180*a5^5*x34^2*a3^3*a2^2*a1^6 + 304*a6^4*x34^3*a3^3*a2^2*a1^6 - 512*a6^3*a5*x34^3*a3^3*a2^2*a1^6 - 24*a6^2*a5^2*x34^3*a3^3*a2^2*a1^6 - 512*a6*a5^3*x34^3*a3^3*a2^2*a1^6 + 304*a5^4*x34^3*a3^3*a2^2*a1^6 - 204*a6^3*x34^4*a3^3*a2^2*a1^6 + 216*a6^2*a5*x34^4*a3^3*a2^2*a1^6 + 216*a6*a5^2*x34^4*a3^3*a2^2*a1^6 - 204*a5^3*x34^4*a3^3*a2^2*a1^6 + 116*a6^2*x34^5*a3^3*a2^2*a1^6 - 192*a6*a5*x34^5*a3^3*a2^2*a1^6 + 116*a5^2*x34^5*a3^3*a2^2*a1^6 - 4*a6*x34^6*a3^3*a2^2*a1^6 - 4*a5*x34^6*a3^3*a2^2*a1^6 + 32*a6^6*a3^4*a2^2*a1^6 + 16*a6^5*a5*a3^4*a2^2*a1^6 - 296*a6^4*a5^2*a3^4*a2^2*a1^6 - 56*a6^3*a5^3*a3^4*a2^2*a1^6 - 296*a6^2*a5^4*a3^4*a2^2*a1^6 + 16*a6*a5^5*a3^4*a2^2*a1^6 + 32*a5^6*a3^4*a2^2*a1^6 - 170*a6^5*x34*a3^4*a2^2*a1^6 + 190*a6^4*a5*x34*a3^4*a2^2*a1^6 + 760*a6^3*a5^2*x34*a3^4*a2^2*a1^6 + 760*a6^2*a5^3*x34*a3^4*a2^2*a1^6 + 190*a6*a5^4*x34*a3^4*a2^2*a1^6 - 170*a5^5*x34*a3^4*a2^2*a1^6 + 352*a6^4*x34^2*a3^4*a2^2*a1^6 - 576*a6^3*a5*x34^2*a3^4*a2^2*a1^6 - 1152*a6^2*a5^2*x34^2*a3^4*a2^2*a1^6 - 576*a6*a5^3*x34^2*a3^4*a2^2*a1^6 + 352*a5^4*x34^2*a3^4*a2^2*a1^6 - 380*a6^3*x34^3*a3^4*a2^2*a1^6 + 780*a6^2*a5*x34^3*a3^4*a2^2*a1^6 + 780*a6*a5^2*x34^3*a3^4*a2^2*a1^6 - 380*a5^3*x34^3*a3^4*a2^2*a1^6 + 252*a6^2*x34^4*a3^4*a2^2*a1^6 - 600*a6*a5*x34^4*a3^4*a2^2*a1^6 + 252*a5^2*x34^4*a3^4*a2^2*a1^6 - 22*a6*x34^5*a3^4*a2^2*a1^6 - 22*a5*x34^5*a3^4*a2^2*a1^6 + 8*x34^6*a3^4*a2^2*a1^6 - 68*a6^5*a3^5*a2^2*a1^6 + 76*a6^4*a5*a3^5*a2^2*a1^6 + 304*a6^3*a5^2*a3^5*a2^2*a1^6 + 304*a6^2*a5^3*a3^5*a2^2*a1^6 + 76*a6*a5^4*a3^5*a2^2*a1^6 - 68*a5^5*a3^5*a2^2*a1^6 + 240*a6^4*x34*a3^5*a2^2*a1^6 - 384*a6^3*a5*x34*a3^5*a2^2*a1^6 - 1368*a6^2*a5^2*x34*a3^5*a2^2*a1^6 - 384*a6*a5^3*x34*a3^5*a2^2*a1^6 + 240*a5^4*x34*a3^5*a2^2*a1^6 - 404*a6^3*x34^2*a3^5*a2^2*a1^6 + 1152*a6^2*a5*x34^2*a3^5*a2^2*a1^6 + 1152*a6*a5^2*x34^2*a3^5*a2^2*a1^6 - 404*a5^3*x34^2*a3^5*a2^2*a1^6 + 300*a6^2*x34^3*a3^5*a2^2*a1^6 - 1008*a6*a5*x34^3*a3^5*a2^2*a1^6 + 300*a5^2*x34^3*a3^5*a2^2*a1^6 - 48*a6*x34^4*a3^5*a2^2*a1^6 - 48*a5*x34^4*a3^5*a2^2*a1^6 + 40*x34^5*a3^5*a2^2*a1^6 + 80*a6^4*a3^6*a2^2*a1^6 - 128*a6^3*a5*a3^6*a2^2*a1^6 - 456*a6^2*a5^2*a3^6*a2^2*a1^6 - 128*a6*a5^3*a3^6*a2^2*a1^6 + 80*a5^4*a3^6*a2^2*a1^6 - 252*a6^3*x34*a3^6*a2^2*a1^6 + 840*a6^2*a5*x34*a3^6*a2^2*a1^6 + 840*a6*a5^2*x34*a3^6*a2^2*a1^6 - 252*a5^3*x34*a3^6*a2^2*a1^6 + 212*a6^2*x34^2*a3^6*a2^2*a1^6 - 1008*a6*a5*x34^2*a3^6*a2^2*a1^6 + 212*a5^2*x34^2*a3^6*a2^2*a1^6 - 56*a6*x34^3*a3^6*a2^2*a1^6 - 56*a5*x34^3*a3^6*a2^2*a1^6 + 88*x34^4*a3^6*a2^2*a1^6 - 72*a6^3*a3^7*a2^2*a1^6 + 240*a6^2*a5*a3^7*a2^2*a1^6 + 240*a6*a5^2*a3^7*a2^2*a1^6 - 72*a5^3*a3^7*a2^2*a1^6 + 96*a6^2*x34*a3^7*a2^2*a1^6 - 576*a6*a5*x34*a3^7*a2^2*a1^6 + 96*a5^2*x34*a3^7*a2^2*a1^6 - 40*a6*x34^2*a3^7*a2^2*a1^6 - 40*a5*x34^2*a3^7*a2^2*a1^6 + 112*x34^3*a3^7*a2^2*a1^6 + 24*a6^2*a3^8*a2^2*a1^6 - 144*a6*a5*a3^8*a2^2*a1^6 + 24*a5^2*a3^8*a2^2*a1^6 - 18*a6*x34*a3^8*a2^2*a1^6 - 18*a5*x34*a3^8*a2^2*a1^6 + 88*x34^2*a3^8*a2^2*a1^6 - 4*a6*a3^9*a2^2*a1^6 - 4*a5*a3^9*a2^2*a1^6 + 40*x34*a3^9*a2^2*a1^6 + 8*a3^10*a2^2*a1^6 - 8*a6^6*a5^3*a2^3*a1^6 - 4*a6^5*a5^4*a2^3*a1^6 - 4*a6^4*a5^5*a2^3*a1^6 - 8*a6^3*a5^6*a2^3*a1^6 - 4*a6^6*a5^2*x34*a2^3*a1^6 + 40*a6^5*a5^3*x34*a2^3*a1^6 - 28*a6^4*a5^4*x34*a2^3*a1^6 + 40*a6^3*a5^5*x34*a2^3*a1^6 - 4*a6^2*a5^6*x34*a2^3*a1^6 - 4*a6^6*a5*x34^2*a2^3*a1^6 - 28*a6^5*a5^2*x34^2*a2^3*a1^6 - 4*a6^4*a5^3*x34^2*a2^3*a1^6 - 4*a6^3*a5^4*x34^2*a2^3*a1^6 - 28*a6^2*a5^5*x34^2*a2^3*a1^6 - 4*a6*a5^6*x34^2*a2^3*a1^6 - 8*a6^6*x34^3*a2^3*a1^6 + 40*a6^5*a5*x34^3*a2^3*a1^6 - 4*a6^4*a5^2*x34^3*a2^3*a1^6 + 48*a6^3*a5^3*x34^3*a2^3*a1^6 - 4*a6^2*a5^4*x34^3*a2^3*a1^6 + 40*a6*a5^5*x34^3*a2^3*a1^6 - 8*a5^6*x34^3*a2^3*a1^6 - 4*a6^5*x34^4*a2^3*a1^6 - 28*a6^4*a5*x34^4*a2^3*a1^6 - 4*a6^3*a5^2*x34^4*a2^3*a1^6 - 4*a6^2*a5^3*x34^4*a2^3*a1^6 - 28*a6*a5^4*x34^4*a2^3*a1^6 - 4*a5^5*x34^4*a2^3*a1^6 - 4*a6^4*x34^5*a2^3*a1^6 + 40*a6^3*a5*x34^5*a2^3*a1^6 - 28*a6^2*a5^2*x34^5*a2^3*a1^6 + 40*a6*a5^3*x34^5*a2^3*a1^6 - 4*a5^4*x34^5*a2^3*a1^6 - 8*a6^3*x34^6*a2^3*a1^6 - 4*a6^2*a5*x34^6*a2^3*a1^6 - 4*a6*a5^2*x34^6*a2^3*a1^6 - 8*a5^3*x34^6*a2^3*a1^6 - 8*a6^6*a5^2*a3*a2^3*a1^6 + 80*a6^5*a5^3*a3*a2^3*a1^6 - 56*a6^4*a5^4*a3*a2^3*a1^6 + 80*a6^3*a5^5*a3*a2^3*a1^6 - 8*a6^2*a5^6*a3*a2^3*a1^6 + 40*a6^6*a5*x34*a3*a2^3*a1^6 - 104*a6^5*a5^2*x34*a3*a2^3*a1^6 + 24*a6^4*a5^3*x34*a3*a2^3*a1^6 + 24*a6^3*a5^4*x34*a3*a2^3*a1^6 - 104*a6^2*a5^5*x34*a3*a2^3*a1^6 + 40*a6*a5^6*x34*a3*a2^3*a1^6 - 28*a6^6*x34^2*a3*a2^3*a1^6 + 72*a6^5*a5*x34^2*a3*a2^3*a1^6 + 24*a6^4*a5^2*x34^2*a3*a2^3*a1^6 + 48*a6^3*a5^3*x34^2*a3*a2^3*a1^6 + 24*a6^2*a5^4*x34^2*a3*a2^3*a1^6 + 72*a6*a5^5*x34^2*a3*a2^3*a1^6 - 28*a5^6*x34^2*a3*a2^3*a1^6 + 24*a6^5*x34^3*a3*a2^3*a1^6 - 80*a6^4*a5*x34^3*a3*a2^3*a1^6 - 112*a6^3*a5^2*x34^3*a3*a2^3*a1^6 - 112*a6^2*a5^3*x34^3*a3*a2^3*a1^6 - 80*a6*a5^4*x34^3*a3*a2^3*a1^6 + 24*a5^5*x34^3*a3*a2^3*a1^6 - 48*a6^4*x34^4*a3*a2^3*a1^6 + 232*a6^3*a5*x34^4*a3*a2^3*a1^6 - 104*a6^2*a5^2*x34^4*a3*a2^3*a1^6 + 232*a6*a5^3*x34^4*a3*a2^3*a1^6 - 48*a5^4*x34^4*a3*a2^3*a1^6 - 8*a6^3*x34^5*a3*a2^3*a1^6 - 72*a6^2*a5*x34^5*a3*a2^3*a1^6 - 72*a6*a5^2*x34^5*a3*a2^3*a1^6 - 8*a5^3*x34^5*a3*a2^3*a1^6 - 4*a6^2*x34^6*a3*a2^3*a1^6 + 48*a6*a5*x34^6*a3*a2^3*a1^6 - 4*a5^2*x34^6*a3*a2^3*a1^6 + 40*a6^6*a5*a3^2*a2^3*a1^6 - 104*a6^5*a5^2*a3^2*a2^3*a1^6 + 24*a6^4*a5^3*a3^2*a2^3*a1^6 + 24*a6^3*a5^4*a3^2*a2^3*a1^6 - 104*a6^2*a5^5*a3^2*a2^3*a1^6 + 40*a6*a5^6*a3^2*a2^3*a1^6 - 36*a6^6*x34*a3^2*a2^3*a1^6 - 24*a6^5*a5*x34*a3^2*a2^3*a1^6 + 96*a6^4*a5^2*x34*a3^2*a2^3*a1^6 - 144*a6^3*a5^3*x34*a3^2*a2^3*a1^6 + 96*a6^2*a5^4*x34*a3^2*a2^3*a1^6 - 24*a6*a5^5*x34*a3^2*a2^3*a1^6 - 36*a5^6*x34*a3^2*a2^3*a1^6 + 68*a6^5*x34^2*a3^2*a2^3*a1^6 - 36*a6^4*a5*x34^2*a3^2*a2^3*a1^6 - 168*a6^3*a5^2*x34^2*a3^2*a2^3*a1^6 - 168*a6^2*a5^3*x34^2*a3^2*a2^3*a1^6 - 36*a6*a5^4*x34^2*a3^2*a2^3*a1^6 + 68*a5^5*x34^2*a3^2*a2^3*a1^6 - 156*a6^4*x34^3*a3^2*a2^3*a1^6 + 432*a6^3*a5*x34^3*a3^2*a2^3*a1^6 + 8*a6^2*a5^2*x34^3*a3^2*a2^3*a1^6 + 432*a6*a5^3*x34^3*a3^2*a2^3*a1^6 - 156*a5^4*x34^3*a3^2*a2^3*a1^6 + 76*a6^3*x34^4*a3^2*a2^3*a1^6 - 264*a6^2*a5*x34^4*a3^2*a2^3*a1^6 - 264*a6*a5^2*x34^4*a3^2*a2^3*a1^6 + 76*a5^3*x34^4*a3^2*a2^3*a1^6 - 52*a6^2*x34^5*a3^2*a2^3*a1^6 + 240*a6*a5*x34^5*a3^2*a2^3*a1^6 - 52*a5^2*x34^5*a3^2*a2^3*a1^6 - 4*a6*x34^6*a3^2*a2^3*a1^6 - 4*a5*x34^6*a3^2*a2^3*a1^6 - 24*a6^6*a3^3*a2^3*a1^6 - 16*a6^5*a5*a3^3*a2^3*a1^6 + 64*a6^4*a5^2*a3^3*a2^3*a1^6 - 96*a6^3*a5^3*a3^3*a2^3*a1^6 + 64*a6^2*a5^4*a3^3*a2^3*a1^6 - 16*a6*a5^5*a3^3*a2^3*a1^6 - 24*a5^6*a3^3*a2^3*a1^6 + 88*a6^5*x34*a3^3*a2^3*a1^6 + 88*a6^4*a5*x34*a3^3*a2^3*a1^6 - 112*a6^3*a5^2*x34*a3^3*a2^3*a1^6 - 112*a6^2*a5^3*x34*a3^3*a2^3*a1^6 + 88*a6*a5^4*x34*a3^3*a2^3*a1^6 + 88*a5^5*x34*a3^3*a2^3*a1^6 - 224*a6^4*x34^2*a3^3*a2^3*a1^6 + 208*a6^3*a5*x34^2*a3^3*a2^3*a1^6 + 512*a6^2*a5^2*x34^2*a3^3*a2^3*a1^6 + 208*a6*a5^3*x34^2*a3^3*a2^3*a1^6 - 224*a5^4*x34^2*a3^3*a2^3*a1^6 + 272*a6^3*x34^3*a3^3*a2^3*a1^6 - 512*a6^2*a5*x34^3*a3^3*a2^3*a1^6 - 512*a6*a5^2*x34^3*a3^3*a2^3*a1^6 + 272*a5^3*x34^3*a3^3*a2^3*a1^6 - 204*a6^2*x34^4*a3^3*a2^3*a1^6 + 512*a6*a5*x34^4*a3^3*a2^3*a1^6 - 204*a5^2*x34^4*a3^3*a2^3*a1^6 + 16*a6*x34^5*a3^3*a2^3*a1^6 + 16*a5*x34^5*a3^3*a2^3*a1^6 - 8*x34^6*a3^3*a2^3*a1^6 + 44*a6^5*a3^4*a2^3*a1^6 + 44*a6^4*a5*a3^4*a2^3*a1^6 - 56*a6^3*a5^2*a3^4*a2^3*a1^6 - 56*a6^2*a5^3*a3^4*a2^3*a1^6 + 44*a6*a5^4*a3^4*a2^3*a1^6 + 44*a5^5*a3^4*a2^3*a1^6 - 180*a6^4*x34*a3^4*a2^3*a1^6 - 120*a6^3*a5*x34*a3^4*a2^3*a1^6 + 760*a6^2*a5^2*x34*a3^4*a2^3*a1^6 - 120*a6*a5^3*x34*a3^4*a2^3*a1^6 - 180*a5^4*x34*a3^4*a2^3*a1^6 + 396*a6^3*x34^2*a3^4*a2^3*a1^6 - 576*a6^2*a5*x34^2*a3^4*a2^3*a1^6 - 576*a6*a5^2*x34^2*a3^4*a2^3*a1^6 + 396*a5^3*x34^2*a3^4*a2^3*a1^6 - 380*a6^2*x34^3*a3^4*a2^3*a1^6 + 640*a6*a5*x34^3*a3^4*a2^3*a1^6 - 380*a5^2*x34^3*a3^4*a2^3*a1^6 + 112*a6*x34^4*a3^4*a2^3*a1^6 + 112*a5*x34^4*a3^4*a2^3*a1^6 - 52*x34^5*a3^4*a2^3*a1^6 - 72*a6^4*a3^5*a2^3*a1^6 - 48*a6^3*a5*a3^5*a2^3*a1^6 + 304*a6^2*a5^2*a3^5*a2^3*a1^6 - 48*a6*a5^3*a3^5*a2^3*a1^6 - 72*a5^4*a3^5*a2^3*a1^6 + 312*a6^3*x34*a3^5*a2^3*a1^6 - 384*a6^2*a5*x34*a3^5*a2^3*a1^6 - 384*a6*a5^2*x34*a3^5*a2^3*a1^6 + 312*a5^3*x34*a3^5*a2^3*a1^6 - 404*a6^2*x34^2*a3^5*a2^3*a1^6 + 480*a6*a5*x34^2*a3^5*a2^3*a1^6 - 404*a5^2*x34^2*a3^5*a2^3*a1^6 + 248*a6*x34^3*a3^5*a2^3*a1^6 + 248*a5*x34^3*a3^5*a2^3*a1^6 - 144*x34^4*a3^5*a2^3*a1^6 + 104*a6^3*a3^6*a2^3*a1^6 - 128*a6^2*a5*a3^6*a2^3*a1^6 - 128*a6*a5^2*a3^6*a2^3*a1^6 + 104*a5^3*a3^6*a2^3*a1^6 - 252*a6^2*x34*a3^6*a2^3*a1^6 + 224*a6*a5*x34*a3^6*a2^3*a1^6 - 252*a5^2*x34*a3^6*a2^3*a1^6 + 288*a6*x34^2*a3^6*a2^3*a1^6 + 288*a5*x34^2*a3^6*a2^3*a1^6 - 224*x34^3*a3^6*a2^3*a1^6 - 72*a6^2*a3^7*a2^3*a1^6 + 64*a6*a5*a3^7*a2^3*a1^6 - 72*a5^2*a3^7*a2^3*a1^6 + 176*a6*x34*a3^7*a2^3*a1^6 + 176*a5*x34*a3^7*a2^3*a1^6 - 208*x34^2*a3^7*a2^3*a1^6 + 44*a6*a3^8*a2^3*a1^6 + 44*a5*a3^8*a2^3*a1^6 - 108*x34*a3^8*a2^3*a1^6 - 24*a3^9*a2^3*a1^6 + 8*a6^6*a5^2*a2^4*a1^6 - 4*a6^5*a5^3*a2^4*a1^6 + 24*a6^4*a5^4*a2^4*a1^6 - 4*a6^3*a5^5*a2^4*a1^6 + 8*a6^2*a5^6*a2^4*a1^6 - 8*a6^6*a5*x34*a2^4*a1^6 + 2*a6^5*a5^2*x34*a2^4*a1^6 - 28*a6^4*a5^3*x34*a2^4*a1^6 - 28*a6^3*a5^4*x34*a2^4*a1^6 + 2*a6^2*a5^5*x34*a2^4*a1^6 - 8*a6*a5^6*x34*a2^4*a1^6 + 8*a6^6*x34^2*a2^4*a1^6 + 2*a6^5*a5*x34^2*a2^4*a1^6 + 32*a6^4*a5^2*x34^2*a2^4*a1^6 - 4*a6^3*a5^3*x34^2*a2^4*a1^6 + 32*a6^2*a5^4*x34^2*a2^4*a1^6 + 2*a6*a5^5*x34^2*a2^4*a1^6 + 8*a5^6*x34^2*a2^4*a1^6 - 4*a6^5*x34^3*a2^4*a1^6 - 28*a6^4*a5*x34^3*a2^4*a1^6 - 4*a6^3*a5^2*x34^3*a2^4*a1^6 - 4*a6^2*a5^3*x34^3*a2^4*a1^6 - 28*a6*a5^4*x34^3*a2^4*a1^6 - 4*a5^5*x34^3*a2^4*a1^6 + 24*a6^4*x34^4*a2^4*a1^6 - 28*a6^3*a5*x34^4*a2^4*a1^6 + 32*a6^2*a5^2*x34^4*a2^4*a1^6 - 28*a6*a5^3*x34^4*a2^4*a1^6 + 24*a5^4*x34^4*a2^4*a1^6 - 4*a6^3*x34^5*a2^4*a1^6 + 2*a6^2*a5*x34^5*a2^4*a1^6 + 2*a6*a5^2*x34^5*a2^4*a1^6 - 4*a5^3*x34^5*a2^4*a1^6 + 8*a6^2*x34^6*a2^4*a1^6 - 8*a6*a5*x34^6*a2^4*a1^6 + 8*a5^2*x34^6*a2^4*a1^6 - 16*a6^6*a5*a3*a2^4*a1^6 + 4*a6^5*a5^2*a3*a2^4*a1^6 - 56*a6^4*a5^3*a3*a2^4*a1^6 - 56*a6^3*a5^4*a3*a2^4*a1^6 + 4*a6^2*a5^5*a3*a2^4*a1^6 - 16*a6*a5^6*a3*a2^4*a1^6 + 8*a6^6*x34*a3*a2^4*a1^6 + 4*a6^5*a5*x34*a3*a2^4*a1^6 + 64*a6^4*a5^2*x34*a3*a2^4*a1^6 + 24*a6^3*a5^3*x34*a3*a2^4*a1^6 + 64*a6^2*a5^4*x34*a3*a2^4*a1^6 + 4*a6*a5^5*x34*a3*a2^4*a1^6 + 8*a5^6*x34*a3*a2^4*a1^6 - 10*a6^5*x34^2*a3*a2^4*a1^6 - 84*a6^4*a5*x34^2*a3*a2^4*a1^6 + 24*a6^3*a5^2*x34^2*a3*a2^4*a1^6 + 24*a6^2*a5^3*x34^2*a3*a2^4*a1^6 - 84*a6*a5^4*x34^2*a3*a2^4*a1^6 - 10*a5^5*x34^2*a3*a2^4*a1^6 + 68*a6^4*x34^3*a3*a2^4*a1^6 - 80*a6^3*a5*x34^3*a3*a2^4*a1^6 + 164*a6^2*a5^2*x34^3*a3*a2^4*a1^6 - 80*a6*a5^3*x34^3*a3*a2^4*a1^6 + 68*a5^4*x34^3*a3*a2^4*a1^6 - 48*a6^3*x34^4*a3*a2^4*a1^6 + 10*a6^2*a5*x34^4*a3*a2^4*a1^6 + 10*a6*a5^2*x34^4*a3*a2^4*a1^6 - 48*a5^3*x34^4*a3*a2^4*a1^6 + 50*a6^2*x34^5*a3*a2^4*a1^6 - 48*a6*a5*x34^5*a3*a2^4*a1^6 + 50*a5^2*x34^5*a3*a2^4*a1^6 - 8*a6*x34^6*a3*a2^4*a1^6 - 8*a5*x34^6*a3*a2^4*a1^6 + 8*a6^6*a3^2*a2^4*a1^6 + 4*a6^5*a5*a3^2*a2^4*a1^6 + 64*a6^4*a5^2*a3^2*a2^4*a1^6 + 24*a6^3*a5^3*a3^2*a2^4*a1^6 + 64*a6^2*a5^4*a3^2*a2^4*a1^6 + 4*a6*a5^5*a3^2*a2^4*a1^6 + 8*a5^6*a3^2*a2^4*a1^6 - 6*a6^5*x34*a3^2*a2^4*a1^6 - 84*a6^4*a5*x34*a3^2*a2^4*a1^6 + 96*a6^3*a5^2*x34*a3^2*a2^4*a1^6 + 96*a6^2*a5^3*x34*a3^2*a2^4*a1^6 - 84*a6*a5^4*x34*a3^2*a2^4*a1^6 - 6*a5^5*x34*a3^2*a2^4*a1^6 + 92*a6^4*x34^2*a3^2*a2^4*a1^6 - 36*a6^3*a5*x34^2*a3^2*a2^4*a1^6 - 132*a6^2*a5^2*x34^2*a3^2*a2^4*a1^6 - 36*a6*a5^3*x34^2*a3^2*a2^4*a1^6 + 92*a5^4*x34^2*a3^2*a2^4*a1^6 - 156*a6^3*x34^3*a3^2*a2^4*a1^6 + 56*a6^2*a5*x34^3*a3^2*a2^4*a1^6 + 56*a6*a5^2*x34^3*a3^2*a2^4*a1^6 - 156*a5^3*x34^3*a3^2*a2^4*a1^6 + 162*a6^2*x34^4*a3^2*a2^4*a1^6 - 120*a6*a5*x34^4*a3^2*a2^4*a1^6 + 162*a5^2*x34^4*a3^2*a2^4*a1^6 - 46*a6*x34^5*a3^2*a2^4*a1^6 - 46*a5*x34^5*a3^2*a2^4*a1^6 + 8*x34^6*a3^2*a2^4*a1^6 - 4*a6^5*a3^3*a2^4*a1^6 - 56*a6^4*a5*a3^3*a2^4*a1^6 + 64*a6^3*a5^2*a3^3*a2^4*a1^6 + 64*a6^2*a5^3*a3^3*a2^4*a1^6 - 56*a6*a5^4*a3^3*a2^4*a1^6 - 4*a5^5*a3^3*a2^4*a1^6 + 48*a6^4*x34*a3^3*a2^4*a1^6 + 88*a6^3*a5*x34*a3^3*a2^4*a1^6 - 592*a6^2*a5^2*x34*a3^3*a2^4*a1^6 + 88*a6*a5^3*x34*a3^3*a2^4*a1^6 + 48*a5^4*x34*a3^3*a2^4*a1^6 - 224*a6^3*x34^2*a3^3*a2^4*a1^6 + 164*a6^2*a5*x34^2*a3^3*a2^4*a1^6 + 164*a6*a5^2*x34^2*a3^3*a2^4*a1^6 - 224*a5^3*x34^2*a3^3*a2^4*a1^6 + 304*a6^2*x34^3*a3^3*a2^4*a1^6 - 128*a6*a5*x34^3*a3^3*a2^4*a1^6 + 304*a5^2*x34^3*a3^3*a2^4*a1^6 - 138*a6*x34^4*a3^3*a2^4*a1^6 - 138*a5*x34^4*a3^3*a2^4*a1^6 + 44*x34^5*a3^3*a2^4*a1^6 + 24*a6^4*a3^4*a2^4*a1^6 + 44*a6^3*a5*a3^4*a2^4*a1^6 - 296*a6^2*a5^2*a3^4*a2^4*a1^6 + 44*a6*a5^3*a3^4*a2^4*a1^6 + 24*a5^4*a3^4*a2^4*a1^6 - 180*a6^3*x34*a3^4*a2^4*a1^6 + 190*a6^2*a5*x34*a3^4*a2^4*a1^6 + 190*a6*a5^2*x34*a3^4*a2^4*a1^6 - 180*a5^3*x34*a3^4*a2^4*a1^6 + 352*a6^2*x34^2*a3^4*a2^4*a1^6 - 24*a6*a5*x34^2*a3^4*a2^4*a1^6 + 352*a5^2*x34^2*a3^4*a2^4*a1^6 - 280*a6*x34^3*a3^4*a2^4*a1^6 - 280*a5*x34^3*a3^4*a2^4*a1^6 + 124*x34^4*a3^4*a2^4*a1^6 - 72*a6^3*a3^5*a2^4*a1^6 + 76*a6^2*a5*a3^5*a2^4*a1^6 + 76*a6*a5^2*a3^5*a2^4*a1^6 - 72*a5^3*a3^5*a2^4*a1^6 + 240*a6^2*x34*a3^5*a2^4*a1^6 + 48*a6*a5*x34*a3^5*a2^4*a1^6 + 240*a5^2*x34*a3^5*a2^4*a1^6 - 350*a6*x34^2*a3^5*a2^4*a1^6 - 350*a5*x34^2*a3^5*a2^4*a1^6 + 212*x34^3*a3^5*a2^4*a1^6 + 80*a6^2*a3^6*a2^4*a1^6 + 16*a6*a5*a3^6*a2^4*a1^6 + 80*a5^2*a3^6*a2^4*a1^6 - 238*a6*x34*a3^6*a2^4*a1^6 - 238*a5*x34*a3^6*a2^4*a1^6 + 220*x34^2*a3^6*a2^4*a1^6 - 68*a6*a3^7*a2^4*a1^6 - 68*a5*a3^7*a2^4*a1^6 + 128*x34*a3^7*a2^4*a1^6 + 32*a3^8*a2^4*a1^6 - 8*a6^5*a5^2*a2^5*a1^6 - 4*a6^4*a5^3*a2^5*a1^6 - 4*a6^3*a5^4*a2^5*a1^6 - 8*a6^2*a5^5*a2^5*a1^6 + 8*a6^5*a5*x34*a2^5*a1^6 + 2*a6^4*a5^2*x34*a2^5*a1^6 + 40*a6^3*a5^3*x34*a2^5*a1^6 + 2*a6^2*a5^4*x34*a2^5*a1^6 + 8*a6*a5^5*x34*a2^5*a1^6 - 8*a6^5*x34^2*a2^5*a1^6 + 2*a6^4*a5*x34^2*a2^5*a1^6 - 28*a6^3*a5^2*x34^2*a2^5*a1^6 - 28*a6^2*a5^3*x34^2*a2^5*a1^6 + 2*a6*a5^4*x34^2*a2^5*a1^6 - 8*a5^5*x34^2*a2^5*a1^6 - 4*a6^4*x34^3*a2^5*a1^6 + 40*a6^3*a5*x34^3*a2^5*a1^6 - 28*a6^2*a5^2*x34^3*a2^5*a1^6 + 40*a6*a5^3*x34^3*a2^5*a1^6 - 4*a5^4*x34^3*a2^5*a1^6 - 4*a6^3*x34^4*a2^5*a1^6 + 2*a6^2*a5*x34^4*a2^5*a1^6 + 2*a6*a5^2*x34^4*a2^5*a1^6 - 4*a5^3*x34^4*a2^5*a1^6 - 8*a6^2*x34^5*a2^5*a1^6 + 8*a6*a5*x34^5*a2^5*a1^6 - 8*a5^2*x34^5*a2^5*a1^6 + 16*a6^5*a5*a3*a2^5*a1^6 + 4*a6^4*a5^2*a3*a2^5*a1^6 + 80*a6^3*a5^3*a3*a2^5*a1^6 + 4*a6^2*a5^4*a3*a2^5*a1^6 + 16*a6*a5^5*a3*a2^5*a1^6 - 8*a6^5*x34*a3*a2^5*a1^6 + 4*a6^4*a5*x34*a3*a2^5*a1^6 - 104*a6^3*a5^2*x34*a3*a2^5*a1^6 - 104*a6^2*a5^3*x34*a3*a2^5*a1^6 + 4*a6*a5^4*x34*a3*a2^5*a1^6 - 8*a5^5*x34*a3*a2^5*a1^6 - 10*a6^4*x34^2*a3*a2^5*a1^6 + 72*a6^3*a5*x34^2*a3*a2^5*a1^6 + 24*a6^2*a5^2*x34^2*a3*a2^5*a1^6 + 72*a6*a5^3*x34^2*a3*a2^5*a1^6 - 10*a5^4*x34^2*a3*a2^5*a1^6 + 24*a6^3*x34^3*a3*a2^5*a1^6 - 40*a6^2*a5*x34^3*a3*a2^5*a1^6 - 40*a6*a5^2*x34^3*a3*a2^5*a1^6 + 24*a5^3*x34^3*a3*a2^5*a1^6 - 38*a6^2*x34^4*a3*a2^5*a1^6 + 40*a6*a5*x34^4*a3*a2^5*a1^6 - 38*a5^2*x34^4*a3*a2^5*a1^6 + 8*a6*x34^5*a3*a2^5*a1^6 + 8*a5*x34^5*a3*a2^5*a1^6 - 8*a6^5*a3^2*a2^5*a1^6 + 4*a6^4*a5*a3^2*a2^5*a1^6 - 104*a6^3*a5^2*a3^2*a2^5*a1^6 - 104*a6^2*a5^3*a3^2*a2^5*a1^6 + 4*a6*a5^4*a3^2*a2^5*a1^6 - 8*a5^5*a3^2*a2^5*a1^6 - 6*a6^4*x34*a3^2*a2^5*a1^6 - 24*a6^3*a5*x34*a3^2*a2^5*a1^6 + 240*a6^2*a5^2*x34*a3^2*a2^5*a1^6 - 24*a6*a5^3*x34*a3^2*a2^5*a1^6 - 6*a5^4*x34*a3^2*a2^5*a1^6 + 68*a6^3*x34^2*a3^2*a2^5*a1^6 - 24*a6^2*a5*x34^2*a3^2*a2^5*a1^6 - 24*a6*a5^2*x34^2*a3^2*a2^5*a1^6 + 68*a5^3*x34^2*a3^2*a2^5*a1^6 - 100*a6^2*x34^3*a3^2*a2^5*a1^6 + 32*a6*a5*x34^3*a3^2*a2^5*a1^6 - 100*a5^2*x34^3*a3^2*a2^5*a1^6 + 42*a6*x34^4*a3^2*a2^5*a1^6 + 42*a5*x34^4*a3^2*a2^5*a1^6 - 8*x34^5*a3^2*a2^5*a1^6 - 4*a6^4*a3^3*a2^5*a1^6 - 16*a6^3*a5*a3^3*a2^5*a1^6 + 160*a6^2*a5^2*a3^3*a2^5*a1^6 - 16*a6*a5^3*a3^3*a2^5*a1^6 - 4*a5^4*a3^3*a2^5*a1^6 + 88*a6^3*x34*a3^3*a2^5*a1^6 + 32*a6^2*a5*x34*a3^3*a2^5*a1^6 + 32*a6*a5^2*x34*a3^3*a2^5*a1^6 + 88*a5^3*x34*a3^3*a2^5*a1^6 - 180*a6^2*x34^2*a3^3*a2^5*a1^6 - 112*a6*a5*x34^2*a3^3*a2^5*a1^6 - 180*a5^2*x34^2*a3^3*a2^5*a1^6 + 128*a6*x34^3*a3^3*a2^5*a1^6 + 128*a5*x34^3*a3^3*a2^5*a1^6 - 44*x34^4*a3^3*a2^5*a1^6 + 44*a6^3*a3^4*a2^5*a1^6 + 16*a6^2*a5*a3^4*a2^5*a1^6 + 16*a6*a5^2*a3^4*a2^5*a1^6 + 44*a5^3*a3^4*a2^5*a1^6 - 170*a6^2*x34*a3^4*a2^5*a1^6 - 200*a6*a5*x34*a3^4*a2^5*a1^6 - 170*a5^2*x34*a3^4*a2^5*a1^6 + 214*a6*x34^2*a3^4*a2^5*a1^6 + 214*a5*x34^2*a3^4*a2^5*a1^6 - 100*x34^3*a3^4*a2^5*a1^6 - 68*a6^2*a3^5*a2^5*a1^6 - 80*a6*a5*a3^5*a2^5*a1^6 - 68*a5^2*a3^5*a2^5*a1^6 + 180*a6*x34*a3^5*a2^5*a1^6 + 180*a5*x34*a3^5*a2^5*a1^6 - 124*x34^2*a3^5*a2^5*a1^6 + 60*a6*a3^6*a2^5*a1^6 + 60*a5*a3^6*a2^5*a1^6 - 84*x34*a3^6*a2^5*a1^6 - 24*a3^7*a2^5*a1^6 + 8*a6^4*a5^2*a2^6*a1^6 - 8*a6^3*a5^3*a2^6*a1^6 + 8*a6^2*a5^4*a2^6*a1^6 - 8*a6^4*a5*x34*a2^6*a1^6 - 4*a6^3*a5^2*x34*a2^6*a1^6 - 4*a6^2*a5^3*x34*a2^6*a1^6 - 8*a6*a5^4*x34*a2^6*a1^6 + 8*a6^4*x34^2*a2^6*a1^6 - 4*a6^3*a5*x34^2*a2^6*a1^6 + 24*a6^2*a5^2*x34^2*a2^6*a1^6 - 4*a6*a5^3*x34^2*a2^6*a1^6 + 8*a5^4*x34^2*a2^6*a1^6 - 8*a6^3*x34^3*a2^6*a1^6 - 4*a6^2*a5*x34^3*a2^6*a1^6 - 4*a6*a5^2*x34^3*a2^6*a1^6 - 8*a5^3*x34^3*a2^6*a1^6 + 8*a6^2*x34^4*a2^6*a1^6 - 8*a6*a5*x34^4*a2^6*a1^6 + 8*a5^2*x34^4*a2^6*a1^6 - 16*a6^4*a5*a3*a2^6*a1^6 - 8*a6^3*a5^2*a3*a2^6*a1^6 - 8*a6^2*a5^3*a3*a2^6*a1^6 - 16*a6*a5^4*a3*a2^6*a1^6 + 8*a6^4*x34*a3*a2^6*a1^6 + 40*a6^3*a5*x34*a3*a2^6*a1^6 + 24*a6^2*a5^2*x34*a3*a2^6*a1^6 + 40*a6*a5^3*x34*a3*a2^6*a1^6 + 8*a5^4*x34*a3*a2^6*a1^6 - 28*a6^3*x34^2*a3*a2^6*a1^6 - 36*a6^2*a5*x34^2*a3*a2^6*a1^6 - 36*a6*a5^2*x34^2*a3*a2^6*a1^6 - 28*a5^3*x34^2*a3*a2^6*a1^6 + 28*a6^2*x34^3*a3*a2^6*a1^6 + 16*a6*a5*x34^3*a3*a2^6*a1^6 + 28*a5^2*x34^3*a3*a2^6*a1^6 - 8*a6*x34^4*a3*a2^6*a1^6 - 8*a5*x34^4*a3*a2^6*a1^6 + 8*a6^4*a3^2*a2^6*a1^6 + 40*a6^3*a5*a3^2*a2^6*a1^6 + 24*a6^2*a5^2*a3^2*a2^6*a1^6 + 40*a6*a5^3*a3^2*a2^6*a1^6 + 8*a5^4*a3^2*a2^6*a1^6 - 36*a6^3*x34*a3^2*a2^6*a1^6 - 84*a6^2*a5*x34*a3^2*a2^6*a1^6 - 84*a6*a5^2*x34*a3^2*a2^6*a1^6 - 36*a5^3*x34*a3^2*a2^6*a1^6 + 60*a6^2*x34^2*a3^2*a2^6*a1^6 + 72*a6*a5*x34^2*a3^2*a2^6*a1^6 + 60*a5^2*x34^2*a3^2*a2^6*a1^6 - 36*a6*x34^3*a3^2*a2^6*a1^6 - 36*a5*x34^3*a3^2*a2^6*a1^6 + 8*x34^4*a3^2*a2^6*a1^6 - 24*a6^3*a3^3*a2^6*a1^6 - 56*a6^2*a5*a3^3*a2^6*a1^6 - 56*a6*a5^2*a3^3*a2^6*a1^6 - 24*a5^3*a3^3*a2^6*a1^6 + 64*a6^2*x34*a3^3*a2^6*a1^6 + 112*a6*a5*x34*a3^3*a2^6*a1^6 + 64*a5^2*x34*a3^3*a2^6*a1^6 - 64*a6*x34^2*a3^3*a2^6*a1^6 - 64*a5*x34^2*a3^3*a2^6*a1^6 + 24*x34^3*a3^3*a2^6*a1^6 + 32*a6^2*a3^4*a2^6*a1^6 + 56*a6*a5*a3^4*a2^6*a1^6 + 32*a5^2*a3^4*a2^6*a1^6 - 60*a6*x34*a3^4*a2^6*a1^6 - 60*a5*x34*a3^4*a2^6*a1^6 + 32*x34^2*a3^4*a2^6*a1^6 - 24*a6*a3^5*a2^6*a1^6 - 24*a5*a3^5*a2^6*a1^6 + 24*x34*a3^5*a2^6*a1^6 + 8*a3^6*a2^6*a1^6; -- polynomial Q4 Q4 = -8*a6^6*a5^6*x34^4*a3^2 + 8*a6^6*a5^5*x34^5*a3^2 + 8*a6^5*a5^6*x34^5*a3^2 - 8*a6^6*a5^4*x34^6*a3^2 + 8*a6^5*a5^5*x34^6*a3^2 - 8*a6^4*a5^6*x34^6*a3^2 - 16*a6^6*a5^6*x34^3*a3^3 + 32*a6^6*a5^5*x34^4*a3^3 + 32*a6^5*a5^6*x34^4*a3^3 - 56*a6^6*a5^4*x34^5*a3^3 + 48*a6^5*a5^5*x34^5*a3^3 - 56*a6^4*a5^6*x34^5*a3^3 + 16*a6^6*a5^3*x34^6*a3^3 - 8*a6^5*a5^4*x34^6*a3^3 - 8*a6^4*a5^5*x34^6*a3^3 + 16*a6^3*a5^6*x34^6*a3^3 - 8*a6^6*a5^6*x34^2*a3^4 + 40*a6^6*a5^5*x34^3*a3^4 + 40*a6^5*a5^6*x34^3*a3^4 - 136*a6^6*a5^4*x34^4*a3^4 + 120*a6^5*a5^5*x34^4*a3^4 - 136*a6^4*a5^6*x34^4*a3^4 + 88*a6^6*a5^3*x34^5*a3^4 - 48*a6^5*a5^4*x34^5*a3^4 - 48*a6^4*a5^5*x34^5*a3^4 + 88*a6^3*a5^6*x34^5*a3^4 - 8*a6^6*a5^2*x34^6*a3^4 - 8*a6^5*a5^3*x34^6*a3^4 + 24*a6^4*a5^4*x34^6*a3^4 - 8*a6^3*a5^5*x34^6*a3^4 - 8*a6^2*a5^6*x34^6*a3^4 + 16*a6^6*a5^5*x34^2*a3^5 + 16*a6^5*a5^6*x34^2*a3^5 - 152*a6^6*a5^4*x34^3*a3^5 + 160*a6^5*a5^5*x34^3*a3^5 - 152*a6^4*a5^6*x34^3*a3^5 + 192*a6^6*a5^3*x34^4*a3^5 - 120*a6^5*a5^4*x34^4*a3^5 - 120*a6^4*a5^5*x34^4*a3^5 + 192*a6^3*a5^6*x34^4*a3^5 - 40*a6^6*a5^2*x34^5*a3^5 - 48*a6^5*a5^3*x34^5*a3^5 + 144*a6^4*a5^4*x34^5*a3^5 - 48*a6^3*a5^5*x34^5*a3^5 - 40*a6^2*a5^6*x34^5*a3^5 + 8*a6^5*a5^2*x34^6*a3^5 - 8*a6^4*a5^3*x34^6*a3^5 - 8*a6^3*a5^4*x34^6*a3^5 + 8*a6^2*a5^5*x34^6*a3^5 - 88*a6^6*a5^4*x34^2*a3^6 + 128*a6^5*a5^5*x34^2*a3^6 - 88*a6^4*a5^6*x34^2*a3^6 + 224*a6^6*a5^3*x34^3*a3^6 - 168*a6^5*a5^4*x34^3*a3^6 - 168*a6^4*a5^5*x34^3*a3^6 + 224*a6^3*a5^6*x34^3*a3^6 - 88*a6^6*a5^2*x34^4*a3^6 - 128*a6^5*a5^3*x34^4*a3^6 + 384*a6^4*a5^4*x34^4*a3^6 - 128*a6^3*a5^5*x34^4*a3^6 - 88*a6^2*a5^6*x34^4*a3^6 + 56*a6^5*a5^2*x34^5*a3^6 - 56*a6^4*a5^3*x34^5*a3^6 - 56*a6^3*a5^4*x34^5*a3^6 + 56*a6^2*a5^5*x34^5*a3^6 - 8*a6^4*a5^2*x34^6*a3^6 + 16*a6^3*a5^3*x34^6*a3^6 - 8*a6^2*a5^4*x34^6*a3^6 - 32*a6^6*a5^4*x34*a3^7 + 64*a6^5*a5^5*x34*a3^7 - 32*a6^4*a5^6*x34*a3^7 + 160*a6^6*a5^3*x34^2*a3^7 - 144*a6^5*a5^4*x34^2*a3^7 - 144*a6^4*a5^5*x34^2*a3^7 + 160*a6^3*a5^6*x34^2*a3^7 - 112*a6^6*a5^2*x34^3*a3^7 - 192*a6^5*a5^3*x34^3*a3^7 + 576*a6^4*a5^4*x34^3*a3^7 - 192*a6^3*a5^5*x34^3*a3^7 - 112*a6^2*a5^6*x34^3*a3^7 + 160*a6^5*a5^2*x34^4*a3^7 - 160*a6^4*a5^3*x34^4*a3^7 - 160*a6^3*a5^4*x34^4*a3^7 + 160*a6^2*a5^5*x34^4*a3^7 - 48*a6^4*a5^2*x34^5*a3^7 + 96*a6^3*a5^3*x34^5*a3^7 - 48*a6^2*a5^4*x34^5*a3^7 - 8*a6^6*a5^4*a3^8 + 16*a6^5*a5^5*a3^8 - 8*a6^4*a5^6*a3^8 + 72*a6^6*a5^3*x34*a3^8 - 72*a6^5*a5^4*x34*a3^8 - 72*a6^4*a5^5*x34*a3^8 + 72*a6^3*a5^6*x34*a3^8 - 88*a6^6*a5^2*x34^2*a3^8 - 168*a6^5*a5^3*x34^2*a3^8 + 504*a6^4*a5^4*x34^2*a3^8 - 168*a6^3*a5^5*x34^2*a3^8 - 88*a6^2*a5^6*x34^2*a3^8 + 240*a6^5*a5^2*x34^3*a3^8 - 240*a6^4*a5^3*x34^3*a3^8 - 240*a6^3*a5^4*x34^3*a3^8 + 240*a6^2*a5^5*x34^3*a3^8 - 120*a6^4*a5^2*x34^4*a3^8 + 240*a6^3*a5^3*x34^4*a3^8 - 120*a6^2*a5^4*x34^4*a3^8 + 16*a6^6*a5^3*a3^9 - 16*a6^5*a5^4*a3^9 - 16*a6^4*a5^5*a3^9 + 16*a6^3*a5^6*a3^9 - 40*a6^6*a5^2*x34*a3^9 - 80*a6^5*a5^3*x34*a3^9 + 240*a6^4*a5^4*x34*a3^9 - 80*a6^3*a5^5*x34*a3^9 - 40*a6^2*a5^6*x34*a3^9 + 200*a6^5*a5^2*x34^2*a3^9 - 200*a6^4*a5^3*x34^2*a3^9 - 200*a6^3*a5^4*x34^2*a3^9 + 200*a6^2*a5^5*x34^2*a3^9 - 160*a6^4*a5^2*x34^3*a3^9 + 320*a6^3*a5^3*x34^3*a3^9 - 160*a6^2*a5^4*x34^3*a3^9 - 8*a6^6*a5^2*a3^10 - 16*a6^5*a5^3*a3^10 + 48*a6^4*a5^4*a3^10 - 16*a6^3*a5^5*a3^10 - 8*a6^2*a5^6*a3^10 + 88*a6^5*a5^2*x34*a3^10 - 88*a6^4*a5^3*x34*a3^10 - 88*a6^3*a5^4*x34*a3^10 + 88*a6^2*a5^5*x34*a3^10 - 120*a6^4*a5^2*x34^2*a3^10 + 240*a6^3*a5^3*x34^2*a3^10 - 120*a6^2*a5^4*x34^2*a3^10 + 16*a6^5*a5^2*a3^11 - 16*a6^4*a5^3*a3^11 - 16*a6^3*a5^4*a3^11 + 16*a6^2*a5^5*a3^11 - 48*a6^4*a5^2*x34*a3^11 + 96*a6^3*a5^3*x34*a3^11 - 48*a6^2*a5^4*x34*a3^11 - 8*a6^4*a5^2*a3^12 + 16*a6^3*a5^3*a3^12 - 8*a6^2*a5^4*a3^12 + 8*a6^6*a5^6*x34^4*a3*a2 - 8*a6^6*a5^5*x34^5*a3*a2 - 8*a6^5*a5^6*x34^5*a3*a2 + 8*a6^6*a5^4*x34^6*a3*a2 - 8*a6^5*a5^5*x34^6*a3*a2 + 8*a6^4*a5^6*x34^6*a3*a2 + 24*a6^6*a5^6*x34^3*a3^2*a2 - 24*a6^6*a5^5*x34^4*a3^2*a2 - 24*a6^5*a5^6*x34^4*a3^2*a2 + 64*a6^6*a5^4*x34^5*a3^2*a2 - 120*a6^5*a5^5*x34^5*a3^2*a2 + 64*a6^4*a5^6*x34^5*a3^2*a2 - 8*a6^6*a5^3*x34^6*a3^2*a2 + 16*a6^5*a5^4*x34^6*a3^2*a2 + 16*a6^4*a5^5*x34^6*a3^2*a2 - 8*a6^3*a5^6*x34^6*a3^2*a2 + 16*a6^6*a5^6*x34^2*a3^3*a2 - 32*a6^6*a5^5*x34^3*a3^3*a2 - 32*a6^5*a5^6*x34^3*a3^3*a2 + 192*a6^6*a5^4*x34^4*a3^3*a2 - 432*a6^5*a5^5*x34^4*a3^3*a2 + 192*a6^4*a5^6*x34^4*a3^3*a2 - 64*a6^6*a5^3*x34^5*a3^3*a2 + 144*a6^5*a5^4*x34^5*a3^3*a2 + 144*a6^4*a5^5*x34^5*a3^3*a2 - 64*a6^3*a5^6*x34^5*a3^3*a2 - 8*a6^6*a5^2*x34^6*a3^3*a2 - 16*a6^5*a5^3*x34^6*a3^3*a2 - 8*a6^4*a5^4*x34^6*a3^3*a2 - 16*a6^3*a5^5*x34^6*a3^3*a2 - 8*a6^2*a5^6*x34^6*a3^3*a2 - 16*a6^6*a5^5*x34^2*a3^4*a2 - 16*a6^5*a5^6*x34^2*a3^4*a2 + 280*a6^6*a5^4*x34^3*a3^4*a2 - 640*a6^5*a5^5*x34^3*a3^4*a2 + 280*a6^4*a5^6*x34^3*a3^4*a2 - 208*a6^6*a5^3*x34^4*a3^4*a2 + 408*a6^5*a5^4*x34^4*a3^4*a2 + 408*a6^4*a5^5*x34^4*a3^4*a2 - 208*a6^3*a5^6*x34^4*a3^4*a2 - 32*a6^6*a5^2*x34^5*a3^4*a2 - 48*a6^5*a5^3*x34^5*a3^4*a2 - 120*a6^4*a5^4*x34^5*a3^4*a2 - 48*a6^3*a5^5*x34^5*a3^4*a2 - 32*a6^2*a5^6*x34^5*a3^4*a2 + 8*a6^6*a5*x34^6*a3^4*a2 + 16*a6^5*a5^2*x34^6*a3^4*a2 - 8*a6^4*a5^3*x34^6*a3^4*a2 - 8*a6^3*a5^4*x34^6*a3^4*a2 + 16*a6^2*a5^5*x34^6*a3^4*a2 + 8*a6*a5^6*x34^6*a3^4*a2 + 224*a6^6*a5^4*x34^2*a3^5*a2 - 480*a6^5*a5^5*x34^2*a3^5*a2 + 224*a6^4*a5^6*x34^2*a3^5*a2 - 368*a6^6*a5^3*x34^3*a3^5*a2 + 560*a6^5*a5^4*x34^3*a3^5*a2 + 560*a6^4*a5^5*x34^3*a3^5*a2 - 368*a6^3*a5^6*x34^3*a3^5*a2 - 24*a6^6*a5^2*x34^4*a3^5*a2 + 48*a6^5*a5^3*x34^4*a3^5*a2 - 552*a6^4*a5^4*x34^4*a3^5*a2 + 48*a6^3*a5^5*x34^4*a3^5*a2 - 24*a6^2*a5^6*x34^4*a3^5*a2 + 40*a6^6*a5*x34^5*a3^5*a2 + 24*a6^5*a5^2*x34^5*a3^5*a2 + 24*a6^2*a5^5*x34^5*a3^5*a2 + 40*a6*a5^6*x34^5*a3^5*a2 - 8*a6^5*a5*x34^6*a3^5*a2 + 16*a6^4*a5^2*x34^6*a3^5*a2 - 16*a6^3*a5^3*x34^6*a3^5*a2 + 16*a6^2*a5^4*x34^6*a3^5*a2 - 8*a6*a5^5*x34^6*a3^5*a2 + 112*a6^6*a5^4*x34*a3^6*a2 - 224*a6^5*a5^5*x34*a3^6*a2 + 112*a6^4*a5^6*x34*a3^6*a2 - 384*a6^6*a5^3*x34^2*a3^6*a2 + 448*a6^5*a5^4*x34^2*a3^6*a2 + 448*a6^4*a5^5*x34^2*a3^6*a2 - 384*a6^3*a5^6*x34^2*a3^6*a2 + 56*a6^6*a5^2*x34^3*a3^6*a2 + 336*a6^5*a5^3*x34^3*a3^6*a2 - 1176*a6^4*a5^4*x34^3*a3^6*a2 + 336*a6^3*a5^5*x34^3*a3^6*a2 + 56*a6^2*a5^6*x34^3*a3^6*a2 + 88*a6^6*a5*x34^4*a3^6*a2 - 104*a6^5*a5^2*x34^4*a3^6*a2 + 112*a6^4*a5^3*x34^4*a3^6*a2 + 112*a6^3*a5^4*x34^4*a3^6*a2 - 104*a6^2*a5^5*x34^4*a3^6*a2 + 88*a6*a5^6*x34^4*a3^6*a2 - 56*a6^5*a5*x34^5*a3^6*a2 + 112*a6^4*a5^2*x34^5*a3^6*a2 - 112*a6^3*a5^3*x34^5*a3^6*a2 + 112*a6^2*a5^4*x34^5*a3^6*a2 - 56*a6*a5^5*x34^5*a3^6*a2 + 8*a6^4*a5*x34^6*a3^6*a2 - 8*a6^3*a5^2*x34^6*a3^6*a2 - 8*a6^2*a5^3*x34^6*a3^6*a2 + 8*a6*a5^4*x34^6*a3^6*a2 + 32*a6^6*a5^4*a3^7*a2 - 64*a6^5*a5^5*a3^7*a2 + 32*a6^4*a5^6*a3^7*a2 - 224*a6^6*a5^3*x34*a3^7*a2 + 224*a6^5*a5^4*x34*a3^7*a2 + 224*a6^4*a5^5*x34*a3^7*a2 - 224*a6^3*a5^6*x34*a3^7*a2 + 112*a6^6*a5^2*x34^2*a3^7*a2 + 480*a6^5*a5^3*x34^2*a3^7*a2 - 1296*a6^4*a5^4*x34^2*a3^7*a2 + 480*a6^3*a5^5*x34^2*a3^7*a2 + 112*a6^2*a5^6*x34^2*a3^7*a2 + 112*a6^6*a5*x34^3*a3^7*a2 - 336*a6^5*a5^2*x34^3*a3^7*a2 + 288*a6^4*a5^3*x34^3*a3^7*a2 + 288*a6^3*a5^4*x34^3*a3^7*a2 - 336*a6^2*a5^5*x34^3*a3^7*a2 + 112*a6*a5^6*x34^3*a3^7*a2 - 160*a6^5*a5*x34^4*a3^7*a2 + 320*a6^4*a5^2*x34^4*a3^7*a2 - 320*a6^3*a5^3*x34^4*a3^7*a2 + 320*a6^2*a5^4*x34^4*a3^7*a2 - 160*a6*a5^5*x34^4*a3^7*a2 + 48*a6^4*a5*x34^5*a3^7*a2 - 48*a6^3*a5^2*x34^5*a3^7*a2 - 48*a6^2*a5^3*x34^5*a3^7*a2 + 48*a6*a5^4*x34^5*a3^7*a2 - 56*a6^6*a5^3*a3^8*a2 + 56*a6^5*a5^4*a3^8*a2 + 56*a6^4*a5^5*a3^8*a2 - 56*a6^3*a5^6*a3^8*a2 + 72*a6^6*a5^2*x34*a3^8*a2 + 288*a6^5*a5^3*x34*a3^8*a2 - 720*a6^4*a5^4*x34*a3^8*a2 + 288*a6^3*a5^5*x34*a3^8*a2 + 72*a6^2*a5^6*x34*a3^8*a2 + 88*a6^6*a5*x34^2*a3^8*a2 - 384*a6^5*a5^2*x34^2*a3^8*a2 + 312*a6^4*a5^3*x34^2*a3^8*a2 + 312*a6^3*a5^4*x34^2*a3^8*a2 - 384*a6^2*a5^5*x34^2*a3^8*a2 + 88*a6*a5^6*x34^2*a3^8*a2 - 240*a6^5*a5*x34^3*a3^8*a2 + 480*a6^4*a5^2*x34^3*a3^8*a2 - 480*a6^3*a5^3*x34^3*a3^8*a2 + 480*a6^2*a5^4*x34^3*a3^8*a2 - 240*a6*a5^5*x34^3*a3^8*a2 + 120*a6^4*a5*x34^4*a3^8*a2 - 120*a6^3*a5^2*x34^4*a3^8*a2 - 120*a6^2*a5^3*x34^4*a3^8*a2 + 120*a6*a5^4*x34^4*a3^8*a2 + 16*a6^6*a5^2*a3^9*a2 + 64*a6^5*a5^3*a3^9*a2 - 160*a6^4*a5^4*a3^9*a2 + 64*a6^3*a5^5*a3^9*a2 + 16*a6^2*a5^6*a3^9*a2 + 40*a6^6*a5*x34*a3^9*a2 - 200*a6^5*a5^2*x34*a3^9*a2 + 160*a6^4*a5^3*x34*a3^9*a2 + 160*a6^3*a5^4*x34*a3^9*a2 - 200*a6^2*a5^5*x34*a3^9*a2 + 40*a6*a5^6*x34*a3^9*a2 - 200*a6^5*a5*x34^2*a3^9*a2 + 400*a6^4*a5^2*x34^2*a3^9*a2 - 400*a6^3*a5^3*x34^2*a3^9*a2 + 400*a6^2*a5^4*x34^2*a3^9*a2 - 200*a6*a5^5*x34^2*a3^9*a2 + 160*a6^4*a5*x34^3*a3^9*a2 - 160*a6^3*a5^2*x34^3*a3^9*a2 - 160*a6^2*a5^3*x34^3*a3^9*a2 + 160*a6*a5^4*x34^3*a3^9*a2 + 8*a6^6*a5*a3^10*a2 - 40*a6^5*a5^2*a3^10*a2 + 32*a6^4*a5^3*a3^10*a2 + 32*a6^3*a5^4*a3^10*a2 - 40*a6^2*a5^5*a3^10*a2 + 8*a6*a5^6*a3^10*a2 - 88*a6^5*a5*x34*a3^10*a2 + 176*a6^4*a5^2*x34*a3^10*a2 - 176*a6^3*a5^3*x34*a3^10*a2 + 176*a6^2*a5^4*x34*a3^10*a2 - 88*a6*a5^5*x34*a3^10*a2 + 120*a6^4*a5*x34^2*a3^10*a2 - 120*a6^3*a5^2*x34^2*a3^10*a2 - 120*a6^2*a5^3*x34^2*a3^10*a2 + 120*a6*a5^4*x34^2*a3^10*a2 - 16*a6^5*a5*a3^11*a2 + 32*a6^4*a5^2*a3^11*a2 - 32*a6^3*a5^3*a3^11*a2 + 32*a6^2*a5^4*a3^11*a2 - 16*a6*a5^5*a3^11*a2 + 48*a6^4*a5*x34*a3^11*a2 - 48*a6^3*a5^2*x34*a3^11*a2 - 48*a6^2*a5^3*x34*a3^11*a2 + 48*a6*a5^4*x34*a3^11*a2 + 8*a6^4*a5*a3^12*a2 - 8*a6^3*a5^2*a3^12*a2 - 8*a6^2*a5^3*a3^12*a2 + 8*a6*a5^4*a3^12*a2 - 8*a6^6*a5^6*x34^4*a2^2 + 8*a6^6*a5^5*x34^5*a2^2 + 8*a6^5*a5^6*x34^5*a2^2 - 8*a6^6*a5^4*x34^6*a2^2 + 8*a6^5*a5^5*x34^6*a2^2 - 8*a6^4*a5^6*x34^6*a2^2 - 40*a6^6*a5^6*x34^3*a3*a2^2 + 56*a6^6*a5^5*x34^4*a3*a2^2 + 56*a6^5*a5^6*x34^4*a3*a2^2 - 32*a6^6*a5^4*x34^5*a3*a2^2 - 24*a6^5*a5^5*x34^5*a3*a2^2 - 32*a6^4*a5^6*x34^5*a3*a2^2 - 8*a6^6*a5^3*x34^6*a3*a2^2 + 16*a6^5*a5^4*x34^6*a3*a2^2 + 16*a6^4*a5^5*x34^6*a3*a2^2 - 8*a6^3*a5^6*x34^6*a3*a2^2 - 48*a6^6*a5^6*x34^2*a3^2*a2^2 + 136*a6^6*a5^5*x34^3*a3^2*a2^2 + 136*a6^5*a5^6*x34^3*a3^2*a2^2 - 168*a6^6*a5^4*x34^4*a3^2*a2^2 - 120*a6^5*a5^5*x34^4*a3^2*a2^2 - 168*a6^4*a5^6*x34^4*a3^2*a2^2 - 56*a6^6*a5^3*x34^5*a3^2*a2^2 + 216*a6^5*a5^4*x34^5*a3^2*a2^2 + 216*a6^4*a5^5*x34^5*a3^2*a2^2 - 56*a6^3*a5^6*x34^5*a3^2*a2^2 + 24*a6^6*a5^2*x34^6*a3^2*a2^2 - 8*a6^5*a5^3*x34^6*a3^2*a2^2 - 128*a6^4*a5^4*x34^6*a3^2*a2^2 - 8*a6^3*a5^5*x34^6*a3^2*a2^2 + 24*a6^2*a5^6*x34^6*a3^2*a2^2 - 16*a6^6*a5^6*x34*a3^3*a2^2 + 144*a6^6*a5^5*x34^2*a3^3*a2^2 + 144*a6^5*a5^6*x34^2*a3^3*a2^2 - 400*a6^6*a5^4*x34^3*a3^3*a2^2 - 160*a6^5*a5^5*x34^3*a3^3*a2^2 - 400*a6^4*a5^6*x34^3*a3^3*a2^2 - 48*a6^6*a5^3*x34^4*a3^3*a2^2 + 720*a6^5*a5^4*x34^4*a3^3*a2^2 + 720*a6^4*a5^5*x34^4*a3^3*a2^2 - 48*a6^3*a5^6*x34^4*a3^3*a2^2 + 136*a6^6*a5^2*x34^5*a3^3*a2^2 - 128*a6^5*a5^3*x34^5*a3^3*a2^2 - 888*a6^4*a5^4*x34^5*a3^3*a2^2 - 128*a6^3*a5^5*x34^5*a3^3*a2^2 + 136*a6^2*a5^6*x34^5*a3^3*a2^2 - 8*a6^6*a5*x34^6*a3^3*a2^2 - 8*a6^5*a5^2*x34^6*a3^3*a2^2 + 112*a6^4*a5^3*x34^6*a3^3*a2^2 + 112*a6^3*a5^4*x34^6*a3^3*a2^2 - 8*a6^2*a5^5*x34^6*a3^3*a2^2 - 8*a6*a5^6*x34^6*a3^3*a2^2 - 8*a6^6*a5^6*a3^4*a2^2 + 80*a6^6*a5^5*x34*a3^4*a2^2 + 80*a6^5*a5^6*x34*a3^4*a2^2 - 520*a6^6*a5^4*x34^2*a3^4*a2^2 - 520*a6^4*a5^6*x34^2*a3^4*a2^2 + 320*a6^6*a5^3*x34^3*a3^4*a2^2 + 920*a6^5*a5^4*x34^3*a3^4*a2^2 + 920*a6^4*a5^5*x34^3*a3^4*a2^2 + 320*a6^3*a5^6*x34^3*a3^4*a2^2 + 192*a6^6*a5^2*x34^4*a3^4*a2^2 - 640*a6^5*a5^3*x34^4*a3^4*a2^2 - 1800*a6^4*a5^4*x34^4*a3^4*a2^2 - 640*a6^3*a5^5*x34^4*a3^4*a2^2 + 192*a6^2*a5^6*x34^4*a3^4*a2^2 - 32*a6^6*a5*x34^5*a3^4*a2^2 + 72*a6^5*a5^2*x34^5*a3^4*a2^2 + 552*a6^4*a5^3*x34^5*a3^4*a2^2 + 552*a6^3*a5^4*x34^5*a3^4*a2^2 + 72*a6^2*a5^5*x34^5*a3^4*a2^2 - 32*a6*a5^6*x34^5*a3^4*a2^2 - 8*a6^6*x34^6*a3^4*a2^2 + 16*a6^5*a5*x34^6*a3^4*a2^2 - 128*a6^4*a5^2*x34^6*a3^4*a2^2 + 112*a6^3*a5^3*x34^6*a3^4*a2^2 - 128*a6^2*a5^4*x34^6*a3^4*a2^2 + 16*a6*a5^5*x34^6*a3^4*a2^2 - 8*a5^6*x34^6*a3^4*a2^2 + 32*a6^6*a5^5*a3^5*a2^2 + 32*a6^5*a5^6*a3^5*a2^2 - 384*a6^6*a5^4*x34*a3^5*a2^2 + 96*a6^5*a5^5*x34*a3^5*a2^2 - 384*a6^4*a5^6*x34*a3^5*a2^2 + 800*a6^6*a5^3*x34^2*a3^5*a2^2 + 480*a6^5*a5^4*x34^2*a3^5*a2^2 + 480*a6^4*a5^5*x34^2*a3^5*a2^2 + 800*a6^3*a5^6*x34^2*a3^5*a2^2 - 120*a6^6*a5^2*x34^3*a3^5*a2^2 - 1520*a6^5*a5^3*x34^3*a3^5*a2^2 - 1000*a6^4*a5^4*x34^3*a3^5*a2^2 - 1520*a6^3*a5^5*x34^3*a3^5*a2^2 - 120*a6^2*a5^6*x34^3*a3^5*a2^2 - 24*a6^6*a5*x34^4*a3^5*a2^2 + 600*a6^5*a5^2*x34^4*a3^5*a2^2 + 960*a6^4*a5^3*x34^4*a3^5*a2^2 + 960*a6^3*a5^4*x34^4*a3^5*a2^2 + 600*a6^2*a5^5*x34^4*a3^5*a2^2 - 24*a6*a5^6*x34^4*a3^5*a2^2 - 40*a6^6*x34^5*a3^5*a2^2 + 24*a6^5*a5*x34^5*a3^5*a2^2 - 648*a6^4*a5^2*x34^5*a3^5*a2^2 + 592*a6^3*a5^3*x34^5*a3^5*a2^2 - 648*a6^2*a5^4*x34^5*a3^5*a2^2 + 24*a6*a5^5*x34^5*a3^5*a2^2 - 40*a5^6*x34^5*a3^5*a2^2 + 8*a6^5*x34^6*a3^5*a2^2 + 16*a6^4*a5*x34^6*a3^5*a2^2 - 8*a6^3*a5^2*x34^6*a3^5*a2^2 - 8*a6^2*a5^3*x34^6*a3^5*a2^2 + 16*a6*a5^4*x34^6*a3^5*a2^2 + 8*a5^5*x34^6*a3^5*a2^2 - 128*a6^6*a5^4*a3^6*a2^2 + 32*a6^5*a5^5*a3^6*a2^2 - 128*a6^4*a5^6*a3^6*a2^2 + 672*a6^6*a5^3*x34*a3^6*a2^2 + 112*a6^5*a5^4*x34*a3^6*a2^2 + 112*a6^4*a5^5*x34*a3^6*a2^2 + 672*a6^3*a5^6*x34*a3^6*a2^2 - 488*a6^6*a5^2*x34^2*a3^6*a2^2 - 1888*a6^5*a5^3*x34^2*a3^6*a2^2 + 712*a6^4*a5^4*x34^2*a3^6*a2^2 - 1888*a6^3*a5^5*x34^2*a3^6*a2^2 - 488*a6^2*a5^6*x34^2*a3^6*a2^2 + 56*a6^6*a5*x34^3*a3^6*a2^2 + 1512*a6^5*a5^2*x34^3*a3^6*a2^2 + 672*a6^4*a5^3*x34^3*a3^6*a2^2 + 672*a6^3*a5^4*x34^3*a3^6*a2^2 + 1512*a6^2*a5^5*x34^3*a3^6*a2^2 + 56*a6*a5^6*x34^3*a3^6*a2^2 - 88*a6^6*x34^4*a3^6*a2^2 - 104*a6^5*a5*x34^4*a3^6*a2^2 - 1448*a6^4*a5^2*x34^4*a3^6*a2^2 + 1392*a6^3*a5^3*x34^4*a3^6*a2^2 - 1448*a6^2*a5^4*x34^4*a3^6*a2^2 - 104*a6*a5^5*x34^4*a3^6*a2^2 - 88*a5^6*x34^4*a3^6*a2^2 + 56*a6^5*x34^5*a3^6*a2^2 + 112*a6^4*a5*x34^5*a3^6*a2^2 - 56*a6^3*a5^2*x34^5*a3^6*a2^2 - 56*a6^2*a5^3*x34^5*a3^6*a2^2 + 112*a6*a5^4*x34^5*a3^6*a2^2 + 56*a5^5*x34^5*a3^6*a2^2 - 8*a6^4*x34^6*a3^6*a2^2 - 8*a6^3*a5*x34^6*a3^6*a2^2 + 24*a6^2*a5^2*x34^6*a3^6*a2^2 - 8*a6*a5^3*x34^6*a3^6*a2^2 - 8*a5^4*x34^6*a3^6*a2^2 + 192*a6^6*a5^3*a3^7*a2^2 + 32*a6^5*a5^4*a3^7*a2^2 + 32*a6^4*a5^5*a3^7*a2^2 + 192*a6^3*a5^6*a3^7*a2^2 - 384*a6^6*a5^2*x34*a3^7*a2^2 - 1184*a6^5*a5^3*x34*a3^7*a2^2 + 896*a6^4*a5^4*x34*a3^7*a2^2 - 1184*a6^3*a5^5*x34*a3^7*a2^2 - 384*a6^2*a5^6*x34*a3^7*a2^2 + 112*a6^6*a5*x34^2*a3^7*a2^2 + 1776*a6^5*a5^2*x34^2*a3^7*a2^2 + 96*a6^4*a5^3*x34^2*a3^7*a2^2 + 96*a6^3*a5^4*x34^2*a3^7*a2^2 + 1776*a6^2*a5^5*x34^2*a3^7*a2^2 + 112*a6*a5^6*x34^2*a3^7*a2^2 - 112*a6^6*x34^3*a3^7*a2^2 - 336*a6^5*a5*x34^3*a3^7*a2^2 - 1872*a6^4*a5^2*x34^3*a3^7*a2^2 + 1888*a6^3*a5^3*x34^3*a3^7*a2^2 - 1872*a6^2*a5^4*x34^3*a3^7*a2^2 - 336*a6*a5^5*x34^3*a3^7*a2^2 - 112*a5^6*x34^3*a3^7*a2^2 + 160*a6^5*x34^4*a3^7*a2^2 + 320*a6^4*a5*x34^4*a3^7*a2^2 - 160*a6^3*a5^2*x34^4*a3^7*a2^2 - 160*a6^2*a5^3*x34^4*a3^7*a2^2 + 320*a6*a5^4*x34^4*a3^7*a2^2 + 160*a5^5*x34^4*a3^7*a2^2 - 48*a6^4*x34^5*a3^7*a2^2 - 48*a6^3*a5*x34^5*a3^7*a2^2 + 144*a6^2*a5^2*x34^5*a3^7*a2^2 - 48*a6*a5^3*x34^5*a3^7*a2^2 - 48*a5^4*x34^5*a3^7*a2^2 - 96*a6^6*a5^2*a3^8*a2^2 - 296*a6^5*a5^3*a3^8*a2^2 + 224*a6^4*a5^4*a3^8*a2^2 - 296*a6^3*a5^5*a3^8*a2^2 - 96*a6^2*a5^6*a3^8*a2^2 + 72*a6^6*a5*x34*a3^8*a2^2 + 1008*a6^5*a5^2*x34*a3^8*a2^2 - 72*a6^4*a5^3*x34*a3^8*a2^2 - 72*a6^3*a5^4*x34*a3^8*a2^2 + 1008*a6^2*a5^5*x34*a3^8*a2^2 + 72*a6*a5^6*x34*a3^8*a2^2 - 88*a6^6*x34^2*a3^8*a2^2 - 384*a6^5*a5*x34^2*a3^8*a2^2 - 1488*a6^4*a5^2*x34^2*a3^8*a2^2 + 1552*a6^3*a5^3*x34^2*a3^8*a2^2 - 1488*a6^2*a5^4*x34^2*a3^8*a2^2 - 384*a6*a5^5*x34^2*a3^8*a2^2 - 88*a5^6*x34^2*a3^8*a2^2 + 240*a6^5*x34^3*a3^8*a2^2 + 480*a6^4*a5*x34^3*a3^8*a2^2 - 240*a6^3*a5^2*x34^3*a3^8*a2^2 - 240*a6^2*a5^3*x34^3*a3^8*a2^2 + 480*a6*a5^4*x34^3*a3^8*a2^2 + 240*a5^5*x34^3*a3^8*a2^2 - 120*a6^4*x34^4*a3^8*a2^2 - 120*a6^3*a5*x34^4*a3^8*a2^2 + 360*a6^2*a5^2*x34^4*a3^8*a2^2 - 120*a6*a5^3*x34^4*a3^8*a2^2 - 120*a5^4*x34^4*a3^8*a2^2 + 16*a6^6*a5*a3^9*a2^2 + 224*a6^5*a5^2*a3^9*a2^2 - 16*a6^4*a5^3*a3^9*a2^2 - 16*a6^3*a5^4*a3^9*a2^2 + 224*a6^2*a5^5*a3^9*a2^2 + 16*a6*a5^6*a3^9*a2^2 - 40*a6^6*x34*a3^9*a2^2 - 200*a6^5*a5*x34*a3^9*a2^2 - 680*a6^4*a5^2*x34*a3^9*a2^2 + 720*a6^3*a5^3*x34*a3^9*a2^2 - 680*a6^2*a5^4*x34*a3^9*a2^2 - 200*a6*a5^5*x34*a3^9*a2^2 - 40*a5^6*x34*a3^9*a2^2 + 200*a6^5*x34^2*a3^9*a2^2 + 400*a6^4*a5*x34^2*a3^9*a2^2 - 200*a6^3*a5^2*x34^2*a3^9*a2^2 - 200*a6^2*a5^3*x34^2*a3^9*a2^2 + 400*a6*a5^4*x34^2*a3^9*a2^2 + 200*a5^5*x34^2*a3^9*a2^2 - 160*a6^4*x34^3*a3^9*a2^2 - 160*a6^3*a5*x34^3*a3^9*a2^2 + 480*a6^2*a5^2*x34^3*a3^9*a2^2 - 160*a6*a5^3*x34^3*a3^9*a2^2 - 160*a5^4*x34^3*a3^9*a2^2 - 8*a6^6*a3^10*a2^2 - 40*a6^5*a5*a3^10*a2^2 - 136*a6^4*a5^2*a3^10*a2^2 + 144*a6^3*a5^3*a3^10*a2^2 - 136*a6^2*a5^4*a3^10*a2^2 - 40*a6*a5^5*a3^10*a2^2 - 8*a5^6*a3^10*a2^2 + 88*a6^5*x34*a3^10*a2^2 + 176*a6^4*a5*x34*a3^10*a2^2 - 88*a6^3*a5^2*x34*a3^10*a2^2 - 88*a6^2*a5^3*x34*a3^10*a2^2 + 176*a6*a5^4*x34*a3^10*a2^2 + 88*a5^5*x34*a3^10*a2^2 - 120*a6^4*x34^2*a3^10*a2^2 - 120*a6^3*a5*x34^2*a3^10*a2^2 + 360*a6^2*a5^2*x34^2*a3^10*a2^2 - 120*a6*a5^3*x34^2*a3^10*a2^2 - 120*a5^4*x34^2*a3^10*a2^2 + 16*a6^5*a3^11*a2^2 + 32*a6^4*a5*a3^11*a2^2 - 16*a6^3*a5^2*a3^11*a2^2 - 16*a6^2*a5^3*a3^11*a2^2 + 32*a6*a5^4*a3^11*a2^2 + 16*a5^5*a3^11*a2^2 - 48*a6^4*x34*a3^11*a2^2 - 48*a6^3*a5*x34*a3^11*a2^2 + 144*a6^2*a5^2*x34*a3^11*a2^2 - 48*a6*a5^3*x34*a3^11*a2^2 - 48*a5^4*x34*a3^11*a2^2 - 8*a6^4*a3^12*a2^2 - 8*a6^3*a5*a3^12*a2^2 + 24*a6^2*a5^2*a3^12*a2^2 - 8*a6*a5^3*a3^12*a2^2 - 8*a5^4*a3^12*a2^2 + 16*a6^6*a5^6*x34^3*a2^3 - 8*a6^6*a5^5*x34^4*a2^3 - 8*a6^5*a5^6*x34^4*a2^3 - 8*a6^6*a5^4*x34^5*a2^3 - 8*a6^4*a5^6*x34^5*a2^3 + 16*a6^6*a5^3*x34^6*a2^3 - 8*a6^5*a5^4*x34^6*a2^3 - 8*a6^4*a5^5*x34^6*a2^3 + 16*a6^3*a5^6*x34^6*a2^3 + 40*a6^6*a5^6*x34^2*a3*a2^3 - 48*a6^6*a5^5*x34^3*a3*a2^3 - 48*a6^5*a5^6*x34^3*a3*a2^3 - 48*a6^6*a5^4*x34^4*a3*a2^3 + 48*a6^5*a5^5*x34^4*a3*a2^3 - 48*a6^4*a5^6*x34^4*a3*a2^3 + 80*a6^6*a5^3*x34^5*a3*a2^3 + 80*a6^3*a5^6*x34^5*a3*a2^3 - 8*a6^6*a5^2*x34^6*a3*a2^3 - 16*a6^5*a5^3*x34^6*a3*a2^3 - 8*a6^4*a5^4*x34^6*a3*a2^3 - 16*a6^3*a5^5*x34^6*a3*a2^3 - 8*a6^2*a5^6*x34^6*a3*a2^3 + 24*a6^6*a5^6*x34*a3^2*a2^3 - 104*a6^6*a5^5*x34^2*a3^2*a2^3 - 104*a6^5*a5^6*x34^2*a3^2*a2^3 + 112*a6^5*a5^5*x34^3*a3^2*a2^3 + 272*a6^6*a5^3*x34^4*a3^2*a2^3 + 272*a6^3*a5^6*x34^4*a3^2*a2^3 - 56*a6^6*a5^2*x34^5*a3^2*a2^3 - 176*a6^5*a5^3*x34^5*a3^2*a2^3 - 168*a6^4*a5^4*x34^5*a3^2*a2^3 - 176*a6^3*a5^5*x34^5*a3^2*a2^3 - 56*a6^2*a5^6*x34^5*a3^2*a2^3 - 8*a6^6*a5*x34^6*a3^2*a2^3 - 8*a6^5*a5^2*x34^6*a3^2*a2^3 + 112*a6^4*a5^3*x34^6*a3^2*a2^3 + 112*a6^3*a5^4*x34^6*a3^2*a2^3 - 8*a6^2*a5^5*x34^6*a3^2*a2^3 - 8*a6*a5^6*x34^6*a3^2*a2^3 + 16*a6^6*a5^6*a3^3*a2^3 - 112*a6^6*a5^5*x34*a3^3*a2^3 - 112*a6^5*a5^6*x34*a3^3*a2^3 + 320*a6^6*a5^4*x34^2*a3^3*a2^3 - 32*a6^5*a5^5*x34^2*a3^3*a2^3 + 320*a6^4*a5^6*x34^2*a3^3*a2^3 + 80*a6^6*a5^3*x34^3*a3^3*a2^3 + 80*a6^5*a5^4*x34^3*a3^3*a2^3 + 80*a6^4*a5^5*x34^3*a3^3*a2^3 + 80*a6^3*a5^6*x34^3*a3^3*a2^3 - 48*a6^6*a5^2*x34^4*a3^3*a2^3 - 400*a6^5*a5^3*x34^4*a3^3*a2^3 - 960*a6^4*a5^4*x34^4*a3^3*a2^3 - 400*a6^3*a5^5*x34^4*a3^3*a2^3 - 48*a6^2*a5^6*x34^4*a3^3*a2^3 - 64*a6^6*a5*x34^5*a3^3*a2^3 - 128*a6^5*a5^2*x34^5*a3^3*a2^3 + 912*a6^4*a5^3*x34^5*a3^3*a2^3 + 912*a6^3*a5^4*x34^5*a3^3*a2^3 - 128*a6^2*a5^5*x34^5*a3^3*a2^3 - 64*a6*a5^6*x34^5*a3^3*a2^3 + 16*a6^6*x34^6*a3^3*a2^3 - 16*a6^5*a5*x34^6*a3^3*a2^3 + 112*a6^4*a5^2*x34^6*a3^3*a2^3 - 528*a6^3*a5^3*x34^6*a3^3*a2^3 + 112*a6^2*a5^4*x34^6*a3^3*a2^3 - 16*a6*a5^5*x34^6*a3^3*a2^3 + 16*a5^6*x34^6*a3^3*a2^3 - 56*a6^6*a5^5*a3^4*a2^3 - 56*a6^5*a5^6*a3^4*a2^3 + 480*a6^6*a5^4*x34*a3^4*a2^3 - 160*a6^5*a5^5*x34*a3^4*a2^3 + 480*a6^4*a5^6*x34*a3^4*a2^3 - 720*a6^6*a5^3*x34^2*a3^4*a2^3 + 240*a6^5*a5^4*x34^2*a3^4*a2^3 + 240*a6^4*a5^5*x34^2*a3^4*a2^3 - 720*a6^3*a5^6*x34^2*a3^4*a2^3 + 320*a6^6*a5^2*x34^3*a3^4*a2^3 + 80*a6^5*a5^3*x34^3*a3^4*a2^3 - 2560*a6^4*a5^4*x34^3*a3^4*a2^3 + 80*a6^3*a5^5*x34^3*a3^4*a2^3 + 320*a6^2*a5^6*x34^3*a3^4*a2^3 - 208*a6^6*a5*x34^4*a3^4*a2^3 - 640*a6^5*a5^2*x34^4*a3^4*a2^3 + 2640*a6^4*a5^3*x34^4*a3^4*a2^3 + 2640*a6^3*a5^4*x34^4*a3^4*a2^3 - 640*a6^2*a5^5*x34^4*a3^4*a2^3 - 208*a6*a5^6*x34^4*a3^4*a2^3 + 88*a6^6*x34^5*a3^4*a2^3 - 48*a6^5*a5*x34^5*a3^4*a2^3 + 552*a6^4*a5^2*x34^5*a3^4*a2^3 - 2928*a6^3*a5^3*x34^5*a3^4*a2^3 + 552*a6^2*a5^4*x34^5*a3^4*a2^3 - 48*a6*a5^5*x34^5*a3^4*a2^3 + 88*a5^6*x34^5*a3^4*a2^3 - 8*a6^5*x34^6*a3^4*a2^3 - 8*a6^4*a5*x34^6*a3^4*a2^3 + 112*a6^3*a5^2*x34^6*a3^4*a2^3 + 112*a6^2*a5^3*x34^6*a3^4*a2^3 - 8*a6*a5^4*x34^6*a3^4*a2^3 - 8*a5^5*x34^6*a3^4*a2^3 + 192*a6^6*a5^4*a3^5*a2^3 - 64*a6^5*a5^5*a3^5*a2^3 + 192*a6^4*a5^6*a3^5*a2^3 - 912*a6^6*a5^3*x34*a3^5*a2^3 + 240*a6^5*a5^4*x34*a3^5*a2^3 + 240*a6^4*a5^5*x34*a3^5*a2^3 - 912*a6^3*a5^6*x34*a3^5*a2^3 + 800*a6^6*a5^2*x34^2*a3^5*a2^3 + 1040*a6^5*a5^3*x34^2*a3^5*a2^3 - 3600*a6^4*a5^4*x34^2*a3^5*a2^3 + 1040*a6^3*a5^5*x34^2*a3^5*a2^3 + 800*a6^2*a5^6*x34^2*a3^5*a2^3 - 368*a6^6*a5*x34^3*a3^5*a2^3 - 1520*a6^5*a5^2*x34^3*a3^5*a2^3 + 3920*a6^4*a5^3*x34^3*a3^5*a2^3 + 3920*a6^3*a5^4*x34^3*a3^5*a2^3 - 1520*a6^2*a5^5*x34^3*a3^5*a2^3 - 368*a6*a5^6*x34^3*a3^5*a2^3 + 192*a6^6*x34^4*a3^5*a2^3 + 48*a6^5*a5*x34^4*a3^5*a2^3 + 960*a6^4*a5^2*x34^4*a3^5*a2^3 - 6480*a6^3*a5^3*x34^4*a3^5*a2^3 + 960*a6^2*a5^4*x34^4*a3^5*a2^3 + 48*a6*a5^5*x34^4*a3^5*a2^3 + 192*a5^6*x34^4*a3^5*a2^3 - 48*a6^5*x34^5*a3^5*a2^3 + 592*a6^3*a5^2*x34^5*a3^5*a2^3 + 592*a6^2*a5^3*x34^5*a3^5*a2^3 - 48*a5^5*x34^5*a3^5*a2^3 - 8*a6^4*x34^6*a3^5*a2^3 - 16*a6^3*a5*x34^6*a3^5*a2^3 - 8*a6^2*a5^2*x34^6*a3^5*a2^3 - 16*a6*a5^3*x34^6*a3^5*a2^3 - 8*a5^4*x34^6*a3^5*a2^3 - 304*a6^6*a5^3*a3^6*a2^3 + 80*a6^5*a5^4*a3^6*a2^3 + 80*a6^4*a5^5*a3^6*a2^3 - 304*a6^3*a5^6*a3^6*a2^3 + 672*a6^6*a5^2*x34*a3^6*a2^3 + 1008*a6^5*a5^3*x34*a3^6*a2^3 - 2576*a6^4*a5^4*x34*a3^6*a2^3 + 1008*a6^3*a5^5*x34*a3^6*a2^3 + 672*a6^2*a5^6*x34*a3^6*a2^3 - 384*a6^6*a5*x34^2*a3^6*a2^3 - 1888*a6^5*a5^2*x34^2*a3^6*a2^3 + 3472*a6^4*a5^3*x34^2*a3^6*a2^3 + 3472*a6^3*a5^4*x34^2*a3^6*a2^3 - 1888*a6^2*a5^5*x34^2*a3^6*a2^3 - 384*a6*a5^6*x34^2*a3^6*a2^3 + 224*a6^6*x34^3*a3^6*a2^3 + 336*a6^5*a5*x34^3*a3^6*a2^3 + 672*a6^4*a5^2*x34^3*a3^6*a2^3 - 7728*a6^3*a5^3*x34^3*a3^6*a2^3 + 672*a6^2*a5^4*x34^3*a3^6*a2^3 + 336*a6*a5^5*x34^3*a3^6*a2^3 + 224*a5^6*x34^3*a3^6*a2^3 - 128*a6^5*x34^4*a3^6*a2^3 + 112*a6^4*a5*x34^4*a3^6*a2^3 + 1392*a6^3*a5^2*x34^4*a3^6*a2^3 + 1392*a6^2*a5^3*x34^4*a3^6*a2^3 + 112*a6*a5^4*x34^4*a3^6*a2^3 - 128*a5^5*x34^4*a3^6*a2^3 - 56*a6^4*x34^5*a3^6*a2^3 - 112*a6^3*a5*x34^5*a3^6*a2^3 - 56*a6^2*a5^2*x34^5*a3^6*a2^3 - 112*a6*a5^3*x34^5*a3^6*a2^3 - 56*a5^4*x34^5*a3^6*a2^3 + 16*a6^3*x34^6*a3^6*a2^3 - 8*a6^2*a5*x34^6*a3^6*a2^3 - 8*a6*a5^2*x34^6*a3^6*a2^3 + 16*a5^3*x34^6*a3^6*a2^3 + 192*a6^6*a5^2*a3^7*a2^3 + 288*a6^5*a5^3*a3^7*a2^3 - 736*a6^4*a5^4*a3^7*a2^3 + 288*a6^3*a5^5*a3^7*a2^3 + 192*a6^2*a5^6*a3^7*a2^3 - 224*a6^6*a5*x34*a3^7*a2^3 - 1184*a6^5*a5^2*x34*a3^7*a2^3 + 1856*a6^4*a5^3*x34*a3^7*a2^3 + 1856*a6^3*a5^4*x34*a3^7*a2^3 - 1184*a6^2*a5^5*x34*a3^7*a2^3 - 224*a6*a5^6*x34*a3^7*a2^3 + 160*a6^6*x34^2*a3^7*a2^3 + 480*a6^5*a5*x34^2*a3^7*a2^3 + 96*a6^4*a5^2*x34^2*a3^7*a2^3 - 5664*a6^3*a5^3*x34^2*a3^7*a2^3 + 96*a6^2*a5^4*x34^2*a3^7*a2^3 + 480*a6*a5^5*x34^2*a3^7*a2^3 + 160*a5^6*x34^2*a3^7*a2^3 - 192*a6^5*x34^3*a3^7*a2^3 + 288*a6^4*a5*x34^3*a3^7*a2^3 + 1888*a6^3*a5^2*x34^3*a3^7*a2^3 + 1888*a6^2*a5^3*x34^3*a3^7*a2^3 + 288*a6*a5^4*x34^3*a3^7*a2^3 - 192*a5^5*x34^3*a3^7*a2^3 - 160*a6^4*x34^4*a3^7*a2^3 - 320*a6^3*a5*x34^4*a3^7*a2^3 - 160*a6^2*a5^2*x34^4*a3^7*a2^3 - 320*a6*a5^3*x34^4*a3^7*a2^3 - 160*a5^4*x34^4*a3^7*a2^3 + 96*a6^3*x34^5*a3^7*a2^3 - 48*a6^2*a5*x34^5*a3^7*a2^3 - 48*a6*a5^2*x34^5*a3^7*a2^3 + 96*a5^3*x34^5*a3^7*a2^3 - 56*a6^6*a5*a3^8*a2^3 - 296*a6^5*a5^2*a3^8*a2^3 + 464*a6^4*a5^3*a3^8*a2^3 + 464*a6^3*a5^4*a3^8*a2^3 - 296*a6^2*a5^5*a3^8*a2^3 - 56*a6*a5^6*a3^8*a2^3 + 72*a6^6*x34*a3^8*a2^3 + 288*a6^5*a5*x34*a3^8*a2^3 - 72*a6^4*a5^2*x34*a3^8*a2^3 - 2592*a6^3*a5^3*x34*a3^8*a2^3 - 72*a6^2*a5^4*x34*a3^8*a2^3 + 288*a6*a5^5*x34*a3^8*a2^3 + 72*a5^6*x34*a3^8*a2^3 - 168*a6^5*x34^2*a3^8*a2^3 + 312*a6^4*a5*x34^2*a3^8*a2^3 + 1552*a6^3*a5^2*x34^2*a3^8*a2^3 + 1552*a6^2*a5^3*x34^2*a3^8*a2^3 + 312*a6*a5^4*x34^2*a3^8*a2^3 - 168*a5^5*x34^2*a3^8*a2^3 - 240*a6^4*x34^3*a3^8*a2^3 - 480*a6^3*a5*x34^3*a3^8*a2^3 - 240*a6^2*a5^2*x34^3*a3^8*a2^3 - 480*a6*a5^3*x34^3*a3^8*a2^3 - 240*a5^4*x34^3*a3^8*a2^3 + 240*a6^3*x34^4*a3^8*a2^3 - 120*a6^2*a5*x34^4*a3^8*a2^3 - 120*a6*a5^2*x34^4*a3^8*a2^3 + 240*a5^3*x34^4*a3^8*a2^3 + 16*a6^6*a3^9*a2^3 + 64*a6^5*a5*a3^9*a2^3 - 16*a6^4*a5^2*a3^9*a2^3 - 576*a6^3*a5^3*a3^9*a2^3 - 16*a6^2*a5^4*a3^9*a2^3 + 64*a6*a5^5*a3^9*a2^3 + 16*a5^6*a3^9*a2^3 - 80*a6^5*x34*a3^9*a2^3 + 160*a6^4*a5*x34*a3^9*a2^3 + 720*a6^3*a5^2*x34*a3^9*a2^3 + 720*a6^2*a5^3*x34*a3^9*a2^3 + 160*a6*a5^4*x34*a3^9*a2^3 - 80*a5^5*x34*a3^9*a2^3 - 200*a6^4*x34^2*a3^9*a2^3 - 400*a6^3*a5*x34^2*a3^9*a2^3 - 200*a6^2*a5^2*x34^2*a3^9*a2^3 - 400*a6*a5^3*x34^2*a3^9*a2^3 - 200*a5^4*x34^2*a3^9*a2^3 + 320*a6^3*x34^3*a3^9*a2^3 - 160*a6^2*a5*x34^3*a3^9*a2^3 - 160*a6*a5^2*x34^3*a3^9*a2^3 + 320*a5^3*x34^3*a3^9*a2^3 - 16*a6^5*a3^10*a2^3 + 32*a6^4*a5*a3^10*a2^3 + 144*a6^3*a5^2*a3^10*a2^3 + 144*a6^2*a5^3*a3^10*a2^3 + 32*a6*a5^4*a3^10*a2^3 - 16*a5^5*a3^10*a2^3 - 88*a6^4*x34*a3^10*a2^3 - 176*a6^3*a5*x34*a3^10*a2^3 - 88*a6^2*a5^2*x34*a3^10*a2^3 - 176*a6*a5^3*x34*a3^10*a2^3 - 88*a5^4*x34*a3^10*a2^3 + 240*a6^3*x34^2*a3^10*a2^3 - 120*a6^2*a5*x34^2*a3^10*a2^3 - 120*a6*a5^2*x34^2*a3^10*a2^3 + 240*a5^3*x34^2*a3^10*a2^3 - 16*a6^4*a3^11*a2^3 - 32*a6^3*a5*a3^11*a2^3 - 16*a6^2*a5^2*a3^11*a2^3 - 32*a6*a5^3*a3^11*a2^3 - 16*a5^4*a3^11*a2^3 + 96*a6^3*x34*a3^11*a2^3 - 48*a6^2*a5*x34*a3^11*a2^3 - 48*a6*a5^2*x34*a3^11*a2^3 + 96*a5^3*x34*a3^11*a2^3 + 16*a6^3*a3^12*a2^3 - 8*a6^2*a5*a3^12*a2^3 - 8*a6*a5^2*a3^12*a2^3 + 16*a5^3*a3^12*a2^3 - 8*a6^6*a5^6*x34^2*a2^4 - 8*a6^6*a5^5*x34^3*a2^4 - 8*a6^5*a5^6*x34^3*a2^4 + 24*a6^6*a5^4*x34^4*a2^4 + 24*a6^4*a5^6*x34^4*a2^4 - 8*a6^6*a5^3*x34^5*a2^4 - 8*a6^3*a5^6*x34^5*a2^4 - 8*a6^6*a5^2*x34^6*a2^4 - 8*a6^5*a5^3*x34^6*a2^4 + 24*a6^4*a5^4*x34^6*a2^4 - 8*a6^3*a5^5*x34^6*a2^4 - 8*a6^2*a5^6*x34^6*a2^4 - 8*a6^6*a5^6*x34*a3*a2^4 - 8*a6^6*a5^5*x34^2*a3*a2^4 - 8*a6^5*a5^6*x34^2*a3*a2^4 + 88*a6^6*a5^4*x34^3*a3*a2^4 + 48*a6^5*a5^5*x34^3*a3*a2^4 + 88*a6^4*a5^6*x34^3*a3*a2^4 - 48*a6^6*a5^3*x34^4*a3*a2^4 - 72*a6^5*a5^4*x34^4*a3*a2^4 - 72*a6^4*a5^5*x34^4*a3*a2^4 - 48*a6^3*a5^6*x34^4*a3*a2^4 - 32*a6^6*a5^2*x34^5*a3*a2^4 + 72*a6^4*a5^4*x34^5*a3*a2^4 - 32*a6^2*a5^6*x34^5*a3*a2^4 + 8*a6^6*a5*x34^6*a3*a2^4 + 16*a6^5*a5^2*x34^6*a3*a2^4 - 8*a6^4*a5^3*x34^6*a3*a2^4 - 8*a6^3*a5^4*x34^6*a3*a2^4 + 16*a6^2*a5^5*x34^6*a3*a2^4 + 8*a6*a5^6*x34^6*a3*a2^4 - 8*a6^6*a5^6*a3^2*a2^4 + 24*a6^6*a5^5*x34*a3^2*a2^4 + 24*a6^5*a5^6*x34*a3^2*a2^4 - 8*a6^6*a5^4*x34^2*a3^2*a2^4 + 264*a6^5*a5^5*x34^2*a3^2*a2^4 - 8*a6^4*a5^6*x34^2*a3^2*a2^4 - 408*a6^5*a5^4*x34^3*a3^2*a2^4 - 408*a6^4*a5^5*x34^3*a3^2*a2^4 - 168*a6^6*a5^2*x34^4*a3^2*a2^4 + 720*a6^4*a5^4*x34^4*a3^2*a2^4 - 168*a6^2*a5^6*x34^4*a3^2*a2^4 + 64*a6^6*a5*x34^5*a3^2*a2^4 + 216*a6^5*a5^2*x34^5*a3^2*a2^4 - 168*a6^4*a5^3*x34^5*a3^2*a2^4 - 168*a6^3*a5^4*x34^5*a3^2*a2^4 + 216*a6^2*a5^5*x34^5*a3^2*a2^4 + 64*a6*a5^6*x34^5*a3^2*a2^4 - 8*a6^6*x34^6*a3^2*a2^4 + 16*a6^5*a5*x34^6*a3^2*a2^4 - 128*a6^4*a5^2*x34^6*a3^2*a2^4 + 112*a6^3*a5^3*x34^6*a3^2*a2^4 - 128*a6^2*a5^4*x34^6*a3^2*a2^4 + 16*a6*a5^5*x34^6*a3^2*a2^4 - 8*a5^6*x34^6*a3^2*a2^4 + 16*a6^6*a5^5*a3^3*a2^4 + 16*a6^5*a5^6*a3^3*a2^4 - 192*a6^6*a5^4*x34*a3^3*a2^4 + 432*a6^5*a5^5*x34*a3^3*a2^4 - 192*a6^4*a5^6*x34*a3^3*a2^4 + 320*a6^6*a5^3*x34^2*a3^3*a2^4 - 912*a6^5*a5^4*x34^2*a3^3*a2^4 - 912*a6^4*a5^5*x34^2*a3^3*a2^4 + 320*a6^3*a5^6*x34^2*a3^3*a2^4 - 400*a6^6*a5^2*x34^3*a3^3*a2^4 + 80*a6^5*a5^3*x34^3*a3^3*a2^4 + 2400*a6^4*a5^4*x34^3*a3^3*a2^4 + 80*a6^3*a5^5*x34^3*a3^3*a2^4 - 400*a6^2*a5^6*x34^3*a3^3*a2^4 + 192*a6^6*a5*x34^4*a3^3*a2^4 + 720*a6^5*a5^2*x34^4*a3^3*a2^4 - 960*a6^4*a5^3*x34^4*a3^3*a2^4 - 960*a6^3*a5^4*x34^4*a3^3*a2^4 + 720*a6^2*a5^5*x34^4*a3^3*a2^4 + 192*a6*a5^6*x34^4*a3^3*a2^4 - 56*a6^6*x34^5*a3^3*a2^4 + 144*a6^5*a5*x34^5*a3^3*a2^4 - 888*a6^4*a5^2*x34^5*a3^3*a2^4 + 912*a6^3*a5^3*x34^5*a3^3*a2^4 - 888*a6^2*a5^4*x34^5*a3^3*a2^4 + 144*a6*a5^5*x34^5*a3^3*a2^4 - 56*a5^6*x34^5*a3^3*a2^4 - 8*a6^5*x34^6*a3^3*a2^4 - 8*a6^4*a5*x34^6*a3^3*a2^4 + 112*a6^3*a5^2*x34^6*a3^3*a2^4 + 112*a6^2*a5^3*x34^6*a3^3*a2^4 - 8*a6*a5^4*x34^6*a3^3*a2^4 - 8*a5^5*x34^6*a3^3*a2^4 - 96*a6^6*a5^4*a3^4*a2^4 + 216*a6^5*a5^5*a3^4*a2^4 - 96*a6^4*a5^6*a3^4*a2^4 + 480*a6^6*a5^3*x34*a3^4*a2^4 - 960*a6^5*a5^4*x34*a3^4*a2^4 - 960*a6^4*a5^5*x34*a3^4*a2^4 + 480*a6^3*a5^6*x34*a3^4*a2^4 - 520*a6^6*a5^2*x34^2*a3^4*a2^4 + 240*a6^5*a5^3*x34^2*a3^4*a2^4 + 3960*a6^4*a5^4*x34^2*a3^4*a2^4 + 240*a6^3*a5^5*x34^2*a3^4*a2^4 - 520*a6^2*a5^6*x34^2*a3^4*a2^4 + 280*a6^6*a5*x34^3*a3^4*a2^4 + 920*a6^5*a5^2*x34^3*a3^4*a2^4 - 2560*a6^4*a5^3*x34^3*a3^4*a2^4 - 2560*a6^3*a5^4*x34^3*a3^4*a2^4 + 920*a6^2*a5^5*x34^3*a3^4*a2^4 + 280*a6*a5^6*x34^3*a3^4*a2^4 - 136*a6^6*x34^4*a3^4*a2^4 + 408*a6^5*a5*x34^4*a3^4*a2^4 - 1800*a6^4*a5^2*x34^4*a3^4*a2^4 + 2640*a6^3*a5^3*x34^4*a3^4*a2^4 - 1800*a6^2*a5^4*x34^4*a3^4*a2^4 + 408*a6*a5^5*x34^4*a3^4*a2^4 - 136*a5^6*x34^4*a3^4*a2^4 - 48*a6^5*x34^5*a3^4*a2^4 - 120*a6^4*a5*x34^5*a3^4*a2^4 + 552*a6^3*a5^2*x34^5*a3^4*a2^4 + 552*a6^2*a5^3*x34^5*a3^4*a2^4 - 120*a6*a5^4*x34^5*a3^4*a2^4 - 48*a5^5*x34^5*a3^4*a2^4 + 24*a6^4*x34^6*a3^4*a2^4 - 8*a6^3*a5*x34^6*a3^4*a2^4 - 128*a6^2*a5^2*x34^6*a3^4*a2^4 - 8*a6*a5^3*x34^6*a3^4*a2^4 + 24*a5^4*x34^6*a3^4*a2^4 + 192*a6^6*a5^3*a3^5*a2^4 - 384*a6^5*a5^4*a3^5*a2^4 - 384*a6^4*a5^5*a3^5*a2^4 + 192*a6^3*a5^6*a3^5*a2^4 - 384*a6^6*a5^2*x34*a3^5*a2^4 + 240*a6^5*a5^3*x34*a3^5*a2^4 + 3312*a6^4*a5^4*x34*a3^5*a2^4 + 240*a6^3*a5^5*x34*a3^5*a2^4 - 384*a6^2*a5^6*x34*a3^5*a2^4 + 224*a6^6*a5*x34^2*a3^5*a2^4 + 480*a6^5*a5^2*x34^2*a3^5*a2^4 - 3600*a6^4*a5^3*x34^2*a3^5*a2^4 - 3600*a6^3*a5^4*x34^2*a3^5*a2^4 + 480*a6^2*a5^5*x34^2*a3^5*a2^4 + 224*a6*a5^6*x34^2*a3^5*a2^4 - 152*a6^6*x34^3*a3^5*a2^4 + 560*a6^5*a5*x34^3*a3^5*a2^4 - 1000*a6^4*a5^2*x34^3*a3^5*a2^4 + 3920*a6^3*a5^3*x34^3*a3^5*a2^4 - 1000*a6^2*a5^4*x34^3*a3^5*a2^4 + 560*a6*a5^5*x34^3*a3^5*a2^4 - 152*a5^6*x34^3*a3^5*a2^4 - 120*a6^5*x34^4*a3^5*a2^4 - 552*a6^4*a5*x34^4*a3^5*a2^4 + 960*a6^3*a5^2*x34^4*a3^5*a2^4 + 960*a6^2*a5^3*x34^4*a3^5*a2^4 - 552*a6*a5^4*x34^4*a3^5*a2^4 - 120*a5^5*x34^4*a3^5*a2^4 + 144*a6^4*x34^5*a3^5*a2^4 - 648*a6^2*a5^2*x34^5*a3^5*a2^4 + 144*a5^4*x34^5*a3^5*a2^4 - 8*a6^3*x34^6*a3^5*a2^4 + 16*a6^2*a5*x34^6*a3^5*a2^4 + 16*a6*a5^2*x34^6*a3^5*a2^4 - 8*a5^3*x34^6*a3^5*a2^4 - 128*a6^6*a5^2*a3^6*a2^4 + 80*a6^5*a5^3*a3^6*a2^4 + 1104*a6^4*a5^4*a3^6*a2^4 + 80*a6^3*a5^5*a3^6*a2^4 - 128*a6^2*a5^6*a3^6*a2^4 + 112*a6^6*a5*x34*a3^6*a2^4 + 112*a6^5*a5^2*x34*a3^6*a2^4 - 2576*a6^4*a5^3*x34*a3^6*a2^4 - 2576*a6^3*a5^4*x34*a3^6*a2^4 + 112*a6^2*a5^5*x34*a3^6*a2^4 + 112*a6*a5^6*x34*a3^6*a2^4 - 88*a6^6*x34^2*a3^6*a2^4 + 448*a6^5*a5*x34^2*a3^6*a2^4 + 712*a6^4*a5^2*x34^2*a3^6*a2^4 + 3472*a6^3*a5^3*x34^2*a3^6*a2^4 + 712*a6^2*a5^4*x34^2*a3^6*a2^4 + 448*a6*a5^5*x34^2*a3^6*a2^4 - 88*a5^6*x34^2*a3^6*a2^4 - 168*a6^5*x34^3*a3^6*a2^4 - 1176*a6^4*a5*x34^3*a3^6*a2^4 + 672*a6^3*a5^2*x34^3*a3^6*a2^4 + 672*a6^2*a5^3*x34^3*a3^6*a2^4 - 1176*a6*a5^4*x34^3*a3^6*a2^4 - 168*a5^5*x34^3*a3^6*a2^4 + 384*a6^4*x34^4*a3^6*a2^4 + 112*a6^3*a5*x34^4*a3^6*a2^4 - 1448*a6^2*a5^2*x34^4*a3^6*a2^4 + 112*a6*a5^3*x34^4*a3^6*a2^4 + 384*a5^4*x34^4*a3^6*a2^4 - 56*a6^3*x34^5*a3^6*a2^4 + 112*a6^2*a5*x34^5*a3^6*a2^4 + 112*a6*a5^2*x34^5*a3^6*a2^4 - 56*a5^3*x34^5*a3^6*a2^4 - 8*a6^2*x34^6*a3^6*a2^4 + 8*a6*a5*x34^6*a3^6*a2^4 - 8*a5^2*x34^6*a3^6*a2^4 + 32*a6^6*a5*a3^7*a2^4 + 32*a6^5*a5^2*a3^7*a2^4 - 736*a6^4*a5^3*a3^7*a2^4 - 736*a6^3*a5^4*a3^7*a2^4 + 32*a6^2*a5^5*a3^7*a2^4 + 32*a6*a5^6*a3^7*a2^4 - 32*a6^6*x34*a3^7*a2^4 + 224*a6^5*a5*x34*a3^7*a2^4 + 896*a6^4*a5^2*x34*a3^7*a2^4 + 1856*a6^3*a5^3*x34*a3^7*a2^4 + 896*a6^2*a5^4*x34*a3^7*a2^4 + 224*a6*a5^5*x34*a3^7*a2^4 - 32*a5^6*x34*a3^7*a2^4 - 144*a6^5*x34^2*a3^7*a2^4 - 1296*a6^4*a5*x34^2*a3^7*a2^4 + 96*a6^3*a5^2*x34^2*a3^7*a2^4 + 96*a6^2*a5^3*x34^2*a3^7*a2^4 - 1296*a6*a5^4*x34^2*a3^7*a2^4 - 144*a5^5*x34^2*a3^7*a2^4 + 576*a6^4*x34^3*a3^7*a2^4 + 288*a6^3*a5*x34^3*a3^7*a2^4 - 1872*a6^2*a5^2*x34^3*a3^7*a2^4 + 288*a6*a5^3*x34^3*a3^7*a2^4 + 576*a5^4*x34^3*a3^7*a2^4 - 160*a6^3*x34^4*a3^7*a2^4 + 320*a6^2*a5*x34^4*a3^7*a2^4 + 320*a6*a5^2*x34^4*a3^7*a2^4 - 160*a5^3*x34^4*a3^7*a2^4 - 48*a6^2*x34^5*a3^7*a2^4 + 48*a6*a5*x34^5*a3^7*a2^4 - 48*a5^2*x34^5*a3^7*a2^4 - 8*a6^6*a3^8*a2^4 + 56*a6^5*a5*a3^8*a2^4 + 224*a6^4*a5^2*a3^8*a2^4 + 464*a6^3*a5^3*a3^8*a2^4 + 224*a6^2*a5^4*a3^8*a2^4 + 56*a6*a5^5*a3^8*a2^4 - 8*a5^6*a3^8*a2^4 - 72*a6^5*x34*a3^8*a2^4 - 720*a6^4*a5*x34*a3^8*a2^4 - 72*a6^3*a5^2*x34*a3^8*a2^4 - 72*a6^2*a5^3*x34*a3^8*a2^4 - 720*a6*a5^4*x34*a3^8*a2^4 - 72*a5^5*x34*a3^8*a2^4 + 504*a6^4*x34^2*a3^8*a2^4 + 312*a6^3*a5*x34^2*a3^8*a2^4 - 1488*a6^2*a5^2*x34^2*a3^8*a2^4 + 312*a6*a5^3*x34^2*a3^8*a2^4 + 504*a5^4*x34^2*a3^8*a2^4 - 240*a6^3*x34^3*a3^8*a2^4 + 480*a6^2*a5*x34^3*a3^8*a2^4 + 480*a6*a5^2*x34^3*a3^8*a2^4 - 240*a5^3*x34^3*a3^8*a2^4 - 120*a6^2*x34^4*a3^8*a2^4 + 120*a6*a5*x34^4*a3^8*a2^4 - 120*a5^2*x34^4*a3^8*a2^4 - 16*a6^5*a3^9*a2^4 - 160*a6^4*a5*a3^9*a2^4 - 16*a6^3*a5^2*a3^9*a2^4 - 16*a6^2*a5^3*a3^9*a2^4 - 160*a6*a5^4*a3^9*a2^4 - 16*a5^5*a3^9*a2^4 + 240*a6^4*x34*a3^9*a2^4 + 160*a6^3*a5*x34*a3^9*a2^4 - 680*a6^2*a5^2*x34*a3^9*a2^4 + 160*a6*a5^3*x34*a3^9*a2^4 + 240*a5^4*x34*a3^9*a2^4 - 200*a6^3*x34^2*a3^9*a2^4 + 400*a6^2*a5*x34^2*a3^9*a2^4 + 400*a6*a5^2*x34^2*a3^9*a2^4 - 200*a5^3*x34^2*a3^9*a2^4 - 160*a6^2*x34^3*a3^9*a2^4 + 160*a6*a5*x34^3*a3^9*a2^4 - 160*a5^2*x34^3*a3^9*a2^4 + 48*a6^4*a3^10*a2^4 + 32*a6^3*a5*a3^10*a2^4 - 136*a6^2*a5^2*a3^10*a2^4 + 32*a6*a5^3*a3^10*a2^4 + 48*a5^4*a3^10*a2^4 - 88*a6^3*x34*a3^10*a2^4 + 176*a6^2*a5*x34*a3^10*a2^4 + 176*a6*a5^2*x34*a3^10*a2^4 - 88*a5^3*x34*a3^10*a2^4 - 120*a6^2*x34^2*a3^10*a2^4 + 120*a6*a5*x34^2*a3^10*a2^4 - 120*a5^2*x34^2*a3^10*a2^4 - 16*a6^3*a3^11*a2^4 + 32*a6^2*a5*a3^11*a2^4 + 32*a6*a5^2*a3^11*a2^4 - 16*a5^3*a3^11*a2^4 - 48*a6^2*x34*a3^11*a2^4 + 48*a6*a5*x34*a3^11*a2^4 - 48*a5^2*x34*a3^11*a2^4 - 8*a6^2*a3^12*a2^4 + 8*a6*a5*a3^12*a2^4 - 8*a5^2*a3^12*a2^4 + 8*a6^6*a5^5*x34^2*a2^5 + 8*a6^5*a5^6*x34^2*a2^5 - 8*a6^6*a5^4*x34^3*a2^5 - 8*a6^4*a5^6*x34^3*a2^5 - 8*a6^6*a5^3*x34^4*a2^5 - 8*a6^3*a5^6*x34^4*a2^5 + 8*a6^6*a5^2*x34^5*a2^5 + 8*a6^2*a5^6*x34^5*a2^5 + 8*a6^5*a5^2*x34^6*a2^5 - 8*a6^4*a5^3*x34^6*a2^5 - 8*a6^3*a5^4*x34^6*a2^5 + 8*a6^2*a5^5*x34^6*a2^5 + 8*a6^6*a5^5*x34*a3*a2^5 + 8*a6^5*a5^6*x34*a3*a2^5 - 8*a6^6*a5^4*x34^2*a3*a2^5 - 72*a6^5*a5^5*x34^2*a3*a2^5 - 8*a6^4*a5^6*x34^2*a3*a2^5 - 48*a6^6*a5^3*x34^3*a3*a2^5 + 48*a6^5*a5^4*x34^3*a3*a2^5 + 48*a6^4*a5^5*x34^3*a3*a2^5 - 48*a6^3*a5^6*x34^3*a3*a2^5 + 56*a6^6*a5^2*x34^4*a3*a2^5 + 48*a6^5*a5^3*x34^4*a3*a2^5 - 72*a6^4*a5^4*x34^4*a3*a2^5 + 48*a6^3*a5^5*x34^4*a3*a2^5 + 56*a6^2*a5^6*x34^4*a3*a2^5 - 8*a6^6*a5*x34^5*a3*a2^5 - 24*a6^5*a5^2*x34^5*a3*a2^5 - 24*a6^2*a5^5*x34^5*a3*a2^5 - 8*a6*a5^6*x34^5*a3*a2^5 - 8*a6^5*a5*x34^6*a3*a2^5 + 16*a6^4*a5^2*x34^6*a3*a2^5 - 16*a6^3*a5^3*x34^6*a3*a2^5 + 16*a6^2*a5^4*x34^6*a3*a2^5 - 8*a6*a5^5*x34^6*a3*a2^5 + 8*a6^6*a5^5*a3^2*a2^5 + 8*a6^5*a5^6*a3^2*a2^5 + 24*a6^6*a5^4*x34*a3^2*a2^5 - 216*a6^5*a5^5*x34*a3^2*a2^5 + 24*a6^4*a5^6*x34*a3^2*a2^5 - 104*a6^6*a5^3*x34^2*a3^2*a2^5 + 264*a6^5*a5^4*x34^2*a3^2*a2^5 + 264*a6^4*a5^5*x34^2*a3^2*a2^5 - 104*a6^3*a5^6*x34^2*a3^2*a2^5 + 136*a6^6*a5^2*x34^3*a3^2*a2^5 + 112*a6^5*a5^3*x34^3*a3^2*a2^5 - 408*a6^4*a5^4*x34^3*a3^2*a2^5 + 112*a6^3*a5^5*x34^3*a3^2*a2^5 + 136*a6^2*a5^6*x34^3*a3^2*a2^5 - 24*a6^6*a5*x34^4*a3^2*a2^5 - 120*a6^5*a5^2*x34^4*a3^2*a2^5 - 120*a6^2*a5^5*x34^4*a3^2*a2^5 - 24*a6*a5^6*x34^4*a3^2*a2^5 + 8*a6^6*x34^5*a3^2*a2^5 - 120*a6^5*a5*x34^5*a3^2*a2^5 + 216*a6^4*a5^2*x34^5*a3^2*a2^5 - 176*a6^3*a5^3*x34^5*a3^2*a2^5 + 216*a6^2*a5^4*x34^5*a3^2*a2^5 - 120*a6*a5^5*x34^5*a3^2*a2^5 + 8*a5^6*x34^5*a3^2*a2^5 + 8*a6^5*x34^6*a3^2*a2^5 + 16*a6^4*a5*x34^6*a3^2*a2^5 - 8*a6^3*a5^2*x34^6*a3^2*a2^5 - 8*a6^2*a5^3*x34^6*a3^2*a2^5 + 16*a6*a5^4*x34^6*a3^2*a2^5 + 8*a5^5*x34^6*a3^2*a2^5 + 16*a6^6*a5^4*a3^3*a2^5 - 144*a6^5*a5^5*a3^3*a2^5 + 16*a6^4*a5^6*a3^3*a2^5 - 112*a6^6*a5^3*x34*a3^3*a2^5 + 432*a6^5*a5^4*x34*a3^3*a2^5 + 432*a6^4*a5^5*x34*a3^3*a2^5 - 112*a6^3*a5^6*x34*a3^3*a2^5 + 144*a6^6*a5^2*x34^2*a3^3*a2^5 - 32*a6^5*a5^3*x34^2*a3^3*a2^5 - 912*a6^4*a5^4*x34^2*a3^3*a2^5 - 32*a6^3*a5^5*x34^2*a3^3*a2^5 + 144*a6^2*a5^6*x34^2*a3^3*a2^5 - 32*a6^6*a5*x34^3*a3^3*a2^5 - 160*a6^5*a5^2*x34^3*a3^3*a2^5 + 80*a6^4*a5^3*x34^3*a3^3*a2^5 + 80*a6^3*a5^4*x34^3*a3^3*a2^5 - 160*a6^2*a5^5*x34^3*a3^3*a2^5 - 32*a6*a5^6*x34^3*a3^3*a2^5 + 32*a6^6*x34^4*a3^3*a2^5 - 432*a6^5*a5*x34^4*a3^3*a2^5 + 720*a6^4*a5^2*x34^4*a3^3*a2^5 - 400*a6^3*a5^3*x34^4*a3^3*a2^5 + 720*a6^2*a5^4*x34^4*a3^3*a2^5 - 432*a6*a5^5*x34^4*a3^3*a2^5 + 32*a5^6*x34^4*a3^3*a2^5 + 48*a6^5*x34^5*a3^3*a2^5 + 144*a6^4*a5*x34^5*a3^3*a2^5 - 128*a6^3*a5^2*x34^5*a3^3*a2^5 - 128*a6^2*a5^3*x34^5*a3^3*a2^5 + 144*a6*a5^4*x34^5*a3^3*a2^5 + 48*a5^5*x34^5*a3^3*a2^5 - 8*a6^4*x34^6*a3^3*a2^5 - 16*a6^3*a5*x34^6*a3^3*a2^5 - 8*a6^2*a5^2*x34^6*a3^3*a2^5 - 16*a6*a5^3*x34^6*a3^3*a2^5 - 8*a5^4*x34^6*a3^3*a2^5 - 56*a6^6*a5^3*a3^4*a2^5 + 216*a6^5*a5^4*a3^4*a2^5 + 216*a6^4*a5^5*a3^4*a2^5 - 56*a6^3*a5^6*a3^4*a2^5 + 80*a6^6*a5^2*x34*a3^4*a2^5 - 160*a6^5*a5^3*x34*a3^4*a2^5 - 960*a6^4*a5^4*x34*a3^4*a2^5 - 160*a6^3*a5^5*x34*a3^4*a2^5 + 80*a6^2*a5^6*x34*a3^4*a2^5 - 16*a6^6*a5*x34^2*a3^4*a2^5 + 240*a6^4*a5^3*x34^2*a3^4*a2^5 + 240*a6^3*a5^4*x34^2*a3^4*a2^5 - 16*a6*a5^6*x34^2*a3^4*a2^5 + 40*a6^6*x34^3*a3^4*a2^5 - 640*a6^5*a5*x34^3*a3^4*a2^5 + 920*a6^4*a5^2*x34^3*a3^4*a2^5 + 80*a6^3*a5^3*x34^3*a3^4*a2^5 + 920*a6^2*a5^4*x34^3*a3^4*a2^5 - 640*a6*a5^5*x34^3*a3^4*a2^5 + 40*a5^6*x34^3*a3^4*a2^5 + 120*a6^5*x34^4*a3^4*a2^5 + 408*a6^4*a5*x34^4*a3^4*a2^5 - 640*a6^3*a5^2*x34^4*a3^4*a2^5 - 640*a6^2*a5^3*x34^4*a3^4*a2^5 + 408*a6*a5^4*x34^4*a3^4*a2^5 + 120*a5^5*x34^4*a3^4*a2^5 - 48*a6^4*x34^5*a3^4*a2^5 - 48*a6^3*a5*x34^5*a3^4*a2^5 + 72*a6^2*a5^2*x34^5*a3^4*a2^5 - 48*a6*a5^3*x34^5*a3^4*a2^5 - 48*a5^4*x34^5*a3^4*a2^5 - 8*a6^3*x34^6*a3^4*a2^5 + 16*a6^2*a5*x34^6*a3^4*a2^5 + 16*a6*a5^2*x34^6*a3^4*a2^5 - 8*a5^3*x34^6*a3^4*a2^5 + 32*a6^6*a5^2*a3^5*a2^5 - 64*a6^5*a5^3*a3^5*a2^5 - 384*a6^4*a5^4*a3^5*a2^5 - 64*a6^3*a5^5*a3^5*a2^5 + 32*a6^2*a5^6*a3^5*a2^5 + 96*a6^5*a5^2*x34*a3^5*a2^5 + 240*a6^4*a5^3*x34*a3^5*a2^5 + 240*a6^3*a5^4*x34*a3^5*a2^5 + 96*a6^2*a5^5*x34*a3^5*a2^5 + 16*a6^6*x34^2*a3^5*a2^5 - 480*a6^5*a5*x34^2*a3^5*a2^5 + 480*a6^4*a5^2*x34^2*a3^5*a2^5 + 1040*a6^3*a5^3*x34^2*a3^5*a2^5 + 480*a6^2*a5^4*x34^2*a3^5*a2^5 - 480*a6*a5^5*x34^2*a3^5*a2^5 + 16*a5^6*x34^2*a3^5*a2^5 + 160*a6^5*x34^3*a3^5*a2^5 + 560*a6^4*a5*x34^3*a3^5*a2^5 - 1520*a6^3*a5^2*x34^3*a3^5*a2^5 - 1520*a6^2*a5^3*x34^3*a3^5*a2^5 + 560*a6*a5^4*x34^3*a3^5*a2^5 + 160*a5^5*x34^3*a3^5*a2^5 - 120*a6^4*x34^4*a3^5*a2^5 + 48*a6^3*a5*x34^4*a3^5*a2^5 + 600*a6^2*a5^2*x34^4*a3^5*a2^5 + 48*a6*a5^3*x34^4*a3^5*a2^5 - 120*a5^4*x34^4*a3^5*a2^5 - 48*a6^3*x34^5*a3^5*a2^5 + 24*a6^2*a5*x34^5*a3^5*a2^5 + 24*a6*a5^2*x34^5*a3^5*a2^5 - 48*a5^3*x34^5*a3^5*a2^5 + 8*a6^2*x34^6*a3^5*a2^5 - 8*a6*a5*x34^6*a3^5*a2^5 + 8*a5^2*x34^6*a3^5*a2^5 + 32*a6^5*a5^2*a3^6*a2^5 + 80*a6^4*a5^3*a3^6*a2^5 + 80*a6^3*a5^4*a3^6*a2^5 + 32*a6^2*a5^5*a3^6*a2^5 - 224*a6^5*a5*x34*a3^6*a2^5 + 112*a6^4*a5^2*x34*a3^6*a2^5 + 1008*a6^3*a5^3*x34*a3^6*a2^5 + 112*a6^2*a5^4*x34*a3^6*a2^5 - 224*a6*a5^5*x34*a3^6*a2^5 + 128*a6^5*x34^2*a3^6*a2^5 + 448*a6^4*a5*x34^2*a3^6*a2^5 - 1888*a6^3*a5^2*x34^2*a3^6*a2^5 - 1888*a6^2*a5^3*x34^2*a3^6*a2^5 + 448*a6*a5^4*x34^2*a3^6*a2^5 + 128*a5^5*x34^2*a3^6*a2^5 - 168*a6^4*x34^3*a3^6*a2^5 + 336*a6^3*a5*x34^3*a3^6*a2^5 + 1512*a6^2*a5^2*x34^3*a3^6*a2^5 + 336*a6*a5^3*x34^3*a3^6*a2^5 - 168*a5^4*x34^3*a3^6*a2^5 - 128*a6^3*x34^4*a3^6*a2^5 - 104*a6^2*a5*x34^4*a3^6*a2^5 - 104*a6*a5^2*x34^4*a3^6*a2^5 - 128*a5^3*x34^4*a3^6*a2^5 + 56*a6^2*x34^5*a3^6*a2^5 - 56*a6*a5*x34^5*a3^6*a2^5 + 56*a5^2*x34^5*a3^6*a2^5 - 64*a6^5*a5*a3^7*a2^5 + 32*a6^4*a5^2*a3^7*a2^5 + 288*a6^3*a5^3*a3^7*a2^5 + 32*a6^2*a5^4*a3^7*a2^5 - 64*a6*a5^5*a3^7*a2^5 + 64*a6^5*x34*a3^7*a2^5 + 224*a6^4*a5*x34*a3^7*a2^5 - 1184*a6^3*a5^2*x34*a3^7*a2^5 - 1184*a6^2*a5^3*x34*a3^7*a2^5 + 224*a6*a5^4*x34*a3^7*a2^5 + 64*a5^5*x34*a3^7*a2^5 - 144*a6^4*x34^2*a3^7*a2^5 + 480*a6^3*a5*x34^2*a3^7*a2^5 + 1776*a6^2*a5^2*x34^2*a3^7*a2^5 + 480*a6*a5^3*x34^2*a3^7*a2^5 - 144*a5^4*x34^2*a3^7*a2^5 - 192*a6^3*x34^3*a3^7*a2^5 - 336*a6^2*a5*x34^3*a3^7*a2^5 - 336*a6*a5^2*x34^3*a3^7*a2^5 - 192*a5^3*x34^3*a3^7*a2^5 + 160*a6^2*x34^4*a3^7*a2^5 - 160*a6*a5*x34^4*a3^7*a2^5 + 160*a5^2*x34^4*a3^7*a2^5 + 16*a6^5*a3^8*a2^5 + 56*a6^4*a5*a3^8*a2^5 - 296*a6^3*a5^2*a3^8*a2^5 - 296*a6^2*a5^3*a3^8*a2^5 + 56*a6*a5^4*a3^8*a2^5 + 16*a5^5*a3^8*a2^5 - 72*a6^4*x34*a3^8*a2^5 + 288*a6^3*a5*x34*a3^8*a2^5 + 1008*a6^2*a5^2*x34*a3^8*a2^5 + 288*a6*a5^3*x34*a3^8*a2^5 - 72*a5^4*x34*a3^8*a2^5 - 168*a6^3*x34^2*a3^8*a2^5 - 384*a6^2*a5*x34^2*a3^8*a2^5 - 384*a6*a5^2*x34^2*a3^8*a2^5 - 168*a5^3*x34^2*a3^8*a2^5 + 240*a6^2*x34^3*a3^8*a2^5 - 240*a6*a5*x34^3*a3^8*a2^5 + 240*a5^2*x34^3*a3^8*a2^5 - 16*a6^4*a3^9*a2^5 + 64*a6^3*a5*a3^9*a2^5 + 224*a6^2*a5^2*a3^9*a2^5 + 64*a6*a5^3*a3^9*a2^5 - 16*a5^4*a3^9*a2^5 - 80*a6^3*x34*a3^9*a2^5 - 200*a6^2*a5*x34*a3^9*a2^5 - 200*a6*a5^2*x34*a3^9*a2^5 - 80*a5^3*x34*a3^9*a2^5 + 200*a6^2*x34^2*a3^9*a2^5 - 200*a6*a5*x34^2*a3^9*a2^5 + 200*a5^2*x34^2*a3^9*a2^5 - 16*a6^3*a3^10*a2^5 - 40*a6^2*a5*a3^10*a2^5 - 40*a6*a5^2*a3^10*a2^5 - 16*a5^3*a3^10*a2^5 + 88*a6^2*x34*a3^10*a2^5 - 88*a6*a5*x34*a3^10*a2^5 + 88*a5^2*x34*a3^10*a2^5 + 16*a6^2*a3^11*a2^5 - 16*a6*a5*a3^11*a2^5 + 16*a5^2*a3^11*a2^5 - 8*a6^6*a5^4*x34^2*a2^6 + 8*a6^5*a5^5*x34^2*a2^6 - 8*a6^4*a5^6*x34^2*a2^6 + 16*a6^6*a5^3*x34^3*a2^6 - 8*a6^5*a5^4*x34^3*a2^6 - 8*a6^4*a5^5*x34^3*a2^6 + 16*a6^3*a5^6*x34^3*a2^6 - 8*a6^6*a5^2*x34^4*a2^6 - 8*a6^5*a5^3*x34^4*a2^6 + 24*a6^4*a5^4*x34^4*a2^6 - 8*a6^3*a5^5*x34^4*a2^6 - 8*a6^2*a5^6*x34^4*a2^6 + 8*a6^5*a5^2*x34^5*a2^6 - 8*a6^4*a5^3*x34^5*a2^6 - 8*a6^3*a5^4*x34^5*a2^6 + 8*a6^2*a5^5*x34^5*a2^6 - 8*a6^4*a5^2*x34^6*a2^6 + 16*a6^3*a5^3*x34^6*a2^6 - 8*a6^2*a5^4*x34^6*a2^6 - 8*a6^6*a5^4*x34*a3*a2^6 + 8*a6^5*a5^5*x34*a3*a2^6 - 8*a6^4*a5^6*x34*a3*a2^6 + 40*a6^6*a5^3*x34^2*a3*a2^6 - 8*a6^5*a5^4*x34^2*a3*a2^6 - 8*a6^4*a5^5*x34^2*a3*a2^6 + 40*a6^3*a5^6*x34^2*a3*a2^6 - 40*a6^6*a5^2*x34^3*a3*a2^6 - 48*a6^5*a5^3*x34^3*a3*a2^6 + 88*a6^4*a5^4*x34^3*a3*a2^6 - 48*a6^3*a5^5*x34^3*a3*a2^6 - 40*a6^2*a5^6*x34^3*a3*a2^6 + 8*a6^6*a5*x34^4*a3*a2^6 + 56*a6^5*a5^2*x34^4*a3*a2^6 - 48*a6^4*a5^3*x34^4*a3*a2^6 - 48*a6^3*a5^4*x34^4*a3*a2^6 + 56*a6^2*a5^5*x34^4*a3*a2^6 + 8*a6*a5^6*x34^4*a3*a2^6 - 8*a6^5*a5*x34^5*a3*a2^6 - 32*a6^4*a5^2*x34^5*a3*a2^6 + 80*a6^3*a5^3*x34^5*a3*a2^6 - 32*a6^2*a5^4*x34^5*a3*a2^6 - 8*a6*a5^5*x34^5*a3*a2^6 + 8*a6^4*a5*x34^6*a3*a2^6 - 8*a6^3*a5^2*x34^6*a3*a2^6 - 8*a6^2*a5^3*x34^6*a3*a2^6 + 8*a6*a5^4*x34^6*a3*a2^6 - 8*a6^6*a5^4*a3^2*a2^6 + 8*a6^5*a5^5*a3^2*a2^6 - 8*a6^4*a5^6*a3^2*a2^6 + 24*a6^6*a5^3*x34*a3^2*a2^6 + 24*a6^5*a5^4*x34*a3^2*a2^6 + 24*a6^4*a5^5*x34*a3^2*a2^6 + 24*a6^3*a5^6*x34*a3^2*a2^6 - 48*a6^6*a5^2*x34^2*a3^2*a2^6 - 104*a6^5*a5^3*x34^2*a3^2*a2^6 - 8*a6^4*a5^4*x34^2*a3^2*a2^6 - 104*a6^3*a5^5*x34^2*a3^2*a2^6 - 48*a6^2*a5^6*x34^2*a3^2*a2^6 + 24*a6^6*a5*x34^3*a3^2*a2^6 + 136*a6^5*a5^2*x34^3*a3^2*a2^6 + 136*a6^2*a5^5*x34^3*a3^2*a2^6 + 24*a6*a5^6*x34^3*a3^2*a2^6 - 8*a6^6*x34^4*a3^2*a2^6 - 24*a6^5*a5*x34^4*a3^2*a2^6 - 168*a6^4*a5^2*x34^4*a3^2*a2^6 + 272*a6^3*a5^3*x34^4*a3^2*a2^6 - 168*a6^2*a5^4*x34^4*a3^2*a2^6 - 24*a6*a5^5*x34^4*a3^2*a2^6 - 8*a5^6*x34^4*a3^2*a2^6 + 8*a6^5*x34^5*a3^2*a2^6 + 64*a6^4*a5*x34^5*a3^2*a2^6 - 56*a6^3*a5^2*x34^5*a3^2*a2^6 - 56*a6^2*a5^3*x34^5*a3^2*a2^6 + 64*a6*a5^4*x34^5*a3^2*a2^6 + 8*a5^5*x34^5*a3^2*a2^6 - 8*a6^4*x34^6*a3^2*a2^6 - 8*a6^3*a5*x34^6*a3^2*a2^6 + 24*a6^2*a5^2*x34^6*a3^2*a2^6 - 8*a6*a5^3*x34^6*a3^2*a2^6 - 8*a5^4*x34^6*a3^2*a2^6 + 16*a6^6*a5^3*a3^3*a2^6 + 16*a6^5*a5^4*a3^3*a2^6 + 16*a6^4*a5^5*a3^3*a2^6 + 16*a6^3*a5^6*a3^3*a2^6 - 16*a6^6*a5^2*x34*a3^3*a2^6 - 112*a6^5*a5^3*x34*a3^3*a2^6 - 192*a6^4*a5^4*x34*a3^3*a2^6 - 112*a6^3*a5^5*x34*a3^3*a2^6 - 16*a6^2*a5^6*x34*a3^3*a2^6 + 16*a6^6*a5*x34^2*a3^3*a2^6 + 144*a6^5*a5^2*x34^2*a3^3*a2^6 + 320*a6^4*a5^3*x34^2*a3^3*a2^6 + 320*a6^3*a5^4*x34^2*a3^3*a2^6 + 144*a6^2*a5^5*x34^2*a3^3*a2^6 + 16*a6*a5^6*x34^2*a3^3*a2^6 - 16*a6^6*x34^3*a3^3*a2^6 - 32*a6^5*a5*x34^3*a3^3*a2^6 - 400*a6^4*a5^2*x34^3*a3^3*a2^6 + 80*a6^3*a5^3*x34^3*a3^3*a2^6 - 400*a6^2*a5^4*x34^3*a3^3*a2^6 - 32*a6*a5^5*x34^3*a3^3*a2^6 - 16*a5^6*x34^3*a3^3*a2^6 + 32*a6^5*x34^4*a3^3*a2^6 + 192*a6^4*a5*x34^4*a3^3*a2^6 - 48*a6^3*a5^2*x34^4*a3^3*a2^6 - 48*a6^2*a5^3*x34^4*a3^3*a2^6 + 192*a6*a5^4*x34^4*a3^3*a2^6 + 32*a5^5*x34^4*a3^3*a2^6 - 56*a6^4*x34^5*a3^3*a2^6 - 64*a6^3*a5*x34^5*a3^3*a2^6 + 136*a6^2*a5^2*x34^5*a3^3*a2^6 - 64*a6*a5^3*x34^5*a3^3*a2^6 - 56*a5^4*x34^5*a3^3*a2^6 + 16*a6^3*x34^6*a3^3*a2^6 - 8*a6^2*a5*x34^6*a3^3*a2^6 - 8*a6*a5^2*x34^6*a3^3*a2^6 + 16*a5^3*x34^6*a3^3*a2^6 - 8*a6^6*a5^2*a3^4*a2^6 - 56*a6^5*a5^3*a3^4*a2^6 - 96*a6^4*a5^4*a3^4*a2^6 - 56*a6^3*a5^5*a3^4*a2^6 - 8*a6^2*a5^6*a3^4*a2^6 + 80*a6^5*a5^2*x34*a3^4*a2^6 + 480*a6^4*a5^3*x34*a3^4*a2^6 + 480*a6^3*a5^4*x34*a3^4*a2^6 + 80*a6^2*a5^5*x34*a3^4*a2^6 - 8*a6^6*x34^2*a3^4*a2^6 - 16*a6^5*a5*x34^2*a3^4*a2^6 - 520*a6^4*a5^2*x34^2*a3^4*a2^6 - 720*a6^3*a5^3*x34^2*a3^4*a2^6 - 520*a6^2*a5^4*x34^2*a3^4*a2^6 - 16*a6*a5^5*x34^2*a3^4*a2^6 - 8*a5^6*x34^2*a3^4*a2^6 + 40*a6^5*x34^3*a3^4*a2^6 + 280*a6^4*a5*x34^3*a3^4*a2^6 + 320*a6^3*a5^2*x34^3*a3^4*a2^6 + 320*a6^2*a5^3*x34^3*a3^4*a2^6 + 280*a6*a5^4*x34^3*a3^4*a2^6 + 40*a5^5*x34^3*a3^4*a2^6 - 136*a6^4*x34^4*a3^4*a2^6 - 208*a6^3*a5*x34^4*a3^4*a2^6 + 192*a6^2*a5^2*x34^4*a3^4*a2^6 - 208*a6*a5^3*x34^4*a3^4*a2^6 - 136*a5^4*x34^4*a3^4*a2^6 + 88*a6^3*x34^5*a3^4*a2^6 - 32*a6^2*a5*x34^5*a3^4*a2^6 - 32*a6*a5^2*x34^5*a3^4*a2^6 + 88*a5^3*x34^5*a3^4*a2^6 - 8*a6^2*x34^6*a3^4*a2^6 + 8*a6*a5*x34^6*a3^4*a2^6 - 8*a5^2*x34^6*a3^4*a2^6 + 32*a6^5*a5^2*a3^5*a2^6 + 192*a6^4*a5^3*a3^5*a2^6 + 192*a6^3*a5^4*a3^5*a2^6 + 32*a6^2*a5^5*a3^5*a2^6 - 384*a6^4*a5^2*x34*a3^5*a2^6 - 912*a6^3*a5^3*x34*a3^5*a2^6 - 384*a6^2*a5^4*x34*a3^5*a2^6 + 16*a6^5*x34^2*a3^5*a2^6 + 224*a6^4*a5*x34^2*a3^5*a2^6 + 800*a6^3*a5^2*x34^2*a3^5*a2^6 + 800*a6^2*a5^3*x34^2*a3^5*a2^6 + 224*a6*a5^4*x34^2*a3^5*a2^6 + 16*a5^5*x34^2*a3^5*a2^6 - 152*a6^4*x34^3*a3^5*a2^6 - 368*a6^3*a5*x34^3*a3^5*a2^6 - 120*a6^2*a5^2*x34^3*a3^5*a2^6 - 368*a6*a5^3*x34^3*a3^5*a2^6 - 152*a5^4*x34^3*a3^5*a2^6 + 192*a6^3*x34^4*a3^5*a2^6 - 24*a6^2*a5*x34^4*a3^5*a2^6 - 24*a6*a5^2*x34^4*a3^5*a2^6 + 192*a5^3*x34^4*a3^5*a2^6 - 40*a6^2*x34^5*a3^5*a2^6 + 40*a6*a5*x34^5*a3^5*a2^6 - 40*a5^2*x34^5*a3^5*a2^6 - 128*a6^4*a5^2*a3^6*a2^6 - 304*a6^3*a5^3*a3^6*a2^6 - 128*a6^2*a5^4*a3^6*a2^6 + 112*a6^4*a5*x34*a3^6*a2^6 + 672*a6^3*a5^2*x34*a3^6*a2^6 + 672*a6^2*a5^3*x34*a3^6*a2^6 + 112*a6*a5^4*x34*a3^6*a2^6 - 88*a6^4*x34^2*a3^6*a2^6 - 384*a6^3*a5*x34^2*a3^6*a2^6 - 488*a6^2*a5^2*x34^2*a3^6*a2^6 - 384*a6*a5^3*x34^2*a3^6*a2^6 - 88*a5^4*x34^2*a3^6*a2^6 + 224*a6^3*x34^3*a3^6*a2^6 + 56*a6^2*a5*x34^3*a3^6*a2^6 + 56*a6*a5^2*x34^3*a3^6*a2^6 + 224*a5^3*x34^3*a3^6*a2^6 - 88*a6^2*x34^4*a3^6*a2^6 + 88*a6*a5*x34^4*a3^6*a2^6 - 88*a5^2*x34^4*a3^6*a2^6 + 32*a6^4*a5*a3^7*a2^6 + 192*a6^3*a5^2*a3^7*a2^6 + 192*a6^2*a5^3*a3^7*a2^6 + 32*a6*a5^4*a3^7*a2^6 - 32*a6^4*x34*a3^7*a2^6 - 224*a6^3*a5*x34*a3^7*a2^6 - 384*a6^2*a5^2*x34*a3^7*a2^6 - 224*a6*a5^3*x34*a3^7*a2^6 - 32*a5^4*x34*a3^7*a2^6 + 160*a6^3*x34^2*a3^7*a2^6 + 112*a6^2*a5*x34^2*a3^7*a2^6 + 112*a6*a5^2*x34^2*a3^7*a2^6 + 160*a5^3*x34^2*a3^7*a2^6 - 112*a6^2*x34^3*a3^7*a2^6 + 112*a6*a5*x34^3*a3^7*a2^6 - 112*a5^2*x34^3*a3^7*a2^6 - 8*a6^4*a3^8*a2^6 - 56*a6^3*a5*a3^8*a2^6 - 96*a6^2*a5^2*a3^8*a2^6 - 56*a6*a5^3*a3^8*a2^6 - 8*a5^4*a3^8*a2^6 + 72*a6^3*x34*a3^8*a2^6 + 72*a6^2*a5*x34*a3^8*a2^6 + 72*a6*a5^2*x34*a3^8*a2^6 + 72*a5^3*x34*a3^8*a2^6 - 88*a6^2*x34^2*a3^8*a2^6 + 88*a6*a5*x34^2*a3^8*a2^6 - 88*a5^2*x34^2*a3^8*a2^6 + 16*a6^3*a3^9*a2^6 + 16*a6^2*a5*a3^9*a2^6 + 16*a6*a5^2*a3^9*a2^6 + 16*a5^3*a3^9*a2^6 - 40*a6^2*x34*a3^9*a2^6 + 40*a6*a5*x34*a3^9*a2^6 - 40*a5^2*x34*a3^9*a2^6 - 8*a6^2*a3^10*a2^6 + 8*a6*a5*a3^10*a2^6 - 8*a5^2*a3^10*a2^6 + 8*a6^6*a5^6*x34^4*a3*a1 - 8*a6^6*a5^5*x34^5*a3*a1 - 8*a6^5*a5^6*x34^5*a3*a1 + 8*a6^6*a5^4*x34^6*a3*a1 - 8*a6^5*a5^5*x34^6*a3*a1 + 8*a6^4*a5^6*x34^6*a3*a1 + 24*a6^6*a5^6*x34^3*a3^2*a1 - 24*a6^6*a5^5*x34^4*a3^2*a1 - 24*a6^5*a5^6*x34^4*a3^2*a1 + 64*a6^6*a5^4*x34^5*a3^2*a1 - 120*a6^5*a5^5*x34^5*a3^2*a1 + 64*a6^4*a5^6*x34^5*a3^2*a1 - 8*a6^6*a5^3*x34^6*a3^2*a1 + 16*a6^5*a5^4*x34^6*a3^2*a1 + 16*a6^4*a5^5*x34^6*a3^2*a1 - 8*a6^3*a5^6*x34^6*a3^2*a1 + 16*a6^6*a5^6*x34^2*a3^3*a1 - 32*a6^6*a5^5*x34^3*a3^3*a1 - 32*a6^5*a5^6*x34^3*a3^3*a1 + 192*a6^6*a5^4*x34^4*a3^3*a1 - 432*a6^5*a5^5*x34^4*a3^3*a1 + 192*a6^4*a5^6*x34^4*a3^3*a1 - 64*a6^6*a5^3*x34^5*a3^3*a1 + 144*a6^5*a5^4*x34^5*a3^3*a1 + 144*a6^4*a5^5*x34^5*a3^3*a1 - 64*a6^3*a5^6*x34^5*a3^3*a1 - 8*a6^6*a5^2*x34^6*a3^3*a1 - 16*a6^5*a5^3*x34^6*a3^3*a1 - 8*a6^4*a5^4*x34^6*a3^3*a1 - 16*a6^3*a5^5*x34^6*a3^3*a1 - 8*a6^2*a5^6*x34^6*a3^3*a1 - 16*a6^6*a5^5*x34^2*a3^4*a1 - 16*a6^5*a5^6*x34^2*a3^4*a1 + 280*a6^6*a5^4*x34^3*a3^4*a1 - 640*a6^5*a5^5*x34^3*a3^4*a1 + 280*a6^4*a5^6*x34^3*a3^4*a1 - 208*a6^6*a5^3*x34^4*a3^4*a1 + 408*a6^5*a5^4*x34^4*a3^4*a1 + 408*a6^4*a5^5*x34^4*a3^4*a1 - 208*a6^3*a5^6*x34^4*a3^4*a1 - 32*a6^6*a5^2*x34^5*a3^4*a1 - 48*a6^5*a5^3*x34^5*a3^4*a1 - 120*a6^4*a5^4*x34^5*a3^4*a1 - 48*a6^3*a5^5*x34^5*a3^4*a1 - 32*a6^2*a5^6*x34^5*a3^4*a1 + 8*a6^6*a5*x34^6*a3^4*a1 + 16*a6^5*a5^2*x34^6*a3^4*a1 - 8*a6^4*a5^3*x34^6*a3^4*a1 - 8*a6^3*a5^4*x34^6*a3^4*a1 + 16*a6^2*a5^5*x34^6*a3^4*a1 + 8*a6*a5^6*x34^6*a3^4*a1 + 224*a6^6*a5^4*x34^2*a3^5*a1 - 480*a6^5*a5^5*x34^2*a3^5*a1 + 224*a6^4*a5^6*x34^2*a3^5*a1 - 368*a6^6*a5^3*x34^3*a3^5*a1 + 560*a6^5*a5^4*x34^3*a3^5*a1 + 560*a6^4*a5^5*x34^3*a3^5*a1 - 368*a6^3*a5^6*x34^3*a3^5*a1 - 24*a6^6*a5^2*x34^4*a3^5*a1 + 48*a6^5*a5^3*x34^4*a3^5*a1 - 552*a6^4*a5^4*x34^4*a3^5*a1 + 48*a6^3*a5^5*x34^4*a3^5*a1 - 24*a6^2*a5^6*x34^4*a3^5*a1 + 40*a6^6*a5*x34^5*a3^5*a1 + 24*a6^5*a5^2*x34^5*a3^5*a1 + 24*a6^2*a5^5*x34^5*a3^5*a1 + 40*a6*a5^6*x34^5*a3^5*a1 - 8*a6^5*a5*x34^6*a3^5*a1 + 16*a6^4*a5^2*x34^6*a3^5*a1 - 16*a6^3*a5^3*x34^6*a3^5*a1 + 16*a6^2*a5^4*x34^6*a3^5*a1 - 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2016*a6^2*a5^5*x34^3*a3^6*a2*a1 - 1008*a6*a5^6*x34^3*a3^6*a2*a1 + 88*a6^6*x34^4*a3^6*a2*a1 + 1008*a6^5*a5*x34^4*a3^6*a2*a1 + 840*a6^4*a5^2*x34^4*a3^6*a2*a1 - 1440*a6^3*a5^3*x34^4*a3^6*a2*a1 + 840*a6^2*a5^4*x34^4*a3^6*a2*a1 + 1008*a6*a5^5*x34^4*a3^6*a2*a1 + 88*a5^6*x34^4*a3^6*a2*a1 - 56*a6^5*x34^5*a3^6*a2*a1 - 504*a6^4*a5*x34^5*a3^6*a2*a1 + 336*a6^3*a5^2*x34^5*a3^6*a2*a1 + 336*a6^2*a5^3*x34^5*a3^6*a2*a1 - 504*a6*a5^4*x34^5*a3^6*a2*a1 - 56*a5^5*x34^5*a3^6*a2*a1 + 8*a6^4*x34^6*a3^6*a2*a1 + 8*a5^4*x34^6*a3^6*a2*a1 - 64*a6^6*a5^3*a3^7*a2*a1 - 384*a6^5*a5^4*a3^7*a2*a1 - 384*a6^4*a5^5*a3^7*a2*a1 - 64*a6^3*a5^6*a3^7*a2*a1 + 864*a6^6*a5^2*x34*a3^7*a2*a1 + 512*a6^5*a5^3*x34*a3^7*a2*a1 + 1728*a6^4*a5^4*x34*a3^7*a2*a1 + 512*a6^3*a5^5*x34*a3^7*a2*a1 + 864*a6^2*a5^6*x34*a3^7*a2*a1 - 1152*a6^6*a5*x34^2*a3^7*a2*a1 - 2592*a6^5*a5^2*x34^2*a3^7*a2*a1 + 96*a6^4*a5^3*x34^2*a3^7*a2*a1 + 96*a6^3*a5^4*x34^2*a3^7*a2*a1 - 2592*a6^2*a5^5*x34^2*a3^7*a2*a1 - 1152*a6*a5^6*x34^2*a3^7*a2*a1 + 112*a6^6*x34^3*a3^7*a2*a1 + 2592*a6^5*a5*x34^3*a3^7*a2*a1 + 720*a6^4*a5^2*x34^3*a3^7*a2*a1 - 2240*a6^3*a5^3*x34^3*a3^7*a2*a1 + 720*a6^2*a5^4*x34^3*a3^7*a2*a1 + 2592*a6*a5^5*x34^3*a3^7*a2*a1 + 112*a5^6*x34^3*a3^7*a2*a1 - 160*a6^5*x34^4*a3^7*a2*a1 - 1440*a6^4*a5*x34^4*a3^7*a2*a1 + 960*a6^3*a5^2*x34^4*a3^7*a2*a1 + 960*a6^2*a5^3*x34^4*a3^7*a2*a1 - 1440*a6*a5^4*x34^4*a3^7*a2*a1 - 160*a5^5*x34^4*a3^7*a2*a1 + 48*a6^4*x34^5*a3^7*a2*a1 + 48*a5^4*x34^5*a3^7*a2*a1 + 216*a6^6*a5^2*a3^8*a2*a1 + 128*a6^5*a5^3*a3^8*a2*a1 + 432*a6^4*a5^4*a3^8*a2*a1 + 128*a6^3*a5^5*a3^8*a2*a1 + 216*a6^2*a5^6*a3^8*a2*a1 - 648*a6^6*a5*x34*a3^8*a2*a1 - 1512*a6^5*a5^2*x34*a3^8*a2*a1 + 144*a6^4*a5^3*x34*a3^8*a2*a1 + 144*a6^3*a5^4*x34*a3^8*a2*a1 - 1512*a6^2*a5^5*x34*a3^8*a2*a1 - 648*a6*a5^6*x34*a3^8*a2*a1 + 88*a6^6*x34^2*a3^8*a2*a1 + 2808*a6^5*a5*x34^2*a3^8*a2*a1 + 360*a6^4*a5^2*x34^2*a3^8*a2*a1 - 2000*a6^3*a5^3*x34^2*a3^8*a2*a1 + 360*a6^2*a5^4*x34^2*a3^8*a2*a1 + 2808*a6*a5^5*x34^2*a3^8*a2*a1 + 88*a5^6*x34^2*a3^8*a2*a1 - 240*a6^5*x34^3*a3^8*a2*a1 - 2160*a6^4*a5*x34^3*a3^8*a2*a1 + 1440*a6^3*a5^2*x34^3*a3^8*a2*a1 + 1440*a6^2*a5^3*x34^3*a3^8*a2*a1 - 2160*a6*a5^4*x34^3*a3^8*a2*a1 - 240*a5^5*x34^3*a3^8*a2*a1 + 120*a6^4*x34^4*a3^8*a2*a1 + 120*a5^4*x34^4*a3^8*a2*a1 - 144*a6^6*a5*a3^9*a2*a1 - 336*a6^5*a5^2*a3^9*a2*a1 + 32*a6^4*a5^3*a3^9*a2*a1 + 32*a6^3*a5^4*a3^9*a2*a1 - 336*a6^2*a5^5*a3^9*a2*a1 - 144*a6*a5^6*a3^9*a2*a1 + 40*a6^6*x34*a3^9*a2*a1 + 1440*a6^5*a5*x34*a3^9*a2*a1 + 120*a6^4*a5^2*x34*a3^9*a2*a1 - 960*a6^3*a5^3*x34*a3^9*a2*a1 + 120*a6^2*a5^4*x34*a3^9*a2*a1 + 1440*a6*a5^5*x34*a3^9*a2*a1 + 40*a5^6*x34*a3^9*a2*a1 - 200*a6^5*x34^2*a3^9*a2*a1 - 1800*a6^4*a5*x34^2*a3^9*a2*a1 + 1200*a6^3*a5^2*x34^2*a3^9*a2*a1 + 1200*a6^2*a5^3*x34^2*a3^9*a2*a1 - 1800*a6*a5^4*x34^2*a3^9*a2*a1 - 200*a5^5*x34^2*a3^9*a2*a1 + 160*a6^4*x34^3*a3^9*a2*a1 + 160*a5^4*x34^3*a3^9*a2*a1 + 8*a6^6*a3^10*a2*a1 + 288*a6^5*a5*a3^10*a2*a1 + 24*a6^4*a5^2*a3^10*a2*a1 - 192*a6^3*a5^3*a3^10*a2*a1 + 24*a6^2*a5^4*a3^10*a2*a1 + 288*a6*a5^5*a3^10*a2*a1 + 8*a5^6*a3^10*a2*a1 - 88*a6^5*x34*a3^10*a2*a1 - 792*a6^4*a5*x34*a3^10*a2*a1 + 528*a6^3*a5^2*x34*a3^10*a2*a1 + 528*a6^2*a5^3*x34*a3^10*a2*a1 - 792*a6*a5^4*x34*a3^10*a2*a1 - 88*a5^5*x34*a3^10*a2*a1 + 120*a6^4*x34^2*a3^10*a2*a1 + 120*a5^4*x34^2*a3^10*a2*a1 - 16*a6^5*a3^11*a2*a1 - 144*a6^4*a5*a3^11*a2*a1 + 96*a6^3*a5^2*a3^11*a2*a1 + 96*a6^2*a5^3*a3^11*a2*a1 - 144*a6*a5^4*a3^11*a2*a1 - 16*a5^5*a3^11*a2*a1 + 48*a6^4*x34*a3^11*a2*a1 + 48*a5^4*x34*a3^11*a2*a1 + 8*a6^4*a3^12*a2*a1 + 8*a5^4*a3^12*a2*a1 - 8*a6^6*a5^6*x34^3*a2^2*a1 + 16*a6^6*a5^5*x34^4*a2^2*a1 + 16*a6^5*a5^6*x34^4*a2^2*a1 + 16*a6^6*a5^4*x34^5*a2^2*a1 - 72*a6^5*a5^5*x34^5*a2^2*a1 + 16*a6^4*a5^6*x34^5*a2^2*a1 - 8*a6^6*a5^3*x34^6*a2^2*a1 + 16*a6^5*a5^4*x34^6*a2^2*a1 + 16*a6^4*a5^5*x34^6*a2^2*a1 - 8*a6^3*a5^6*x34^6*a2^2*a1 - 24*a6^6*a5^6*x34^2*a3*a2^2*a1 + 112*a6^6*a5^5*x34^3*a3*a2^2*a1 + 112*a6^5*a5^6*x34^3*a3*a2^2*a1 + 200*a6^6*a5^4*x34^4*a3*a2^2*a1 - 576*a6^5*a5^5*x34^4*a3*a2^2*a1 + 200*a6^4*a5^6*x34^4*a3*a2^2*a1 - 120*a6^5*a5^4*x34^5*a3*a2^2*a1 - 120*a6^4*a5^5*x34^5*a3*a2^2*a1 + 48*a6^5*a5^3*x34^6*a3*a2^2*a1 + 120*a6^4*a5^4*x34^6*a3*a2^2*a1 + 48*a6^3*a5^5*x34^6*a3*a2^2*a1 - 24*a6^6*a5^6*x34*a3^2*a2^2*a1 + 168*a6^6*a5^5*x34^2*a3^2*a2^2*a1 + 168*a6^5*a5^6*x34^2*a3^2*a2^2*a1 + 520*a6^6*a5^4*x34^3*a3^2*a2^2*a1 - 1488*a6^5*a5^5*x34^3*a3^2*a2^2*a1 + 520*a6^4*a5^6*x34^3*a3^2*a2^2*a1 - 552*a6^5*a5^4*x34^4*a3^2*a2^2*a1 - 552*a6^4*a5^5*x34^4*a3^2*a2^2*a1 - 72*a6^6*a5^2*x34^5*a3^2*a2^2*a1 + 384*a6^5*a5^3*x34^5*a3^2*a2^2*a1 + 1008*a6^4*a5^4*x34^5*a3^2*a2^2*a1 + 384*a6^3*a5^5*x34^5*a3^2*a2^2*a1 - 72*a6^2*a5^6*x34^5*a3^2*a2^2*a1 - 72*a6^5*a5^2*x34^6*a3^2*a2^2*a1 - 120*a6^4*a5^3*x34^6*a3^2*a2^2*a1 - 120*a6^3*a5^4*x34^6*a3^2*a2^2*a1 - 72*a6^2*a5^5*x34^6*a3^2*a2^2*a1 - 16*a6^6*a5^6*a3^3*a2^2*a1 + 112*a6^6*a5^5*x34*a3^3*a2^2*a1 + 112*a6^5*a5^6*x34*a3^3*a2^2*a1 + 400*a6^6*a5^4*x34^2*a3^3*a2^2*a1 - 1632*a6^5*a5^5*x34^2*a3^3*a2^2*a1 + 400*a6^4*a5^6*x34^2*a3^3*a2^2*a1 + 80*a6^6*a5^3*x34^3*a3^3*a2^2*a1 - 720*a6^5*a5^4*x34^3*a3^3*a2^2*a1 - 720*a6^4*a5^5*x34^3*a3^3*a2^2*a1 + 80*a6^3*a5^6*x34^3*a3^3*a2^2*a1 - 480*a6^6*a5^2*x34^4*a3^3*a2^2*a1 + 1168*a6^5*a5^3*x34^4*a3^3*a2^2*a1 + 2880*a6^4*a5^4*x34^4*a3^3*a2^2*a1 + 1168*a6^3*a5^5*x34^4*a3^3*a2^2*a1 - 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2016*a6^5*a5*x34^3*a3^6*a2^2*a1 + 1512*a6^4*a5^2*x34^3*a3^6*a2^2*a1 + 4592*a6^3*a5^3*x34^3*a3^6*a2^2*a1 + 1512*a6^2*a5^4*x34^3*a3^6*a2^2*a1 - 2016*a6*a5^5*x34^3*a3^6*a2^2*a1 + 56*a5^6*x34^3*a3^6*a2^2*a1 - 104*a6^5*x34^4*a3^6*a2^2*a1 + 840*a6^4*a5*x34^4*a3^6*a2^2*a1 - 1440*a6^3*a5^2*x34^4*a3^6*a2^2*a1 - 1440*a6^2*a5^3*x34^4*a3^6*a2^2*a1 + 840*a6*a5^4*x34^4*a3^6*a2^2*a1 - 104*a5^5*x34^4*a3^6*a2^2*a1 + 112*a6^4*x34^5*a3^6*a2^2*a1 + 336*a6^3*a5*x34^5*a3^6*a2^2*a1 - 504*a6^2*a5^2*x34^5*a3^6*a2^2*a1 + 336*a6*a5^3*x34^5*a3^6*a2^2*a1 + 112*a5^4*x34^5*a3^6*a2^2*a1 - 8*a6^3*x34^6*a3^6*a2^2*a1 - 8*a5^3*x34^6*a3^6*a2^2*a1 - 384*a6^6*a5^2*a3^7*a2^2*a1 + 224*a6^5*a5^3*a3^7*a2^2*a1 + 96*a6^4*a5^4*a3^7*a2^2*a1 + 224*a6^3*a5^5*a3^7*a2^2*a1 - 384*a6^2*a5^6*a3^7*a2^2*a1 + 864*a6^6*a5*x34*a3^7*a2^2*a1 + 1344*a6^5*a5^2*x34*a3^7*a2^2*a1 - 2656*a6^4*a5^3*x34*a3^7*a2^2*a1 - 2656*a6^3*a5^4*x34*a3^7*a2^2*a1 + 1344*a6^2*a5^5*x34*a3^7*a2^2*a1 + 864*a6*a5^6*x34*a3^7*a2^2*a1 + 112*a6^6*x34^2*a3^7*a2^2*a1 - 2592*a6^5*a5*x34^2*a3^7*a2^2*a1 + 2448*a6^4*a5^2*x34^2*a3^7*a2^2*a1 + 3808*a6^3*a5^3*x34^2*a3^7*a2^2*a1 + 2448*a6^2*a5^4*x34^2*a3^7*a2^2*a1 - 2592*a6*a5^5*x34^2*a3^7*a2^2*a1 + 112*a5^6*x34^2*a3^7*a2^2*a1 - 336*a6^5*x34^3*a3^7*a2^2*a1 + 720*a6^4*a5*x34^3*a3^7*a2^2*a1 - 1920*a6^3*a5^2*x34^3*a3^7*a2^2*a1 - 1920*a6^2*a5^3*x34^3*a3^7*a2^2*a1 + 720*a6*a5^4*x34^3*a3^7*a2^2*a1 - 336*a5^5*x34^3*a3^7*a2^2*a1 + 320*a6^4*x34^4*a3^7*a2^2*a1 + 960*a6^3*a5*x34^4*a3^7*a2^2*a1 - 1440*a6^2*a5^2*x34^4*a3^7*a2^2*a1 + 960*a6*a5^3*x34^4*a3^7*a2^2*a1 + 320*a5^4*x34^4*a3^7*a2^2*a1 - 48*a6^3*x34^5*a3^7*a2^2*a1 - 48*a5^3*x34^5*a3^7*a2^2*a1 + 216*a6^6*a5*a3^8*a2^2*a1 + 336*a6^5*a5^2*a3^8*a2^2*a1 - 664*a6^4*a5^3*a3^8*a2^2*a1 - 664*a6^3*a5^4*a3^8*a2^2*a1 + 336*a6^2*a5^5*a3^8*a2^2*a1 + 216*a6*a5^6*a3^8*a2^2*a1 + 72*a6^6*x34*a3^8*a2^2*a1 - 1512*a6^5*a5*x34*a3^8*a2^2*a1 + 1512*a6^4*a5^2*x34*a3^8*a2^2*a1 + 1872*a6^3*a5^3*x34*a3^8*a2^2*a1 + 1512*a6^2*a5^4*x34*a3^8*a2^2*a1 - 1512*a6*a5^5*x34*a3^8*a2^2*a1 + 72*a5^6*x34*a3^8*a2^2*a1 - 384*a6^5*x34^2*a3^8*a2^2*a1 + 360*a6^4*a5*x34^2*a3^8*a2^2*a1 - 1560*a6^3*a5^2*x34^2*a3^8*a2^2*a1 - 1560*a6^2*a5^3*x34^2*a3^8*a2^2*a1 + 360*a6*a5^4*x34^2*a3^8*a2^2*a1 - 384*a5^5*x34^2*a3^8*a2^2*a1 + 480*a6^4*x34^3*a3^8*a2^2*a1 + 1440*a6^3*a5*x34^3*a3^8*a2^2*a1 - 2160*a6^2*a5^2*x34^3*a3^8*a2^2*a1 + 1440*a6*a5^3*x34^3*a3^8*a2^2*a1 + 480*a5^4*x34^3*a3^8*a2^2*a1 - 120*a6^3*x34^4*a3^8*a2^2*a1 - 120*a5^3*x34^4*a3^8*a2^2*a1 + 16*a6^6*a3^9*a2^2*a1 - 336*a6^5*a5*a3^9*a2^2*a1 + 336*a6^4*a5^2*a3^9*a2^2*a1 + 416*a6^3*a5^3*a3^9*a2^2*a1 + 336*a6^2*a5^4*a3^9*a2^2*a1 - 336*a6*a5^5*a3^9*a2^2*a1 + 16*a5^6*a3^9*a2^2*a1 - 200*a6^5*x34*a3^9*a2^2*a1 + 120*a6^4*a5*x34*a3^9*a2^2*a1 - 720*a6^3*a5^2*x34*a3^9*a2^2*a1 - 720*a6^2*a5^3*x34*a3^9*a2^2*a1 + 120*a6*a5^4*x34*a3^9*a2^2*a1 - 200*a5^5*x34*a3^9*a2^2*a1 + 400*a6^4*x34^2*a3^9*a2^2*a1 + 1200*a6^3*a5*x34^2*a3^9*a2^2*a1 - 1800*a6^2*a5^2*x34^2*a3^9*a2^2*a1 + 1200*a6*a5^3*x34^2*a3^9*a2^2*a1 + 400*a5^4*x34^2*a3^9*a2^2*a1 - 160*a6^3*x34^3*a3^9*a2^2*a1 - 160*a5^3*x34^3*a3^9*a2^2*a1 - 40*a6^5*a3^10*a2^2*a1 + 24*a6^4*a5*a3^10*a2^2*a1 - 144*a6^3*a5^2*a3^10*a2^2*a1 - 144*a6^2*a5^3*a3^10*a2^2*a1 + 24*a6*a5^4*a3^10*a2^2*a1 - 40*a5^5*a3^10*a2^2*a1 + 176*a6^4*x34*a3^10*a2^2*a1 + 528*a6^3*a5*x34*a3^10*a2^2*a1 - 792*a6^2*a5^2*x34*a3^10*a2^2*a1 + 528*a6*a5^3*x34*a3^10*a2^2*a1 + 176*a5^4*x34*a3^10*a2^2*a1 - 120*a6^3*x34^2*a3^10*a2^2*a1 - 120*a5^3*x34^2*a3^10*a2^2*a1 + 32*a6^4*a3^11*a2^2*a1 + 96*a6^3*a5*a3^11*a2^2*a1 - 144*a6^2*a5^2*a3^11*a2^2*a1 + 96*a6*a5^3*a3^11*a2^2*a1 + 32*a5^4*a3^11*a2^2*a1 - 48*a6^3*x34*a3^11*a2^2*a1 - 48*a5^3*x34*a3^11*a2^2*a1 - 8*a6^3*a3^12*a2^2*a1 - 8*a5^3*a3^12*a2^2*a1 - 8*a6^6*a5^6*x34^2*a2^3*a1 - 16*a6^6*a5^5*x34^3*a2^3*a1 - 16*a6^5*a5^6*x34^3*a2^3*a1 - 8*a6^6*a5^4*x34^4*a2^3*a1 + 48*a6^5*a5^5*x34^4*a2^3*a1 - 8*a6^4*a5^6*x34^4*a2^3*a1 - 16*a6^6*a5^3*x34^5*a2^3*a1 + 48*a6^5*a5^4*x34^5*a2^3*a1 + 48*a6^4*a5^5*x34^5*a2^3*a1 - 16*a6^3*a5^6*x34^5*a2^3*a1 - 8*a6^6*a5^2*x34^6*a2^3*a1 - 16*a6^5*a5^3*x34^6*a2^3*a1 - 8*a6^4*a5^4*x34^6*a2^3*a1 - 16*a6^3*a5^5*x34^6*a2^3*a1 - 8*a6^2*a5^6*x34^6*a2^3*a1 - 16*a6^6*a5^6*x34*a3*a2^3*a1 - 112*a6^6*a5^4*x34^3*a3*a2^3*a1 + 160*a6^5*a5^5*x34^3*a3*a2^3*a1 - 112*a6^4*a5^6*x34^3*a3*a2^3*a1 - 160*a6^6*a5^3*x34^4*a3*a2^3*a1 + 336*a6^5*a5^4*x34^4*a3*a2^3*a1 + 336*a6^4*a5^5*x34^4*a3*a2^3*a1 - 160*a6^3*a5^6*x34^4*a3*a2^3*a1 - 128*a6^5*a5^3*x34^5*a3*a2^3*a1 + 48*a6^4*a5^4*x34^5*a3*a2^3*a1 - 128*a6^3*a5^5*x34^5*a3*a2^3*a1 + 48*a6^5*a5^2*x34^6*a3*a2^3*a1 - 80*a6^4*a5^3*x34^6*a3*a2^3*a1 - 80*a6^3*a5^4*x34^6*a3*a2^3*a1 + 48*a6^2*a5^5*x34^6*a3*a2^3*a1 - 16*a6^6*a5^6*a3^2*a2^3*a1 + 96*a6^6*a5^5*x34*a3^2*a2^3*a1 + 96*a6^5*a5^6*x34*a3^2*a2^3*a1 - 408*a6^6*a5^4*x34^2*a3^2*a2^3*a1 + 288*a6^5*a5^5*x34^2*a3^2*a2^3*a1 - 408*a6^4*a5^6*x34^2*a3^2*a2^3*a1 - 240*a6^6*a5^3*x34^3*a3^2*a2^3*a1 + 832*a6^5*a5^4*x34^3*a3^2*a2^3*a1 + 832*a6^4*a5^5*x34^3*a3^2*a2^3*a1 - 240*a6^3*a5^6*x34^3*a3^2*a2^3*a1 - 432*a6^5*a5^3*x34^4*a3^2*a2^3*a1 - 432*a6^3*a5^5*x34^4*a3^2*a2^3*a1 + 48*a6^6*a5*x34^5*a3^2*a2^3*a1 + 384*a6^5*a5^2*x34^5*a3^2*a2^3*a1 - 512*a6^4*a5^3*x34^5*a3^2*a2^3*a1 - 512*a6^3*a5^4*x34^5*a3^2*a2^3*a1 + 384*a6^2*a5^5*x34^5*a3^2*a2^3*a1 + 48*a6*a5^6*x34^5*a3^2*a2^3*a1 - 8*a6^6*x34^6*a3^2*a2^3*a1 + 48*a6^5*a5*x34^6*a3^2*a2^3*a1 - 120*a6^4*a5^2*x34^6*a3^2*a2^3*a1 + 240*a6^3*a5^3*x34^6*a3^2*a2^3*a1 - 120*a6^2*a5^4*x34^6*a3^2*a2^3*a1 + 48*a6*a5^5*x34^6*a3^2*a2^3*a1 - 8*a5^6*x34^6*a3^2*a2^3*a1 + 64*a6^6*a5^5*a3^3*a2^3*a1 + 64*a6^5*a5^6*a3^3*a2^3*a1 - 592*a6^6*a5^4*x34*a3^3*a2^3*a1 + 256*a6^5*a5^5*x34*a3^3*a2^3*a1 - 592*a6^4*a5^6*x34*a3^3*a2^3*a1 + 320*a6^6*a5^3*x34^2*a3^3*a2^3*a1 + 928*a6^5*a5^4*x34^2*a3^3*a2^3*a1 + 928*a6^4*a5^5*x34^2*a3^3*a2^3*a1 + 320*a6^3*a5^6*x34^2*a3^3*a2^3*a1 + 80*a6^6*a5^2*x34^3*a3^3*a2^3*a1 - 1440*a6^5*a5^3*x34^3*a3^3*a2^3*a1 - 160*a6^4*a5^4*x34^3*a3^3*a2^3*a1 - 1440*a6^3*a5^5*x34^3*a3^3*a2^3*a1 + 80*a6^2*a5^6*x34^3*a3^3*a2^3*a1 + 160*a6^6*a5*x34^4*a3^3*a2^3*a1 + 1168*a6^5*a5^2*x34^4*a3^3*a2^3*a1 - 880*a6^4*a5^3*x34^4*a3^3*a2^3*a1 - 880*a6^3*a5^4*x34^4*a3^3*a2^3*a1 + 1168*a6^2*a5^5*x34^4*a3^3*a2^3*a1 + 160*a6*a5^6*x34^4*a3^3*a2^3*a1 - 64*a6^6*x34^5*a3^3*a2^3*a1 + 256*a6^5*a5*x34^5*a3^3*a2^3*a1 - 752*a6^4*a5^2*x34^5*a3^3*a2^3*a1 + 768*a6^3*a5^3*x34^5*a3^3*a2^3*a1 - 752*a6^2*a5^4*x34^5*a3^3*a2^3*a1 + 256*a6*a5^5*x34^5*a3^3*a2^3*a1 - 64*a5^6*x34^5*a3^3*a2^3*a1 - 16*a6^5*x34^6*a3^3*a2^3*a1 - 80*a6^4*a5*x34^6*a3^3*a2^3*a1 + 240*a6^3*a5^2*x34^6*a3^3*a2^3*a1 + 240*a6^2*a5^3*x34^6*a3^3*a2^3*a1 - 80*a6*a5^4*x34^6*a3^3*a2^3*a1 - 16*a5^5*x34^6*a3^3*a2^3*a1 - 296*a6^6*a5^4*a3^4*a2^3*a1 + 128*a6^5*a5^5*a3^4*a2^3*a1 - 296*a6^4*a5^6*a3^4*a2^3*a1 + 720*a6^6*a5^3*x34*a3^4*a2^3*a1 + 560*a6^5*a5^4*x34*a3^4*a2^3*a1 + 560*a6^4*a5^5*x34*a3^4*a2^3*a1 + 720*a6^3*a5^6*x34*a3^4*a2^3*a1 + 240*a6^6*a5^2*x34^2*a3^4*a2^3*a1 - 2800*a6^5*a5^3*x34^2*a3^4*a2^3*a1 - 240*a6^4*a5^4*x34^2*a3^4*a2^3*a1 - 2800*a6^3*a5^5*x34^2*a3^4*a2^3*a1 + 240*a6^2*a5^6*x34^2*a3^4*a2^3*a1 + 80*a6^6*a5*x34^3*a3^4*a2^3*a1 + 1760*a6^5*a5^2*x34^3*a3^4*a2^3*a1 + 480*a6^4*a5^3*x34^3*a3^4*a2^3*a1 + 480*a6^3*a5^4*x34^3*a3^4*a2^3*a1 + 1760*a6^2*a5^5*x34^3*a3^4*a2^3*a1 + 80*a6*a5^6*x34^3*a3^4*a2^3*a1 - 208*a6^6*x34^4*a3^4*a2^3*a1 + 656*a6^5*a5*x34^4*a3^4*a2^3*a1 - 2320*a6^4*a5^2*x34^4*a3^4*a2^3*a1 + 720*a6^3*a5^3*x34^4*a3^4*a2^3*a1 - 2320*a6^2*a5^4*x34^4*a3^4*a2^3*a1 + 656*a6*a5^5*x34^4*a3^4*a2^3*a1 - 208*a5^6*x34^4*a3^4*a2^3*a1 - 48*a6^5*x34^5*a3^4*a2^3*a1 - 384*a6^4*a5*x34^5*a3^4*a2^3*a1 + 1408*a6^3*a5^2*x34^5*a3^4*a2^3*a1 + 1408*a6^2*a5^3*x34^5*a3^4*a2^3*a1 - 384*a6*a5^4*x34^5*a3^4*a2^3*a1 - 48*a5^5*x34^5*a3^4*a2^3*a1 - 8*a6^4*x34^6*a3^4*a2^3*a1 - 80*a6^3*a5*x34^6*a3^4*a2^3*a1 - 120*a6^2*a5^2*x34^6*a3^4*a2^3*a1 - 80*a6*a5^3*x34^6*a3^4*a2^3*a1 - 8*a5^4*x34^6*a3^4*a2^3*a1 + 288*a6^6*a5^3*a3^5*a2^3*a1 + 224*a6^5*a5^4*a3^5*a2^3*a1 + 224*a6^4*a5^5*a3^5*a2^3*a1 + 288*a6^3*a5^6*a3^5*a2^3*a1 + 240*a6^6*a5^2*x34*a3^5*a2^3*a1 - 2496*a6^5*a5^3*x34*a3^5*a2^3*a1 - 192*a6^4*a5^4*x34*a3^5*a2^3*a1 - 2496*a6^3*a5^5*x34*a3^5*a2^3*a1 + 240*a6^2*a5^6*x34*a3^5*a2^3*a1 - 192*a6^6*a5*x34^2*a3^5*a2^3*a1 + 1488*a6^5*a5^2*x34^2*a3^5*a2^3*a1 + 2768*a6^4*a5^3*x34^2*a3^5*a2^3*a1 + 2768*a6^3*a5^4*x34^2*a3^5*a2^3*a1 + 1488*a6^2*a5^5*x34^2*a3^5*a2^3*a1 - 192*a6*a5^6*x34^2*a3^5*a2^3*a1 - 368*a6^6*x34^3*a3^5*a2^3*a1 + 992*a6^5*a5*x34^3*a3^5*a2^3*a1 - 4192*a6^4*a5^2*x34^3*a3^5*a2^3*a1 - 672*a6^3*a5^3*x34^3*a3^5*a2^3*a1 - 4192*a6^2*a5^4*x34^3*a3^5*a2^3*a1 + 992*a6*a5^5*x34^3*a3^5*a2^3*a1 - 368*a5^6*x34^3*a3^5*a2^3*a1 + 48*a6^5*x34^4*a3^5*a2^3*a1 - 624*a6^4*a5*x34^4*a3^5*a2^3*a1 + 3408*a6^3*a5^2*x34^4*a3^5*a2^3*a1 + 3408*a6^2*a5^3*x34^4*a3^5*a2^3*a1 - 624*a6*a5^4*x34^4*a3^5*a2^3*a1 + 48*a5^5*x34^4*a3^5*a2^3*a1 - 512*a6^3*a5*x34^5*a3^5*a2^3*a1 - 624*a6^2*a5^2*x34^5*a3^5*a2^3*a1 - 512*a6*a5^3*x34^5*a3^5*a2^3*a1 - 16*a6^3*x34^6*a3^5*a2^3*a1 + 48*a6^2*a5*x34^6*a3^5*a2^3*a1 + 48*a6*a5^2*x34^6*a3^5*a2^3*a1 - 16*a5^3*x34^6*a3^5*a2^3*a1 + 80*a6^6*a5^2*a3^6*a2^3*a1 - 832*a6^5*a5^3*a3^6*a2^3*a1 - 64*a6^4*a5^4*a3^6*a2^3*a1 - 832*a6^3*a5^5*a3^6*a2^3*a1 + 80*a6^2*a5^6*a3^6*a2^3*a1 - 224*a6^6*a5*x34*a3^6*a2^3*a1 + 784*a6^5*a5^2*x34*a3^6*a2^3*a1 + 2576*a6^4*a5^3*x34*a3^6*a2^3*a1 + 2576*a6^3*a5^4*x34*a3^6*a2^3*a1 + 784*a6^2*a5^5*x34*a3^6*a2^3*a1 - 224*a6*a5^6*x34*a3^6*a2^3*a1 - 384*a6^6*x34^2*a3^6*a2^3*a1 + 928*a6^5*a5*x34^2*a3^6*a2^3*a1 - 4496*a6^4*a5^2*x34^2*a3^6*a2^3*a1 - 2016*a6^3*a5^3*x34^2*a3^6*a2^3*a1 - 4496*a6^2*a5^4*x34^2*a3^6*a2^3*a1 + 928*a6*a5^5*x34^2*a3^6*a2^3*a1 - 384*a5^6*x34^2*a3^6*a2^3*a1 + 336*a6^5*x34^3*a3^6*a2^3*a1 - 336*a6^4*a5*x34^3*a3^6*a2^3*a1 + 4592*a6^3*a5^2*x34^3*a3^6*a2^3*a1 + 4592*a6^2*a5^3*x34^3*a3^6*a2^3*a1 - 336*a6*a5^4*x34^3*a3^6*a2^3*a1 + 336*a5^5*x34^3*a3^6*a2^3*a1 + 112*a6^4*x34^4*a3^6*a2^3*a1 - 1440*a6^3*a5*x34^4*a3^6*a2^3*a1 - 1440*a6^2*a5^2*x34^4*a3^6*a2^3*a1 - 1440*a6*a5^3*x34^4*a3^6*a2^3*a1 + 112*a5^4*x34^4*a3^6*a2^3*a1 - 112*a6^3*x34^5*a3^6*a2^3*a1 + 336*a6^2*a5*x34^5*a3^6*a2^3*a1 + 336*a6*a5^2*x34^5*a3^6*a2^3*a1 - 112*a5^3*x34^5*a3^6*a2^3*a1 - 8*a6^2*x34^6*a3^6*a2^3*a1 - 8*a5^2*x34^6*a3^6*a2^3*a1 - 64*a6^6*a5*a3^7*a2^3*a1 + 224*a6^5*a5^2*a3^7*a2^3*a1 + 736*a6^4*a5^3*a3^7*a2^3*a1 + 736*a6^3*a5^4*a3^7*a2^3*a1 + 224*a6^2*a5^5*a3^7*a2^3*a1 - 64*a6*a5^6*a3^7*a2^3*a1 - 224*a6^6*x34*a3^7*a2^3*a1 + 512*a6^5*a5*x34*a3^7*a2^3*a1 - 2656*a6^4*a5^2*x34*a3^7*a2^3*a1 - 1536*a6^3*a5^3*x34*a3^7*a2^3*a1 - 2656*a6^2*a5^4*x34*a3^7*a2^3*a1 + 512*a6*a5^5*x34*a3^7*a2^3*a1 - 224*a5^6*x34*a3^7*a2^3*a1 + 480*a6^5*x34^2*a3^7*a2^3*a1 + 96*a6^4*a5*x34^2*a3^7*a2^3*a1 + 3808*a6^3*a5^2*x34^2*a3^7*a2^3*a1 + 3808*a6^2*a5^3*x34^2*a3^7*a2^3*a1 + 96*a6*a5^4*x34^2*a3^7*a2^3*a1 + 480*a5^5*x34^2*a3^7*a2^3*a1 + 288*a6^4*x34^3*a3^7*a2^3*a1 - 2240*a6^3*a5*x34^3*a3^7*a2^3*a1 - 1920*a6^2*a5^2*x34^3*a3^7*a2^3*a1 - 2240*a6*a5^3*x34^3*a3^7*a2^3*a1 + 288*a5^4*x34^3*a3^7*a2^3*a1 - 320*a6^3*x34^4*a3^7*a2^3*a1 + 960*a6^2*a5*x34^4*a3^7*a2^3*a1 + 960*a6*a5^2*x34^4*a3^7*a2^3*a1 - 320*a5^3*x34^4*a3^7*a2^3*a1 - 48*a6^2*x34^5*a3^7*a2^3*a1 - 48*a5^2*x34^5*a3^7*a2^3*a1 - 56*a6^6*a3^8*a2^3*a1 + 128*a6^5*a5*a3^8*a2^3*a1 - 664*a6^4*a5^2*a3^8*a2^3*a1 - 384*a6^3*a5^3*a3^8*a2^3*a1 - 664*a6^2*a5^4*a3^8*a2^3*a1 + 128*a6*a5^5*a3^8*a2^3*a1 - 56*a5^6*a3^8*a2^3*a1 + 288*a6^5*x34*a3^8*a2^3*a1 + 144*a6^4*a5*x34*a3^8*a2^3*a1 + 1872*a6^3*a5^2*x34*a3^8*a2^3*a1 + 1872*a6^2*a5^3*x34*a3^8*a2^3*a1 + 144*a6*a5^4*x34*a3^8*a2^3*a1 + 288*a5^5*x34*a3^8*a2^3*a1 + 312*a6^4*x34^2*a3^8*a2^3*a1 - 2000*a6^3*a5*x34^2*a3^8*a2^3*a1 - 1560*a6^2*a5^2*x34^2*a3^8*a2^3*a1 - 2000*a6*a5^3*x34^2*a3^8*a2^3*a1 + 312*a5^4*x34^2*a3^8*a2^3*a1 - 480*a6^3*x34^3*a3^8*a2^3*a1 + 1440*a6^2*a5*x34^3*a3^8*a2^3*a1 + 1440*a6*a5^2*x34^3*a3^8*a2^3*a1 - 480*a5^3*x34^3*a3^8*a2^3*a1 - 120*a6^2*x34^4*a3^8*a2^3*a1 - 120*a5^2*x34^4*a3^8*a2^3*a1 + 64*a6^5*a3^9*a2^3*a1 + 32*a6^4*a5*a3^9*a2^3*a1 + 416*a6^3*a5^2*a3^9*a2^3*a1 + 416*a6^2*a5^3*a3^9*a2^3*a1 + 32*a6*a5^4*a3^9*a2^3*a1 + 64*a5^5*a3^9*a2^3*a1 + 160*a6^4*x34*a3^9*a2^3*a1 - 960*a6^3*a5*x34*a3^9*a2^3*a1 - 720*a6^2*a5^2*x34*a3^9*a2^3*a1 - 960*a6*a5^3*x34*a3^9*a2^3*a1 + 160*a5^4*x34*a3^9*a2^3*a1 - 400*a6^3*x34^2*a3^9*a2^3*a1 + 1200*a6^2*a5*x34^2*a3^9*a2^3*a1 + 1200*a6*a5^2*x34^2*a3^9*a2^3*a1 - 400*a5^3*x34^2*a3^9*a2^3*a1 - 160*a6^2*x34^3*a3^9*a2^3*a1 - 160*a5^2*x34^3*a3^9*a2^3*a1 + 32*a6^4*a3^10*a2^3*a1 - 192*a6^3*a5*a3^10*a2^3*a1 - 144*a6^2*a5^2*a3^10*a2^3*a1 - 192*a6*a5^3*a3^10*a2^3*a1 + 32*a5^4*a3^10*a2^3*a1 - 176*a6^3*x34*a3^10*a2^3*a1 + 528*a6^2*a5*x34*a3^10*a2^3*a1 + 528*a6*a5^2*x34*a3^10*a2^3*a1 - 176*a5^3*x34*a3^10*a2^3*a1 - 120*a6^2*x34^2*a3^10*a2^3*a1 - 120*a5^2*x34^2*a3^10*a2^3*a1 - 32*a6^3*a3^11*a2^3*a1 + 96*a6^2*a5*a3^11*a2^3*a1 + 96*a6*a5^2*a3^11*a2^3*a1 - 32*a5^3*a3^11*a2^3*a1 - 48*a6^2*x34*a3^11*a2^3*a1 - 48*a5^2*x34*a3^11*a2^3*a1 - 8*a6^2*a3^12*a2^3*a1 - 8*a5^2*a3^12*a2^3*a1 + 8*a6^6*a5^6*x34*a2^4*a1 + 16*a6^6*a5^5*x34^2*a2^4*a1 + 16*a6^5*a5^6*x34^2*a2^4*a1 - 8*a6^6*a5^4*x34^3*a2^4*a1 + 48*a6^5*a5^5*x34^3*a2^4*a1 - 8*a6^4*a5^6*x34^3*a2^4*a1 - 8*a6^6*a5^3*x34^4*a2^4*a1 - 72*a6^5*a5^4*x34^4*a2^4*a1 - 72*a6^4*a5^5*x34^4*a2^4*a1 - 8*a6^3*a5^6*x34^4*a2^4*a1 + 16*a6^6*a5^2*x34^5*a2^4*a1 + 48*a6^5*a5^3*x34^5*a2^4*a1 - 72*a6^4*a5^4*x34^5*a2^4*a1 + 48*a6^3*a5^5*x34^5*a2^4*a1 + 16*a6^2*a5^6*x34^5*a2^4*a1 + 8*a6^6*a5*x34^6*a2^4*a1 + 16*a6^5*a5^2*x34^6*a2^4*a1 - 8*a6^4*a5^3*x34^6*a2^4*a1 - 8*a6^3*a5^4*x34^6*a2^4*a1 + 16*a6^2*a5^5*x34^6*a2^4*a1 + 8*a6*a5^6*x34^6*a2^4*a1 + 16*a6^6*a5^6*a3*a2^4*a1 - 40*a6^6*a5^5*x34*a3*a2^4*a1 - 40*a6^5*a5^6*x34*a3*a2^4*a1 + 96*a6^6*a5^4*x34^2*a3*a2^4*a1 - 72*a6^5*a5^5*x34^2*a3*a2^4*a1 + 96*a6^4*a5^6*x34^2*a3*a2^4*a1 - 112*a6^6*a5^3*x34^3*a3*a2^4*a1 - 192*a6^5*a5^4*x34^3*a3*a2^4*a1 - 192*a6^4*a5^5*x34^3*a3*a2^4*a1 - 112*a6^3*a5^6*x34^3*a3*a2^4*a1 + 200*a6^6*a5^2*x34^4*a3*a2^4*a1 + 336*a6^5*a5^3*x34^4*a3*a2^4*a1 - 360*a6^4*a5^4*x34^4*a3*a2^4*a1 + 336*a6^3*a5^5*x34^4*a3*a2^4*a1 + 200*a6^2*a5^6*x34^4*a3*a2^4*a1 - 24*a6^6*a5*x34^5*a3*a2^4*a1 - 120*a6^5*a5^2*x34^5*a3*a2^4*a1 + 48*a6^4*a5^3*x34^5*a3*a2^4*a1 + 48*a6^3*a5^4*x34^5*a3*a2^4*a1 - 120*a6^2*a5^5*x34^5*a3*a2^4*a1 - 24*a6*a5^6*x34^5*a3*a2^4*a1 + 8*a6^6*x34^6*a3*a2^4*a1 - 72*a6^5*a5*x34^6*a3*a2^4*a1 + 120*a6^4*a5^2*x34^6*a3*a2^4*a1 - 80*a6^3*a5^3*x34^6*a3*a2^4*a1 + 120*a6^2*a5^4*x34^6*a3*a2^4*a1 - 72*a6*a5^5*x34^6*a3*a2^4*a1 + 8*a5^6*x34^6*a3*a2^4*a1 - 40*a6^6*a5^5*a3^2*a2^4*a1 - 40*a6^5*a5^6*a3^2*a2^4*a1 + 336*a6^6*a5^4*x34*a3^2*a2^4*a1 - 504*a6^5*a5^5*x34*a3^2*a2^4*a1 + 336*a6^4*a5^6*x34*a3^2*a2^4*a1 - 408*a6^6*a5^3*x34^2*a3^2*a2^4*a1 + 144*a6^5*a5^4*x34^2*a3^2*a2^4*a1 + 144*a6^4*a5^5*x34^2*a3^2*a2^4*a1 - 408*a6^3*a5^6*x34^2*a3^2*a2^4*a1 + 520*a6^6*a5^2*x34^3*a3^2*a2^4*a1 + 832*a6^5*a5^3*x34^3*a3^2*a2^4*a1 - 1080*a6^4*a5^4*x34^3*a3^2*a2^4*a1 + 832*a6^3*a5^5*x34^3*a3^2*a2^4*a1 + 520*a6^2*a5^6*x34^3*a3^2*a2^4*a1 - 120*a6^6*a5*x34^4*a3^2*a2^4*a1 - 552*a6^5*a5^2*x34^4*a3^2*a2^4*a1 - 552*a6^2*a5^5*x34^4*a3^2*a2^4*a1 - 120*a6*a5^6*x34^4*a3^2*a2^4*a1 + 64*a6^6*x34^5*a3^2*a2^4*a1 - 648*a6^5*a5*x34^5*a3^2*a2^4*a1 + 1008*a6^4*a5^2*x34^5*a3^2*a2^4*a1 - 512*a6^3*a5^3*x34^5*a3^2*a2^4*a1 + 1008*a6^2*a5^4*x34^5*a3^2*a2^4*a1 - 648*a6*a5^5*x34^5*a3^2*a2^4*a1 + 64*a5^6*x34^5*a3^2*a2^4*a1 + 16*a6^5*x34^6*a3^2*a2^4*a1 + 120*a6^4*a5*x34^6*a3^2*a2^4*a1 - 120*a6^3*a5^2*x34^6*a3^2*a2^4*a1 - 120*a6^2*a5^3*x34^6*a3^2*a2^4*a1 + 120*a6*a5^4*x34^6*a3^2*a2^4*a1 + 16*a5^5*x34^6*a3^2*a2^4*a1 + 224*a6^6*a5^4*a3^3*a2^4*a1 - 336*a6^5*a5^5*a3^3*a2^4*a1 + 224*a6^4*a5^6*a3^3*a2^4*a1 - 592*a6^6*a5^3*x34*a3^3*a2^4*a1 + 672*a6^5*a5^4*x34*a3^3*a2^4*a1 + 672*a6^4*a5^5*x34*a3^3*a2^4*a1 - 592*a6^3*a5^6*x34*a3^3*a2^4*a1 + 400*a6^6*a5^2*x34^2*a3^3*a2^4*a1 + 928*a6^5*a5^3*x34^2*a3^3*a2^4*a1 - 2160*a6^4*a5^4*x34^2*a3^3*a2^4*a1 + 928*a6^3*a5^5*x34^2*a3^3*a2^4*a1 + 400*a6^2*a5^6*x34^2*a3^3*a2^4*a1 - 160*a6^6*a5*x34^3*a3^3*a2^4*a1 - 720*a6^5*a5^2*x34^3*a3^3*a2^4*a1 - 160*a6^4*a5^3*x34^3*a3^3*a2^4*a1 - 160*a6^3*a5^4*x34^3*a3^3*a2^4*a1 - 720*a6^2*a5^5*x34^3*a3^3*a2^4*a1 - 160*a6*a5^6*x34^3*a3^3*a2^4*a1 + 192*a6^6*x34^4*a3^3*a2^4*a1 - 2064*a6^5*a5*x34^4*a3^3*a2^4*a1 + 2880*a6^4*a5^2*x34^4*a3^3*a2^4*a1 - 880*a6^3*a5^3*x34^4*a3^3*a2^4*a1 + 2880*a6^2*a5^4*x34^4*a3^3*a2^4*a1 - 2064*a6*a5^5*x34^4*a3^3*a2^4*a1 + 192*a5^6*x34^4*a3^3*a2^4*a1 + 144*a6^5*x34^5*a3^3*a2^4*a1 + 816*a6^4*a5*x34^5*a3^3*a2^4*a1 - 752*a6^3*a5^2*x34^5*a3^3*a2^4*a1 - 752*a6^2*a5^3*x34^5*a3^3*a2^4*a1 + 816*a6*a5^4*x34^5*a3^3*a2^4*a1 + 144*a5^5*x34^5*a3^3*a2^4*a1 - 8*a6^4*x34^6*a3^3*a2^4*a1 - 80*a6^3*a5*x34^6*a3^3*a2^4*a1 - 120*a6^2*a5^2*x34^6*a3^3*a2^4*a1 - 80*a6*a5^3*x34^6*a3^3*a2^4*a1 - 8*a5^4*x34^6*a3^3*a2^4*a1 - 296*a6^6*a5^3*a3^4*a2^4*a1 + 336*a6^5*a5^4*a3^4*a2^4*a1 + 336*a6^4*a5^5*a3^4*a2^4*a1 - 296*a6^3*a5^6*a3^4*a2^4*a1 + 80*a6^6*a5^2*x34*a3^4*a2^4*a1 + 560*a6^5*a5^3*x34*a3^4*a2^4*a1 - 2160*a6^4*a5^4*x34*a3^4*a2^4*a1 + 560*a6^3*a5^5*x34*a3^4*a2^4*a1 + 80*a6^2*a5^6*x34*a3^4*a2^4*a1 - 240*a6^4*a5^3*x34^2*a3^4*a2^4*a1 - 240*a6^3*a5^4*x34^2*a3^4*a2^4*a1 + 280*a6^6*x34^3*a3^4*a2^4*a1 - 3120*a6^5*a5*x34^3*a3^4*a2^4*a1 + 3480*a6^4*a5^2*x34^3*a3^4*a2^4*a1 + 480*a6^3*a5^3*x34^3*a3^4*a2^4*a1 + 3480*a6^2*a5^4*x34^3*a3^4*a2^4*a1 - 3120*a6*a5^5*x34^3*a3^4*a2^4*a1 + 280*a5^6*x34^3*a3^4*a2^4*a1 + 408*a6^5*x34^4*a3^4*a2^4*a1 + 2280*a6^4*a5*x34^4*a3^4*a2^4*a1 - 2320*a6^3*a5^2*x34^4*a3^4*a2^4*a1 - 2320*a6^2*a5^3*x34^4*a3^4*a2^4*a1 + 2280*a6*a5^4*x34^4*a3^4*a2^4*a1 + 408*a5^5*x34^4*a3^4*a2^4*a1 - 120*a6^4*x34^5*a3^4*a2^4*a1 - 384*a6^3*a5*x34^5*a3^4*a2^4*a1 - 432*a6^2*a5^2*x34^5*a3^4*a2^4*a1 - 384*a6*a5^3*x34^5*a3^4*a2^4*a1 - 120*a5^4*x34^5*a3^4*a2^4*a1 - 8*a6^3*x34^6*a3^4*a2^4*a1 + 120*a6^2*a5*x34^6*a3^4*a2^4*a1 + 120*a6*a5^2*x34^6*a3^4*a2^4*a1 - 8*a5^3*x34^6*a3^4*a2^4*a1 + 32*a6^6*a5^2*a3^5*a2^4*a1 + 224*a6^5*a5^3*a3^5*a2^4*a1 - 864*a6^4*a5^4*a3^5*a2^4*a1 + 224*a6^3*a5^5*a3^5*a2^4*a1 + 32*a6^2*a5^6*a3^5*a2^4*a1 + 96*a6^6*a5*x34*a3^5*a2^4*a1 + 432*a6^5*a5^2*x34*a3^5*a2^4*a1 - 192*a6^4*a5^3*x34*a3^5*a2^4*a1 - 192*a6^3*a5^4*x34*a3^5*a2^4*a1 + 432*a6^2*a5^5*x34*a3^5*a2^4*a1 + 96*a6*a5^6*x34*a3^5*a2^4*a1 + 224*a6^6*x34^2*a3^5*a2^4*a1 - 2592*a6^5*a5*x34^2*a3^5*a2^4*a1 + 1728*a6^4*a5^2*x34^2*a3^5*a2^4*a1 + 2768*a6^3*a5^3*x34^2*a3^5*a2^4*a1 + 1728*a6^2*a5^4*x34^2*a3^5*a2^4*a1 - 2592*a6*a5^5*x34^2*a3^5*a2^4*a1 + 224*a5^6*x34^2*a3^5*a2^4*a1 + 560*a6^5*x34^3*a3^5*a2^4*a1 + 3456*a6^4*a5*x34^3*a3^5*a2^4*a1 - 4192*a6^3*a5^2*x34^3*a3^5*a2^4*a1 - 4192*a6^2*a5^3*x34^3*a3^5*a2^4*a1 + 3456*a6*a5^4*x34^3*a3^5*a2^4*a1 + 560*a5^5*x34^3*a3^5*a2^4*a1 - 552*a6^4*x34^4*a3^5*a2^4*a1 - 624*a6^3*a5*x34^4*a3^5*a2^4*a1 - 72*a6^2*a5^2*x34^4*a3^5*a2^4*a1 - 624*a6*a5^3*x34^4*a3^5*a2^4*a1 - 552*a5^4*x34^4*a3^5*a2^4*a1 + 504*a6^2*a5*x34^5*a3^5*a2^4*a1 + 504*a6*a5^2*x34^5*a3^5*a2^4*a1 + 16*a6^2*x34^6*a3^5*a2^4*a1 - 72*a6*a5*x34^6*a3^5*a2^4*a1 + 16*a5^2*x34^6*a3^5*a2^4*a1 + 32*a6^6*a5*a3^6*a2^4*a1 + 144*a6^5*a5^2*a3^6*a2^4*a1 - 64*a6^4*a5^3*a3^6*a2^4*a1 - 64*a6^3*a5^4*a3^6*a2^4*a1 + 144*a6^2*a5^5*a3^6*a2^4*a1 + 32*a6*a5^6*a3^6*a2^4*a1 + 112*a6^6*x34*a3^6*a2^4*a1 - 1344*a6^5*a5*x34*a3^6*a2^4*a1 + 336*a6^4*a5^2*x34*a3^6*a2^4*a1 + 2576*a6^3*a5^3*x34*a3^6*a2^4*a1 + 336*a6^2*a5^4*x34*a3^6*a2^4*a1 - 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480*a6^2*a5^2*x34^4*a3^3*a2^6*a1 + 160*a6*a5^3*x34^4*a3^3*a2^6*a1 + 192*a5^4*x34^4*a3^3*a2^6*a1 - 64*a6^3*x34^5*a3^3*a2^6*a1 + 48*a6^2*a5*x34^5*a3^3*a2^6*a1 + 48*a6*a5^2*x34^5*a3^3*a2^6*a1 - 64*a5^3*x34^5*a3^3*a2^6*a1 - 8*a6^2*x34^6*a3^3*a2^6*a1 - 8*a5^2*x34^6*a3^3*a2^6*a1 + 16*a6^6*a5*a3^4*a2^6*a1 + 56*a6^5*a5^2*a3^4*a2^6*a1 - 296*a6^4*a5^3*a3^4*a2^6*a1 - 296*a6^3*a5^4*a3^4*a2^6*a1 + 56*a6^2*a5^5*a3^4*a2^6*a1 + 16*a6*a5^6*a3^4*a2^6*a1 - 160*a6^5*a5*x34*a3^4*a2^6*a1 + 80*a6^4*a5^2*x34*a3^4*a2^6*a1 + 720*a6^3*a5^3*x34*a3^4*a2^6*a1 + 80*a6^2*a5^4*x34*a3^4*a2^6*a1 - 160*a6*a5^5*x34*a3^4*a2^6*a1 - 16*a6^5*x34^2*a3^4*a2^6*a1 + 240*a6^3*a5^2*x34^2*a3^4*a2^6*a1 + 240*a6^2*a5^3*x34^2*a3^4*a2^6*a1 - 16*a5^5*x34^2*a3^4*a2^6*a1 + 280*a6^4*x34^3*a3^4*a2^6*a1 + 80*a6^3*a5*x34^3*a3^4*a2^6*a1 - 1320*a6^2*a5^2*x34^3*a3^4*a2^6*a1 + 80*a6*a5^3*x34^3*a3^4*a2^6*a1 + 280*a5^4*x34^3*a3^4*a2^6*a1 - 208*a6^3*x34^4*a3^4*a2^6*a1 + 360*a6^2*a5*x34^4*a3^4*a2^6*a1 + 360*a6*a5^2*x34^4*a3^4*a2^6*a1 - 208*a5^3*x34^4*a3^4*a2^6*a1 - 32*a6^2*x34^5*a3^4*a2^6*a1 - 72*a6*a5*x34^5*a3^4*a2^6*a1 - 32*a5^2*x34^5*a3^4*a2^6*a1 + 8*a6*x34^6*a3^4*a2^6*a1 + 8*a5*x34^6*a3^4*a2^6*a1 - 64*a6^5*a5*a3^5*a2^6*a1 + 32*a6^4*a5^2*a3^5*a2^6*a1 + 288*a6^3*a5^3*a3^5*a2^6*a1 + 32*a6^2*a5^4*a3^5*a2^6*a1 - 64*a6*a5^5*a3^5*a2^6*a1 + 96*a6^4*a5*x34*a3^5*a2^6*a1 + 240*a6^3*a5^2*x34*a3^5*a2^6*a1 + 240*a6^2*a5^3*x34*a3^5*a2^6*a1 + 96*a6*a5^4*x34*a3^5*a2^6*a1 + 224*a6^4*x34^2*a3^5*a2^6*a1 - 192*a6^3*a5*x34^2*a3^5*a2^6*a1 - 1872*a6^2*a5^2*x34^2*a3^5*a2^6*a1 - 192*a6*a5^3*x34^2*a3^5*a2^6*a1 + 224*a5^4*x34^2*a3^5*a2^6*a1 - 368*a6^3*x34^3*a3^5*a2^6*a1 + 1008*a6^2*a5*x34^3*a3^5*a2^6*a1 + 1008*a6*a5^2*x34^3*a3^5*a2^6*a1 - 368*a5^3*x34^3*a3^5*a2^6*a1 - 24*a6^2*x34^4*a3^5*a2^6*a1 - 432*a6*a5*x34^4*a3^5*a2^6*a1 - 24*a5^2*x34^4*a3^5*a2^6*a1 + 40*a6*x34^5*a3^5*a2^6*a1 + 40*a5*x34^5*a3^5*a2^6*a1 + 32*a6^4*a5*a3^6*a2^6*a1 + 80*a6^3*a5^2*a3^6*a2^6*a1 + 80*a6^2*a5^3*a3^6*a2^6*a1 + 32*a6*a5^4*a3^6*a2^6*a1 + 112*a6^4*x34*a3^6*a2^6*a1 - 224*a6^3*a5*x34*a3^6*a2^6*a1 - 1344*a6^2*a5^2*x34*a3^6*a2^6*a1 - 224*a6*a5^3*x34*a3^6*a2^6*a1 + 112*a5^4*x34*a3^6*a2^6*a1 - 384*a6^3*x34^2*a3^6*a2^6*a1 + 1344*a6^2*a5*x34^2*a3^6*a2^6*a1 + 1344*a6*a5^2*x34^2*a3^6*a2^6*a1 - 384*a5^3*x34^2*a3^6*a2^6*a1 + 56*a6^2*x34^3*a3^6*a2^6*a1 - 1008*a6*a5*x34^3*a3^6*a2^6*a1 + 56*a5^2*x34^3*a3^6*a2^6*a1 + 88*a6*x34^4*a3^6*a2^6*a1 + 88*a5*x34^4*a3^6*a2^6*a1 + 32*a6^4*a3^7*a2^6*a1 - 64*a6^3*a5*a3^7*a2^6*a1 - 384*a6^2*a5^2*a3^7*a2^6*a1 - 64*a6*a5^3*a3^7*a2^6*a1 + 32*a5^4*a3^7*a2^6*a1 - 224*a6^3*x34*a3^7*a2^6*a1 + 864*a6^2*a5*x34*a3^7*a2^6*a1 + 864*a6*a5^2*x34*a3^7*a2^6*a1 - 224*a5^3*x34*a3^7*a2^6*a1 + 112*a6^2*x34^2*a3^7*a2^6*a1 - 1152*a6*a5*x34^2*a3^7*a2^6*a1 + 112*a5^2*x34^2*a3^7*a2^6*a1 + 112*a6*x34^3*a3^7*a2^6*a1 + 112*a5*x34^3*a3^7*a2^6*a1 - 56*a6^3*a3^8*a2^6*a1 + 216*a6^2*a5*a3^8*a2^6*a1 + 216*a6*a5^2*a3^8*a2^6*a1 - 56*a5^3*a3^8*a2^6*a1 + 72*a6^2*x34*a3^8*a2^6*a1 - 648*a6*a5*x34*a3^8*a2^6*a1 + 72*a5^2*x34*a3^8*a2^6*a1 + 88*a6*x34^2*a3^8*a2^6*a1 + 88*a5*x34^2*a3^8*a2^6*a1 + 16*a6^2*a3^9*a2^6*a1 - 144*a6*a5*a3^9*a2^6*a1 + 16*a5^2*a3^9*a2^6*a1 + 40*a6*x34*a3^9*a2^6*a1 + 40*a5*x34*a3^9*a2^6*a1 + 8*a6*a3^10*a2^6*a1 + 8*a5*a3^10*a2^6*a1 - 8*a6^6*a5^6*x34^4*a1^2 + 8*a6^6*a5^5*x34^5*a1^2 + 8*a6^5*a5^6*x34^5*a1^2 - 8*a6^6*a5^4*x34^6*a1^2 + 8*a6^5*a5^5*x34^6*a1^2 - 8*a6^4*a5^6*x34^6*a1^2 - 40*a6^6*a5^6*x34^3*a3*a1^2 + 56*a6^6*a5^5*x34^4*a3*a1^2 + 56*a6^5*a5^6*x34^4*a3*a1^2 - 32*a6^6*a5^4*x34^5*a3*a1^2 - 24*a6^5*a5^5*x34^5*a3*a1^2 - 32*a6^4*a5^6*x34^5*a3*a1^2 - 8*a6^6*a5^3*x34^6*a3*a1^2 + 16*a6^5*a5^4*x34^6*a3*a1^2 + 16*a6^4*a5^5*x34^6*a3*a1^2 - 8*a6^3*a5^6*x34^6*a3*a1^2 - 48*a6^6*a5^6*x34^2*a3^2*a1^2 + 136*a6^6*a5^5*x34^3*a3^2*a1^2 + 136*a6^5*a5^6*x34^3*a3^2*a1^2 - 168*a6^6*a5^4*x34^4*a3^2*a1^2 - 120*a6^5*a5^5*x34^4*a3^2*a1^2 - 168*a6^4*a5^6*x34^4*a3^2*a1^2 - 56*a6^6*a5^3*x34^5*a3^2*a1^2 + 216*a6^5*a5^4*x34^5*a3^2*a1^2 + 216*a6^4*a5^5*x34^5*a3^2*a1^2 - 56*a6^3*a5^6*x34^5*a3^2*a1^2 + 24*a6^6*a5^2*x34^6*a3^2*a1^2 - 8*a6^5*a5^3*x34^6*a3^2*a1^2 - 128*a6^4*a5^4*x34^6*a3^2*a1^2 - 8*a6^3*a5^5*x34^6*a3^2*a1^2 + 24*a6^2*a5^6*x34^6*a3^2*a1^2 - 16*a6^6*a5^6*x34*a3^3*a1^2 + 144*a6^6*a5^5*x34^2*a3^3*a1^2 + 144*a6^5*a5^6*x34^2*a3^3*a1^2 - 400*a6^6*a5^4*x34^3*a3^3*a1^2 - 160*a6^5*a5^5*x34^3*a3^3*a1^2 - 400*a6^4*a5^6*x34^3*a3^3*a1^2 - 48*a6^6*a5^3*x34^4*a3^3*a1^2 + 720*a6^5*a5^4*x34^4*a3^3*a1^2 + 720*a6^4*a5^5*x34^4*a3^3*a1^2 - 48*a6^3*a5^6*x34^4*a3^3*a1^2 + 136*a6^6*a5^2*x34^5*a3^3*a1^2 - 128*a6^5*a5^3*x34^5*a3^3*a1^2 - 888*a6^4*a5^4*x34^5*a3^3*a1^2 - 128*a6^3*a5^5*x34^5*a3^3*a1^2 + 136*a6^2*a5^6*x34^5*a3^3*a1^2 - 8*a6^6*a5*x34^6*a3^3*a1^2 - 8*a6^5*a5^2*x34^6*a3^3*a1^2 + 112*a6^4*a5^3*x34^6*a3^3*a1^2 + 112*a6^3*a5^4*x34^6*a3^3*a1^2 - 8*a6^2*a5^5*x34^6*a3^3*a1^2 - 8*a6*a5^6*x34^6*a3^3*a1^2 - 8*a6^6*a5^6*a3^4*a1^2 + 80*a6^6*a5^5*x34*a3^4*a1^2 + 80*a6^5*a5^6*x34*a3^4*a1^2 - 520*a6^6*a5^4*x34^2*a3^4*a1^2 - 520*a6^4*a5^6*x34^2*a3^4*a1^2 + 320*a6^6*a5^3*x34^3*a3^4*a1^2 + 920*a6^5*a5^4*x34^3*a3^4*a1^2 + 920*a6^4*a5^5*x34^3*a3^4*a1^2 + 320*a6^3*a5^6*x34^3*a3^4*a1^2 + 192*a6^6*a5^2*x34^4*a3^4*a1^2 - 640*a6^5*a5^3*x34^4*a3^4*a1^2 - 1800*a6^4*a5^4*x34^4*a3^4*a1^2 - 640*a6^3*a5^5*x34^4*a3^4*a1^2 + 192*a6^2*a5^6*x34^4*a3^4*a1^2 - 32*a6^6*a5*x34^5*a3^4*a1^2 + 72*a6^5*a5^2*x34^5*a3^4*a1^2 + 552*a6^4*a5^3*x34^5*a3^4*a1^2 + 552*a6^3*a5^4*x34^5*a3^4*a1^2 + 72*a6^2*a5^5*x34^5*a3^4*a1^2 - 32*a6*a5^6*x34^5*a3^4*a1^2 - 8*a6^6*x34^6*a3^4*a1^2 + 16*a6^5*a5*x34^6*a3^4*a1^2 - 128*a6^4*a5^2*x34^6*a3^4*a1^2 + 112*a6^3*a5^3*x34^6*a3^4*a1^2 - 128*a6^2*a5^4*x34^6*a3^4*a1^2 + 16*a6*a5^5*x34^6*a3^4*a1^2 - 8*a5^6*x34^6*a3^4*a1^2 + 32*a6^6*a5^5*a3^5*a1^2 + 32*a6^5*a5^6*a3^5*a1^2 - 384*a6^6*a5^4*x34*a3^5*a1^2 + 96*a6^5*a5^5*x34*a3^5*a1^2 - 384*a6^4*a5^6*x34*a3^5*a1^2 + 800*a6^6*a5^3*x34^2*a3^5*a1^2 + 480*a6^5*a5^4*x34^2*a3^5*a1^2 + 480*a6^4*a5^5*x34^2*a3^5*a1^2 + 800*a6^3*a5^6*x34^2*a3^5*a1^2 - 120*a6^6*a5^2*x34^3*a3^5*a1^2 - 1520*a6^5*a5^3*x34^3*a3^5*a1^2 - 1000*a6^4*a5^4*x34^3*a3^5*a1^2 - 1520*a6^3*a5^5*x34^3*a3^5*a1^2 - 120*a6^2*a5^6*x34^3*a3^5*a1^2 - 24*a6^6*a5*x34^4*a3^5*a1^2 + 600*a6^5*a5^2*x34^4*a3^5*a1^2 + 960*a6^4*a5^3*x34^4*a3^5*a1^2 + 960*a6^3*a5^4*x34^4*a3^5*a1^2 + 600*a6^2*a5^5*x34^4*a3^5*a1^2 - 24*a6*a5^6*x34^4*a3^5*a1^2 - 40*a6^6*x34^5*a3^5*a1^2 + 24*a6^5*a5*x34^5*a3^5*a1^2 - 648*a6^4*a5^2*x34^5*a3^5*a1^2 + 592*a6^3*a5^3*x34^5*a3^5*a1^2 - 648*a6^2*a5^4*x34^5*a3^5*a1^2 + 24*a6*a5^5*x34^5*a3^5*a1^2 - 40*a5^6*x34^5*a3^5*a1^2 + 8*a6^5*x34^6*a3^5*a1^2 + 16*a6^4*a5*x34^6*a3^5*a1^2 - 8*a6^3*a5^2*x34^6*a3^5*a1^2 - 8*a6^2*a5^3*x34^6*a3^5*a1^2 + 16*a6*a5^4*x34^6*a3^5*a1^2 + 8*a5^5*x34^6*a3^5*a1^2 - 128*a6^6*a5^4*a3^6*a1^2 + 32*a6^5*a5^5*a3^6*a1^2 - 128*a6^4*a5^6*a3^6*a1^2 + 672*a6^6*a5^3*x34*a3^6*a1^2 + 112*a6^5*a5^4*x34*a3^6*a1^2 + 112*a6^4*a5^5*x34*a3^6*a1^2 + 672*a6^3*a5^6*x34*a3^6*a1^2 - 488*a6^6*a5^2*x34^2*a3^6*a1^2 - 1888*a6^5*a5^3*x34^2*a3^6*a1^2 + 712*a6^4*a5^4*x34^2*a3^6*a1^2 - 1888*a6^3*a5^5*x34^2*a3^6*a1^2 - 488*a6^2*a5^6*x34^2*a3^6*a1^2 + 56*a6^6*a5*x34^3*a3^6*a1^2 + 1512*a6^5*a5^2*x34^3*a3^6*a1^2 + 672*a6^4*a5^3*x34^3*a3^6*a1^2 + 672*a6^3*a5^4*x34^3*a3^6*a1^2 + 1512*a6^2*a5^5*x34^3*a3^6*a1^2 + 56*a6*a5^6*x34^3*a3^6*a1^2 - 88*a6^6*x34^4*a3^6*a1^2 - 104*a6^5*a5*x34^4*a3^6*a1^2 - 1448*a6^4*a5^2*x34^4*a3^6*a1^2 + 1392*a6^3*a5^3*x34^4*a3^6*a1^2 - 1448*a6^2*a5^4*x34^4*a3^6*a1^2 - 104*a6*a5^5*x34^4*a3^6*a1^2 - 88*a5^6*x34^4*a3^6*a1^2 + 56*a6^5*x34^5*a3^6*a1^2 + 112*a6^4*a5*x34^5*a3^6*a1^2 - 56*a6^3*a5^2*x34^5*a3^6*a1^2 - 56*a6^2*a5^3*x34^5*a3^6*a1^2 + 112*a6*a5^4*x34^5*a3^6*a1^2 + 56*a5^5*x34^5*a3^6*a1^2 - 8*a6^4*x34^6*a3^6*a1^2 - 8*a6^3*a5*x34^6*a3^6*a1^2 + 24*a6^2*a5^2*x34^6*a3^6*a1^2 - 8*a6*a5^3*x34^6*a3^6*a1^2 - 8*a5^4*x34^6*a3^6*a1^2 + 192*a6^6*a5^3*a3^7*a1^2 + 32*a6^5*a5^4*a3^7*a1^2 + 32*a6^4*a5^5*a3^7*a1^2 + 192*a6^3*a5^6*a3^7*a1^2 - 384*a6^6*a5^2*x34*a3^7*a1^2 - 1184*a6^5*a5^3*x34*a3^7*a1^2 + 896*a6^4*a5^4*x34*a3^7*a1^2 - 1184*a6^3*a5^5*x34*a3^7*a1^2 - 384*a6^2*a5^6*x34*a3^7*a1^2 + 112*a6^6*a5*x34^2*a3^7*a1^2 + 1776*a6^5*a5^2*x34^2*a3^7*a1^2 + 96*a6^4*a5^3*x34^2*a3^7*a1^2 + 96*a6^3*a5^4*x34^2*a3^7*a1^2 + 1776*a6^2*a5^5*x34^2*a3^7*a1^2 + 112*a6*a5^6*x34^2*a3^7*a1^2 - 112*a6^6*x34^3*a3^7*a1^2 - 336*a6^5*a5*x34^3*a3^7*a1^2 - 1872*a6^4*a5^2*x34^3*a3^7*a1^2 + 1888*a6^3*a5^3*x34^3*a3^7*a1^2 - 1872*a6^2*a5^4*x34^3*a3^7*a1^2 - 336*a6*a5^5*x34^3*a3^7*a1^2 - 112*a5^6*x34^3*a3^7*a1^2 + 160*a6^5*x34^4*a3^7*a1^2 + 320*a6^4*a5*x34^4*a3^7*a1^2 - 160*a6^3*a5^2*x34^4*a3^7*a1^2 - 160*a6^2*a5^3*x34^4*a3^7*a1^2 + 320*a6*a5^4*x34^4*a3^7*a1^2 + 160*a5^5*x34^4*a3^7*a1^2 - 48*a6^4*x34^5*a3^7*a1^2 - 48*a6^3*a5*x34^5*a3^7*a1^2 + 144*a6^2*a5^2*x34^5*a3^7*a1^2 - 48*a6*a5^3*x34^5*a3^7*a1^2 - 48*a5^4*x34^5*a3^7*a1^2 - 96*a6^6*a5^2*a3^8*a1^2 - 296*a6^5*a5^3*a3^8*a1^2 + 224*a6^4*a5^4*a3^8*a1^2 - 296*a6^3*a5^5*a3^8*a1^2 - 96*a6^2*a5^6*a3^8*a1^2 + 72*a6^6*a5*x34*a3^8*a1^2 + 1008*a6^5*a5^2*x34*a3^8*a1^2 - 72*a6^4*a5^3*x34*a3^8*a1^2 - 72*a6^3*a5^4*x34*a3^8*a1^2 + 1008*a6^2*a5^5*x34*a3^8*a1^2 + 72*a6*a5^6*x34*a3^8*a1^2 - 88*a6^6*x34^2*a3^8*a1^2 - 384*a6^5*a5*x34^2*a3^8*a1^2 - 1488*a6^4*a5^2*x34^2*a3^8*a1^2 + 1552*a6^3*a5^3*x34^2*a3^8*a1^2 - 1488*a6^2*a5^4*x34^2*a3^8*a1^2 - 384*a6*a5^5*x34^2*a3^8*a1^2 - 88*a5^6*x34^2*a3^8*a1^2 + 240*a6^5*x34^3*a3^8*a1^2 + 480*a6^4*a5*x34^3*a3^8*a1^2 - 240*a6^3*a5^2*x34^3*a3^8*a1^2 - 240*a6^2*a5^3*x34^3*a3^8*a1^2 + 480*a6*a5^4*x34^3*a3^8*a1^2 + 240*a5^5*x34^3*a3^8*a1^2 - 120*a6^4*x34^4*a3^8*a1^2 - 120*a6^3*a5*x34^4*a3^8*a1^2 + 360*a6^2*a5^2*x34^4*a3^8*a1^2 - 120*a6*a5^3*x34^4*a3^8*a1^2 - 120*a5^4*x34^4*a3^8*a1^2 + 16*a6^6*a5*a3^9*a1^2 + 224*a6^5*a5^2*a3^9*a1^2 - 16*a6^4*a5^3*a3^9*a1^2 - 16*a6^3*a5^4*a3^9*a1^2 + 224*a6^2*a5^5*a3^9*a1^2 + 16*a6*a5^6*a3^9*a1^2 - 40*a6^6*x34*a3^9*a1^2 - 200*a6^5*a5*x34*a3^9*a1^2 - 680*a6^4*a5^2*x34*a3^9*a1^2 + 720*a6^3*a5^3*x34*a3^9*a1^2 - 680*a6^2*a5^4*x34*a3^9*a1^2 - 200*a6*a5^5*x34*a3^9*a1^2 - 40*a5^6*x34*a3^9*a1^2 + 200*a6^5*x34^2*a3^9*a1^2 + 400*a6^4*a5*x34^2*a3^9*a1^2 - 200*a6^3*a5^2*x34^2*a3^9*a1^2 - 200*a6^2*a5^3*x34^2*a3^9*a1^2 + 400*a6*a5^4*x34^2*a3^9*a1^2 + 200*a5^5*x34^2*a3^9*a1^2 - 160*a6^4*x34^3*a3^9*a1^2 - 160*a6^3*a5*x34^3*a3^9*a1^2 + 480*a6^2*a5^2*x34^3*a3^9*a1^2 - 160*a6*a5^3*x34^3*a3^9*a1^2 - 160*a5^4*x34^3*a3^9*a1^2 - 8*a6^6*a3^10*a1^2 - 40*a6^5*a5*a3^10*a1^2 - 136*a6^4*a5^2*a3^10*a1^2 + 144*a6^3*a5^3*a3^10*a1^2 - 136*a6^2*a5^4*a3^10*a1^2 - 40*a6*a5^5*a3^10*a1^2 - 8*a5^6*a3^10*a1^2 + 88*a6^5*x34*a3^10*a1^2 + 176*a6^4*a5*x34*a3^10*a1^2 - 88*a6^3*a5^2*x34*a3^10*a1^2 - 88*a6^2*a5^3*x34*a3^10*a1^2 + 176*a6*a5^4*x34*a3^10*a1^2 + 88*a5^5*x34*a3^10*a1^2 - 120*a6^4*x34^2*a3^10*a1^2 - 120*a6^3*a5*x34^2*a3^10*a1^2 + 360*a6^2*a5^2*x34^2*a3^10*a1^2 - 120*a6*a5^3*x34^2*a3^10*a1^2 - 120*a5^4*x34^2*a3^10*a1^2 + 16*a6^5*a3^11*a1^2 + 32*a6^4*a5*a3^11*a1^2 - 16*a6^3*a5^2*a3^11*a1^2 - 16*a6^2*a5^3*a3^11*a1^2 + 32*a6*a5^4*a3^11*a1^2 + 16*a5^5*a3^11*a1^2 - 48*a6^4*x34*a3^11*a1^2 - 48*a6^3*a5*x34*a3^11*a1^2 + 144*a6^2*a5^2*x34*a3^11*a1^2 - 48*a6*a5^3*x34*a3^11*a1^2 - 48*a5^4*x34*a3^11*a1^2 - 8*a6^4*a3^12*a1^2 - 8*a6^3*a5*a3^12*a1^2 + 24*a6^2*a5^2*a3^12*a1^2 - 8*a6*a5^3*a3^12*a1^2 - 8*a5^4*a3^12*a1^2 - 8*a6^6*a5^6*x34^3*a2*a1^2 + 16*a6^6*a5^5*x34^4*a2*a1^2 + 16*a6^5*a5^6*x34^4*a2*a1^2 + 16*a6^6*a5^4*x34^5*a2*a1^2 - 72*a6^5*a5^5*x34^5*a2*a1^2 + 16*a6^4*a5^6*x34^5*a2*a1^2 - 8*a6^6*a5^3*x34^6*a2*a1^2 + 16*a6^5*a5^4*x34^6*a2*a1^2 + 16*a6^4*a5^5*x34^6*a2*a1^2 - 8*a6^3*a5^6*x34^6*a2*a1^2 - 24*a6^6*a5^6*x34^2*a3*a2*a1^2 + 112*a6^6*a5^5*x34^3*a3*a2*a1^2 + 112*a6^5*a5^6*x34^3*a3*a2*a1^2 + 200*a6^6*a5^4*x34^4*a3*a2*a1^2 - 576*a6^5*a5^5*x34^4*a3*a2*a1^2 + 200*a6^4*a5^6*x34^4*a3*a2*a1^2 - 120*a6^5*a5^4*x34^5*a3*a2*a1^2 - 120*a6^4*a5^5*x34^5*a3*a2*a1^2 + 48*a6^5*a5^3*x34^6*a3*a2*a1^2 + 120*a6^4*a5^4*x34^6*a3*a2*a1^2 + 48*a6^3*a5^5*x34^6*a3*a2*a1^2 - 24*a6^6*a5^6*x34*a3^2*a2*a1^2 + 168*a6^6*a5^5*x34^2*a3^2*a2*a1^2 + 168*a6^5*a5^6*x34^2*a3^2*a2*a1^2 + 520*a6^6*a5^4*x34^3*a3^2*a2*a1^2 - 1488*a6^5*a5^5*x34^3*a3^2*a2*a1^2 + 520*a6^4*a5^6*x34^3*a3^2*a2*a1^2 - 552*a6^5*a5^4*x34^4*a3^2*a2*a1^2 - 552*a6^4*a5^5*x34^4*a3^2*a2*a1^2 - 72*a6^6*a5^2*x34^5*a3^2*a2*a1^2 + 384*a6^5*a5^3*x34^5*a3^2*a2*a1^2 + 1008*a6^4*a5^4*x34^5*a3^2*a2*a1^2 + 384*a6^3*a5^5*x34^5*a3^2*a2*a1^2 - 72*a6^2*a5^6*x34^5*a3^2*a2*a1^2 - 72*a6^5*a5^2*x34^6*a3^2*a2*a1^2 - 120*a6^4*a5^3*x34^6*a3^2*a2*a1^2 - 120*a6^3*a5^4*x34^6*a3^2*a2*a1^2 - 72*a6^2*a5^5*x34^6*a3^2*a2*a1^2 - 16*a6^6*a5^6*a3^3*a2*a1^2 + 112*a6^6*a5^5*x34*a3^3*a2*a1^2 + 112*a6^5*a5^6*x34*a3^3*a2*a1^2 + 400*a6^6*a5^4*x34^2*a3^3*a2*a1^2 - 1632*a6^5*a5^5*x34^2*a3^3*a2*a1^2 + 400*a6^4*a5^6*x34^2*a3^3*a2*a1^2 + 80*a6^6*a5^3*x34^3*a3^3*a2*a1^2 - 720*a6^5*a5^4*x34^3*a3^3*a2*a1^2 - 720*a6^4*a5^5*x34^3*a3^3*a2*a1^2 + 80*a6^3*a5^6*x34^3*a3^3*a2*a1^2 - 480*a6^6*a5^2*x34^4*a3^3*a2*a1^2 + 1168*a6^5*a5^3*x34^4*a3^3*a2*a1^2 + 2880*a6^4*a5^4*x34^4*a3^3*a2*a1^2 + 1168*a6^3*a5^5*x34^4*a3^3*a2*a1^2 - 480*a6^2*a5^6*x34^4*a3^3*a2*a1^2 + 48*a6^6*a5*x34^5*a3^3*a2*a1^2 - 336*a6^5*a5^2*x34^5*a3^3*a2*a1^2 - 752*a6^4*a5^3*x34^5*a3^3*a2*a1^2 - 752*a6^3*a5^4*x34^5*a3^3*a2*a1^2 - 336*a6^2*a5^5*x34^5*a3^3*a2*a1^2 + 48*a6*a5^6*x34^5*a3^3*a2*a1^2 - 8*a6^6*x34^6*a3^3*a2*a1^2 + 48*a6^5*a5*x34^6*a3^3*a2*a1^2 - 120*a6^4*a5^2*x34^6*a3^3*a2*a1^2 + 240*a6^3*a5^3*x34^6*a3^3*a2*a1^2 - 120*a6^2*a5^4*x34^6*a3^3*a2*a1^2 + 48*a6*a5^5*x34^6*a3^3*a2*a1^2 - 8*a5^6*x34^6*a3^3*a2*a1^2 + 56*a6^6*a5^5*a3^4*a2*a1^2 + 56*a6^5*a5^6*a3^4*a2*a1^2 + 80*a6^6*a5^4*x34*a3^4*a2*a1^2 - 960*a6^5*a5^5*x34*a3^4*a2*a1^2 + 80*a6^4*a5^6*x34*a3^4*a2*a1^2 + 240*a6^6*a5^3*x34^2*a3^4*a2*a1^2 + 240*a6^3*a5^6*x34^2*a3^4*a2*a1^2 - 1320*a6^6*a5^2*x34^3*a3^4*a2*a1^2 + 1760*a6^5*a5^3*x34^3*a3^4*a2*a1^2 + 3480*a6^4*a5^4*x34^3*a3^4*a2*a1^2 + 1760*a6^3*a5^5*x34^3*a3^4*a2*a1^2 - 1320*a6^2*a5^6*x34^3*a3^4*a2*a1^2 + 360*a6^6*a5*x34^4*a3^4*a2*a1^2 - 312*a6^5*a5^2*x34^4*a3^4*a2*a1^2 - 2320*a6^4*a5^3*x34^4*a3^4*a2*a1^2 - 2320*a6^3*a5^4*x34^4*a3^4*a2*a1^2 - 312*a6^2*a5^5*x34^4*a3^4*a2*a1^2 + 360*a6*a5^6*x34^4*a3^4*a2*a1^2 - 32*a6^6*x34^5*a3^4*a2*a1^2 + 72*a6^5*a5*x34^5*a3^4*a2*a1^2 - 432*a6^4*a5^2*x34^5*a3^4*a2*a1^2 + 1408*a6^3*a5^3*x34^5*a3^4*a2*a1^2 - 432*a6^2*a5^4*x34^5*a3^4*a2*a1^2 + 72*a6*a5^5*x34^5*a3^4*a2*a1^2 - 32*a5^6*x34^5*a3^4*a2*a1^2 + 16*a6^5*x34^6*a3^4*a2*a1^2 + 120*a6^4*a5*x34^6*a3^4*a2*a1^2 - 120*a6^3*a5^2*x34^6*a3^4*a2*a1^2 - 120*a6^2*a5^3*x34^6*a3^4*a2*a1^2 + 120*a6*a5^4*x34^6*a3^4*a2*a1^2 + 16*a5^5*x34^6*a3^4*a2*a1^2 + 32*a6^6*a5^4*a3^5*a2*a1^2 - 384*a6^5*a5^5*a3^5*a2*a1^2 + 32*a6^4*a5^6*a3^5*a2*a1^2 + 240*a6^6*a5^3*x34*a3^5*a2*a1^2 + 432*a6^5*a5^4*x34*a3^5*a2*a1^2 + 432*a6^4*a5^5*x34*a3^5*a2*a1^2 + 240*a6^3*a5^6*x34*a3^5*a2*a1^2 - 1872*a6^6*a5^2*x34^2*a3^5*a2*a1^2 + 1488*a6^5*a5^3*x34^2*a3^5*a2*a1^2 + 1728*a6^4*a5^4*x34^2*a3^5*a2*a1^2 + 1488*a6^3*a5^5*x34^2*a3^5*a2*a1^2 - 1872*a6^2*a5^6*x34^2*a3^5*a2*a1^2 + 1008*a6^6*a5*x34^3*a3^5*a2*a1^2 + 768*a6^5*a5^2*x34^3*a3^5*a2*a1^2 - 4192*a6^4*a5^3*x34^3*a3^5*a2*a1^2 - 4192*a6^3*a5^4*x34^3*a3^5*a2*a1^2 + 768*a6^2*a5^5*x34^3*a3^5*a2*a1^2 + 1008*a6*a5^6*x34^3*a3^5*a2*a1^2 - 24*a6^6*x34^4*a3^5*a2*a1^2 - 576*a6^5*a5*x34^4*a3^5*a2*a1^2 - 72*a6^4*a5^2*x34^4*a3^5*a2*a1^2 + 3408*a6^3*a5^3*x34^4*a3^5*a2*a1^2 - 72*a6^2*a5^4*x34^4*a3^5*a2*a1^2 - 576*a6*a5^5*x34^4*a3^5*a2*a1^2 - 24*a5^6*x34^4*a3^5*a2*a1^2 + 24*a6^5*x34^5*a3^5*a2*a1^2 + 504*a6^4*a5*x34^5*a3^5*a2*a1^2 - 624*a6^3*a5^2*x34^5*a3^5*a2*a1^2 - 624*a6^2*a5^3*x34^5*a3^5*a2*a1^2 + 504*a6*a5^4*x34^5*a3^5*a2*a1^2 + 24*a5^5*x34^5*a3^5*a2*a1^2 + 16*a6^4*x34^6*a3^5*a2*a1^2 + 48*a6^3*a5*x34^6*a3^5*a2*a1^2 - 72*a6^2*a5^2*x34^6*a3^5*a2*a1^2 + 48*a6*a5^3*x34^6*a3^5*a2*a1^2 + 16*a5^4*x34^6*a3^5*a2*a1^2 + 80*a6^6*a5^3*a3^6*a2*a1^2 + 144*a6^5*a5^4*a3^6*a2*a1^2 + 144*a6^4*a5^5*a3^6*a2*a1^2 + 80*a6^3*a5^6*a3^6*a2*a1^2 - 1344*a6^6*a5^2*x34*a3^6*a2*a1^2 + 784*a6^5*a5^3*x34*a3^6*a2*a1^2 + 336*a6^4*a5^4*x34*a3^6*a2*a1^2 + 784*a6^3*a5^5*x34*a3^6*a2*a1^2 - 1344*a6^2*a5^6*x34*a3^6*a2*a1^2 + 1344*a6^6*a5*x34^2*a3^6*a2*a1^2 + 1824*a6^5*a5^2*x34^2*a3^6*a2*a1^2 - 4496*a6^4*a5^3*x34^2*a3^6*a2*a1^2 - 4496*a6^3*a5^4*x34^2*a3^6*a2*a1^2 + 1824*a6^2*a5^5*x34^2*a3^6*a2*a1^2 + 1344*a6*a5^6*x34^2*a3^6*a2*a1^2 + 56*a6^6*x34^3*a3^6*a2*a1^2 - 2016*a6^5*a5*x34^3*a3^6*a2*a1^2 + 1512*a6^4*a5^2*x34^3*a3^6*a2*a1^2 + 4592*a6^3*a5^3*x34^3*a3^6*a2*a1^2 + 1512*a6^2*a5^4*x34^3*a3^6*a2*a1^2 - 2016*a6*a5^5*x34^3*a3^6*a2*a1^2 + 56*a5^6*x34^3*a3^6*a2*a1^2 - 104*a6^5*x34^4*a3^6*a2*a1^2 + 840*a6^4*a5*x34^4*a3^6*a2*a1^2 - 1440*a6^3*a5^2*x34^4*a3^6*a2*a1^2 - 1440*a6^2*a5^3*x34^4*a3^6*a2*a1^2 + 840*a6*a5^4*x34^4*a3^6*a2*a1^2 - 104*a5^5*x34^4*a3^6*a2*a1^2 + 112*a6^4*x34^5*a3^6*a2*a1^2 + 336*a6^3*a5*x34^5*a3^6*a2*a1^2 - 504*a6^2*a5^2*x34^5*a3^6*a2*a1^2 + 336*a6*a5^3*x34^5*a3^6*a2*a1^2 + 112*a5^4*x34^5*a3^6*a2*a1^2 - 8*a6^3*x34^6*a3^6*a2*a1^2 - 8*a5^3*x34^6*a3^6*a2*a1^2 - 384*a6^6*a5^2*a3^7*a2*a1^2 + 224*a6^5*a5^3*a3^7*a2*a1^2 + 96*a6^4*a5^4*a3^7*a2*a1^2 + 224*a6^3*a5^5*a3^7*a2*a1^2 - 384*a6^2*a5^6*a3^7*a2*a1^2 + 864*a6^6*a5*x34*a3^7*a2*a1^2 + 1344*a6^5*a5^2*x34*a3^7*a2*a1^2 - 2656*a6^4*a5^3*x34*a3^7*a2*a1^2 - 2656*a6^3*a5^4*x34*a3^7*a2*a1^2 + 1344*a6^2*a5^5*x34*a3^7*a2*a1^2 + 864*a6*a5^6*x34*a3^7*a2*a1^2 + 112*a6^6*x34^2*a3^7*a2*a1^2 - 2592*a6^5*a5*x34^2*a3^7*a2*a1^2 + 2448*a6^4*a5^2*x34^2*a3^7*a2*a1^2 + 3808*a6^3*a5^3*x34^2*a3^7*a2*a1^2 + 2448*a6^2*a5^4*x34^2*a3^7*a2*a1^2 - 2592*a6*a5^5*x34^2*a3^7*a2*a1^2 + 112*a5^6*x34^2*a3^7*a2*a1^2 - 336*a6^5*x34^3*a3^7*a2*a1^2 + 720*a6^4*a5*x34^3*a3^7*a2*a1^2 - 1920*a6^3*a5^2*x34^3*a3^7*a2*a1^2 - 1920*a6^2*a5^3*x34^3*a3^7*a2*a1^2 + 720*a6*a5^4*x34^3*a3^7*a2*a1^2 - 336*a5^5*x34^3*a3^7*a2*a1^2 + 320*a6^4*x34^4*a3^7*a2*a1^2 + 960*a6^3*a5*x34^4*a3^7*a2*a1^2 - 1440*a6^2*a5^2*x34^4*a3^7*a2*a1^2 + 960*a6*a5^3*x34^4*a3^7*a2*a1^2 + 320*a5^4*x34^4*a3^7*a2*a1^2 - 48*a6^3*x34^5*a3^7*a2*a1^2 - 48*a5^3*x34^5*a3^7*a2*a1^2 + 216*a6^6*a5*a3^8*a2*a1^2 + 336*a6^5*a5^2*a3^8*a2*a1^2 - 664*a6^4*a5^3*a3^8*a2*a1^2 - 664*a6^3*a5^4*a3^8*a2*a1^2 + 336*a6^2*a5^5*a3^8*a2*a1^2 + 216*a6*a5^6*a3^8*a2*a1^2 + 72*a6^6*x34*a3^8*a2*a1^2 - 1512*a6^5*a5*x34*a3^8*a2*a1^2 + 1512*a6^4*a5^2*x34*a3^8*a2*a1^2 + 1872*a6^3*a5^3*x34*a3^8*a2*a1^2 + 1512*a6^2*a5^4*x34*a3^8*a2*a1^2 - 1512*a6*a5^5*x34*a3^8*a2*a1^2 + 72*a5^6*x34*a3^8*a2*a1^2 - 384*a6^5*x34^2*a3^8*a2*a1^2 + 360*a6^4*a5*x34^2*a3^8*a2*a1^2 - 1560*a6^3*a5^2*x34^2*a3^8*a2*a1^2 - 1560*a6^2*a5^3*x34^2*a3^8*a2*a1^2 + 360*a6*a5^4*x34^2*a3^8*a2*a1^2 - 384*a5^5*x34^2*a3^8*a2*a1^2 + 480*a6^4*x34^3*a3^8*a2*a1^2 + 1440*a6^3*a5*x34^3*a3^8*a2*a1^2 - 2160*a6^2*a5^2*x34^3*a3^8*a2*a1^2 + 1440*a6*a5^3*x34^3*a3^8*a2*a1^2 + 480*a5^4*x34^3*a3^8*a2*a1^2 - 120*a6^3*x34^4*a3^8*a2*a1^2 - 120*a5^3*x34^4*a3^8*a2*a1^2 + 16*a6^6*a3^9*a2*a1^2 - 336*a6^5*a5*a3^9*a2*a1^2 + 336*a6^4*a5^2*a3^9*a2*a1^2 + 416*a6^3*a5^3*a3^9*a2*a1^2 + 336*a6^2*a5^4*a3^9*a2*a1^2 - 336*a6*a5^5*a3^9*a2*a1^2 + 16*a5^6*a3^9*a2*a1^2 - 200*a6^5*x34*a3^9*a2*a1^2 + 120*a6^4*a5*x34*a3^9*a2*a1^2 - 720*a6^3*a5^2*x34*a3^9*a2*a1^2 - 720*a6^2*a5^3*x34*a3^9*a2*a1^2 + 120*a6*a5^4*x34*a3^9*a2*a1^2 - 200*a5^5*x34*a3^9*a2*a1^2 + 400*a6^4*x34^2*a3^9*a2*a1^2 + 1200*a6^3*a5*x34^2*a3^9*a2*a1^2 - 1800*a6^2*a5^2*x34^2*a3^9*a2*a1^2 + 1200*a6*a5^3*x34^2*a3^9*a2*a1^2 + 400*a5^4*x34^2*a3^9*a2*a1^2 - 160*a6^3*x34^3*a3^9*a2*a1^2 - 160*a5^3*x34^3*a3^9*a2*a1^2 - 40*a6^5*a3^10*a2*a1^2 + 24*a6^4*a5*a3^10*a2*a1^2 - 144*a6^3*a5^2*a3^10*a2*a1^2 - 144*a6^2*a5^3*a3^10*a2*a1^2 + 24*a6*a5^4*a3^10*a2*a1^2 - 40*a5^5*a3^10*a2*a1^2 + 176*a6^4*x34*a3^10*a2*a1^2 + 528*a6^3*a5*x34*a3^10*a2*a1^2 - 792*a6^2*a5^2*x34*a3^10*a2*a1^2 + 528*a6*a5^3*x34*a3^10*a2*a1^2 + 176*a5^4*x34*a3^10*a2*a1^2 - 120*a6^3*x34^2*a3^10*a2*a1^2 - 120*a5^3*x34^2*a3^10*a2*a1^2 + 32*a6^4*a3^11*a2*a1^2 + 96*a6^3*a5*a3^11*a2*a1^2 - 144*a6^2*a5^2*a3^11*a2*a1^2 + 96*a6*a5^3*a3^11*a2*a1^2 + 32*a5^4*a3^11*a2*a1^2 - 48*a6^3*x34*a3^11*a2*a1^2 - 48*a5^3*x34*a3^11*a2*a1^2 - 8*a6^3*a3^12*a2*a1^2 - 8*a5^3*a3^12*a2*a1^2 + 24*a6^6*a5^6*x34^2*a2^2*a1^2 - 8*a6^6*a5^5*x34^3*a2^2*a1^2 - 8*a6^5*a5^6*x34^3*a2^2*a1^2 - 128*a6^6*a5^4*x34^4*a2^2*a1^2 + 120*a6^5*a5^5*x34^4*a2^2*a1^2 - 128*a6^4*a5^6*x34^4*a2^2*a1^2 - 8*a6^6*a5^3*x34^5*a2^2*a1^2 + 120*a6^5*a5^4*x34^5*a2^2*a1^2 + 120*a6^4*a5^5*x34^5*a2^2*a1^2 - 8*a6^3*a5^6*x34^5*a2^2*a1^2 + 24*a6^6*a5^2*x34^6*a2^2*a1^2 - 8*a6^5*a5^3*x34^6*a2^2*a1^2 - 128*a6^4*a5^4*x34^6*a2^2*a1^2 - 8*a6^3*a5^5*x34^6*a2^2*a1^2 + 24*a6^2*a5^6*x34^6*a2^2*a1^2 + 48*a6^6*a5^6*x34*a3*a2^2*a1^2 - 96*a6^6*a5^5*x34^2*a3*a2^2*a1^2 - 96*a6^5*a5^6*x34^2*a3*a2^2*a1^2 - 632*a6^6*a5^4*x34^3*a3*a2^2*a1^2 + 576*a6^5*a5^5*x34^3*a3*a2^2*a1^2 - 632*a6^4*a5^6*x34^3*a3*a2^2*a1^2 - 160*a6^6*a5^3*x34^4*a3*a2^2*a1^2 + 888*a6^5*a5^4*x34^4*a3*a2^2*a1^2 + 888*a6^4*a5^5*x34^4*a3*a2^2*a1^2 - 160*a6^3*a5^6*x34^4*a3*a2^2*a1^2 + 72*a6^6*a5^2*x34^5*a3*a2^2*a1^2 + 48*a6^5*a5^3*x34^5*a3*a2^2*a1^2 - 480*a6^4*a5^4*x34^5*a3*a2^2*a1^2 + 48*a6^3*a5^5*x34^5*a3*a2^2*a1^2 + 72*a6^2*a5^6*x34^5*a3*a2^2*a1^2 - 72*a6^5*a5^2*x34^6*a3*a2^2*a1^2 - 120*a6^4*a5^3*x34^6*a3*a2^2*a1^2 - 120*a6^3*a5^4*x34^6*a3*a2^2*a1^2 - 72*a6^2*a5^5*x34^6*a3*a2^2*a1^2 + 48*a6^6*a5^6*a3^2*a2^2*a1^2 - 240*a6^6*a5^5*x34*a3^2*a2^2*a1^2 - 240*a6^5*a5^6*x34*a3^2*a2^2*a1^2 - 408*a6^6*a5^4*x34^2*a3^2*a2^2*a1^2 + 1008*a6^5*a5^5*x34^2*a3^2*a2^2*a1^2 - 408*a6^4*a5^6*x34^2*a3^2*a2^2*a1^2 - 800*a6^6*a5^3*x34^3*a3^2*a2^2*a1^2 + 1992*a6^5*a5^4*x34^3*a3^2*a2^2*a1^2 + 1992*a6^4*a5^5*x34^3*a3^2*a2^2*a1^2 - 800*a6^3*a5^6*x34^3*a3^2*a2^2*a1^2 + 720*a6^6*a5^2*x34^4*a3^2*a2^2*a1^2 - 1560*a6^4*a5^4*x34^4*a3^2*a2^2*a1^2 + 720*a6^2*a5^6*x34^4*a3^2*a2^2*a1^2 - 72*a6^6*a5*x34^5*a3^2*a2^2*a1^2 - 432*a6^5*a5^2*x34^5*a3^2*a2^2*a1^2 - 1080*a6^4*a5^3*x34^5*a3^2*a2^2*a1^2 - 1080*a6^3*a5^4*x34^5*a3^2*a2^2*a1^2 - 432*a6^2*a5^5*x34^5*a3^2*a2^2*a1^2 - 72*a6*a5^6*x34^5*a3^2*a2^2*a1^2 + 24*a6^6*x34^6*a3^2*a2^2*a1^2 - 72*a6^5*a5*x34^6*a3^2*a2^2*a1^2 + 720*a6^4*a5^2*x34^6*a3^2*a2^2*a1^2 - 240*a6^3*a5^3*x34^6*a3^2*a2^2*a1^2 + 720*a6^2*a5^4*x34^6*a3^2*a2^2*a1^2 - 72*a6*a5^5*x34^6*a3^2*a2^2*a1^2 + 24*a5^6*x34^6*a3^2*a2^2*a1^2 - 160*a6^6*a5^5*a3^3*a2^2*a1^2 - 160*a6^5*a5^6*a3^3*a2^2*a1^2 + 448*a6^6*a5^4*x34*a3^3*a2^2*a1^2 + 864*a6^5*a5^5*x34*a3^3*a2^2*a1^2 + 448*a6^4*a5^6*x34*a3^3*a2^2*a1^2 - 1760*a6^6*a5^3*x34^2*a3^3*a2^2*a1^2 + 1488*a6^5*a5^4*x34^2*a3^3*a2^2*a1^2 + 1488*a6^4*a5^5*x34^2*a3^3*a2^2*a1^2 - 1760*a6^3*a5^6*x34^2*a3^3*a2^2*a1^2 + 2400*a6^6*a5^2*x34^3*a3^3*a2^2*a1^2 - 160*a6^5*a5^3*x34^3*a3^3*a2^2*a1^2 - 3120*a6^4*a5^4*x34^3*a3^3*a2^2*a1^2 - 160*a6^3*a5^5*x34^3*a3^3*a2^2*a1^2 + 2400*a6^2*a5^6*x34^3*a3^3*a2^2*a1^2 - 480*a6^6*a5*x34^4*a3^3*a2^2*a1^2 - 1440*a6^5*a5^2*x34^4*a3^3*a2^2*a1^2 - 2720*a6^4*a5^3*x34^4*a3^3*a2^2*a1^2 - 2720*a6^3*a5^4*x34^4*a3^3*a2^2*a1^2 - 1440*a6^2*a5^5*x34^4*a3^3*a2^2*a1^2 - 480*a6*a5^6*x34^4*a3^3*a2^2*a1^2 + 136*a6^6*x34^5*a3^3*a2^2*a1^2 - 336*a6^5*a5*x34^5*a3^3*a2^2*a1^2 + 3960*a6^4*a5^2*x34^5*a3^3*a2^2*a1^2 - 960*a6^3*a5^3*x34^5*a3^3*a2^2*a1^2 + 3960*a6^2*a5^4*x34^5*a3^3*a2^2*a1^2 - 336*a6*a5^5*x34^5*a3^3*a2^2*a1^2 + 136*a5^6*x34^5*a3^3*a2^2*a1^2 - 8*a6^5*x34^6*a3^3*a2^2*a1^2 - 120*a6^4*a5*x34^6*a3^3*a2^2*a1^2 - 240*a6^3*a5^2*x34^6*a3^3*a2^2*a1^2 - 240*a6^2*a5^3*x34^6*a3^3*a2^2*a1^2 - 120*a6*a5^4*x34^6*a3^3*a2^2*a1^2 - 8*a5^5*x34^6*a3^3*a2^2*a1^2 + 224*a6^6*a5^4*a3^4*a2^2*a1^2 + 432*a6^5*a5^5*a3^4*a2^2*a1^2 + 224*a6^4*a5^6*a3^4*a2^2*a1^2 - 1840*a6^6*a5^3*x34*a3^4*a2^2*a1^2 + 240*a6^5*a5^4*x34*a3^4*a2^2*a1^2 + 240*a6^4*a5^5*x34*a3^4*a2^2*a1^2 - 1840*a6^3*a5^6*x34*a3^4*a2^2*a1^2 + 3960*a6^6*a5^2*x34^2*a3^4*a2^2*a1^2 - 240*a6^5*a5^3*x34^2*a3^4*a2^2*a1^2 - 3960*a6^4*a5^4*x34^2*a3^4*a2^2*a1^2 - 240*a6^3*a5^5*x34^2*a3^4*a2^2*a1^2 + 3960*a6^2*a5^6*x34^2*a3^4*a2^2*a1^2 - 1320*a6^6*a5*x34^3*a3^4*a2^2*a1^2 - 3240*a6^5*a5^2*x34^3*a3^4*a2^2*a1^2 - 1600*a6^4*a5^3*x34^3*a3^4*a2^2*a1^2 - 1600*a6^3*a5^4*x34^3*a3^4*a2^2*a1^2 - 3240*a6^2*a5^5*x34^3*a3^4*a2^2*a1^2 - 1320*a6*a5^6*x34^3*a3^4*a2^2*a1^2 + 192*a6^6*x34^4*a3^4*a2^2*a1^2 - 312*a6^5*a5*x34^4*a3^4*a2^2*a1^2 + 7920*a6^4*a5^2*x34^4*a3^4*a2^2*a1^2 - 320*a6^3*a5^3*x34^4*a3^4*a2^2*a1^2 + 7920*a6^2*a5^4*x34^4*a3^4*a2^2*a1^2 - 312*a6*a5^5*x34^4*a3^4*a2^2*a1^2 + 192*a5^6*x34^4*a3^4*a2^2*a1^2 + 72*a6^5*x34^5*a3^4*a2^2*a1^2 - 432*a6^4*a5*x34^5*a3^4*a2^2*a1^2 - 1800*a6^3*a5^2*x34^5*a3^4*a2^2*a1^2 - 1800*a6^2*a5^3*x34^5*a3^4*a2^2*a1^2 - 432*a6*a5^4*x34^5*a3^4*a2^2*a1^2 + 72*a5^5*x34^5*a3^4*a2^2*a1^2 - 128*a6^4*x34^6*a3^4*a2^2*a1^2 - 120*a6^3*a5*x34^6*a3^4*a2^2*a1^2 + 720*a6^2*a5^2*x34^6*a3^4*a2^2*a1^2 - 120*a6*a5^3*x34^6*a3^4*a2^2*a1^2 - 128*a5^4*x34^6*a3^4*a2^2*a1^2 - 736*a6^6*a5^3*a3^5*a2^2*a1^2 + 96*a6^5*a5^4*a3^5*a2^2*a1^2 + 96*a6^4*a5^5*a3^5*a2^2*a1^2 - 736*a6^3*a5^6*a3^5*a2^2*a1^2 + 3312*a6^6*a5^2*x34*a3^5*a2^2*a1^2 - 192*a6^5*a5^3*x34*a3^5*a2^2*a1^2 - 2880*a6^4*a5^4*x34*a3^5*a2^2*a1^2 - 192*a6^3*a5^5*x34*a3^5*a2^2*a1^2 + 3312*a6^2*a5^6*x34*a3^5*a2^2*a1^2 - 1872*a6^6*a5*x34^2*a3^5*a2^2*a1^2 - 4320*a6^5*a5^2*x34^2*a3^5*a2^2*a1^2 + 2160*a6^4*a5^3*x34^2*a3^5*a2^2*a1^2 + 2160*a6^3*a5^4*x34^2*a3^5*a2^2*a1^2 - 4320*a6^2*a5^5*x34^2*a3^5*a2^2*a1^2 - 1872*a6*a5^6*x34^2*a3^5*a2^2*a1^2 - 120*a6^6*x34^3*a3^5*a2^2*a1^2 + 768*a6^5*a5*x34^3*a3^5*a2^2*a1^2 + 6120*a6^4*a5^2*x34^3*a3^5*a2^2*a1^2 + 4000*a6^3*a5^3*x34^3*a3^5*a2^2*a1^2 + 6120*a6^2*a5^4*x34^3*a3^5*a2^2*a1^2 + 768*a6*a5^5*x34^3*a3^5*a2^2*a1^2 - 120*a5^6*x34^3*a3^5*a2^2*a1^2 + 600*a6^5*x34^4*a3^5*a2^2*a1^2 - 72*a6^4*a5*x34^4*a3^5*a2^2*a1^2 - 5760*a6^3*a5^2*x34^4*a3^5*a2^2*a1^2 - 5760*a6^2*a5^3*x34^4*a3^5*a2^2*a1^2 - 72*a6*a5^4*x34^4*a3^5*a2^2*a1^2 + 600*a5^5*x34^4*a3^5*a2^2*a1^2 - 648*a6^4*x34^5*a3^5*a2^2*a1^2 - 624*a6^3*a5*x34^5*a3^5*a2^2*a1^2 + 4320*a6^2*a5^2*x34^5*a3^5*a2^2*a1^2 - 624*a6*a5^3*x34^5*a3^5*a2^2*a1^2 - 648*a5^4*x34^5*a3^5*a2^2*a1^2 - 8*a6^3*x34^6*a3^5*a2^2*a1^2 - 72*a6^2*a5*x34^6*a3^5*a2^2*a1^2 - 72*a6*a5^2*x34^6*a3^5*a2^2*a1^2 - 8*a5^3*x34^6*a3^5*a2^2*a1^2 + 1104*a6^6*a5^2*a3^6*a2^2*a1^2 - 64*a6^5*a5^3*a3^6*a2^2*a1^2 - 960*a6^4*a5^4*a3^6*a2^2*a1^2 - 64*a6^3*a5^5*a3^6*a2^2*a1^2 + 1104*a6^2*a5^6*a3^6*a2^2*a1^2 - 1344*a6^6*a5*x34*a3^6*a2^2*a1^2 - 3024*a6^5*a5^2*x34*a3^6*a2^2*a1^2 + 2800*a6^4*a5^3*x34*a3^6*a2^2*a1^2 + 2800*a6^3*a5^4*x34*a3^6*a2^2*a1^2 - 3024*a6^2*a5^5*x34*a3^6*a2^2*a1^2 - 1344*a6*a5^6*x34*a3^6*a2^2*a1^2 - 488*a6^6*x34^2*a3^6*a2^2*a1^2 + 1824*a6^5*a5*x34^2*a3^6*a2^2*a1^2 + 360*a6^4*a5^2*x34^2*a3^6*a2^2*a1^2 + 7680*a6^3*a5^3*x34^2*a3^6*a2^2*a1^2 + 360*a6^2*a5^4*x34^2*a3^6*a2^2*a1^2 + 1824*a6*a5^5*x34^2*a3^6*a2^2*a1^2 - 488*a5^6*x34^2*a3^6*a2^2*a1^2 + 1512*a6^5*x34^3*a3^6*a2^2*a1^2 + 1512*a6^4*a5*x34^3*a3^6*a2^2*a1^2 - 10080*a6^3*a5^2*x34^3*a3^6*a2^2*a1^2 - 10080*a6^2*a5^3*x34^3*a3^6*a2^2*a1^2 + 1512*a6*a5^4*x34^3*a3^6*a2^2*a1^2 + 1512*a5^5*x34^3*a3^6*a2^2*a1^2 - 1448*a6^4*x34^4*a3^6*a2^2*a1^2 - 1440*a6^3*a5*x34^4*a3^6*a2^2*a1^2 + 11520*a6^2*a5^2*x34^4*a3^6*a2^2*a1^2 - 1440*a6*a5^3*x34^4*a3^6*a2^2*a1^2 - 1448*a5^4*x34^4*a3^6*a2^2*a1^2 - 56*a6^3*x34^5*a3^6*a2^2*a1^2 - 504*a6^2*a5*x34^5*a3^6*a2^2*a1^2 - 504*a6*a5^2*x34^5*a3^6*a2^2*a1^2 - 56*a5^3*x34^5*a3^6*a2^2*a1^2 + 24*a6^2*x34^6*a3^6*a2^2*a1^2 + 24*a5^2*x34^6*a3^6*a2^2*a1^2 - 384*a6^6*a5*a3^7*a2^2*a1^2 - 864*a6^5*a5^2*a3^7*a2^2*a1^2 + 800*a6^4*a5^3*a3^7*a2^2*a1^2 + 800*a6^3*a5^4*a3^7*a2^2*a1^2 - 864*a6^2*a5^5*a3^7*a2^2*a1^2 - 384*a6*a5^6*a3^7*a2^2*a1^2 - 384*a6^6*x34*a3^7*a2^2*a1^2 + 1344*a6^5*a5*x34*a3^7*a2^2*a1^2 - 1440*a6^4*a5^2*x34*a3^7*a2^2*a1^2 + 5440*a6^3*a5^3*x34*a3^7*a2^2*a1^2 - 1440*a6^2*a5^4*x34*a3^7*a2^2*a1^2 + 1344*a6*a5^5*x34*a3^7*a2^2*a1^2 - 384*a5^6*x34*a3^7*a2^2*a1^2 + 1776*a6^5*x34^2*a3^7*a2^2*a1^2 + 2448*a6^4*a5*x34^2*a3^7*a2^2*a1^2 - 10080*a6^3*a5^2*x34^2*a3^7*a2^2*a1^2 - 10080*a6^2*a5^3*x34^2*a3^7*a2^2*a1^2 + 2448*a6*a5^4*x34^2*a3^7*a2^2*a1^2 + 1776*a5^5*x34^2*a3^7*a2^2*a1^2 - 1872*a6^4*x34^3*a3^7*a2^2*a1^2 - 1920*a6^3*a5*x34^3*a3^7*a2^2*a1^2 + 17280*a6^2*a5^2*x34^3*a3^7*a2^2*a1^2 - 1920*a6*a5^3*x34^3*a3^7*a2^2*a1^2 - 1872*a5^4*x34^3*a3^7*a2^2*a1^2 - 160*a6^3*x34^4*a3^7*a2^2*a1^2 - 1440*a6^2*a5*x34^4*a3^7*a2^2*a1^2 - 1440*a6*a5^2*x34^4*a3^7*a2^2*a1^2 - 160*a5^3*x34^4*a3^7*a2^2*a1^2 + 144*a6^2*x34^5*a3^7*a2^2*a1^2 + 144*a5^2*x34^5*a3^7*a2^2*a1^2 - 96*a6^6*a3^8*a2^2*a1^2 + 336*a6^5*a5*a3^8*a2^2*a1^2 - 360*a6^4*a5^2*a3^8*a2^2*a1^2 + 1360*a6^3*a5^3*a3^8*a2^2*a1^2 - 360*a6^2*a5^4*a3^8*a2^2*a1^2 + 336*a6*a5^5*a3^8*a2^2*a1^2 - 96*a5^6*a3^8*a2^2*a1^2 + 1008*a6^5*x34*a3^8*a2^2*a1^2 + 1512*a6^4*a5*x34*a3^8*a2^2*a1^2 - 5400*a6^3*a5^2*x34*a3^8*a2^2*a1^2 - 5400*a6^2*a5^3*x34*a3^8*a2^2*a1^2 + 1512*a6*a5^4*x34*a3^8*a2^2*a1^2 + 1008*a5^5*x34*a3^8*a2^2*a1^2 - 1488*a6^4*x34^2*a3^8*a2^2*a1^2 - 1560*a6^3*a5*x34^2*a3^8*a2^2*a1^2 + 15120*a6^2*a5^2*x34^2*a3^8*a2^2*a1^2 - 1560*a6*a5^3*x34^2*a3^8*a2^2*a1^2 - 1488*a5^4*x34^2*a3^8*a2^2*a1^2 - 240*a6^3*x34^3*a3^8*a2^2*a1^2 - 2160*a6^2*a5*x34^3*a3^8*a2^2*a1^2 - 2160*a6*a5^2*x34^3*a3^8*a2^2*a1^2 - 240*a5^3*x34^3*a3^8*a2^2*a1^2 + 360*a6^2*x34^4*a3^8*a2^2*a1^2 + 360*a5^2*x34^4*a3^8*a2^2*a1^2 + 224*a6^5*a3^9*a2^2*a1^2 + 336*a6^4*a5*a3^9*a2^2*a1^2 - 1200*a6^3*a5^2*a3^9*a2^2*a1^2 - 1200*a6^2*a5^3*a3^9*a2^2*a1^2 + 336*a6*a5^4*a3^9*a2^2*a1^2 + 224*a5^5*a3^9*a2^2*a1^2 - 680*a6^4*x34*a3^9*a2^2*a1^2 - 720*a6^3*a5*x34*a3^9*a2^2*a1^2 + 7200*a6^2*a5^2*x34*a3^9*a2^2*a1^2 - 720*a6*a5^3*x34*a3^9*a2^2*a1^2 - 680*a5^4*x34*a3^9*a2^2*a1^2 - 200*a6^3*x34^2*a3^9*a2^2*a1^2 - 1800*a6^2*a5*x34^2*a3^9*a2^2*a1^2 - 1800*a6*a5^2*x34^2*a3^9*a2^2*a1^2 - 200*a5^3*x34^2*a3^9*a2^2*a1^2 + 480*a6^2*x34^3*a3^9*a2^2*a1^2 + 480*a5^2*x34^3*a3^9*a2^2*a1^2 - 136*a6^4*a3^10*a2^2*a1^2 - 144*a6^3*a5*a3^10*a2^2*a1^2 + 1440*a6^2*a5^2*a3^10*a2^2*a1^2 - 144*a6*a5^3*a3^10*a2^2*a1^2 - 136*a5^4*a3^10*a2^2*a1^2 - 88*a6^3*x34*a3^10*a2^2*a1^2 - 792*a6^2*a5*x34*a3^10*a2^2*a1^2 - 792*a6*a5^2*x34*a3^10*a2^2*a1^2 - 88*a5^3*x34*a3^10*a2^2*a1^2 + 360*a6^2*x34^2*a3^10*a2^2*a1^2 + 360*a5^2*x34^2*a3^10*a2^2*a1^2 - 16*a6^3*a3^11*a2^2*a1^2 - 144*a6^2*a5*a3^11*a2^2*a1^2 - 144*a6*a5^2*a3^11*a2^2*a1^2 - 16*a5^3*a3^11*a2^2*a1^2 + 144*a6^2*x34*a3^11*a2^2*a1^2 + 144*a5^2*x34*a3^11*a2^2*a1^2 + 24*a6^2*a3^12*a2^2*a1^2 + 24*a5^2*a3^12*a2^2*a1^2 - 8*a6^6*a5^6*x34*a2^3*a1^2 - 8*a6^6*a5^5*x34^2*a2^3*a1^2 - 8*a6^5*a5^6*x34^2*a2^3*a1^2 + 112*a6^6*a5^4*x34^3*a2^3*a1^2 - 80*a6^5*a5^5*x34^3*a2^3*a1^2 + 112*a6^4*a5^6*x34^3*a2^3*a1^2 + 112*a6^6*a5^3*x34^4*a2^3*a1^2 - 120*a6^5*a5^4*x34^4*a2^3*a1^2 - 120*a6^4*a5^5*x34^4*a2^3*a1^2 + 112*a6^3*a5^6*x34^4*a2^3*a1^2 - 8*a6^6*a5^2*x34^5*a2^3*a1^2 - 80*a6^5*a5^3*x34^5*a2^3*a1^2 - 120*a6^4*a5^4*x34^5*a2^3*a1^2 - 80*a6^3*a5^5*x34^5*a2^3*a1^2 - 8*a6^2*a5^6*x34^5*a2^3*a1^2 - 8*a6^6*a5*x34^6*a2^3*a1^2 - 8*a6^5*a5^2*x34^6*a2^3*a1^2 + 112*a6^4*a5^3*x34^6*a2^3*a1^2 + 112*a6^3*a5^4*x34^6*a2^3*a1^2 - 8*a6^2*a5^5*x34^6*a2^3*a1^2 - 8*a6*a5^6*x34^6*a2^3*a1^2 - 16*a6^6*a5^6*a3*a2^3*a1^2 + 32*a6^6*a5^5*x34*a3*a2^3*a1^2 + 32*a6^5*a5^6*x34*a3*a2^3*a1^2 + 216*a6^6*a5^4*x34^2*a3*a2^3*a1^2 - 144*a6^5*a5^5*x34^2*a3*a2^3*a1^2 + 216*a6^4*a5^6*x34^2*a3*a2^3*a1^2 + 688*a6^6*a5^3*x34^3*a3*a2^3*a1^2 - 512*a6^5*a5^4*x34^3*a3*a2^3*a1^2 - 512*a6^4*a5^5*x34^3*a3*a2^3*a1^2 + 688*a6^3*a5^6*x34^3*a3*a2^3*a1^2 - 160*a6^6*a5^2*x34^4*a3*a2^3*a1^2 - 432*a6^5*a5^3*x34^4*a3*a2^3*a1^2 - 960*a6^4*a5^4*x34^4*a3*a2^3*a1^2 - 432*a6^3*a5^5*x34^4*a3*a2^3*a1^2 - 160*a6^2*a5^6*x34^4*a3*a2^3*a1^2 + 48*a6^5*a5^2*x34^5*a3*a2^3*a1^2 + 640*a6^4*a5^3*x34^5*a3*a2^3*a1^2 + 640*a6^3*a5^4*x34^5*a3*a2^3*a1^2 + 48*a6^2*a5^5*x34^5*a3*a2^3*a1^2 - 8*a6^6*x34^6*a3*a2^3*a1^2 + 48*a6^5*a5*x34^6*a3*a2^3*a1^2 - 120*a6^4*a5^2*x34^6*a3*a2^3*a1^2 + 240*a6^3*a5^3*x34^6*a3*a2^3*a1^2 - 120*a6^2*a5^4*x34^6*a3*a2^3*a1^2 + 48*a6*a5^5*x34^6*a3*a2^3*a1^2 - 8*a5^6*x34^6*a3*a2^3*a1^2 + 32*a6^6*a5^5*a3^2*a2^3*a1^2 + 32*a6^5*a5^6*a3^2*a2^3*a1^2 - 24*a6^6*a5^4*x34*a3^2*a2^3*a1^2 + 48*a6^5*a5^5*x34*a3^2*a2^3*a1^2 - 24*a6^4*a5^6*x34*a3^2*a2^3*a1^2 + 1152*a6^6*a5^3*x34^2*a3^2*a2^3*a1^2 - 1176*a6^5*a5^4*x34^2*a3^2*a2^3*a1^2 - 1176*a6^4*a5^5*x34^2*a3^2*a2^3*a1^2 + 1152*a6^3*a5^6*x34^2*a3^2*a2^3*a1^2 - 800*a6^6*a5^2*x34^3*a3^2*a2^3*a1^2 - 448*a6^5*a5^3*x34^3*a3^2*a2^3*a1^2 - 1760*a6^4*a5^4*x34^3*a3^2*a2^3*a1^2 - 448*a6^3*a5^5*x34^3*a3^2*a2^3*a1^2 - 800*a6^2*a5^6*x34^3*a3^2*a2^3*a1^2 + 2400*a6^4*a5^3*x34^4*a3^2*a2^3*a1^2 + 2400*a6^3*a5^4*x34^4*a3^2*a2^3*a1^2 - 56*a6^6*x34^5*a3^2*a2^3*a1^2 + 384*a6^5*a5*x34^5*a3^2*a2^3*a1^2 - 1080*a6^4*a5^2*x34^5*a3^2*a2^3*a1^2 + 1920*a6^3*a5^3*x34^5*a3^2*a2^3*a1^2 - 1080*a6^2*a5^4*x34^5*a3^2*a2^3*a1^2 + 384*a6*a5^5*x34^5*a3^2*a2^3*a1^2 - 56*a5^6*x34^5*a3^2*a2^3*a1^2 - 8*a6^5*x34^6*a3^2*a2^3*a1^2 - 120*a6^4*a5*x34^6*a3^2*a2^3*a1^2 - 240*a6^3*a5^2*x34^6*a3^2*a2^3*a1^2 - 240*a6^2*a5^3*x34^6*a3^2*a2^3*a1^2 - 120*a6*a5^4*x34^6*a3^2*a2^3*a1^2 - 8*a5^5*x34^6*a3^2*a2^3*a1^2 - 16*a6^6*a5^4*a3^3*a2^3*a1^2 + 32*a6^5*a5^5*a3^3*a2^3*a1^2 - 16*a6^4*a5^6*a3^3*a2^3*a1^2 + 928*a6^6*a5^3*x34*a3^3*a2^3*a1^2 - 1328*a6^5*a5^4*x34*a3^3*a2^3*a1^2 - 1328*a6^4*a5^5*x34*a3^3*a2^3*a1^2 + 928*a6^3*a5^6*x34*a3^3*a2^3*a1^2 - 1760*a6^6*a5^2*x34^2*a3^3*a2^3*a1^2 + 928*a6^5*a5^3*x34^2*a3^3*a2^3*a1^2 + 160*a6^4*a5^4*x34^2*a3^3*a2^3*a1^2 + 928*a6^3*a5^5*x34^2*a3^3*a2^3*a1^2 - 1760*a6^2*a5^6*x34^2*a3^3*a2^3*a1^2 + 80*a6^6*a5*x34^3*a3^3*a2^3*a1^2 - 160*a6^5*a5^2*x34^3*a3^3*a2^3*a1^2 + 3280*a6^4*a5^3*x34^3*a3^3*a2^3*a1^2 + 3280*a6^3*a5^4*x34^3*a3^3*a2^3*a1^2 - 160*a6^2*a5^5*x34^3*a3^3*a2^3*a1^2 + 80*a6*a5^6*x34^3*a3^3*a2^3*a1^2 - 48*a6^6*x34^4*a3^3*a2^3*a1^2 + 1168*a6^5*a5*x34^4*a3^3*a2^3*a1^2 - 2720*a6^4*a5^2*x34^4*a3^3*a2^3*a1^2 + 3840*a6^3*a5^3*x34^4*a3^3*a2^3*a1^2 - 2720*a6^2*a5^4*x34^4*a3^3*a2^3*a1^2 + 1168*a6*a5^5*x34^4*a3^3*a2^3*a1^2 - 48*a5^6*x34^4*a3^3*a2^3*a1^2 - 128*a6^5*x34^5*a3^3*a2^3*a1^2 - 752*a6^4*a5*x34^5*a3^3*a2^3*a1^2 - 960*a6^3*a5^2*x34^5*a3^3*a2^3*a1^2 - 960*a6^2*a5^3*x34^5*a3^3*a2^3*a1^2 - 752*a6*a5^4*x34^5*a3^3*a2^3*a1^2 - 128*a5^5*x34^5*a3^3*a2^3*a1^2 + 112*a6^4*x34^6*a3^3*a2^3*a1^2 + 240*a6^3*a5*x34^6*a3^3*a2^3*a1^2 - 240*a6^2*a5^2*x34^6*a3^3*a2^3*a1^2 + 240*a6*a5^3*x34^6*a3^3*a2^3*a1^2 + 112*a5^4*x34^6*a3^3*a2^3*a1^2 + 464*a6^6*a5^3*a3^4*a2^3*a1^2 - 664*a6^5*a5^4*a3^4*a2^3*a1^2 - 664*a6^4*a5^5*a3^4*a2^3*a1^2 + 464*a6^3*a5^6*a3^4*a2^3*a1^2 - 1840*a6^6*a5^2*x34*a3^4*a2^3*a1^2 + 1840*a6^5*a5^3*x34*a3^4*a2^3*a1^2 + 2000*a6^4*a5^4*x34*a3^4*a2^3*a1^2 + 1840*a6^3*a5^5*x34*a3^4*a2^3*a1^2 - 1840*a6^2*a5^6*x34*a3^4*a2^3*a1^2 + 240*a6^6*a5*x34^2*a3^4*a2^3*a1^2 - 240*a6^5*a5^2*x34^2*a3^4*a2^3*a1^2 + 1040*a6^4*a5^3*x34^2*a3^4*a2^3*a1^2 + 1040*a6^3*a5^4*x34^2*a3^4*a2^3*a1^2 - 240*a6^2*a5^5*x34^2*a3^4*a2^3*a1^2 + 240*a6*a5^6*x34^2*a3^4*a2^3*a1^2 + 320*a6^6*x34^3*a3^4*a2^3*a1^2 + 1760*a6^5*a5*x34^3*a3^4*a2^3*a1^2 - 1600*a6^4*a5^2*x34^3*a3^4*a2^3*a1^2 - 1200*a6^3*a5^3*x34^3*a3^4*a2^3*a1^2 - 1600*a6^2*a5^4*x34^3*a3^4*a2^3*a1^2 + 1760*a6*a5^5*x34^3*a3^4*a2^3*a1^2 + 320*a5^6*x34^3*a3^4*a2^3*a1^2 - 640*a6^5*x34^4*a3^4*a2^3*a1^2 - 2320*a6^4*a5*x34^4*a3^4*a2^3*a1^2 - 320*a6^3*a5^2*x34^4*a3^4*a2^3*a1^2 - 320*a6^2*a5^3*x34^4*a3^4*a2^3*a1^2 - 2320*a6*a5^4*x34^4*a3^4*a2^3*a1^2 - 640*a5^5*x34^4*a3^4*a2^3*a1^2 + 552*a6^4*x34^5*a3^4*a2^3*a1^2 + 1408*a6^3*a5*x34^5*a3^4*a2^3*a1^2 - 1800*a6^2*a5^2*x34^5*a3^4*a2^3*a1^2 + 1408*a6*a5^3*x34^5*a3^4*a2^3*a1^2 + 552*a5^4*x34^5*a3^4*a2^3*a1^2 + 112*a6^3*x34^6*a3^4*a2^3*a1^2 - 120*a6^2*a5*x34^6*a3^4*a2^3*a1^2 - 120*a6*a5^2*x34^6*a3^4*a2^3*a1^2 + 112*a5^3*x34^6*a3^4*a2^3*a1^2 - 736*a6^6*a5^2*a3^5*a2^3*a1^2 + 736*a6^5*a5^3*a3^5*a2^3*a1^2 + 800*a6^4*a5^4*a3^5*a2^3*a1^2 + 736*a6^3*a5^5*a3^5*a2^3*a1^2 - 736*a6^2*a5^6*a3^5*a2^3*a1^2 + 240*a6^6*a5*x34*a3^5*a2^3*a1^2 - 192*a6^5*a5^2*x34*a3^5*a2^3*a1^2 - 720*a6^4*a5^3*x34*a3^5*a2^3*a1^2 - 720*a6^3*a5^4*x34*a3^5*a2^3*a1^2 - 192*a6^2*a5^5*x34*a3^5*a2^3*a1^2 + 240*a6*a5^6*x34*a3^5*a2^3*a1^2 + 800*a6^6*x34^2*a3^5*a2^3*a1^2 + 1488*a6^5*a5*x34^2*a3^5*a2^3*a1^2 + 2160*a6^4*a5^2*x34^2*a3^5*a2^3*a1^2 - 10560*a6^3*a5^3*x34^2*a3^5*a2^3*a1^2 + 2160*a6^2*a5^4*x34^2*a3^5*a2^3*a1^2 + 1488*a6*a5^5*x34^2*a3^5*a2^3*a1^2 + 800*a5^6*x34^2*a3^5*a2^3*a1^2 - 1520*a6^5*x34^3*a3^5*a2^3*a1^2 - 4192*a6^4*a5*x34^3*a3^5*a2^3*a1^2 + 4000*a6^3*a5^2*x34^3*a3^5*a2^3*a1^2 + 4000*a6^2*a5^3*x34^3*a3^5*a2^3*a1^2 - 4192*a6*a5^4*x34^3*a3^5*a2^3*a1^2 - 1520*a5^5*x34^3*a3^5*a2^3*a1^2 + 960*a6^4*x34^4*a3^5*a2^3*a1^2 + 3408*a6^3*a5*x34^4*a3^5*a2^3*a1^2 - 5760*a6^2*a5^2*x34^4*a3^5*a2^3*a1^2 + 3408*a6*a5^3*x34^4*a3^5*a2^3*a1^2 + 960*a5^4*x34^4*a3^5*a2^3*a1^2 + 592*a6^3*x34^5*a3^5*a2^3*a1^2 - 624*a6^2*a5*x34^5*a3^5*a2^3*a1^2 - 624*a6*a5^2*x34^5*a3^5*a2^3*a1^2 + 592*a5^3*x34^5*a3^5*a2^3*a1^2 - 8*a6^2*x34^6*a3^5*a2^3*a1^2 + 48*a6*a5*x34^6*a3^5*a2^3*a1^2 - 8*a5^2*x34^6*a3^5*a2^3*a1^2 + 80*a6^6*a5*a3^6*a2^3*a1^2 - 64*a6^5*a5^2*a3^6*a2^3*a1^2 - 240*a6^4*a5^3*a3^6*a2^3*a1^2 - 240*a6^3*a5^4*a3^6*a2^3*a1^2 - 64*a6^2*a5^5*a3^6*a2^3*a1^2 + 80*a6*a5^6*a3^6*a2^3*a1^2 + 672*a6^6*x34*a3^6*a2^3*a1^2 + 784*a6^5*a5*x34*a3^6*a2^3*a1^2 + 2800*a6^4*a5^2*x34*a3^6*a2^3*a1^2 - 10080*a6^3*a5^3*x34*a3^6*a2^3*a1^2 + 2800*a6^2*a5^4*x34*a3^6*a2^3*a1^2 + 784*a6*a5^5*x34*a3^6*a2^3*a1^2 + 672*a5^6*x34*a3^6*a2^3*a1^2 - 1888*a6^5*x34^2*a3^6*a2^3*a1^2 - 4496*a6^4*a5*x34^2*a3^6*a2^3*a1^2 + 7680*a6^3*a5^2*x34^2*a3^6*a2^3*a1^2 + 7680*a6^2*a5^3*x34^2*a3^6*a2^3*a1^2 - 4496*a6*a5^4*x34^2*a3^6*a2^3*a1^2 - 1888*a5^5*x34^2*a3^6*a2^3*a1^2 + 672*a6^4*x34^3*a3^6*a2^3*a1^2 + 4592*a6^3*a5*x34^3*a3^6*a2^3*a1^2 - 10080*a6^2*a5^2*x34^3*a3^6*a2^3*a1^2 + 4592*a6*a5^3*x34^3*a3^6*a2^3*a1^2 + 672*a5^4*x34^3*a3^6*a2^3*a1^2 + 1392*a6^3*x34^4*a3^6*a2^3*a1^2 - 1440*a6^2*a5*x34^4*a3^6*a2^3*a1^2 - 1440*a6*a5^2*x34^4*a3^6*a2^3*a1^2 + 1392*a5^3*x34^4*a3^6*a2^3*a1^2 - 56*a6^2*x34^5*a3^6*a2^3*a1^2 + 336*a6*a5*x34^5*a3^6*a2^3*a1^2 - 56*a5^2*x34^5*a3^6*a2^3*a1^2 - 8*a6*x34^6*a3^6*a2^3*a1^2 - 8*a5*x34^6*a3^6*a2^3*a1^2 + 192*a6^6*a3^7*a2^3*a1^2 + 224*a6^5*a5*a3^7*a2^3*a1^2 + 800*a6^4*a5^2*a3^7*a2^3*a1^2 - 2880*a6^3*a5^3*a3^7*a2^3*a1^2 + 800*a6^2*a5^4*a3^7*a2^3*a1^2 + 224*a6*a5^5*a3^7*a2^3*a1^2 + 192*a5^6*a3^7*a2^3*a1^2 - 1184*a6^5*x34*a3^7*a2^3*a1^2 - 2656*a6^4*a5*x34*a3^7*a2^3*a1^2 + 5440*a6^3*a5^2*x34*a3^7*a2^3*a1^2 + 5440*a6^2*a5^3*x34*a3^7*a2^3*a1^2 - 2656*a6*a5^4*x34*a3^7*a2^3*a1^2 - 1184*a5^5*x34*a3^7*a2^3*a1^2 + 96*a6^4*x34^2*a3^7*a2^3*a1^2 + 3808*a6^3*a5*x34^2*a3^7*a2^3*a1^2 - 10080*a6^2*a5^2*x34^2*a3^7*a2^3*a1^2 + 3808*a6*a5^3*x34^2*a3^7*a2^3*a1^2 + 96*a5^4*x34^2*a3^7*a2^3*a1^2 + 1888*a6^3*x34^3*a3^7*a2^3*a1^2 - 1920*a6^2*a5*x34^3*a3^7*a2^3*a1^2 - 1920*a6*a5^2*x34^3*a3^7*a2^3*a1^2 + 1888*a5^3*x34^3*a3^7*a2^3*a1^2 - 160*a6^2*x34^4*a3^7*a2^3*a1^2 + 960*a6*a5*x34^4*a3^7*a2^3*a1^2 - 160*a5^2*x34^4*a3^7*a2^3*a1^2 - 48*a6*x34^5*a3^7*a2^3*a1^2 - 48*a5*x34^5*a3^7*a2^3*a1^2 - 296*a6^5*a3^8*a2^3*a1^2 - 664*a6^4*a5*a3^8*a2^3*a1^2 + 1360*a6^3*a5^2*a3^8*a2^3*a1^2 + 1360*a6^2*a5^3*a3^8*a2^3*a1^2 - 664*a6*a5^4*a3^8*a2^3*a1^2 - 296*a5^5*a3^8*a2^3*a1^2 - 72*a6^4*x34*a3^8*a2^3*a1^2 + 1872*a6^3*a5*x34*a3^8*a2^3*a1^2 - 5400*a6^2*a5^2*x34*a3^8*a2^3*a1^2 + 1872*a6*a5^3*x34*a3^8*a2^3*a1^2 - 72*a5^4*x34*a3^8*a2^3*a1^2 + 1552*a6^3*x34^2*a3^8*a2^3*a1^2 - 1560*a6^2*a5*x34^2*a3^8*a2^3*a1^2 - 1560*a6*a5^2*x34^2*a3^8*a2^3*a1^2 + 1552*a5^3*x34^2*a3^8*a2^3*a1^2 - 240*a6^2*x34^3*a3^8*a2^3*a1^2 + 1440*a6*a5*x34^3*a3^8*a2^3*a1^2 - 240*a5^2*x34^3*a3^8*a2^3*a1^2 - 120*a6*x34^4*a3^8*a2^3*a1^2 - 120*a5*x34^4*a3^8*a2^3*a1^2 - 16*a6^4*a3^9*a2^3*a1^2 + 416*a6^3*a5*a3^9*a2^3*a1^2 - 1200*a6^2*a5^2*a3^9*a2^3*a1^2 + 416*a6*a5^3*a3^9*a2^3*a1^2 - 16*a5^4*a3^9*a2^3*a1^2 + 720*a6^3*x34*a3^9*a2^3*a1^2 - 720*a6^2*a5*x34*a3^9*a2^3*a1^2 - 720*a6*a5^2*x34*a3^9*a2^3*a1^2 + 720*a5^3*x34*a3^9*a2^3*a1^2 - 200*a6^2*x34^2*a3^9*a2^3*a1^2 + 1200*a6*a5*x34^2*a3^9*a2^3*a1^2 - 200*a5^2*x34^2*a3^9*a2^3*a1^2 - 160*a6*x34^3*a3^9*a2^3*a1^2 - 160*a5*x34^3*a3^9*a2^3*a1^2 + 144*a6^3*a3^10*a2^3*a1^2 - 144*a6^2*a5*a3^10*a2^3*a1^2 - 144*a6*a5^2*a3^10*a2^3*a1^2 + 144*a5^3*a3^10*a2^3*a1^2 - 88*a6^2*x34*a3^10*a2^3*a1^2 + 528*a6*a5*x34*a3^10*a2^3*a1^2 - 88*a5^2*x34*a3^10*a2^3*a1^2 - 120*a6*x34^2*a3^10*a2^3*a1^2 - 120*a5*x34^2*a3^10*a2^3*a1^2 - 16*a6^2*a3^11*a2^3*a1^2 + 96*a6*a5*a3^11*a2^3*a1^2 - 16*a5^2*a3^11*a2^3*a1^2 - 48*a6*x34*a3^11*a2^3*a1^2 - 48*a5*x34*a3^11*a2^3*a1^2 - 8*a6*a3^12*a2^3*a1^2 - 8*a5*a3^12*a2^3*a1^2 - 8*a6^6*a5^6*a2^4*a1^2 + 16*a6^6*a5^5*x34*a2^4*a1^2 + 16*a6^5*a5^6*x34*a2^4*a1^2 - 128*a6^6*a5^4*x34^2*a2^4*a1^2 + 120*a6^5*a5^5*x34^2*a2^4*a1^2 - 128*a6^4*a5^6*x34^2*a2^4*a1^2 + 112*a6^6*a5^3*x34^3*a2^4*a1^2 - 120*a6^5*a5^4*x34^3*a2^4*a1^2 - 120*a6^4*a5^5*x34^3*a2^4*a1^2 + 112*a6^3*a5^6*x34^3*a2^4*a1^2 - 128*a6^6*a5^2*x34^4*a2^4*a1^2 - 120*a6^5*a5^3*x34^4*a2^4*a1^2 + 720*a6^4*a5^4*x34^4*a2^4*a1^2 - 120*a6^3*a5^5*x34^4*a2^4*a1^2 - 128*a6^2*a5^6*x34^4*a2^4*a1^2 + 16*a6^6*a5*x34^5*a2^4*a1^2 + 120*a6^5*a5^2*x34^5*a2^4*a1^2 - 120*a6^4*a5^3*x34^5*a2^4*a1^2 - 120*a6^3*a5^4*x34^5*a2^4*a1^2 + 120*a6^2*a5^5*x34^5*a2^4*a1^2 + 16*a6*a5^6*x34^5*a2^4*a1^2 - 8*a6^6*x34^6*a2^4*a1^2 + 16*a6^5*a5*x34^6*a2^4*a1^2 - 128*a6^4*a5^2*x34^6*a2^4*a1^2 + 112*a6^3*a5^3*x34^6*a2^4*a1^2 - 128*a6^2*a5^4*x34^6*a2^4*a1^2 + 16*a6*a5^5*x34^6*a2^4*a1^2 - 8*a5^6*x34^6*a2^4*a1^2 + 32*a6^6*a5^5*a3*a2^4*a1^2 + 32*a6^5*a5^6*a3*a2^4*a1^2 - 136*a6^6*a5^4*x34*a3*a2^4*a1^2 + 24*a6^5*a5^5*x34*a3*a2^4*a1^2 - 136*a6^4*a5^6*x34*a3*a2^4*a1^2 + 216*a6^6*a5^3*x34^2*a3*a2^4*a1^2 - 72*a6^5*a5^4*x34^2*a3*a2^4*a1^2 - 72*a6^4*a5^5*x34^2*a3*a2^4*a1^2 + 216*a6^3*a5^6*x34^2*a3*a2^4*a1^2 - 632*a6^6*a5^2*x34^3*a3*a2^4*a1^2 - 512*a6^5*a5^3*x34^3*a3*a2^4*a1^2 + 2520*a6^4*a5^4*x34^3*a3*a2^4*a1^2 - 512*a6^3*a5^5*x34^3*a3*a2^4*a1^2 - 632*a6^2*a5^6*x34^3*a3*a2^4*a1^2 + 200*a6^6*a5*x34^4*a3*a2^4*a1^2 + 888*a6^5*a5^2*x34^4*a3*a2^4*a1^2 - 960*a6^4*a5^3*x34^4*a3*a2^4*a1^2 - 960*a6^3*a5^4*x34^4*a3*a2^4*a1^2 + 888*a6^2*a5^5*x34^4*a3*a2^4*a1^2 + 200*a6*a5^6*x34^4*a3*a2^4*a1^2 - 32*a6^6*x34^5*a3*a2^4*a1^2 - 120*a6^5*a5*x34^5*a3*a2^4*a1^2 - 480*a6^4*a5^2*x34^5*a3*a2^4*a1^2 + 640*a6^3*a5^3*x34^5*a3*a2^4*a1^2 - 480*a6^2*a5^4*x34^5*a3*a2^4*a1^2 - 120*a6*a5^5*x34^5*a3*a2^4*a1^2 - 32*a5^6*x34^5*a3*a2^4*a1^2 + 16*a6^5*x34^6*a3*a2^4*a1^2 + 120*a6^4*a5*x34^6*a3*a2^4*a1^2 - 120*a6^3*a5^2*x34^6*a3*a2^4*a1^2 - 120*a6^2*a5^3*x34^6*a3*a2^4*a1^2 + 120*a6*a5^4*x34^6*a3*a2^4*a1^2 + 16*a5^5*x34^6*a3*a2^4*a1^2 - 136*a6^6*a5^4*a3^2*a2^4*a1^2 + 24*a6^5*a5^5*a3^2*a2^4*a1^2 - 136*a6^4*a5^6*a3^2*a2^4*a1^2 - 24*a6^6*a5^3*x34*a3^2*a2^4*a1^2 + 504*a6^5*a5^4*x34*a3^2*a2^4*a1^2 + 504*a6^4*a5^5*x34*a3^2*a2^4*a1^2 - 24*a6^3*a5^6*x34*a3^2*a2^4*a1^2 - 408*a6^6*a5^2*x34^2*a3^2*a2^4*a1^2 - 1176*a6^5*a5^3*x34^2*a3^2*a2^4*a1^2 + 2160*a6^4*a5^4*x34^2*a3^2*a2^4*a1^2 - 1176*a6^3*a5^5*x34^2*a3^2*a2^4*a1^2 - 408*a6^2*a5^6*x34^2*a3^2*a2^4*a1^2 + 520*a6^6*a5*x34^3*a3^2*a2^4*a1^2 + 1992*a6^5*a5^2*x34^3*a3^2*a2^4*a1^2 - 1760*a6^4*a5^3*x34^3*a3^2*a2^4*a1^2 - 1760*a6^3*a5^4*x34^3*a3^2*a2^4*a1^2 + 1992*a6^2*a5^5*x34^3*a3^2*a2^4*a1^2 + 520*a6*a5^6*x34^3*a3^2*a2^4*a1^2 - 168*a6^6*x34^4*a3^2*a2^4*a1^2 - 552*a6^5*a5*x34^4*a3^2*a2^4*a1^2 - 1560*a6^4*a5^2*x34^4*a3^2*a2^4*a1^2 + 2400*a6^3*a5^3*x34^4*a3^2*a2^4*a1^2 - 1560*a6^2*a5^4*x34^4*a3^2*a2^4*a1^2 - 552*a6*a5^5*x34^4*a3^2*a2^4*a1^2 - 168*a5^6*x34^4*a3^2*a2^4*a1^2 + 216*a6^5*x34^5*a3^2*a2^4*a1^2 + 1008*a6^4*a5*x34^5*a3^2*a2^4*a1^2 - 1080*a6^3*a5^2*x34^5*a3^2*a2^4*a1^2 - 1080*a6^2*a5^3*x34^5*a3^2*a2^4*a1^2 + 1008*a6*a5^4*x34^5*a3^2*a2^4*a1^2 + 216*a5^5*x34^5*a3^2*a2^4*a1^2 - 128*a6^4*x34^6*a3^2*a2^4*a1^2 - 120*a6^3*a5*x34^6*a3^2*a2^4*a1^2 + 720*a6^2*a5^2*x34^6*a3^2*a2^4*a1^2 - 120*a6*a5^3*x34^6*a3^2*a2^4*a1^2 - 128*a5^4*x34^6*a3^2*a2^4*a1^2 - 16*a6^6*a5^3*a3^3*a2^4*a1^2 + 336*a6^5*a5^4*a3^3*a2^4*a1^2 + 336*a6^4*a5^5*a3^3*a2^4*a1^2 - 16*a6^3*a5^6*a3^3*a2^4*a1^2 + 448*a6^6*a5^2*x34*a3^3*a2^4*a1^2 - 1328*a6^5*a5^3*x34*a3^3*a2^4*a1^2 - 720*a6^4*a5^4*x34*a3^3*a2^4*a1^2 - 1328*a6^3*a5^5*x34*a3^3*a2^4*a1^2 + 448*a6^2*a5^6*x34*a3^3*a2^4*a1^2 + 400*a6^6*a5*x34^2*a3^3*a2^4*a1^2 + 1488*a6^5*a5^2*x34^2*a3^3*a2^4*a1^2 + 160*a6^4*a5^3*x34^2*a3^3*a2^4*a1^2 + 160*a6^3*a5^4*x34^2*a3^3*a2^4*a1^2 + 1488*a6^2*a5^5*x34^2*a3^3*a2^4*a1^2 + 400*a6*a5^6*x34^2*a3^3*a2^4*a1^2 - 400*a6^6*x34^3*a3^3*a2^4*a1^2 - 720*a6^5*a5*x34^3*a3^3*a2^4*a1^2 - 3120*a6^4*a5^2*x34^3*a3^3*a2^4*a1^2 + 3280*a6^3*a5^3*x34^3*a3^3*a2^4*a1^2 - 3120*a6^2*a5^4*x34^3*a3^3*a2^4*a1^2 - 720*a6*a5^5*x34^3*a3^3*a2^4*a1^2 - 400*a5^6*x34^3*a3^3*a2^4*a1^2 + 720*a6^5*x34^4*a3^3*a2^4*a1^2 + 2880*a6^4*a5*x34^4*a3^3*a2^4*a1^2 - 2720*a6^3*a5^2*x34^4*a3^3*a2^4*a1^2 - 2720*a6^2*a5^3*x34^4*a3^3*a2^4*a1^2 + 2880*a6*a5^4*x34^4*a3^3*a2^4*a1^2 + 720*a5^5*x34^4*a3^3*a2^4*a1^2 - 888*a6^4*x34^5*a3^3*a2^4*a1^2 - 752*a6^3*a5*x34^5*a3^3*a2^4*a1^2 + 3960*a6^2*a5^2*x34^5*a3^3*a2^4*a1^2 - 752*a6*a5^3*x34^5*a3^3*a2^4*a1^2 - 888*a5^4*x34^5*a3^3*a2^4*a1^2 + 112*a6^3*x34^6*a3^3*a2^4*a1^2 - 120*a6^2*a5*x34^6*a3^3*a2^4*a1^2 - 120*a6*a5^2*x34^6*a3^3*a2^4*a1^2 + 112*a5^3*x34^6*a3^3*a2^4*a1^2 + 224*a6^6*a5^2*a3^4*a2^4*a1^2 - 664*a6^5*a5^3*a3^4*a2^4*a1^2 - 360*a6^4*a5^4*a3^4*a2^4*a1^2 - 664*a6^3*a5^5*a3^4*a2^4*a1^2 + 224*a6^2*a5^6*a3^4*a2^4*a1^2 + 80*a6^6*a5*x34*a3^4*a2^4*a1^2 + 240*a6^5*a5^2*x34*a3^4*a2^4*a1^2 + 2000*a6^4*a5^3*x34*a3^4*a2^4*a1^2 + 2000*a6^3*a5^4*x34*a3^4*a2^4*a1^2 + 240*a6^2*a5^5*x34*a3^4*a2^4*a1^2 + 80*a6*a5^6*x34*a3^4*a2^4*a1^2 - 520*a6^6*x34^2*a3^4*a2^4*a1^2 - 3960*a6^4*a5^2*x34^2*a3^4*a2^4*a1^2 + 1040*a6^3*a5^3*x34^2*a3^4*a2^4*a1^2 - 3960*a6^2*a5^4*x34^2*a3^4*a2^4*a1^2 - 520*a5^6*x34^2*a3^4*a2^4*a1^2 + 920*a6^5*x34^3*a3^4*a2^4*a1^2 + 3480*a6^4*a5*x34^3*a3^4*a2^4*a1^2 - 1600*a6^3*a5^2*x34^3*a3^4*a2^4*a1^2 - 1600*a6^2*a5^3*x34^3*a3^4*a2^4*a1^2 + 3480*a6*a5^4*x34^3*a3^4*a2^4*a1^2 + 920*a5^5*x34^3*a3^4*a2^4*a1^2 - 1800*a6^4*x34^4*a3^4*a2^4*a1^2 - 2320*a6^3*a5*x34^4*a3^4*a2^4*a1^2 + 7920*a6^2*a5^2*x34^4*a3^4*a2^4*a1^2 - 2320*a6*a5^3*x34^4*a3^4*a2^4*a1^2 - 1800*a5^4*x34^4*a3^4*a2^4*a1^2 + 552*a6^3*x34^5*a3^4*a2^4*a1^2 - 432*a6^2*a5*x34^5*a3^4*a2^4*a1^2 - 432*a6*a5^2*x34^5*a3^4*a2^4*a1^2 + 552*a5^3*x34^5*a3^4*a2^4*a1^2 - 128*a6^2*x34^6*a3^4*a2^4*a1^2 + 120*a6*a5*x34^6*a3^4*a2^4*a1^2 - 128*a5^2*x34^6*a3^4*a2^4*a1^2 + 32*a6^6*a5*a3^5*a2^4*a1^2 + 96*a6^5*a5^2*a3^5*a2^4*a1^2 + 800*a6^4*a5^3*a3^5*a2^4*a1^2 + 800*a6^3*a5^4*a3^5*a2^4*a1^2 + 96*a6^2*a5^5*a3^5*a2^4*a1^2 + 32*a6*a5^6*a3^5*a2^4*a1^2 - 384*a6^6*x34*a3^5*a2^4*a1^2 + 432*a6^5*a5*x34*a3^5*a2^4*a1^2 - 2880*a6^4*a5^2*x34*a3^5*a2^4*a1^2 - 720*a6^3*a5^3*x34*a3^5*a2^4*a1^2 - 2880*a6^2*a5^4*x34*a3^5*a2^4*a1^2 + 432*a6*a5^5*x34*a3^5*a2^4*a1^2 - 384*a5^6*x34*a3^5*a2^4*a1^2 + 480*a6^5*x34^2*a3^5*a2^4*a1^2 + 1728*a6^4*a5*x34^2*a3^5*a2^4*a1^2 + 2160*a6^3*a5^2*x34^2*a3^5*a2^4*a1^2 + 2160*a6^2*a5^3*x34^2*a3^5*a2^4*a1^2 + 1728*a6*a5^4*x34^2*a3^5*a2^4*a1^2 + 480*a5^5*x34^2*a3^5*a2^4*a1^2 - 1000*a6^4*x34^3*a3^5*a2^4*a1^2 - 4192*a6^3*a5*x34^3*a3^5*a2^4*a1^2 + 6120*a6^2*a5^2*x34^3*a3^5*a2^4*a1^2 - 4192*a6*a5^3*x34^3*a3^5*a2^4*a1^2 - 1000*a5^4*x34^3*a3^5*a2^4*a1^2 + 960*a6^3*x34^4*a3^5*a2^4*a1^2 - 72*a6^2*a5*x34^4*a3^5*a2^4*a1^2 - 72*a6*a5^2*x34^4*a3^5*a2^4*a1^2 + 960*a5^3*x34^4*a3^5*a2^4*a1^2 - 648*a6^2*x34^5*a3^5*a2^4*a1^2 + 504*a6*a5*x34^5*a3^5*a2^4*a1^2 - 648*a5^2*x34^5*a3^5*a2^4*a1^2 + 16*a6*x34^6*a3^5*a2^4*a1^2 + 16*a5*x34^6*a3^5*a2^4*a1^2 - 128*a6^6*a3^6*a2^4*a1^2 + 144*a6^5*a5*a3^6*a2^4*a1^2 - 960*a6^4*a5^2*a3^6*a2^4*a1^2 - 240*a6^3*a5^3*a3^6*a2^4*a1^2 - 960*a6^2*a5^4*a3^6*a2^4*a1^2 + 144*a6*a5^5*a3^6*a2^4*a1^2 - 128*a5^6*a3^6*a2^4*a1^2 + 112*a6^5*x34*a3^6*a2^4*a1^2 + 336*a6^4*a5*x34*a3^6*a2^4*a1^2 + 2800*a6^3*a5^2*x34*a3^6*a2^4*a1^2 + 2800*a6^2*a5^3*x34*a3^6*a2^4*a1^2 + 336*a6*a5^4*x34*a3^6*a2^4*a1^2 + 112*a5^5*x34*a3^6*a2^4*a1^2 + 712*a6^4*x34^2*a3^6*a2^4*a1^2 - 4496*a6^3*a5*x34^2*a3^6*a2^4*a1^2 + 360*a6^2*a5^2*x34^2*a3^6*a2^4*a1^2 - 4496*a6*a5^3*x34^2*a3^6*a2^4*a1^2 + 712*a5^4*x34^2*a3^6*a2^4*a1^2 + 672*a6^3*x34^3*a3^6*a2^4*a1^2 + 1512*a6^2*a5*x34^3*a3^6*a2^4*a1^2 + 1512*a6*a5^2*x34^3*a3^6*a2^4*a1^2 + 672*a5^3*x34^3*a3^6*a2^4*a1^2 - 1448*a6^2*x34^4*a3^6*a2^4*a1^2 + 840*a6*a5*x34^4*a3^6*a2^4*a1^2 - 1448*a5^2*x34^4*a3^6*a2^4*a1^2 + 112*a6*x34^5*a3^6*a2^4*a1^2 + 112*a5*x34^5*a3^6*a2^4*a1^2 - 8*x34^6*a3^6*a2^4*a1^2 + 32*a6^5*a3^7*a2^4*a1^2 + 96*a6^4*a5*a3^7*a2^4*a1^2 + 800*a6^3*a5^2*a3^7*a2^4*a1^2 + 800*a6^2*a5^3*a3^7*a2^4*a1^2 + 96*a6*a5^4*a3^7*a2^4*a1^2 + 32*a5^5*a3^7*a2^4*a1^2 + 896*a6^4*x34*a3^7*a2^4*a1^2 - 2656*a6^3*a5*x34*a3^7*a2^4*a1^2 - 1440*a6^2*a5^2*x34*a3^7*a2^4*a1^2 - 2656*a6*a5^3*x34*a3^7*a2^4*a1^2 + 896*a5^4*x34*a3^7*a2^4*a1^2 + 96*a6^3*x34^2*a3^7*a2^4*a1^2 + 2448*a6^2*a5*x34^2*a3^7*a2^4*a1^2 + 2448*a6*a5^2*x34^2*a3^7*a2^4*a1^2 + 96*a5^3*x34^2*a3^7*a2^4*a1^2 - 1872*a6^2*x34^3*a3^7*a2^4*a1^2 + 720*a6*a5*x34^3*a3^7*a2^4*a1^2 - 1872*a5^2*x34^3*a3^7*a2^4*a1^2 + 320*a6*x34^4*a3^7*a2^4*a1^2 + 320*a5*x34^4*a3^7*a2^4*a1^2 - 48*x34^5*a3^7*a2^4*a1^2 + 224*a6^4*a3^8*a2^4*a1^2 - 664*a6^3*a5*a3^8*a2^4*a1^2 - 360*a6^2*a5^2*a3^8*a2^4*a1^2 - 664*a6*a5^3*a3^8*a2^4*a1^2 + 224*a5^4*a3^8*a2^4*a1^2 - 72*a6^3*x34*a3^8*a2^4*a1^2 + 1512*a6^2*a5*x34*a3^8*a2^4*a1^2 + 1512*a6*a5^2*x34*a3^8*a2^4*a1^2 - 72*a5^3*x34*a3^8*a2^4*a1^2 - 1488*a6^2*x34^2*a3^8*a2^4*a1^2 + 360*a6*a5*x34^2*a3^8*a2^4*a1^2 - 1488*a5^2*x34^2*a3^8*a2^4*a1^2 + 480*a6*x34^3*a3^8*a2^4*a1^2 + 480*a5*x34^3*a3^8*a2^4*a1^2 - 120*x34^4*a3^8*a2^4*a1^2 - 16*a6^3*a3^9*a2^4*a1^2 + 336*a6^2*a5*a3^9*a2^4*a1^2 + 336*a6*a5^2*a3^9*a2^4*a1^2 - 16*a5^3*a3^9*a2^4*a1^2 - 680*a6^2*x34*a3^9*a2^4*a1^2 + 120*a6*a5*x34*a3^9*a2^4*a1^2 - 680*a5^2*x34*a3^9*a2^4*a1^2 + 400*a6*x34^2*a3^9*a2^4*a1^2 + 400*a5*x34^2*a3^9*a2^4*a1^2 - 160*x34^3*a3^9*a2^4*a1^2 - 136*a6^2*a3^10*a2^4*a1^2 + 24*a6*a5*a3^10*a2^4*a1^2 - 136*a5^2*a3^10*a2^4*a1^2 + 176*a6*x34*a3^10*a2^4*a1^2 + 176*a5*x34*a3^10*a2^4*a1^2 - 120*x34^2*a3^10*a2^4*a1^2 + 32*a6*a3^11*a2^4*a1^2 + 32*a5*a3^11*a2^4*a1^2 - 48*x34*a3^11*a2^4*a1^2 - 8*a3^12*a2^4*a1^2 + 8*a6^6*a5^5*a2^5*a1^2 + 8*a6^5*a5^6*a2^5*a1^2 + 16*a6^6*a5^4*x34*a2^5*a1^2 - 72*a6^5*a5^5*x34*a2^5*a1^2 + 16*a6^4*a5^6*x34*a2^5*a1^2 - 8*a6^6*a5^3*x34^2*a2^5*a1^2 + 120*a6^5*a5^4*x34^2*a2^5*a1^2 + 120*a6^4*a5^5*x34^2*a2^5*a1^2 - 8*a6^3*a5^6*x34^2*a2^5*a1^2 - 8*a6^6*a5^2*x34^3*a2^5*a1^2 - 80*a6^5*a5^3*x34^3*a2^5*a1^2 - 120*a6^4*a5^4*x34^3*a2^5*a1^2 - 80*a6^3*a5^5*x34^3*a2^5*a1^2 - 8*a6^2*a5^6*x34^3*a2^5*a1^2 + 16*a6^6*a5*x34^4*a2^5*a1^2 + 120*a6^5*a5^2*x34^4*a2^5*a1^2 - 120*a6^4*a5^3*x34^4*a2^5*a1^2 - 120*a6^3*a5^4*x34^4*a2^5*a1^2 + 120*a6^2*a5^5*x34^4*a2^5*a1^2 + 16*a6*a5^6*x34^4*a2^5*a1^2 + 8*a6^6*x34^5*a2^5*a1^2 - 72*a6^5*a5*x34^5*a2^5*a1^2 + 120*a6^4*a5^2*x34^5*a2^5*a1^2 - 80*a6^3*a5^3*x34^5*a2^5*a1^2 + 120*a6^2*a5^4*x34^5*a2^5*a1^2 - 72*a6*a5^5*x34^5*a2^5*a1^2 + 8*a5^6*x34^5*a2^5*a1^2 + 8*a6^5*x34^6*a2^5*a1^2 + 16*a6^4*a5*x34^6*a2^5*a1^2 - 8*a6^3*a5^2*x34^6*a2^5*a1^2 - 8*a6^2*a5^3*x34^6*a2^5*a1^2 + 16*a6*a5^4*x34^6*a2^5*a1^2 + 8*a5^5*x34^6*a2^5*a1^2 + 32*a6^6*a5^4*a3*a2^5*a1^2 - 144*a6^5*a5^5*a3*a2^5*a1^2 + 32*a6^4*a5^6*a3*a2^5*a1^2 + 32*a6^6*a5^3*x34*a3*a2^5*a1^2 + 24*a6^5*a5^4*x34*a3*a2^5*a1^2 + 24*a6^4*a5^5*x34*a3*a2^5*a1^2 + 32*a6^3*a5^6*x34*a3*a2^5*a1^2 - 96*a6^6*a5^2*x34^2*a3*a2^5*a1^2 - 144*a6^5*a5^3*x34^2*a3*a2^5*a1^2 - 72*a6^4*a5^4*x34^2*a3*a2^5*a1^2 - 144*a6^3*a5^5*x34^2*a3*a2^5*a1^2 - 96*a6^2*a5^6*x34^2*a3*a2^5*a1^2 + 112*a6^6*a5*x34^3*a3*a2^5*a1^2 + 576*a6^5*a5^2*x34^3*a3*a2^5*a1^2 - 512*a6^4*a5^3*x34^3*a3*a2^5*a1^2 - 512*a6^3*a5^4*x34^3*a3*a2^5*a1^2 + 576*a6^2*a5^5*x34^3*a3*a2^5*a1^2 + 112*a6*a5^6*x34^3*a3*a2^5*a1^2 + 56*a6^6*x34^4*a3*a2^5*a1^2 - 576*a6^5*a5*x34^4*a3*a2^5*a1^2 + 888*a6^4*a5^2*x34^4*a3*a2^5*a1^2 - 432*a6^3*a5^3*x34^4*a3*a2^5*a1^2 + 888*a6^2*a5^4*x34^4*a3*a2^5*a1^2 - 576*a6*a5^5*x34^4*a3*a2^5*a1^2 + 56*a5^6*x34^4*a3*a2^5*a1^2 - 24*a6^5*x34^5*a3*a2^5*a1^2 - 120*a6^4*a5*x34^5*a3*a2^5*a1^2 + 48*a6^3*a5^2*x34^5*a3*a2^5*a1^2 + 48*a6^2*a5^3*x34^5*a3*a2^5*a1^2 - 120*a6*a5^4*x34^5*a3*a2^5*a1^2 - 24*a5^5*x34^5*a3*a2^5*a1^2 + 16*a6^4*x34^6*a3*a2^5*a1^2 + 48*a6^3*a5*x34^6*a3*a2^5*a1^2 - 72*a6^2*a5^2*x34^6*a3*a2^5*a1^2 + 48*a6*a5^3*x34^6*a3*a2^5*a1^2 + 16*a5^4*x34^6*a3*a2^5*a1^2 + 32*a6^6*a5^3*a3^2*a2^5*a1^2 + 24*a6^5*a5^4*a3^2*a2^5*a1^2 + 24*a6^4*a5^5*a3^2*a2^5*a1^2 + 32*a6^3*a5^6*a3^2*a2^5*a1^2 - 240*a6^6*a5^2*x34*a3^2*a2^5*a1^2 + 48*a6^5*a5^3*x34*a3^2*a2^5*a1^2 + 504*a6^4*a5^4*x34*a3^2*a2^5*a1^2 + 48*a6^3*a5^5*x34*a3^2*a2^5*a1^2 - 240*a6^2*a5^6*x34*a3^2*a2^5*a1^2 + 168*a6^6*a5*x34^2*a3^2*a2^5*a1^2 + 1008*a6^5*a5^2*x34^2*a3^2*a2^5*a1^2 - 1176*a6^4*a5^3*x34^2*a3^2*a2^5*a1^2 - 1176*a6^3*a5^4*x34^2*a3^2*a2^5*a1^2 + 1008*a6^2*a5^5*x34^2*a3^2*a2^5*a1^2 + 168*a6*a5^6*x34^2*a3^2*a2^5*a1^2 + 136*a6^6*x34^3*a3^2*a2^5*a1^2 - 1488*a6^5*a5*x34^3*a3^2*a2^5*a1^2 + 1992*a6^4*a5^2*x34^3*a3^2*a2^5*a1^2 - 448*a6^3*a5^3*x34^3*a3^2*a2^5*a1^2 + 1992*a6^2*a5^4*x34^3*a3^2*a2^5*a1^2 - 1488*a6*a5^5*x34^3*a3^2*a2^5*a1^2 + 136*a5^6*x34^3*a3^2*a2^5*a1^2 - 120*a6^5*x34^4*a3^2*a2^5*a1^2 - 552*a6^4*a5*x34^4*a3^2*a2^5*a1^2 - 552*a6*a5^4*x34^4*a3^2*a2^5*a1^2 - 120*a5^5*x34^4*a3^2*a2^5*a1^2 + 216*a6^4*x34^5*a3^2*a2^5*a1^2 + 384*a6^3*a5*x34^5*a3^2*a2^5*a1^2 - 432*a6^2*a5^2*x34^5*a3^2*a2^5*a1^2 + 384*a6*a5^3*x34^5*a3^2*a2^5*a1^2 + 216*a5^4*x34^5*a3^2*a2^5*a1^2 - 8*a6^3*x34^6*a3^2*a2^5*a1^2 - 72*a6^2*a5*x34^6*a3^2*a2^5*a1^2 - 72*a6*a5^2*x34^6*a3^2*a2^5*a1^2 - 8*a5^3*x34^6*a3^2*a2^5*a1^2 - 160*a6^6*a5^2*a3^3*a2^5*a1^2 + 32*a6^5*a5^3*a3^3*a2^5*a1^2 + 336*a6^4*a5^4*a3^3*a2^5*a1^2 + 32*a6^3*a5^5*a3^3*a2^5*a1^2 - 160*a6^2*a5^6*a3^3*a2^5*a1^2 + 112*a6^6*a5*x34*a3^3*a2^5*a1^2 + 864*a6^5*a5^2*x34*a3^3*a2^5*a1^2 - 1328*a6^4*a5^3*x34*a3^3*a2^5*a1^2 - 1328*a6^3*a5^4*x34*a3^3*a2^5*a1^2 + 864*a6^2*a5^5*x34*a3^3*a2^5*a1^2 + 112*a6*a5^6*x34*a3^3*a2^5*a1^2 + 144*a6^6*x34^2*a3^3*a2^5*a1^2 - 1632*a6^5*a5*x34^2*a3^3*a2^5*a1^2 + 1488*a6^4*a5^2*x34^2*a3^3*a2^5*a1^2 + 928*a6^3*a5^3*x34^2*a3^3*a2^5*a1^2 + 1488*a6^2*a5^4*x34^2*a3^3*a2^5*a1^2 - 1632*a6*a5^5*x34^2*a3^3*a2^5*a1^2 + 144*a5^6*x34^2*a3^3*a2^5*a1^2 - 160*a6^5*x34^3*a3^3*a2^5*a1^2 - 720*a6^4*a5*x34^3*a3^3*a2^5*a1^2 - 160*a6^3*a5^2*x34^3*a3^3*a2^5*a1^2 - 160*a6^2*a5^3*x34^3*a3^3*a2^5*a1^2 - 720*a6*a5^4*x34^3*a3^3*a2^5*a1^2 - 160*a5^5*x34^3*a3^3*a2^5*a1^2 + 720*a6^4*x34^4*a3^3*a2^5*a1^2 + 1168*a6^3*a5*x34^4*a3^3*a2^5*a1^2 - 1440*a6^2*a5^2*x34^4*a3^3*a2^5*a1^2 + 1168*a6*a5^3*x34^4*a3^3*a2^5*a1^2 + 720*a5^4*x34^4*a3^3*a2^5*a1^2 - 128*a6^3*x34^5*a3^3*a2^5*a1^2 - 336*a6^2*a5*x34^5*a3^3*a2^5*a1^2 - 336*a6*a5^2*x34^5*a3^3*a2^5*a1^2 - 128*a5^3*x34^5*a3^3*a2^5*a1^2 - 8*a6^2*x34^6*a3^3*a2^5*a1^2 + 48*a6*a5*x34^6*a3^3*a2^5*a1^2 - 8*a5^2*x34^6*a3^3*a2^5*a1^2 + 56*a6^6*a5*a3^4*a2^5*a1^2 + 432*a6^5*a5^2*a3^4*a2^5*a1^2 - 664*a6^4*a5^3*a3^4*a2^5*a1^2 - 664*a6^3*a5^4*a3^4*a2^5*a1^2 + 432*a6^2*a5^5*a3^4*a2^5*a1^2 + 56*a6*a5^6*a3^4*a2^5*a1^2 + 80*a6^6*x34*a3^4*a2^5*a1^2 - 960*a6^5*a5*x34*a3^4*a2^5*a1^2 + 240*a6^4*a5^2*x34*a3^4*a2^5*a1^2 + 1840*a6^3*a5^3*x34*a3^4*a2^5*a1^2 + 240*a6^2*a5^4*x34*a3^4*a2^5*a1^2 - 960*a6*a5^5*x34*a3^4*a2^5*a1^2 + 80*a5^6*x34*a3^4*a2^5*a1^2 - 240*a6^3*a5^2*x34^2*a3^4*a2^5*a1^2 - 240*a6^2*a5^3*x34^2*a3^4*a2^5*a1^2 + 920*a6^4*x34^3*a3^4*a2^5*a1^2 + 1760*a6^3*a5*x34^3*a3^4*a2^5*a1^2 - 3240*a6^2*a5^2*x34^3*a3^4*a2^5*a1^2 + 1760*a6*a5^3*x34^3*a3^4*a2^5*a1^2 + 920*a5^4*x34^3*a3^4*a2^5*a1^2 - 640*a6^3*x34^4*a3^4*a2^5*a1^2 - 312*a6^2*a5*x34^4*a3^4*a2^5*a1^2 - 312*a6*a5^2*x34^4*a3^4*a2^5*a1^2 - 640*a5^3*x34^4*a3^4*a2^5*a1^2 + 72*a6^2*x34^5*a3^4*a2^5*a1^2 + 72*a6*a5*x34^5*a3^4*a2^5*a1^2 + 72*a5^2*x34^5*a3^4*a2^5*a1^2 + 16*a6*x34^6*a3^4*a2^5*a1^2 + 16*a5*x34^6*a3^4*a2^5*a1^2 + 32*a6^6*a3^5*a2^5*a1^2 - 384*a6^5*a5*a3^5*a2^5*a1^2 + 96*a6^4*a5^2*a3^5*a2^5*a1^2 + 736*a6^3*a5^3*a3^5*a2^5*a1^2 + 96*a6^2*a5^4*a3^5*a2^5*a1^2 - 384*a6*a5^5*a3^5*a2^5*a1^2 + 32*a5^6*a3^5*a2^5*a1^2 + 96*a6^5*x34*a3^5*a2^5*a1^2 + 432*a6^4*a5*x34*a3^5*a2^5*a1^2 - 192*a6^3*a5^2*x34*a3^5*a2^5*a1^2 - 192*a6^2*a5^3*x34*a3^5*a2^5*a1^2 + 432*a6*a5^4*x34*a3^5*a2^5*a1^2 + 96*a5^5*x34*a3^5*a2^5*a1^2 + 480*a6^4*x34^2*a3^5*a2^5*a1^2 + 1488*a6^3*a5*x34^2*a3^5*a2^5*a1^2 - 4320*a6^2*a5^2*x34^2*a3^5*a2^5*a1^2 + 1488*a6*a5^3*x34^2*a3^5*a2^5*a1^2 + 480*a5^4*x34^2*a3^5*a2^5*a1^2 - 1520*a6^3*x34^3*a3^5*a2^5*a1^2 + 768*a6^2*a5*x34^3*a3^5*a2^5*a1^2 + 768*a6*a5^2*x34^3*a3^5*a2^5*a1^2 - 1520*a5^3*x34^3*a3^5*a2^5*a1^2 + 600*a6^2*x34^4*a3^5*a2^5*a1^2 - 576*a6*a5*x34^4*a3^5*a2^5*a1^2 + 600*a5^2*x34^4*a3^5*a2^5*a1^2 + 24*a6*x34^5*a3^5*a2^5*a1^2 + 24*a5*x34^5*a3^5*a2^5*a1^2 + 8*x34^6*a3^5*a2^5*a1^2 + 32*a6^5*a3^6*a2^5*a1^2 + 144*a6^4*a5*a3^6*a2^5*a1^2 - 64*a6^3*a5^2*a3^6*a2^5*a1^2 - 64*a6^2*a5^3*a3^6*a2^5*a1^2 + 144*a6*a5^4*a3^6*a2^5*a1^2 + 32*a5^5*a3^6*a2^5*a1^2 + 112*a6^4*x34*a3^6*a2^5*a1^2 + 784*a6^3*a5*x34*a3^6*a2^5*a1^2 - 3024*a6^2*a5^2*x34*a3^6*a2^5*a1^2 + 784*a6*a5^3*x34*a3^6*a2^5*a1^2 + 112*a5^4*x34*a3^6*a2^5*a1^2 - 1888*a6^3*x34^2*a3^6*a2^5*a1^2 + 1824*a6^2*a5*x34^2*a3^6*a2^5*a1^2 + 1824*a6*a5^2*x34^2*a3^6*a2^5*a1^2 - 1888*a5^3*x34^2*a3^6*a2^5*a1^2 + 1512*a6^2*x34^3*a3^6*a2^5*a1^2 - 2016*a6*a5*x34^3*a3^6*a2^5*a1^2 + 1512*a5^2*x34^3*a3^6*a2^5*a1^2 - 104*a6*x34^4*a3^6*a2^5*a1^2 - 104*a5*x34^4*a3^6*a2^5*a1^2 + 56*x34^5*a3^6*a2^5*a1^2 + 32*a6^4*a3^7*a2^5*a1^2 + 224*a6^3*a5*a3^7*a2^5*a1^2 - 864*a6^2*a5^2*a3^7*a2^5*a1^2 + 224*a6*a5^3*a3^7*a2^5*a1^2 + 32*a5^4*a3^7*a2^5*a1^2 - 1184*a6^3*x34*a3^7*a2^5*a1^2 + 1344*a6^2*a5*x34*a3^7*a2^5*a1^2 + 1344*a6*a5^2*x34*a3^7*a2^5*a1^2 - 1184*a5^3*x34*a3^7*a2^5*a1^2 + 1776*a6^2*x34^2*a3^7*a2^5*a1^2 - 2592*a6*a5*x34^2*a3^7*a2^5*a1^2 + 1776*a5^2*x34^2*a3^7*a2^5*a1^2 - 336*a6*x34^3*a3^7*a2^5*a1^2 - 336*a5*x34^3*a3^7*a2^5*a1^2 + 160*x34^4*a3^7*a2^5*a1^2 - 296*a6^3*a3^8*a2^5*a1^2 + 336*a6^2*a5*a3^8*a2^5*a1^2 + 336*a6*a5^2*a3^8*a2^5*a1^2 - 296*a5^3*a3^8*a2^5*a1^2 + 1008*a6^2*x34*a3^8*a2^5*a1^2 - 1512*a6*a5*x34*a3^8*a2^5*a1^2 + 1008*a5^2*x34*a3^8*a2^5*a1^2 - 384*a6*x34^2*a3^8*a2^5*a1^2 - 384*a5*x34^2*a3^8*a2^5*a1^2 + 240*x34^3*a3^8*a2^5*a1^2 + 224*a6^2*a3^9*a2^5*a1^2 - 336*a6*a5*a3^9*a2^5*a1^2 + 224*a5^2*a3^9*a2^5*a1^2 - 200*a6*x34*a3^9*a2^5*a1^2 - 200*a5*x34*a3^9*a2^5*a1^2 + 200*x34^2*a3^9*a2^5*a1^2 - 40*a6*a3^10*a2^5*a1^2 - 40*a5*a3^10*a2^5*a1^2 + 88*x34*a3^10*a2^5*a1^2 + 16*a3^11*a2^5*a1^2 - 8*a6^6*a5^4*a2^6*a1^2 + 8*a6^5*a5^5*a2^6*a1^2 - 8*a6^4*a5^6*a2^6*a1^2 - 8*a6^6*a5^3*x34*a2^6*a1^2 + 16*a6^5*a5^4*x34*a2^6*a1^2 + 16*a6^4*a5^5*x34*a2^6*a1^2 - 8*a6^3*a5^6*x34*a2^6*a1^2 + 24*a6^6*a5^2*x34^2*a2^6*a1^2 - 8*a6^5*a5^3*x34^2*a2^6*a1^2 - 128*a6^4*a5^4*x34^2*a2^6*a1^2 - 8*a6^3*a5^5*x34^2*a2^6*a1^2 + 24*a6^2*a5^6*x34^2*a2^6*a1^2 - 8*a6^6*a5*x34^3*a2^6*a1^2 - 8*a6^5*a5^2*x34^3*a2^6*a1^2 + 112*a6^4*a5^3*x34^3*a2^6*a1^2 + 112*a6^3*a5^4*x34^3*a2^6*a1^2 - 8*a6^2*a5^5*x34^3*a2^6*a1^2 - 8*a6*a5^6*x34^3*a2^6*a1^2 - 8*a6^6*x34^4*a2^6*a1^2 + 16*a6^5*a5*x34^4*a2^6*a1^2 - 128*a6^4*a5^2*x34^4*a2^6*a1^2 + 112*a6^3*a5^3*x34^4*a2^6*a1^2 - 128*a6^2*a5^4*x34^4*a2^6*a1^2 + 16*a6*a5^5*x34^4*a2^6*a1^2 - 8*a5^6*x34^4*a2^6*a1^2 + 8*a6^5*x34^5*a2^6*a1^2 + 16*a6^4*a5*x34^5*a2^6*a1^2 - 8*a6^3*a5^2*x34^5*a2^6*a1^2 - 8*a6^2*a5^3*x34^5*a2^6*a1^2 + 16*a6*a5^4*x34^5*a2^6*a1^2 + 8*a5^5*x34^5*a2^6*a1^2 - 8*a6^4*x34^6*a2^6*a1^2 - 8*a6^3*a5*x34^6*a2^6*a1^2 + 24*a6^2*a5^2*x34^6*a2^6*a1^2 - 8*a6*a5^3*x34^6*a2^6*a1^2 - 8*a5^4*x34^6*a2^6*a1^2 - 16*a6^6*a5^3*a3*a2^6*a1^2 + 32*a6^5*a5^4*a3*a2^6*a1^2 + 32*a6^4*a5^5*a3*a2^6*a1^2 - 16*a6^3*a5^6*a3*a2^6*a1^2 + 48*a6^6*a5^2*x34*a3*a2^6*a1^2 + 32*a6^5*a5^3*x34*a3*a2^6*a1^2 - 136*a6^4*a5^4*x34*a3*a2^6*a1^2 + 32*a6^3*a5^5*x34*a3*a2^6*a1^2 + 48*a6^2*a5^6*x34*a3*a2^6*a1^2 - 24*a6^6*a5*x34^2*a3*a2^6*a1^2 - 96*a6^5*a5^2*x34^2*a3*a2^6*a1^2 + 216*a6^4*a5^3*x34^2*a3*a2^6*a1^2 + 216*a6^3*a5^4*x34^2*a3*a2^6*a1^2 - 96*a6^2*a5^5*x34^2*a3*a2^6*a1^2 - 24*a6*a5^6*x34^2*a3*a2^6*a1^2 - 40*a6^6*x34^3*a3*a2^6*a1^2 + 112*a6^5*a5*x34^3*a3*a2^6*a1^2 - 632*a6^4*a5^2*x34^3*a3*a2^6*a1^2 + 688*a6^3*a5^3*x34^3*a3*a2^6*a1^2 - 632*a6^2*a5^4*x34^3*a3*a2^6*a1^2 + 112*a6*a5^5*x34^3*a3*a2^6*a1^2 - 40*a5^6*x34^3*a3*a2^6*a1^2 + 56*a6^5*x34^4*a3*a2^6*a1^2 + 200*a6^4*a5*x34^4*a3*a2^6*a1^2 - 160*a6^3*a5^2*x34^4*a3*a2^6*a1^2 - 160*a6^2*a5^3*x34^4*a3*a2^6*a1^2 + 200*a6*a5^4*x34^4*a3*a2^6*a1^2 + 56*a5^5*x34^4*a3*a2^6*a1^2 - 32*a6^4*x34^5*a3*a2^6*a1^2 + 72*a6^2*a5^2*x34^5*a3*a2^6*a1^2 - 32*a5^4*x34^5*a3*a2^6*a1^2 - 8*a6^3*x34^6*a3*a2^6*a1^2 - 8*a5^3*x34^6*a3*a2^6*a1^2 + 48*a6^6*a5^2*a3^2*a2^6*a1^2 + 32*a6^5*a5^3*a3^2*a2^6*a1^2 - 136*a6^4*a5^4*a3^2*a2^6*a1^2 + 32*a6^3*a5^5*a3^2*a2^6*a1^2 + 48*a6^2*a5^6*a3^2*a2^6*a1^2 - 24*a6^6*a5*x34*a3^2*a2^6*a1^2 - 240*a6^5*a5^2*x34*a3^2*a2^6*a1^2 - 24*a6^4*a5^3*x34*a3^2*a2^6*a1^2 - 24*a6^3*a5^4*x34*a3^2*a2^6*a1^2 - 240*a6^2*a5^5*x34*a3^2*a2^6*a1^2 - 24*a6*a5^6*x34*a3^2*a2^6*a1^2 - 48*a6^6*x34^2*a3^2*a2^6*a1^2 + 168*a6^5*a5*x34^2*a3^2*a2^6*a1^2 - 408*a6^4*a5^2*x34^2*a3^2*a2^6*a1^2 + 1152*a6^3*a5^3*x34^2*a3^2*a2^6*a1^2 - 408*a6^2*a5^4*x34^2*a3^2*a2^6*a1^2 + 168*a6*a5^5*x34^2*a3^2*a2^6*a1^2 - 48*a5^6*x34^2*a3^2*a2^6*a1^2 + 136*a6^5*x34^3*a3^2*a2^6*a1^2 + 520*a6^4*a5*x34^3*a3^2*a2^6*a1^2 - 800*a6^3*a5^2*x34^3*a3^2*a2^6*a1^2 - 800*a6^2*a5^3*x34^3*a3^2*a2^6*a1^2 + 520*a6*a5^4*x34^3*a3^2*a2^6*a1^2 + 136*a5^5*x34^3*a3^2*a2^6*a1^2 - 168*a6^4*x34^4*a3^2*a2^6*a1^2 + 720*a6^2*a5^2*x34^4*a3^2*a2^6*a1^2 - 168*a5^4*x34^4*a3^2*a2^6*a1^2 - 56*a6^3*x34^5*a3^2*a2^6*a1^2 - 72*a6^2*a5*x34^5*a3^2*a2^6*a1^2 - 72*a6*a5^2*x34^5*a3^2*a2^6*a1^2 - 56*a5^3*x34^5*a3^2*a2^6*a1^2 + 24*a6^2*x34^6*a3^2*a2^6*a1^2 + 24*a5^2*x34^6*a3^2*a2^6*a1^2 - 16*a6^6*a5*a3^3*a2^6*a1^2 - 160*a6^5*a5^2*a3^3*a2^6*a1^2 - 16*a6^4*a5^3*a3^3*a2^6*a1^2 - 16*a6^3*a5^4*a3^3*a2^6*a1^2 - 160*a6^2*a5^5*a3^3*a2^6*a1^2 - 16*a6*a5^6*a3^3*a2^6*a1^2 - 16*a6^6*x34*a3^3*a2^6*a1^2 + 112*a6^5*a5*x34*a3^3*a2^6*a1^2 + 448*a6^4*a5^2*x34*a3^3*a2^6*a1^2 + 928*a6^3*a5^3*x34*a3^3*a2^6*a1^2 + 448*a6^2*a5^4*x34*a3^3*a2^6*a1^2 + 112*a6*a5^5*x34*a3^3*a2^6*a1^2 - 16*a5^6*x34*a3^3*a2^6*a1^2 + 144*a6^5*x34^2*a3^3*a2^6*a1^2 + 400*a6^4*a5*x34^2*a3^3*a2^6*a1^2 - 1760*a6^3*a5^2*x34^2*a3^3*a2^6*a1^2 - 1760*a6^2*a5^3*x34^2*a3^3*a2^6*a1^2 + 400*a6*a5^4*x34^2*a3^3*a2^6*a1^2 + 144*a5^5*x34^2*a3^3*a2^6*a1^2 - 400*a6^4*x34^3*a3^3*a2^6*a1^2 + 80*a6^3*a5*x34^3*a3^3*a2^6*a1^2 + 2400*a6^2*a5^2*x34^3*a3^3*a2^6*a1^2 + 80*a6*a5^3*x34^3*a3^3*a2^6*a1^2 - 400*a5^4*x34^3*a3^3*a2^6*a1^2 - 48*a6^3*x34^4*a3^3*a2^6*a1^2 - 480*a6^2*a5*x34^4*a3^3*a2^6*a1^2 - 480*a6*a5^2*x34^4*a3^3*a2^6*a1^2 - 48*a5^3*x34^4*a3^3*a2^6*a1^2 + 136*a6^2*x34^5*a3^3*a2^6*a1^2 + 48*a6*a5*x34^5*a3^3*a2^6*a1^2 + 136*a5^2*x34^5*a3^3*a2^6*a1^2 - 8*a6*x34^6*a3^3*a2^6*a1^2 - 8*a5*x34^6*a3^3*a2^6*a1^2 - 8*a6^6*a3^4*a2^6*a1^2 + 56*a6^5*a5*a3^4*a2^6*a1^2 + 224*a6^4*a5^2*a3^4*a2^6*a1^2 + 464*a6^3*a5^3*a3^4*a2^6*a1^2 + 224*a6^2*a5^4*a3^4*a2^6*a1^2 + 56*a6*a5^5*a3^4*a2^6*a1^2 - 8*a5^6*a3^4*a2^6*a1^2 + 80*a6^5*x34*a3^4*a2^6*a1^2 + 80*a6^4*a5*x34*a3^4*a2^6*a1^2 - 1840*a6^3*a5^2*x34*a3^4*a2^6*a1^2 - 1840*a6^2*a5^3*x34*a3^4*a2^6*a1^2 + 80*a6*a5^4*x34*a3^4*a2^6*a1^2 + 80*a5^5*x34*a3^4*a2^6*a1^2 - 520*a6^4*x34^2*a3^4*a2^6*a1^2 + 240*a6^3*a5*x34^2*a3^4*a2^6*a1^2 + 3960*a6^2*a5^2*x34^2*a3^4*a2^6*a1^2 + 240*a6*a5^3*x34^2*a3^4*a2^6*a1^2 - 520*a5^4*x34^2*a3^4*a2^6*a1^2 + 320*a6^3*x34^3*a3^4*a2^6*a1^2 - 1320*a6^2*a5*x34^3*a3^4*a2^6*a1^2 - 1320*a6*a5^2*x34^3*a3^4*a2^6*a1^2 + 320*a5^3*x34^3*a3^4*a2^6*a1^2 + 192*a6^2*x34^4*a3^4*a2^6*a1^2 + 360*a6*a5*x34^4*a3^4*a2^6*a1^2 + 192*a5^2*x34^4*a3^4*a2^6*a1^2 - 32*a6*x34^5*a3^4*a2^6*a1^2 - 32*a5*x34^5*a3^4*a2^6*a1^2 - 8*x34^6*a3^4*a2^6*a1^2 + 32*a6^5*a3^5*a2^6*a1^2 + 32*a6^4*a5*a3^5*a2^6*a1^2 - 736*a6^3*a5^2*a3^5*a2^6*a1^2 - 736*a6^2*a5^3*a3^5*a2^6*a1^2 + 32*a6*a5^4*a3^5*a2^6*a1^2 + 32*a5^5*a3^5*a2^6*a1^2 - 384*a6^4*x34*a3^5*a2^6*a1^2 + 240*a6^3*a5*x34*a3^5*a2^6*a1^2 + 3312*a6^2*a5^2*x34*a3^5*a2^6*a1^2 + 240*a6*a5^3*x34*a3^5*a2^6*a1^2 - 384*a5^4*x34*a3^5*a2^6*a1^2 + 800*a6^3*x34^2*a3^5*a2^6*a1^2 - 1872*a6^2*a5*x34^2*a3^5*a2^6*a1^2 - 1872*a6*a5^2*x34^2*a3^5*a2^6*a1^2 + 800*a5^3*x34^2*a3^5*a2^6*a1^2 - 120*a6^2*x34^3*a3^5*a2^6*a1^2 + 1008*a6*a5*x34^3*a3^5*a2^6*a1^2 - 120*a5^2*x34^3*a3^5*a2^6*a1^2 - 24*a6*x34^4*a3^5*a2^6*a1^2 - 24*a5*x34^4*a3^5*a2^6*a1^2 - 40*x34^5*a3^5*a2^6*a1^2 - 128*a6^4*a3^6*a2^6*a1^2 + 80*a6^3*a5*a3^6*a2^6*a1^2 + 1104*a6^2*a5^2*a3^6*a2^6*a1^2 + 80*a6*a5^3*a3^6*a2^6*a1^2 - 128*a5^4*a3^6*a2^6*a1^2 + 672*a6^3*x34*a3^6*a2^6*a1^2 - 1344*a6^2*a5*x34*a3^6*a2^6*a1^2 - 1344*a6*a5^2*x34*a3^6*a2^6*a1^2 + 672*a5^3*x34*a3^6*a2^6*a1^2 - 488*a6^2*x34^2*a3^6*a2^6*a1^2 + 1344*a6*a5*x34^2*a3^6*a2^6*a1^2 - 488*a5^2*x34^2*a3^6*a2^6*a1^2 + 56*a6*x34^3*a3^6*a2^6*a1^2 + 56*a5*x34^3*a3^6*a2^6*a1^2 - 88*x34^4*a3^6*a2^6*a1^2 + 192*a6^3*a3^7*a2^6*a1^2 - 384*a6^2*a5*a3^7*a2^6*a1^2 - 384*a6*a5^2*a3^7*a2^6*a1^2 + 192*a5^3*a3^7*a2^6*a1^2 - 384*a6^2*x34*a3^7*a2^6*a1^2 + 864*a6*a5*x34*a3^7*a2^6*a1^2 - 384*a5^2*x34*a3^7*a2^6*a1^2 + 112*a6*x34^2*a3^7*a2^6*a1^2 + 112*a5*x34^2*a3^7*a2^6*a1^2 - 112*x34^3*a3^7*a2^6*a1^2 - 96*a6^2*a3^8*a2^6*a1^2 + 216*a6*a5*a3^8*a2^6*a1^2 - 96*a5^2*a3^8*a2^6*a1^2 + 72*a6*x34*a3^8*a2^6*a1^2 + 72*a5*x34*a3^8*a2^6*a1^2 - 88*x34^2*a3^8*a2^6*a1^2 + 16*a6*a3^9*a2^6*a1^2 + 16*a5*a3^9*a2^6*a1^2 - 40*x34*a3^9*a2^6*a1^2 - 8*a3^10*a2^6*a1^2 + 16*a6^6*a5^6*x34^3*a1^3 - 8*a6^6*a5^5*x34^4*a1^3 - 8*a6^5*a5^6*x34^4*a1^3 - 8*a6^6*a5^4*x34^5*a1^3 - 8*a6^4*a5^6*x34^5*a1^3 + 16*a6^6*a5^3*x34^6*a1^3 - 8*a6^5*a5^4*x34^6*a1^3 - 8*a6^4*a5^5*x34^6*a1^3 + 16*a6^3*a5^6*x34^6*a1^3 + 40*a6^6*a5^6*x34^2*a3*a1^3 - 48*a6^6*a5^5*x34^3*a3*a1^3 - 48*a6^5*a5^6*x34^3*a3*a1^3 - 48*a6^6*a5^4*x34^4*a3*a1^3 + 48*a6^5*a5^5*x34^4*a3*a1^3 - 48*a6^4*a5^6*x34^4*a3*a1^3 + 80*a6^6*a5^3*x34^5*a3*a1^3 + 80*a6^3*a5^6*x34^5*a3*a1^3 - 8*a6^6*a5^2*x34^6*a3*a1^3 - 16*a6^5*a5^3*x34^6*a3*a1^3 - 8*a6^4*a5^4*x34^6*a3*a1^3 - 16*a6^3*a5^5*x34^6*a3*a1^3 - 8*a6^2*a5^6*x34^6*a3*a1^3 + 24*a6^6*a5^6*x34*a3^2*a1^3 - 104*a6^6*a5^5*x34^2*a3^2*a1^3 - 104*a6^5*a5^6*x34^2*a3^2*a1^3 + 112*a6^5*a5^5*x34^3*a3^2*a1^3 + 272*a6^6*a5^3*x34^4*a3^2*a1^3 + 272*a6^3*a5^6*x34^4*a3^2*a1^3 - 56*a6^6*a5^2*x34^5*a3^2*a1^3 - 176*a6^5*a5^3*x34^5*a3^2*a1^3 - 168*a6^4*a5^4*x34^5*a3^2*a1^3 - 176*a6^3*a5^5*x34^5*a3^2*a1^3 - 56*a6^2*a5^6*x34^5*a3^2*a1^3 - 8*a6^6*a5*x34^6*a3^2*a1^3 - 8*a6^5*a5^2*x34^6*a3^2*a1^3 + 112*a6^4*a5^3*x34^6*a3^2*a1^3 + 112*a6^3*a5^4*x34^6*a3^2*a1^3 - 8*a6^2*a5^5*x34^6*a3^2*a1^3 - 8*a6*a5^6*x34^6*a3^2*a1^3 + 16*a6^6*a5^6*a3^3*a1^3 - 112*a6^6*a5^5*x34*a3^3*a1^3 - 112*a6^5*a5^6*x34*a3^3*a1^3 + 320*a6^6*a5^4*x34^2*a3^3*a1^3 - 32*a6^5*a5^5*x34^2*a3^3*a1^3 + 320*a6^4*a5^6*x34^2*a3^3*a1^3 + 80*a6^6*a5^3*x34^3*a3^3*a1^3 + 80*a6^5*a5^4*x34^3*a3^3*a1^3 + 80*a6^4*a5^5*x34^3*a3^3*a1^3 + 80*a6^3*a5^6*x34^3*a3^3*a1^3 - 48*a6^6*a5^2*x34^4*a3^3*a1^3 - 400*a6^5*a5^3*x34^4*a3^3*a1^3 - 960*a6^4*a5^4*x34^4*a3^3*a1^3 - 400*a6^3*a5^5*x34^4*a3^3*a1^3 - 48*a6^2*a5^6*x34^4*a3^3*a1^3 - 64*a6^6*a5*x34^5*a3^3*a1^3 - 128*a6^5*a5^2*x34^5*a3^3*a1^3 + 912*a6^4*a5^3*x34^5*a3^3*a1^3 + 912*a6^3*a5^4*x34^5*a3^3*a1^3 - 128*a6^2*a5^5*x34^5*a3^3*a1^3 - 64*a6*a5^6*x34^5*a3^3*a1^3 + 16*a6^6*x34^6*a3^3*a1^3 - 16*a6^5*a5*x34^6*a3^3*a1^3 + 112*a6^4*a5^2*x34^6*a3^3*a1^3 - 528*a6^3*a5^3*x34^6*a3^3*a1^3 + 112*a6^2*a5^4*x34^6*a3^3*a1^3 - 16*a6*a5^5*x34^6*a3^3*a1^3 + 16*a5^6*x34^6*a3^3*a1^3 - 56*a6^6*a5^5*a3^4*a1^3 - 56*a6^5*a5^6*a3^4*a1^3 + 480*a6^6*a5^4*x34*a3^4*a1^3 - 160*a6^5*a5^5*x34*a3^4*a1^3 + 480*a6^4*a5^6*x34*a3^4*a1^3 - 720*a6^6*a5^3*x34^2*a3^4*a1^3 + 240*a6^5*a5^4*x34^2*a3^4*a1^3 + 240*a6^4*a5^5*x34^2*a3^4*a1^3 - 720*a6^3*a5^6*x34^2*a3^4*a1^3 + 320*a6^6*a5^2*x34^3*a3^4*a1^3 + 80*a6^5*a5^3*x34^3*a3^4*a1^3 - 2560*a6^4*a5^4*x34^3*a3^4*a1^3 + 80*a6^3*a5^5*x34^3*a3^4*a1^3 + 320*a6^2*a5^6*x34^3*a3^4*a1^3 - 208*a6^6*a5*x34^4*a3^4*a1^3 - 640*a6^5*a5^2*x34^4*a3^4*a1^3 + 2640*a6^4*a5^3*x34^4*a3^4*a1^3 + 2640*a6^3*a5^4*x34^4*a3^4*a1^3 - 640*a6^2*a5^5*x34^4*a3^4*a1^3 - 208*a6*a5^6*x34^4*a3^4*a1^3 + 88*a6^6*x34^5*a3^4*a1^3 - 48*a6^5*a5*x34^5*a3^4*a1^3 + 552*a6^4*a5^2*x34^5*a3^4*a1^3 - 2928*a6^3*a5^3*x34^5*a3^4*a1^3 + 552*a6^2*a5^4*x34^5*a3^4*a1^3 - 48*a6*a5^5*x34^5*a3^4*a1^3 + 88*a5^6*x34^5*a3^4*a1^3 - 8*a6^5*x34^6*a3^4*a1^3 - 8*a6^4*a5*x34^6*a3^4*a1^3 + 112*a6^3*a5^2*x34^6*a3^4*a1^3 + 112*a6^2*a5^3*x34^6*a3^4*a1^3 - 8*a6*a5^4*x34^6*a3^4*a1^3 - 8*a5^5*x34^6*a3^4*a1^3 + 192*a6^6*a5^4*a3^5*a1^3 - 64*a6^5*a5^5*a3^5*a1^3 + 192*a6^4*a5^6*a3^5*a1^3 - 912*a6^6*a5^3*x34*a3^5*a1^3 + 240*a6^5*a5^4*x34*a3^5*a1^3 + 240*a6^4*a5^5*x34*a3^5*a1^3 - 912*a6^3*a5^6*x34*a3^5*a1^3 + 800*a6^6*a5^2*x34^2*a3^5*a1^3 + 1040*a6^5*a5^3*x34^2*a3^5*a1^3 - 3600*a6^4*a5^4*x34^2*a3^5*a1^3 + 1040*a6^3*a5^5*x34^2*a3^5*a1^3 + 800*a6^2*a5^6*x34^2*a3^5*a1^3 - 368*a6^6*a5*x34^3*a3^5*a1^3 - 1520*a6^5*a5^2*x34^3*a3^5*a1^3 + 3920*a6^4*a5^3*x34^3*a3^5*a1^3 + 3920*a6^3*a5^4*x34^3*a3^5*a1^3 - 1520*a6^2*a5^5*x34^3*a3^5*a1^3 - 368*a6*a5^6*x34^3*a3^5*a1^3 + 192*a6^6*x34^4*a3^5*a1^3 + 48*a6^5*a5*x34^4*a3^5*a1^3 + 960*a6^4*a5^2*x34^4*a3^5*a1^3 - 6480*a6^3*a5^3*x34^4*a3^5*a1^3 + 960*a6^2*a5^4*x34^4*a3^5*a1^3 + 48*a6*a5^5*x34^4*a3^5*a1^3 + 192*a5^6*x34^4*a3^5*a1^3 - 48*a6^5*x34^5*a3^5*a1^3 + 592*a6^3*a5^2*x34^5*a3^5*a1^3 + 592*a6^2*a5^3*x34^5*a3^5*a1^3 - 48*a5^5*x34^5*a3^5*a1^3 - 8*a6^4*x34^6*a3^5*a1^3 - 16*a6^3*a5*x34^6*a3^5*a1^3 - 8*a6^2*a5^2*x34^6*a3^5*a1^3 - 16*a6*a5^3*x34^6*a3^5*a1^3 - 8*a5^4*x34^6*a3^5*a1^3 - 304*a6^6*a5^3*a3^6*a1^3 + 80*a6^5*a5^4*a3^6*a1^3 + 80*a6^4*a5^5*a3^6*a1^3 - 304*a6^3*a5^6*a3^6*a1^3 + 672*a6^6*a5^2*x34*a3^6*a1^3 + 1008*a6^5*a5^3*x34*a3^6*a1^3 - 2576*a6^4*a5^4*x34*a3^6*a1^3 + 1008*a6^3*a5^5*x34*a3^6*a1^3 + 672*a6^2*a5^6*x34*a3^6*a1^3 - 384*a6^6*a5*x34^2*a3^6*a1^3 - 1888*a6^5*a5^2*x34^2*a3^6*a1^3 + 3472*a6^4*a5^3*x34^2*a3^6*a1^3 + 3472*a6^3*a5^4*x34^2*a3^6*a1^3 - 1888*a6^2*a5^5*x34^2*a3^6*a1^3 - 384*a6*a5^6*x34^2*a3^6*a1^3 + 224*a6^6*x34^3*a3^6*a1^3 + 336*a6^5*a5*x34^3*a3^6*a1^3 + 672*a6^4*a5^2*x34^3*a3^6*a1^3 - 7728*a6^3*a5^3*x34^3*a3^6*a1^3 + 672*a6^2*a5^4*x34^3*a3^6*a1^3 + 336*a6*a5^5*x34^3*a3^6*a1^3 + 224*a5^6*x34^3*a3^6*a1^3 - 128*a6^5*x34^4*a3^6*a1^3 + 112*a6^4*a5*x34^4*a3^6*a1^3 + 1392*a6^3*a5^2*x34^4*a3^6*a1^3 + 1392*a6^2*a5^3*x34^4*a3^6*a1^3 + 112*a6*a5^4*x34^4*a3^6*a1^3 - 128*a5^5*x34^4*a3^6*a1^3 - 56*a6^4*x34^5*a3^6*a1^3 - 112*a6^3*a5*x34^5*a3^6*a1^3 - 56*a6^2*a5^2*x34^5*a3^6*a1^3 - 112*a6*a5^3*x34^5*a3^6*a1^3 - 56*a5^4*x34^5*a3^6*a1^3 + 16*a6^3*x34^6*a3^6*a1^3 - 8*a6^2*a5*x34^6*a3^6*a1^3 - 8*a6*a5^2*x34^6*a3^6*a1^3 + 16*a5^3*x34^6*a3^6*a1^3 + 192*a6^6*a5^2*a3^7*a1^3 + 288*a6^5*a5^3*a3^7*a1^3 - 736*a6^4*a5^4*a3^7*a1^3 + 288*a6^3*a5^5*a3^7*a1^3 + 192*a6^2*a5^6*a3^7*a1^3 - 224*a6^6*a5*x34*a3^7*a1^3 - 1184*a6^5*a5^2*x34*a3^7*a1^3 + 1856*a6^4*a5^3*x34*a3^7*a1^3 + 1856*a6^3*a5^4*x34*a3^7*a1^3 - 1184*a6^2*a5^5*x34*a3^7*a1^3 - 224*a6*a5^6*x34*a3^7*a1^3 + 160*a6^6*x34^2*a3^7*a1^3 + 480*a6^5*a5*x34^2*a3^7*a1^3 + 96*a6^4*a5^2*x34^2*a3^7*a1^3 - 5664*a6^3*a5^3*x34^2*a3^7*a1^3 + 96*a6^2*a5^4*x34^2*a3^7*a1^3 + 480*a6*a5^5*x34^2*a3^7*a1^3 + 160*a5^6*x34^2*a3^7*a1^3 - 192*a6^5*x34^3*a3^7*a1^3 + 288*a6^4*a5*x34^3*a3^7*a1^3 + 1888*a6^3*a5^2*x34^3*a3^7*a1^3 + 1888*a6^2*a5^3*x34^3*a3^7*a1^3 + 288*a6*a5^4*x34^3*a3^7*a1^3 - 192*a5^5*x34^3*a3^7*a1^3 - 160*a6^4*x34^4*a3^7*a1^3 - 320*a6^3*a5*x34^4*a3^7*a1^3 - 160*a6^2*a5^2*x34^4*a3^7*a1^3 - 320*a6*a5^3*x34^4*a3^7*a1^3 - 160*a5^4*x34^4*a3^7*a1^3 + 96*a6^3*x34^5*a3^7*a1^3 - 48*a6^2*a5*x34^5*a3^7*a1^3 - 48*a6*a5^2*x34^5*a3^7*a1^3 + 96*a5^3*x34^5*a3^7*a1^3 - 56*a6^6*a5*a3^8*a1^3 - 296*a6^5*a5^2*a3^8*a1^3 + 464*a6^4*a5^3*a3^8*a1^3 + 464*a6^3*a5^4*a3^8*a1^3 - 296*a6^2*a5^5*a3^8*a1^3 - 56*a6*a5^6*a3^8*a1^3 + 72*a6^6*x34*a3^8*a1^3 + 288*a6^5*a5*x34*a3^8*a1^3 - 72*a6^4*a5^2*x34*a3^8*a1^3 - 2592*a6^3*a5^3*x34*a3^8*a1^3 - 72*a6^2*a5^4*x34*a3^8*a1^3 + 288*a6*a5^5*x34*a3^8*a1^3 + 72*a5^6*x34*a3^8*a1^3 - 168*a6^5*x34^2*a3^8*a1^3 + 312*a6^4*a5*x34^2*a3^8*a1^3 + 1552*a6^3*a5^2*x34^2*a3^8*a1^3 + 1552*a6^2*a5^3*x34^2*a3^8*a1^3 + 312*a6*a5^4*x34^2*a3^8*a1^3 - 168*a5^5*x34^2*a3^8*a1^3 - 240*a6^4*x34^3*a3^8*a1^3 - 480*a6^3*a5*x34^3*a3^8*a1^3 - 240*a6^2*a5^2*x34^3*a3^8*a1^3 - 480*a6*a5^3*x34^3*a3^8*a1^3 - 240*a5^4*x34^3*a3^8*a1^3 + 240*a6^3*x34^4*a3^8*a1^3 - 120*a6^2*a5*x34^4*a3^8*a1^3 - 120*a6*a5^2*x34^4*a3^8*a1^3 + 240*a5^3*x34^4*a3^8*a1^3 + 16*a6^6*a3^9*a1^3 + 64*a6^5*a5*a3^9*a1^3 - 16*a6^4*a5^2*a3^9*a1^3 - 576*a6^3*a5^3*a3^9*a1^3 - 16*a6^2*a5^4*a3^9*a1^3 + 64*a6*a5^5*a3^9*a1^3 + 16*a5^6*a3^9*a1^3 - 80*a6^5*x34*a3^9*a1^3 + 160*a6^4*a5*x34*a3^9*a1^3 + 720*a6^3*a5^2*x34*a3^9*a1^3 + 720*a6^2*a5^3*x34*a3^9*a1^3 + 160*a6*a5^4*x34*a3^9*a1^3 - 80*a5^5*x34*a3^9*a1^3 - 200*a6^4*x34^2*a3^9*a1^3 - 400*a6^3*a5*x34^2*a3^9*a1^3 - 200*a6^2*a5^2*x34^2*a3^9*a1^3 - 400*a6*a5^3*x34^2*a3^9*a1^3 - 200*a5^4*x34^2*a3^9*a1^3 + 320*a6^3*x34^3*a3^9*a1^3 - 160*a6^2*a5*x34^3*a3^9*a1^3 - 160*a6*a5^2*x34^3*a3^9*a1^3 + 320*a5^3*x34^3*a3^9*a1^3 - 16*a6^5*a3^10*a1^3 + 32*a6^4*a5*a3^10*a1^3 + 144*a6^3*a5^2*a3^10*a1^3 + 144*a6^2*a5^3*a3^10*a1^3 + 32*a6*a5^4*a3^10*a1^3 - 16*a5^5*a3^10*a1^3 - 88*a6^4*x34*a3^10*a1^3 - 176*a6^3*a5*x34*a3^10*a1^3 - 88*a6^2*a5^2*x34*a3^10*a1^3 - 176*a6*a5^3*x34*a3^10*a1^3 - 88*a5^4*x34*a3^10*a1^3 + 240*a6^3*x34^2*a3^10*a1^3 - 120*a6^2*a5*x34^2*a3^10*a1^3 - 120*a6*a5^2*x34^2*a3^10*a1^3 + 240*a5^3*x34^2*a3^10*a1^3 - 16*a6^4*a3^11*a1^3 - 32*a6^3*a5*a3^11*a1^3 - 16*a6^2*a5^2*a3^11*a1^3 - 32*a6*a5^3*a3^11*a1^3 - 16*a5^4*a3^11*a1^3 + 96*a6^3*x34*a3^11*a1^3 - 48*a6^2*a5*x34*a3^11*a1^3 - 48*a6*a5^2*x34*a3^11*a1^3 + 96*a5^3*x34*a3^11*a1^3 + 16*a6^3*a3^12*a1^3 - 8*a6^2*a5*a3^12*a1^3 - 8*a6*a5^2*a3^12*a1^3 + 16*a5^3*a3^12*a1^3 - 8*a6^6*a5^6*x34^2*a2*a1^3 - 16*a6^6*a5^5*x34^3*a2*a1^3 - 16*a6^5*a5^6*x34^3*a2*a1^3 - 8*a6^6*a5^4*x34^4*a2*a1^3 + 48*a6^5*a5^5*x34^4*a2*a1^3 - 8*a6^4*a5^6*x34^4*a2*a1^3 - 16*a6^6*a5^3*x34^5*a2*a1^3 + 48*a6^5*a5^4*x34^5*a2*a1^3 + 48*a6^4*a5^5*x34^5*a2*a1^3 - 16*a6^3*a5^6*x34^5*a2*a1^3 - 8*a6^6*a5^2*x34^6*a2*a1^3 - 16*a6^5*a5^3*x34^6*a2*a1^3 - 8*a6^4*a5^4*x34^6*a2*a1^3 - 16*a6^3*a5^5*x34^6*a2*a1^3 - 8*a6^2*a5^6*x34^6*a2*a1^3 - 16*a6^6*a5^6*x34*a3*a2*a1^3 - 112*a6^6*a5^4*x34^3*a3*a2*a1^3 + 160*a6^5*a5^5*x34^3*a3*a2*a1^3 - 112*a6^4*a5^6*x34^3*a3*a2*a1^3 - 160*a6^6*a5^3*x34^4*a3*a2*a1^3 + 336*a6^5*a5^4*x34^4*a3*a2*a1^3 + 336*a6^4*a5^5*x34^4*a3*a2*a1^3 - 160*a6^3*a5^6*x34^4*a3*a2*a1^3 - 128*a6^5*a5^3*x34^5*a3*a2*a1^3 + 48*a6^4*a5^4*x34^5*a3*a2*a1^3 - 128*a6^3*a5^5*x34^5*a3*a2*a1^3 + 48*a6^5*a5^2*x34^6*a3*a2*a1^3 - 80*a6^4*a5^3*x34^6*a3*a2*a1^3 - 80*a6^3*a5^4*x34^6*a3*a2*a1^3 + 48*a6^2*a5^5*x34^6*a3*a2*a1^3 - 16*a6^6*a5^6*a3^2*a2*a1^3 + 96*a6^6*a5^5*x34*a3^2*a2*a1^3 + 96*a6^5*a5^6*x34*a3^2*a2*a1^3 - 408*a6^6*a5^4*x34^2*a3^2*a2*a1^3 + 288*a6^5*a5^5*x34^2*a3^2*a2*a1^3 - 408*a6^4*a5^6*x34^2*a3^2*a2*a1^3 - 240*a6^6*a5^3*x34^3*a3^2*a2*a1^3 + 832*a6^5*a5^4*x34^3*a3^2*a2*a1^3 + 832*a6^4*a5^5*x34^3*a3^2*a2*a1^3 - 240*a6^3*a5^6*x34^3*a3^2*a2*a1^3 - 432*a6^5*a5^3*x34^4*a3^2*a2*a1^3 - 432*a6^3*a5^5*x34^4*a3^2*a2*a1^3 + 48*a6^6*a5*x34^5*a3^2*a2*a1^3 + 384*a6^5*a5^2*x34^5*a3^2*a2*a1^3 - 512*a6^4*a5^3*x34^5*a3^2*a2*a1^3 - 512*a6^3*a5^4*x34^5*a3^2*a2*a1^3 + 384*a6^2*a5^5*x34^5*a3^2*a2*a1^3 + 48*a6*a5^6*x34^5*a3^2*a2*a1^3 - 8*a6^6*x34^6*a3^2*a2*a1^3 + 48*a6^5*a5*x34^6*a3^2*a2*a1^3 - 120*a6^4*a5^2*x34^6*a3^2*a2*a1^3 + 240*a6^3*a5^3*x34^6*a3^2*a2*a1^3 - 120*a6^2*a5^4*x34^6*a3^2*a2*a1^3 + 48*a6*a5^5*x34^6*a3^2*a2*a1^3 - 8*a5^6*x34^6*a3^2*a2*a1^3 + 64*a6^6*a5^5*a3^3*a2*a1^3 + 64*a6^5*a5^6*a3^3*a2*a1^3 - 592*a6^6*a5^4*x34*a3^3*a2*a1^3 + 256*a6^5*a5^5*x34*a3^3*a2*a1^3 - 592*a6^4*a5^6*x34*a3^3*a2*a1^3 + 320*a6^6*a5^3*x34^2*a3^3*a2*a1^3 + 928*a6^5*a5^4*x34^2*a3^3*a2*a1^3 + 928*a6^4*a5^5*x34^2*a3^3*a2*a1^3 + 320*a6^3*a5^6*x34^2*a3^3*a2*a1^3 + 80*a6^6*a5^2*x34^3*a3^3*a2*a1^3 - 1440*a6^5*a5^3*x34^3*a3^3*a2*a1^3 - 160*a6^4*a5^4*x34^3*a3^3*a2*a1^3 - 1440*a6^3*a5^5*x34^3*a3^3*a2*a1^3 + 80*a6^2*a5^6*x34^3*a3^3*a2*a1^3 + 160*a6^6*a5*x34^4*a3^3*a2*a1^3 + 1168*a6^5*a5^2*x34^4*a3^3*a2*a1^3 - 880*a6^4*a5^3*x34^4*a3^3*a2*a1^3 - 880*a6^3*a5^4*x34^4*a3^3*a2*a1^3 + 1168*a6^2*a5^5*x34^4*a3^3*a2*a1^3 + 160*a6*a5^6*x34^4*a3^3*a2*a1^3 - 64*a6^6*x34^5*a3^3*a2*a1^3 + 256*a6^5*a5*x34^5*a3^3*a2*a1^3 - 752*a6^4*a5^2*x34^5*a3^3*a2*a1^3 + 768*a6^3*a5^3*x34^5*a3^3*a2*a1^3 - 752*a6^2*a5^4*x34^5*a3^3*a2*a1^3 + 256*a6*a5^5*x34^5*a3^3*a2*a1^3 - 64*a5^6*x34^5*a3^3*a2*a1^3 - 16*a6^5*x34^6*a3^3*a2*a1^3 - 80*a6^4*a5*x34^6*a3^3*a2*a1^3 + 240*a6^3*a5^2*x34^6*a3^3*a2*a1^3 + 240*a6^2*a5^3*x34^6*a3^3*a2*a1^3 - 80*a6*a5^4*x34^6*a3^3*a2*a1^3 - 16*a5^5*x34^6*a3^3*a2*a1^3 - 296*a6^6*a5^4*a3^4*a2*a1^3 + 128*a6^5*a5^5*a3^4*a2*a1^3 - 296*a6^4*a5^6*a3^4*a2*a1^3 + 720*a6^6*a5^3*x34*a3^4*a2*a1^3 + 560*a6^5*a5^4*x34*a3^4*a2*a1^3 + 560*a6^4*a5^5*x34*a3^4*a2*a1^3 + 720*a6^3*a5^6*x34*a3^4*a2*a1^3 + 240*a6^6*a5^2*x34^2*a3^4*a2*a1^3 - 2800*a6^5*a5^3*x34^2*a3^4*a2*a1^3 - 240*a6^4*a5^4*x34^2*a3^4*a2*a1^3 - 2800*a6^3*a5^5*x34^2*a3^4*a2*a1^3 + 240*a6^2*a5^6*x34^2*a3^4*a2*a1^3 + 80*a6^6*a5*x34^3*a3^4*a2*a1^3 + 1760*a6^5*a5^2*x34^3*a3^4*a2*a1^3 + 480*a6^4*a5^3*x34^3*a3^4*a2*a1^3 + 480*a6^3*a5^4*x34^3*a3^4*a2*a1^3 + 1760*a6^2*a5^5*x34^3*a3^4*a2*a1^3 + 80*a6*a5^6*x34^3*a3^4*a2*a1^3 - 208*a6^6*x34^4*a3^4*a2*a1^3 + 656*a6^5*a5*x34^4*a3^4*a2*a1^3 - 2320*a6^4*a5^2*x34^4*a3^4*a2*a1^3 + 720*a6^3*a5^3*x34^4*a3^4*a2*a1^3 - 2320*a6^2*a5^4*x34^4*a3^4*a2*a1^3 + 656*a6*a5^5*x34^4*a3^4*a2*a1^3 - 208*a5^6*x34^4*a3^4*a2*a1^3 - 48*a6^5*x34^5*a3^4*a2*a1^3 - 384*a6^4*a5*x34^5*a3^4*a2*a1^3 + 1408*a6^3*a5^2*x34^5*a3^4*a2*a1^3 + 1408*a6^2*a5^3*x34^5*a3^4*a2*a1^3 - 384*a6*a5^4*x34^5*a3^4*a2*a1^3 - 48*a5^5*x34^5*a3^4*a2*a1^3 - 8*a6^4*x34^6*a3^4*a2*a1^3 - 80*a6^3*a5*x34^6*a3^4*a2*a1^3 - 120*a6^2*a5^2*x34^6*a3^4*a2*a1^3 - 80*a6*a5^3*x34^6*a3^4*a2*a1^3 - 8*a5^4*x34^6*a3^4*a2*a1^3 + 288*a6^6*a5^3*a3^5*a2*a1^3 + 224*a6^5*a5^4*a3^5*a2*a1^3 + 224*a6^4*a5^5*a3^5*a2*a1^3 + 288*a6^3*a5^6*a3^5*a2*a1^3 + 240*a6^6*a5^2*x34*a3^5*a2*a1^3 - 2496*a6^5*a5^3*x34*a3^5*a2*a1^3 - 192*a6^4*a5^4*x34*a3^5*a2*a1^3 - 2496*a6^3*a5^5*x34*a3^5*a2*a1^3 + 240*a6^2*a5^6*x34*a3^5*a2*a1^3 - 192*a6^6*a5*x34^2*a3^5*a2*a1^3 + 1488*a6^5*a5^2*x34^2*a3^5*a2*a1^3 + 2768*a6^4*a5^3*x34^2*a3^5*a2*a1^3 + 2768*a6^3*a5^4*x34^2*a3^5*a2*a1^3 + 1488*a6^2*a5^5*x34^2*a3^5*a2*a1^3 - 192*a6*a5^6*x34^2*a3^5*a2*a1^3 - 368*a6^6*x34^3*a3^5*a2*a1^3 + 992*a6^5*a5*x34^3*a3^5*a2*a1^3 - 4192*a6^4*a5^2*x34^3*a3^5*a2*a1^3 - 672*a6^3*a5^3*x34^3*a3^5*a2*a1^3 - 4192*a6^2*a5^4*x34^3*a3^5*a2*a1^3 + 992*a6*a5^5*x34^3*a3^5*a2*a1^3 - 368*a5^6*x34^3*a3^5*a2*a1^3 + 48*a6^5*x34^4*a3^5*a2*a1^3 - 624*a6^4*a5*x34^4*a3^5*a2*a1^3 + 3408*a6^3*a5^2*x34^4*a3^5*a2*a1^3 + 3408*a6^2*a5^3*x34^4*a3^5*a2*a1^3 - 624*a6*a5^4*x34^4*a3^5*a2*a1^3 + 48*a5^5*x34^4*a3^5*a2*a1^3 - 512*a6^3*a5*x34^5*a3^5*a2*a1^3 - 624*a6^2*a5^2*x34^5*a3^5*a2*a1^3 - 512*a6*a5^3*x34^5*a3^5*a2*a1^3 - 16*a6^3*x34^6*a3^5*a2*a1^3 + 48*a6^2*a5*x34^6*a3^5*a2*a1^3 + 48*a6*a5^2*x34^6*a3^5*a2*a1^3 - 16*a5^3*x34^6*a3^5*a2*a1^3 + 80*a6^6*a5^2*a3^6*a2*a1^3 - 832*a6^5*a5^3*a3^6*a2*a1^3 - 64*a6^4*a5^4*a3^6*a2*a1^3 - 832*a6^3*a5^5*a3^6*a2*a1^3 + 80*a6^2*a5^6*a3^6*a2*a1^3 - 224*a6^6*a5*x34*a3^6*a2*a1^3 + 784*a6^5*a5^2*x34*a3^6*a2*a1^3 + 2576*a6^4*a5^3*x34*a3^6*a2*a1^3 + 2576*a6^3*a5^4*x34*a3^6*a2*a1^3 + 784*a6^2*a5^5*x34*a3^6*a2*a1^3 - 224*a6*a5^6*x34*a3^6*a2*a1^3 - 384*a6^6*x34^2*a3^6*a2*a1^3 + 928*a6^5*a5*x34^2*a3^6*a2*a1^3 - 4496*a6^4*a5^2*x34^2*a3^6*a2*a1^3 - 2016*a6^3*a5^3*x34^2*a3^6*a2*a1^3 - 4496*a6^2*a5^4*x34^2*a3^6*a2*a1^3 + 928*a6*a5^5*x34^2*a3^6*a2*a1^3 - 384*a5^6*x34^2*a3^6*a2*a1^3 + 336*a6^5*x34^3*a3^6*a2*a1^3 - 336*a6^4*a5*x34^3*a3^6*a2*a1^3 + 4592*a6^3*a5^2*x34^3*a3^6*a2*a1^3 + 4592*a6^2*a5^3*x34^3*a3^6*a2*a1^3 - 336*a6*a5^4*x34^3*a3^6*a2*a1^3 + 336*a5^5*x34^3*a3^6*a2*a1^3 + 112*a6^4*x34^4*a3^6*a2*a1^3 - 1440*a6^3*a5*x34^4*a3^6*a2*a1^3 - 1440*a6^2*a5^2*x34^4*a3^6*a2*a1^3 - 1440*a6*a5^3*x34^4*a3^6*a2*a1^3 + 112*a5^4*x34^4*a3^6*a2*a1^3 - 112*a6^3*x34^5*a3^6*a2*a1^3 + 336*a6^2*a5*x34^5*a3^6*a2*a1^3 + 336*a6*a5^2*x34^5*a3^6*a2*a1^3 - 112*a5^3*x34^5*a3^6*a2*a1^3 - 8*a6^2*x34^6*a3^6*a2*a1^3 - 8*a5^2*x34^6*a3^6*a2*a1^3 - 64*a6^6*a5*a3^7*a2*a1^3 + 224*a6^5*a5^2*a3^7*a2*a1^3 + 736*a6^4*a5^3*a3^7*a2*a1^3 + 736*a6^3*a5^4*a3^7*a2*a1^3 + 224*a6^2*a5^5*a3^7*a2*a1^3 - 64*a6*a5^6*a3^7*a2*a1^3 - 224*a6^6*x34*a3^7*a2*a1^3 + 512*a6^5*a5*x34*a3^7*a2*a1^3 - 2656*a6^4*a5^2*x34*a3^7*a2*a1^3 - 1536*a6^3*a5^3*x34*a3^7*a2*a1^3 - 2656*a6^2*a5^4*x34*a3^7*a2*a1^3 + 512*a6*a5^5*x34*a3^7*a2*a1^3 - 224*a5^6*x34*a3^7*a2*a1^3 + 480*a6^5*x34^2*a3^7*a2*a1^3 + 96*a6^4*a5*x34^2*a3^7*a2*a1^3 + 3808*a6^3*a5^2*x34^2*a3^7*a2*a1^3 + 3808*a6^2*a5^3*x34^2*a3^7*a2*a1^3 + 96*a6*a5^4*x34^2*a3^7*a2*a1^3 + 480*a5^5*x34^2*a3^7*a2*a1^3 + 288*a6^4*x34^3*a3^7*a2*a1^3 - 2240*a6^3*a5*x34^3*a3^7*a2*a1^3 - 1920*a6^2*a5^2*x34^3*a3^7*a2*a1^3 - 2240*a6*a5^3*x34^3*a3^7*a2*a1^3 + 288*a5^4*x34^3*a3^7*a2*a1^3 - 320*a6^3*x34^4*a3^7*a2*a1^3 + 960*a6^2*a5*x34^4*a3^7*a2*a1^3 + 960*a6*a5^2*x34^4*a3^7*a2*a1^3 - 320*a5^3*x34^4*a3^7*a2*a1^3 - 48*a6^2*x34^5*a3^7*a2*a1^3 - 48*a5^2*x34^5*a3^7*a2*a1^3 - 56*a6^6*a3^8*a2*a1^3 + 128*a6^5*a5*a3^8*a2*a1^3 - 664*a6^4*a5^2*a3^8*a2*a1^3 - 384*a6^3*a5^3*a3^8*a2*a1^3 - 664*a6^2*a5^4*a3^8*a2*a1^3 + 128*a6*a5^5*a3^8*a2*a1^3 - 56*a5^6*a3^8*a2*a1^3 + 288*a6^5*x34*a3^8*a2*a1^3 + 144*a6^4*a5*x34*a3^8*a2*a1^3 + 1872*a6^3*a5^2*x34*a3^8*a2*a1^3 + 1872*a6^2*a5^3*x34*a3^8*a2*a1^3 + 144*a6*a5^4*x34*a3^8*a2*a1^3 + 288*a5^5*x34*a3^8*a2*a1^3 + 312*a6^4*x34^2*a3^8*a2*a1^3 - 2000*a6^3*a5*x34^2*a3^8*a2*a1^3 - 1560*a6^2*a5^2*x34^2*a3^8*a2*a1^3 - 2000*a6*a5^3*x34^2*a3^8*a2*a1^3 + 312*a5^4*x34^2*a3^8*a2*a1^3 - 480*a6^3*x34^3*a3^8*a2*a1^3 + 1440*a6^2*a5*x34^3*a3^8*a2*a1^3 + 1440*a6*a5^2*x34^3*a3^8*a2*a1^3 - 480*a5^3*x34^3*a3^8*a2*a1^3 - 120*a6^2*x34^4*a3^8*a2*a1^3 - 120*a5^2*x34^4*a3^8*a2*a1^3 + 64*a6^5*a3^9*a2*a1^3 + 32*a6^4*a5*a3^9*a2*a1^3 + 416*a6^3*a5^2*a3^9*a2*a1^3 + 416*a6^2*a5^3*a3^9*a2*a1^3 + 32*a6*a5^4*a3^9*a2*a1^3 + 64*a5^5*a3^9*a2*a1^3 + 160*a6^4*x34*a3^9*a2*a1^3 - 960*a6^3*a5*x34*a3^9*a2*a1^3 - 720*a6^2*a5^2*x34*a3^9*a2*a1^3 - 960*a6*a5^3*x34*a3^9*a2*a1^3 + 160*a5^4*x34*a3^9*a2*a1^3 - 400*a6^3*x34^2*a3^9*a2*a1^3 + 1200*a6^2*a5*x34^2*a3^9*a2*a1^3 + 1200*a6*a5^2*x34^2*a3^9*a2*a1^3 - 400*a5^3*x34^2*a3^9*a2*a1^3 - 160*a6^2*x34^3*a3^9*a2*a1^3 - 160*a5^2*x34^3*a3^9*a2*a1^3 + 32*a6^4*a3^10*a2*a1^3 - 192*a6^3*a5*a3^10*a2*a1^3 - 144*a6^2*a5^2*a3^10*a2*a1^3 - 192*a6*a5^3*a3^10*a2*a1^3 + 32*a5^4*a3^10*a2*a1^3 - 176*a6^3*x34*a3^10*a2*a1^3 + 528*a6^2*a5*x34*a3^10*a2*a1^3 + 528*a6*a5^2*x34*a3^10*a2*a1^3 - 176*a5^3*x34*a3^10*a2*a1^3 - 120*a6^2*x34^2*a3^10*a2*a1^3 - 120*a5^2*x34^2*a3^10*a2*a1^3 - 32*a6^3*a3^11*a2*a1^3 + 96*a6^2*a5*a3^11*a2*a1^3 + 96*a6*a5^2*a3^11*a2*a1^3 - 32*a5^3*a3^11*a2*a1^3 - 48*a6^2*x34*a3^11*a2*a1^3 - 48*a5^2*x34*a3^11*a2*a1^3 - 8*a6^2*a3^12*a2*a1^3 - 8*a5^2*a3^12*a2*a1^3 - 8*a6^6*a5^6*x34*a2^2*a1^3 - 8*a6^6*a5^5*x34^2*a2^2*a1^3 - 8*a6^5*a5^6*x34^2*a2^2*a1^3 + 112*a6^6*a5^4*x34^3*a2^2*a1^3 - 80*a6^5*a5^5*x34^3*a2^2*a1^3 + 112*a6^4*a5^6*x34^3*a2^2*a1^3 + 112*a6^6*a5^3*x34^4*a2^2*a1^3 - 120*a6^5*a5^4*x34^4*a2^2*a1^3 - 120*a6^4*a5^5*x34^4*a2^2*a1^3 + 112*a6^3*a5^6*x34^4*a2^2*a1^3 - 8*a6^6*a5^2*x34^5*a2^2*a1^3 - 80*a6^5*a5^3*x34^5*a2^2*a1^3 - 120*a6^4*a5^4*x34^5*a2^2*a1^3 - 80*a6^3*a5^5*x34^5*a2^2*a1^3 - 8*a6^2*a5^6*x34^5*a2^2*a1^3 - 8*a6^6*a5*x34^6*a2^2*a1^3 - 8*a6^5*a5^2*x34^6*a2^2*a1^3 + 112*a6^4*a5^3*x34^6*a2^2*a1^3 + 112*a6^3*a5^4*x34^6*a2^2*a1^3 - 8*a6^2*a5^5*x34^6*a2^2*a1^3 - 8*a6*a5^6*x34^6*a2^2*a1^3 - 16*a6^6*a5^6*a3*a2^2*a1^3 + 32*a6^6*a5^5*x34*a3*a2^2*a1^3 + 32*a6^5*a5^6*x34*a3*a2^2*a1^3 + 216*a6^6*a5^4*x34^2*a3*a2^2*a1^3 - 144*a6^5*a5^5*x34^2*a3*a2^2*a1^3 + 216*a6^4*a5^6*x34^2*a3*a2^2*a1^3 + 688*a6^6*a5^3*x34^3*a3*a2^2*a1^3 - 512*a6^5*a5^4*x34^3*a3*a2^2*a1^3 - 512*a6^4*a5^5*x34^3*a3*a2^2*a1^3 + 688*a6^3*a5^6*x34^3*a3*a2^2*a1^3 - 160*a6^6*a5^2*x34^4*a3*a2^2*a1^3 - 432*a6^5*a5^3*x34^4*a3*a2^2*a1^3 - 960*a6^4*a5^4*x34^4*a3*a2^2*a1^3 - 432*a6^3*a5^5*x34^4*a3*a2^2*a1^3 - 160*a6^2*a5^6*x34^4*a3*a2^2*a1^3 + 48*a6^5*a5^2*x34^5*a3*a2^2*a1^3 + 640*a6^4*a5^3*x34^5*a3*a2^2*a1^3 + 640*a6^3*a5^4*x34^5*a3*a2^2*a1^3 + 48*a6^2*a5^5*x34^5*a3*a2^2*a1^3 - 8*a6^6*x34^6*a3*a2^2*a1^3 + 48*a6^5*a5*x34^6*a3*a2^2*a1^3 - 120*a6^4*a5^2*x34^6*a3*a2^2*a1^3 + 240*a6^3*a5^3*x34^6*a3*a2^2*a1^3 - 120*a6^2*a5^4*x34^6*a3*a2^2*a1^3 + 48*a6*a5^5*x34^6*a3*a2^2*a1^3 - 8*a5^6*x34^6*a3*a2^2*a1^3 + 32*a6^6*a5^5*a3^2*a2^2*a1^3 + 32*a6^5*a5^6*a3^2*a2^2*a1^3 - 24*a6^6*a5^4*x34*a3^2*a2^2*a1^3 + 48*a6^5*a5^5*x34*a3^2*a2^2*a1^3 - 24*a6^4*a5^6*x34*a3^2*a2^2*a1^3 + 1152*a6^6*a5^3*x34^2*a3^2*a2^2*a1^3 - 1176*a6^5*a5^4*x34^2*a3^2*a2^2*a1^3 - 1176*a6^4*a5^5*x34^2*a3^2*a2^2*a1^3 + 1152*a6^3*a5^6*x34^2*a3^2*a2^2*a1^3 - 800*a6^6*a5^2*x34^3*a3^2*a2^2*a1^3 - 448*a6^5*a5^3*x34^3*a3^2*a2^2*a1^3 - 1760*a6^4*a5^4*x34^3*a3^2*a2^2*a1^3 - 448*a6^3*a5^5*x34^3*a3^2*a2^2*a1^3 - 800*a6^2*a5^6*x34^3*a3^2*a2^2*a1^3 + 2400*a6^4*a5^3*x34^4*a3^2*a2^2*a1^3 + 2400*a6^3*a5^4*x34^4*a3^2*a2^2*a1^3 - 56*a6^6*x34^5*a3^2*a2^2*a1^3 + 384*a6^5*a5*x34^5*a3^2*a2^2*a1^3 - 1080*a6^4*a5^2*x34^5*a3^2*a2^2*a1^3 + 1920*a6^3*a5^3*x34^5*a3^2*a2^2*a1^3 - 1080*a6^2*a5^4*x34^5*a3^2*a2^2*a1^3 + 384*a6*a5^5*x34^5*a3^2*a2^2*a1^3 - 56*a5^6*x34^5*a3^2*a2^2*a1^3 - 8*a6^5*x34^6*a3^2*a2^2*a1^3 - 120*a6^4*a5*x34^6*a3^2*a2^2*a1^3 - 240*a6^3*a5^2*x34^6*a3^2*a2^2*a1^3 - 240*a6^2*a5^3*x34^6*a3^2*a2^2*a1^3 - 120*a6*a5^4*x34^6*a3^2*a2^2*a1^3 - 8*a5^5*x34^6*a3^2*a2^2*a1^3 - 16*a6^6*a5^4*a3^3*a2^2*a1^3 + 32*a6^5*a5^5*a3^3*a2^2*a1^3 - 16*a6^4*a5^6*a3^3*a2^2*a1^3 + 928*a6^6*a5^3*x34*a3^3*a2^2*a1^3 - 1328*a6^5*a5^4*x34*a3^3*a2^2*a1^3 - 1328*a6^4*a5^5*x34*a3^3*a2^2*a1^3 + 928*a6^3*a5^6*x34*a3^3*a2^2*a1^3 - 1760*a6^6*a5^2*x34^2*a3^3*a2^2*a1^3 + 928*a6^5*a5^3*x34^2*a3^3*a2^2*a1^3 + 160*a6^4*a5^4*x34^2*a3^3*a2^2*a1^3 + 928*a6^3*a5^5*x34^2*a3^3*a2^2*a1^3 - 1760*a6^2*a5^6*x34^2*a3^3*a2^2*a1^3 + 80*a6^6*a5*x34^3*a3^3*a2^2*a1^3 - 160*a6^5*a5^2*x34^3*a3^3*a2^2*a1^3 + 3280*a6^4*a5^3*x34^3*a3^3*a2^2*a1^3 + 3280*a6^3*a5^4*x34^3*a3^3*a2^2*a1^3 - 160*a6^2*a5^5*x34^3*a3^3*a2^2*a1^3 + 80*a6*a5^6*x34^3*a3^3*a2^2*a1^3 - 48*a6^6*x34^4*a3^3*a2^2*a1^3 + 1168*a6^5*a5*x34^4*a3^3*a2^2*a1^3 - 2720*a6^4*a5^2*x34^4*a3^3*a2^2*a1^3 + 3840*a6^3*a5^3*x34^4*a3^3*a2^2*a1^3 - 2720*a6^2*a5^4*x34^4*a3^3*a2^2*a1^3 + 1168*a6*a5^5*x34^4*a3^3*a2^2*a1^3 - 48*a5^6*x34^4*a3^3*a2^2*a1^3 - 128*a6^5*x34^5*a3^3*a2^2*a1^3 - 752*a6^4*a5*x34^5*a3^3*a2^2*a1^3 - 960*a6^3*a5^2*x34^5*a3^3*a2^2*a1^3 - 960*a6^2*a5^3*x34^5*a3^3*a2^2*a1^3 - 752*a6*a5^4*x34^5*a3^3*a2^2*a1^3 - 128*a5^5*x34^5*a3^3*a2^2*a1^3 + 112*a6^4*x34^6*a3^3*a2^2*a1^3 + 240*a6^3*a5*x34^6*a3^3*a2^2*a1^3 - 240*a6^2*a5^2*x34^6*a3^3*a2^2*a1^3 + 240*a6*a5^3*x34^6*a3^3*a2^2*a1^3 + 112*a5^4*x34^6*a3^3*a2^2*a1^3 + 464*a6^6*a5^3*a3^4*a2^2*a1^3 - 664*a6^5*a5^4*a3^4*a2^2*a1^3 - 664*a6^4*a5^5*a3^4*a2^2*a1^3 + 464*a6^3*a5^6*a3^4*a2^2*a1^3 - 1840*a6^6*a5^2*x34*a3^4*a2^2*a1^3 + 1840*a6^5*a5^3*x34*a3^4*a2^2*a1^3 + 2000*a6^4*a5^4*x34*a3^4*a2^2*a1^3 + 1840*a6^3*a5^5*x34*a3^4*a2^2*a1^3 - 1840*a6^2*a5^6*x34*a3^4*a2^2*a1^3 + 240*a6^6*a5*x34^2*a3^4*a2^2*a1^3 - 240*a6^5*a5^2*x34^2*a3^4*a2^2*a1^3 + 1040*a6^4*a5^3*x34^2*a3^4*a2^2*a1^3 + 1040*a6^3*a5^4*x34^2*a3^4*a2^2*a1^3 - 240*a6^2*a5^5*x34^2*a3^4*a2^2*a1^3 + 240*a6*a5^6*x34^2*a3^4*a2^2*a1^3 + 320*a6^6*x34^3*a3^4*a2^2*a1^3 + 1760*a6^5*a5*x34^3*a3^4*a2^2*a1^3 - 1600*a6^4*a5^2*x34^3*a3^4*a2^2*a1^3 - 1200*a6^3*a5^3*x34^3*a3^4*a2^2*a1^3 - 1600*a6^2*a5^4*x34^3*a3^4*a2^2*a1^3 + 1760*a6*a5^5*x34^3*a3^4*a2^2*a1^3 + 320*a5^6*x34^3*a3^4*a2^2*a1^3 - 640*a6^5*x34^4*a3^4*a2^2*a1^3 - 2320*a6^4*a5*x34^4*a3^4*a2^2*a1^3 - 320*a6^3*a5^2*x34^4*a3^4*a2^2*a1^3 - 320*a6^2*a5^3*x34^4*a3^4*a2^2*a1^3 - 2320*a6*a5^4*x34^4*a3^4*a2^2*a1^3 - 640*a5^5*x34^4*a3^4*a2^2*a1^3 + 552*a6^4*x34^5*a3^4*a2^2*a1^3 + 1408*a6^3*a5*x34^5*a3^4*a2^2*a1^3 - 1800*a6^2*a5^2*x34^5*a3^4*a2^2*a1^3 + 1408*a6*a5^3*x34^5*a3^4*a2^2*a1^3 + 552*a5^4*x34^5*a3^4*a2^2*a1^3 + 112*a6^3*x34^6*a3^4*a2^2*a1^3 - 120*a6^2*a5*x34^6*a3^4*a2^2*a1^3 - 120*a6*a5^2*x34^6*a3^4*a2^2*a1^3 + 112*a5^3*x34^6*a3^4*a2^2*a1^3 - 736*a6^6*a5^2*a3^5*a2^2*a1^3 + 736*a6^5*a5^3*a3^5*a2^2*a1^3 + 800*a6^4*a5^4*a3^5*a2^2*a1^3 + 736*a6^3*a5^5*a3^5*a2^2*a1^3 - 736*a6^2*a5^6*a3^5*a2^2*a1^3 + 240*a6^6*a5*x34*a3^5*a2^2*a1^3 - 192*a6^5*a5^2*x34*a3^5*a2^2*a1^3 - 720*a6^4*a5^3*x34*a3^5*a2^2*a1^3 - 720*a6^3*a5^4*x34*a3^5*a2^2*a1^3 - 192*a6^2*a5^5*x34*a3^5*a2^2*a1^3 + 240*a6*a5^6*x34*a3^5*a2^2*a1^3 + 800*a6^6*x34^2*a3^5*a2^2*a1^3 + 1488*a6^5*a5*x34^2*a3^5*a2^2*a1^3 + 2160*a6^4*a5^2*x34^2*a3^5*a2^2*a1^3 - 10560*a6^3*a5^3*x34^2*a3^5*a2^2*a1^3 + 2160*a6^2*a5^4*x34^2*a3^5*a2^2*a1^3 + 1488*a6*a5^5*x34^2*a3^5*a2^2*a1^3 + 800*a5^6*x34^2*a3^5*a2^2*a1^3 - 1520*a6^5*x34^3*a3^5*a2^2*a1^3 - 4192*a6^4*a5*x34^3*a3^5*a2^2*a1^3 + 4000*a6^3*a5^2*x34^3*a3^5*a2^2*a1^3 + 4000*a6^2*a5^3*x34^3*a3^5*a2^2*a1^3 - 4192*a6*a5^4*x34^3*a3^5*a2^2*a1^3 - 1520*a5^5*x34^3*a3^5*a2^2*a1^3 + 960*a6^4*x34^4*a3^5*a2^2*a1^3 + 3408*a6^3*a5*x34^4*a3^5*a2^2*a1^3 - 5760*a6^2*a5^2*x34^4*a3^5*a2^2*a1^3 + 3408*a6*a5^3*x34^4*a3^5*a2^2*a1^3 + 960*a5^4*x34^4*a3^5*a2^2*a1^3 + 592*a6^3*x34^5*a3^5*a2^2*a1^3 - 624*a6^2*a5*x34^5*a3^5*a2^2*a1^3 - 624*a6*a5^2*x34^5*a3^5*a2^2*a1^3 + 592*a5^3*x34^5*a3^5*a2^2*a1^3 - 8*a6^2*x34^6*a3^5*a2^2*a1^3 + 48*a6*a5*x34^6*a3^5*a2^2*a1^3 - 8*a5^2*x34^6*a3^5*a2^2*a1^3 + 80*a6^6*a5*a3^6*a2^2*a1^3 - 64*a6^5*a5^2*a3^6*a2^2*a1^3 - 240*a6^4*a5^3*a3^6*a2^2*a1^3 - 240*a6^3*a5^4*a3^6*a2^2*a1^3 - 64*a6^2*a5^5*a3^6*a2^2*a1^3 + 80*a6*a5^6*a3^6*a2^2*a1^3 + 672*a6^6*x34*a3^6*a2^2*a1^3 + 784*a6^5*a5*x34*a3^6*a2^2*a1^3 + 2800*a6^4*a5^2*x34*a3^6*a2^2*a1^3 - 10080*a6^3*a5^3*x34*a3^6*a2^2*a1^3 + 2800*a6^2*a5^4*x34*a3^6*a2^2*a1^3 + 784*a6*a5^5*x34*a3^6*a2^2*a1^3 + 672*a5^6*x34*a3^6*a2^2*a1^3 - 1888*a6^5*x34^2*a3^6*a2^2*a1^3 - 4496*a6^4*a5*x34^2*a3^6*a2^2*a1^3 + 7680*a6^3*a5^2*x34^2*a3^6*a2^2*a1^3 + 7680*a6^2*a5^3*x34^2*a3^6*a2^2*a1^3 - 4496*a6*a5^4*x34^2*a3^6*a2^2*a1^3 - 1888*a5^5*x34^2*a3^6*a2^2*a1^3 + 672*a6^4*x34^3*a3^6*a2^2*a1^3 + 4592*a6^3*a5*x34^3*a3^6*a2^2*a1^3 - 10080*a6^2*a5^2*x34^3*a3^6*a2^2*a1^3 + 4592*a6*a5^3*x34^3*a3^6*a2^2*a1^3 + 672*a5^4*x34^3*a3^6*a2^2*a1^3 + 1392*a6^3*x34^4*a3^6*a2^2*a1^3 - 1440*a6^2*a5*x34^4*a3^6*a2^2*a1^3 - 1440*a6*a5^2*x34^4*a3^6*a2^2*a1^3 + 1392*a5^3*x34^4*a3^6*a2^2*a1^3 - 56*a6^2*x34^5*a3^6*a2^2*a1^3 + 336*a6*a5*x34^5*a3^6*a2^2*a1^3 - 56*a5^2*x34^5*a3^6*a2^2*a1^3 - 8*a6*x34^6*a3^6*a2^2*a1^3 - 8*a5*x34^6*a3^6*a2^2*a1^3 + 192*a6^6*a3^7*a2^2*a1^3 + 224*a6^5*a5*a3^7*a2^2*a1^3 + 800*a6^4*a5^2*a3^7*a2^2*a1^3 - 2880*a6^3*a5^3*a3^7*a2^2*a1^3 + 800*a6^2*a5^4*a3^7*a2^2*a1^3 + 224*a6*a5^5*a3^7*a2^2*a1^3 + 192*a5^6*a3^7*a2^2*a1^3 - 1184*a6^5*x34*a3^7*a2^2*a1^3 - 2656*a6^4*a5*x34*a3^7*a2^2*a1^3 + 5440*a6^3*a5^2*x34*a3^7*a2^2*a1^3 + 5440*a6^2*a5^3*x34*a3^7*a2^2*a1^3 - 2656*a6*a5^4*x34*a3^7*a2^2*a1^3 - 1184*a5^5*x34*a3^7*a2^2*a1^3 + 96*a6^4*x34^2*a3^7*a2^2*a1^3 + 3808*a6^3*a5*x34^2*a3^7*a2^2*a1^3 - 10080*a6^2*a5^2*x34^2*a3^7*a2^2*a1^3 + 3808*a6*a5^3*x34^2*a3^7*a2^2*a1^3 + 96*a5^4*x34^2*a3^7*a2^2*a1^3 + 1888*a6^3*x34^3*a3^7*a2^2*a1^3 - 1920*a6^2*a5*x34^3*a3^7*a2^2*a1^3 - 1920*a6*a5^2*x34^3*a3^7*a2^2*a1^3 + 1888*a5^3*x34^3*a3^7*a2^2*a1^3 - 160*a6^2*x34^4*a3^7*a2^2*a1^3 + 960*a6*a5*x34^4*a3^7*a2^2*a1^3 - 160*a5^2*x34^4*a3^7*a2^2*a1^3 - 48*a6*x34^5*a3^7*a2^2*a1^3 - 48*a5*x34^5*a3^7*a2^2*a1^3 - 296*a6^5*a3^8*a2^2*a1^3 - 664*a6^4*a5*a3^8*a2^2*a1^3 + 1360*a6^3*a5^2*a3^8*a2^2*a1^3 + 1360*a6^2*a5^3*a3^8*a2^2*a1^3 - 664*a6*a5^4*a3^8*a2^2*a1^3 - 296*a5^5*a3^8*a2^2*a1^3 - 72*a6^4*x34*a3^8*a2^2*a1^3 + 1872*a6^3*a5*x34*a3^8*a2^2*a1^3 - 5400*a6^2*a5^2*x34*a3^8*a2^2*a1^3 + 1872*a6*a5^3*x34*a3^8*a2^2*a1^3 - 72*a5^4*x34*a3^8*a2^2*a1^3 + 1552*a6^3*x34^2*a3^8*a2^2*a1^3 - 1560*a6^2*a5*x34^2*a3^8*a2^2*a1^3 - 1560*a6*a5^2*x34^2*a3^8*a2^2*a1^3 + 1552*a5^3*x34^2*a3^8*a2^2*a1^3 - 240*a6^2*x34^3*a3^8*a2^2*a1^3 + 1440*a6*a5*x34^3*a3^8*a2^2*a1^3 - 240*a5^2*x34^3*a3^8*a2^2*a1^3 - 120*a6*x34^4*a3^8*a2^2*a1^3 - 120*a5*x34^4*a3^8*a2^2*a1^3 - 16*a6^4*a3^9*a2^2*a1^3 + 416*a6^3*a5*a3^9*a2^2*a1^3 - 1200*a6^2*a5^2*a3^9*a2^2*a1^3 + 416*a6*a5^3*a3^9*a2^2*a1^3 - 16*a5^4*a3^9*a2^2*a1^3 + 720*a6^3*x34*a3^9*a2^2*a1^3 - 720*a6^2*a5*x34*a3^9*a2^2*a1^3 - 720*a6*a5^2*x34*a3^9*a2^2*a1^3 + 720*a5^3*x34*a3^9*a2^2*a1^3 - 200*a6^2*x34^2*a3^9*a2^2*a1^3 + 1200*a6*a5*x34^2*a3^9*a2^2*a1^3 - 200*a5^2*x34^2*a3^9*a2^2*a1^3 - 160*a6*x34^3*a3^9*a2^2*a1^3 - 160*a5*x34^3*a3^9*a2^2*a1^3 + 144*a6^3*a3^10*a2^2*a1^3 - 144*a6^2*a5*a3^10*a2^2*a1^3 - 144*a6*a5^2*a3^10*a2^2*a1^3 + 144*a5^3*a3^10*a2^2*a1^3 - 88*a6^2*x34*a3^10*a2^2*a1^3 + 528*a6*a5*x34*a3^10*a2^2*a1^3 - 88*a5^2*x34*a3^10*a2^2*a1^3 - 120*a6*x34^2*a3^10*a2^2*a1^3 - 120*a5*x34^2*a3^10*a2^2*a1^3 - 16*a6^2*a3^11*a2^2*a1^3 + 96*a6*a5*a3^11*a2^2*a1^3 - 16*a5^2*a3^11*a2^2*a1^3 - 48*a6*x34*a3^11*a2^2*a1^3 - 48*a5*x34*a3^11*a2^2*a1^3 - 8*a6*a3^12*a2^2*a1^3 - 8*a5*a3^12*a2^2*a1^3 + 16*a6^6*a5^6*a2^3*a1^3 - 16*a6^6*a5^5*x34*a2^3*a1^3 - 16*a6^5*a5^6*x34*a2^3*a1^3 + 112*a6^6*a5^4*x34^2*a2^3*a1^3 - 80*a6^5*a5^5*x34^2*a2^3*a1^3 + 112*a6^4*a5^6*x34^2*a2^3*a1^3 - 528*a6^6*a5^3*x34^3*a2^3*a1^3 + 240*a6^5*a5^4*x34^3*a2^3*a1^3 + 240*a6^4*a5^5*x34^3*a2^3*a1^3 - 528*a6^3*a5^6*x34^3*a2^3*a1^3 + 112*a6^6*a5^2*x34^4*a2^3*a1^3 + 240*a6^5*a5^3*x34^4*a2^3*a1^3 - 240*a6^4*a5^4*x34^4*a2^3*a1^3 + 240*a6^3*a5^5*x34^4*a2^3*a1^3 + 112*a6^2*a5^6*x34^4*a2^3*a1^3 - 16*a6^6*a5*x34^5*a2^3*a1^3 - 80*a6^5*a5^2*x34^5*a2^3*a1^3 + 240*a6^4*a5^3*x34^5*a2^3*a1^3 + 240*a6^3*a5^4*x34^5*a2^3*a1^3 - 80*a6^2*a5^5*x34^5*a2^3*a1^3 - 16*a6*a5^6*x34^5*a2^3*a1^3 + 16*a6^6*x34^6*a2^3*a1^3 - 16*a6^5*a5*x34^6*a2^3*a1^3 + 112*a6^4*a5^2*x34^6*a2^3*a1^3 - 528*a6^3*a5^3*x34^6*a2^3*a1^3 + 112*a6^2*a5^4*x34^6*a2^3*a1^3 - 16*a6*a5^5*x34^6*a2^3*a1^3 + 16*a5^6*x34^6*a2^3*a1^3 - 32*a6^6*a5^5*a3*a2^3*a1^3 - 32*a6^5*a5^6*a3*a2^3*a1^3 + 144*a6^6*a5^4*x34*a3*a2^3*a1^3 - 192*a6^5*a5^5*x34*a3*a2^3*a1^3 + 144*a6^4*a5^6*x34*a3*a2^3*a1^3 - 1344*a6^6*a5^3*x34^2*a3*a2^3*a1^3 + 688*a6^5*a5^4*x34^2*a3*a2^3*a1^3 + 688*a6^4*a5^5*x34^2*a3*a2^3*a1^3 - 1344*a6^3*a5^6*x34^2*a3*a2^3*a1^3 + 688*a6^6*a5^2*x34^3*a3*a2^3*a1^3 + 288*a6^5*a5^3*x34^3*a3*a2^3*a1^3 - 480*a6^4*a5^4*x34^3*a3*a2^3*a1^3 + 288*a6^3*a5^5*x34^3*a3*a2^3*a1^3 + 688*a6^2*a5^6*x34^3*a3*a2^3*a1^3 - 160*a6^6*a5*x34^4*a3*a2^3*a1^3 - 432*a6^5*a5^2*x34^4*a3*a2^3*a1^3 + 1680*a6^4*a5^3*x34^4*a3*a2^3*a1^3 + 1680*a6^3*a5^4*x34^4*a3*a2^3*a1^3 - 432*a6^2*a5^5*x34^4*a3*a2^3*a1^3 - 160*a6*a5^6*x34^4*a3*a2^3*a1^3 + 80*a6^6*x34^5*a3*a2^3*a1^3 - 128*a6^5*a5*x34^5*a3*a2^3*a1^3 + 640*a6^4*a5^2*x34^5*a3*a2^3*a1^3 - 3840*a6^3*a5^3*x34^5*a3*a2^3*a1^3 + 640*a6^2*a5^4*x34^5*a3*a2^3*a1^3 - 128*a6*a5^5*x34^5*a3*a2^3*a1^3 + 80*a5^6*x34^5*a3*a2^3*a1^3 - 16*a6^5*x34^6*a3*a2^3*a1^3 - 80*a6^4*a5*x34^6*a3*a2^3*a1^3 + 240*a6^3*a5^2*x34^6*a3*a2^3*a1^3 + 240*a6^2*a5^3*x34^6*a3*a2^3*a1^3 - 80*a6*a5^4*x34^6*a3*a2^3*a1^3 - 16*a5^5*x34^6*a3*a2^3*a1^3 + 144*a6^6*a5^4*a3^2*a2^3*a1^3 - 192*a6^5*a5^5*a3^2*a2^3*a1^3 + 144*a6^4*a5^6*a3^2*a2^3*a1^3 - 864*a6^6*a5^3*x34*a3^2*a2^3*a1^3 + 624*a6^5*a5^4*x34*a3^2*a2^3*a1^3 + 624*a6^4*a5^5*x34*a3^2*a2^3*a1^3 - 864*a6^3*a5^6*x34*a3^2*a2^3*a1^3 + 1152*a6^6*a5^2*x34^2*a3^2*a2^3*a1^3 - 96*a6^5*a5^3*x34^2*a3^2*a2^3*a1^3 + 880*a6^4*a5^4*x34^2*a3^2*a2^3*a1^3 - 96*a6^3*a5^5*x34^2*a3^2*a2^3*a1^3 + 1152*a6^2*a5^6*x34^2*a3^2*a2^3*a1^3 - 240*a6^6*a5*x34^3*a3^2*a2^3*a1^3 - 448*a6^5*a5^2*x34^3*a3^2*a2^3*a1^3 + 2160*a6^4*a5^3*x34^3*a3^2*a2^3*a1^3 + 2160*a6^3*a5^4*x34^3*a3^2*a2^3*a1^3 - 448*a6^2*a5^5*x34^3*a3^2*a2^3*a1^3 - 240*a6*a5^6*x34^3*a3^2*a2^3*a1^3 + 272*a6^6*x34^4*a3^2*a2^3*a1^3 - 432*a6^5*a5*x34^4*a3^2*a2^3*a1^3 + 2400*a6^4*a5^2*x34^4*a3^2*a2^3*a1^3 - 13440*a6^3*a5^3*x34^4*a3^2*a2^3*a1^3 + 2400*a6^2*a5^4*x34^4*a3^2*a2^3*a1^3 - 432*a6*a5^5*x34^4*a3^2*a2^3*a1^3 + 272*a5^6*x34^4*a3^2*a2^3*a1^3 - 176*a6^5*x34^5*a3^2*a2^3*a1^3 - 512*a6^4*a5*x34^5*a3^2*a2^3*a1^3 + 1920*a6^3*a5^2*x34^5*a3^2*a2^3*a1^3 + 1920*a6^2*a5^3*x34^5*a3^2*a2^3*a1^3 - 512*a6*a5^4*x34^5*a3^2*a2^3*a1^3 - 176*a5^5*x34^5*a3^2*a2^3*a1^3 + 112*a6^4*x34^6*a3^2*a2^3*a1^3 + 240*a6^3*a5*x34^6*a3^2*a2^3*a1^3 - 240*a6^2*a5^2*x34^6*a3^2*a2^3*a1^3 + 240*a6*a5^3*x34^6*a3^2*a2^3*a1^3 + 112*a5^4*x34^6*a3^2*a2^3*a1^3 - 576*a6^6*a5^3*a3^3*a2^3*a1^3 + 416*a6^5*a5^4*a3^3*a2^3*a1^3 + 416*a6^4*a5^5*a3^3*a2^3*a1^3 - 576*a6^3*a5^6*a3^3*a2^3*a1^3 + 928*a6^6*a5^2*x34*a3^3*a2^3*a1^3 - 768*a6^5*a5^3*x34*a3^3*a2^3*a1^3 + 2720*a6^4*a5^4*x34*a3^3*a2^3*a1^3 - 768*a6^3*a5^5*x34*a3^3*a2^3*a1^3 + 928*a6^2*a5^6*x34*a3^3*a2^3*a1^3 + 320*a6^6*a5*x34^2*a3^3*a2^3*a1^3 + 928*a6^5*a5^2*x34^2*a3^3*a2^3*a1^3 - 3360*a6^4*a5^3*x34^2*a3^3*a2^3*a1^3 - 3360*a6^3*a5^4*x34^2*a3^3*a2^3*a1^3 + 928*a6^2*a5^5*x34^2*a3^3*a2^3*a1^3 + 320*a6*a5^6*x34^2*a3^3*a2^3*a1^3 + 80*a6^6*x34^3*a3^3*a2^3*a1^3 - 1440*a6^5*a5*x34^3*a3^3*a2^3*a1^3 + 3280*a6^4*a5^2*x34^3*a3^3*a2^3*a1^3 - 11520*a6^3*a5^3*x34^3*a3^3*a2^3*a1^3 + 3280*a6^2*a5^4*x34^3*a3^3*a2^3*a1^3 - 1440*a6*a5^5*x34^3*a3^3*a2^3*a1^3 + 80*a5^6*x34^3*a3^3*a2^3*a1^3 - 400*a6^5*x34^4*a3^3*a2^3*a1^3 - 880*a6^4*a5*x34^4*a3^3*a2^3*a1^3 + 3840*a6^3*a5^2*x34^4*a3^3*a2^3*a1^3 + 3840*a6^2*a5^3*x34^4*a3^3*a2^3*a1^3 - 880*a6*a5^4*x34^4*a3^3*a2^3*a1^3 - 400*a5^5*x34^4*a3^3*a2^3*a1^3 + 912*a6^4*x34^5*a3^3*a2^3*a1^3 + 768*a6^3*a5*x34^5*a3^3*a2^3*a1^3 - 960*a6^2*a5^2*x34^5*a3^3*a2^3*a1^3 + 768*a6*a5^3*x34^5*a3^3*a2^3*a1^3 + 912*a5^4*x34^5*a3^3*a2^3*a1^3 - 528*a6^3*x34^6*a3^3*a2^3*a1^3 + 240*a6^2*a5*x34^6*a3^3*a2^3*a1^3 + 240*a6*a5^2*x34^6*a3^3*a2^3*a1^3 - 528*a5^3*x34^6*a3^3*a2^3*a1^3 + 464*a6^6*a5^2*a3^4*a2^3*a1^3 - 384*a6^5*a5^3*a3^4*a2^3*a1^3 + 1360*a6^4*a5^4*a3^4*a2^3*a1^3 - 384*a6^3*a5^5*a3^4*a2^3*a1^3 + 464*a6^2*a5^6*a3^4*a2^3*a1^3 + 720*a6^6*a5*x34*a3^4*a2^3*a1^3 + 1840*a6^5*a5^2*x34*a3^4*a2^3*a1^3 - 7200*a6^4*a5^3*x34*a3^4*a2^3*a1^3 - 7200*a6^3*a5^4*x34*a3^4*a2^3*a1^3 + 1840*a6^2*a5^5*x34*a3^4*a2^3*a1^3 + 720*a6*a5^6*x34*a3^4*a2^3*a1^3 - 720*a6^6*x34^2*a3^4*a2^3*a1^3 - 2800*a6^5*a5*x34^2*a3^4*a2^3*a1^3 + 1040*a6^4*a5^2*x34^2*a3^4*a2^3*a1^3 + 13440*a6^3*a5^3*x34^2*a3^4*a2^3*a1^3 + 1040*a6^2*a5^4*x34^2*a3^4*a2^3*a1^3 - 2800*a6*a5^5*x34^2*a3^4*a2^3*a1^3 - 720*a5^6*x34^2*a3^4*a2^3*a1^3 + 80*a6^5*x34^3*a3^4*a2^3*a1^3 + 480*a6^4*a5*x34^3*a3^4*a2^3*a1^3 - 1200*a6^3*a5^2*x34^3*a3^4*a2^3*a1^3 - 1200*a6^2*a5^3*x34^3*a3^4*a2^3*a1^3 + 480*a6*a5^4*x34^3*a3^4*a2^3*a1^3 + 80*a5^5*x34^3*a3^4*a2^3*a1^3 + 2640*a6^4*x34^4*a3^4*a2^3*a1^3 + 720*a6^3*a5*x34^4*a3^4*a2^3*a1^3 - 320*a6^2*a5^2*x34^4*a3^4*a2^3*a1^3 + 720*a6*a5^3*x34^4*a3^4*a2^3*a1^3 + 2640*a5^4*x34^4*a3^4*a2^3*a1^3 - 2928*a6^3*x34^5*a3^4*a2^3*a1^3 + 1408*a6^2*a5*x34^5*a3^4*a2^3*a1^3 + 1408*a6*a5^2*x34^5*a3^4*a2^3*a1^3 - 2928*a5^3*x34^5*a3^4*a2^3*a1^3 + 112*a6^2*x34^6*a3^4*a2^3*a1^3 - 80*a6*a5*x34^6*a3^4*a2^3*a1^3 + 112*a5^2*x34^6*a3^4*a2^3*a1^3 + 288*a6^6*a5*a3^5*a2^3*a1^3 + 736*a6^5*a5^2*a3^5*a2^3*a1^3 - 2880*a6^4*a5^3*a3^5*a2^3*a1^3 - 2880*a6^3*a5^4*a3^5*a2^3*a1^3 + 736*a6^2*a5^5*a3^5*a2^3*a1^3 + 288*a6*a5^6*a3^5*a2^3*a1^3 - 912*a6^6*x34*a3^5*a2^3*a1^3 - 2496*a6^5*a5*x34*a3^5*a2^3*a1^3 - 720*a6^4*a5^2*x34*a3^5*a2^3*a1^3 + 23040*a6^3*a5^3*x34*a3^5*a2^3*a1^3 - 720*a6^2*a5^4*x34*a3^5*a2^3*a1^3 - 2496*a6*a5^5*x34*a3^5*a2^3*a1^3 - 912*a5^6*x34*a3^5*a2^3*a1^3 + 1040*a6^5*x34^2*a3^5*a2^3*a1^3 + 2768*a6^4*a5*x34^2*a3^5*a2^3*a1^3 - 10560*a6^3*a5^2*x34^2*a3^5*a2^3*a1^3 - 10560*a6^2*a5^3*x34^2*a3^5*a2^3*a1^3 + 2768*a6*a5^4*x34^2*a3^5*a2^3*a1^3 + 1040*a5^5*x34^2*a3^5*a2^3*a1^3 + 3920*a6^4*x34^3*a3^5*a2^3*a1^3 - 672*a6^3*a5*x34^3*a3^5*a2^3*a1^3 + 4000*a6^2*a5^2*x34^3*a3^5*a2^3*a1^3 - 672*a6*a5^3*x34^3*a3^5*a2^3*a1^3 + 3920*a5^4*x34^3*a3^5*a2^3*a1^3 - 6480*a6^3*x34^4*a3^5*a2^3*a1^3 + 3408*a6^2*a5*x34^4*a3^5*a2^3*a1^3 + 3408*a6*a5^2*x34^4*a3^5*a2^3*a1^3 - 6480*a5^3*x34^4*a3^5*a2^3*a1^3 + 592*a6^2*x34^5*a3^5*a2^3*a1^3 - 512*a6*a5*x34^5*a3^5*a2^3*a1^3 + 592*a5^2*x34^5*a3^5*a2^3*a1^3 - 16*a6*x34^6*a3^5*a2^3*a1^3 - 16*a5*x34^6*a3^5*a2^3*a1^3 - 304*a6^6*a3^6*a2^3*a1^3 - 832*a6^5*a5*a3^6*a2^3*a1^3 - 240*a6^4*a5^2*a3^6*a2^3*a1^3 + 7680*a6^3*a5^3*a3^6*a2^3*a1^3 - 240*a6^2*a5^4*a3^6*a2^3*a1^3 - 832*a6*a5^5*a3^6*a2^3*a1^3 - 304*a5^6*a3^6*a2^3*a1^3 + 1008*a6^5*x34*a3^6*a2^3*a1^3 + 2576*a6^4*a5*x34*a3^6*a2^3*a1^3 - 10080*a6^3*a5^2*x34*a3^6*a2^3*a1^3 - 10080*a6^2*a5^3*x34*a3^6*a2^3*a1^3 + 2576*a6*a5^4*x34*a3^6*a2^3*a1^3 + 1008*a5^5*x34*a3^6*a2^3*a1^3 + 3472*a6^4*x34^2*a3^6*a2^3*a1^3 - 2016*a6^3*a5*x34^2*a3^6*a2^3*a1^3 + 7680*a6^2*a5^2*x34^2*a3^6*a2^3*a1^3 - 2016*a6*a5^3*x34^2*a3^6*a2^3*a1^3 + 3472*a5^4*x34^2*a3^6*a2^3*a1^3 - 7728*a6^3*x34^3*a3^6*a2^3*a1^3 + 4592*a6^2*a5*x34^3*a3^6*a2^3*a1^3 + 4592*a6*a5^2*x34^3*a3^6*a2^3*a1^3 - 7728*a5^3*x34^3*a3^6*a2^3*a1^3 + 1392*a6^2*x34^4*a3^6*a2^3*a1^3 - 1440*a6*a5*x34^4*a3^6*a2^3*a1^3 + 1392*a5^2*x34^4*a3^6*a2^3*a1^3 - 112*a6*x34^5*a3^6*a2^3*a1^3 - 112*a5*x34^5*a3^6*a2^3*a1^3 + 16*x34^6*a3^6*a2^3*a1^3 + 288*a6^5*a3^7*a2^3*a1^3 + 736*a6^4*a5*a3^7*a2^3*a1^3 - 2880*a6^3*a5^2*a3^7*a2^3*a1^3 - 2880*a6^2*a5^3*a3^7*a2^3*a1^3 + 736*a6*a5^4*a3^7*a2^3*a1^3 + 288*a5^5*a3^7*a2^3*a1^3 + 1856*a6^4*x34*a3^7*a2^3*a1^3 - 1536*a6^3*a5*x34*a3^7*a2^3*a1^3 + 5440*a6^2*a5^2*x34*a3^7*a2^3*a1^3 - 1536*a6*a5^3*x34*a3^7*a2^3*a1^3 + 1856*a5^4*x34*a3^7*a2^3*a1^3 - 5664*a6^3*x34^2*a3^7*a2^3*a1^3 + 3808*a6^2*a5*x34^2*a3^7*a2^3*a1^3 + 3808*a6*a5^2*x34^2*a3^7*a2^3*a1^3 - 5664*a5^3*x34^2*a3^7*a2^3*a1^3 + 1888*a6^2*x34^3*a3^7*a2^3*a1^3 - 2240*a6*a5*x34^3*a3^7*a2^3*a1^3 + 1888*a5^2*x34^3*a3^7*a2^3*a1^3 - 320*a6*x34^4*a3^7*a2^3*a1^3 - 320*a5*x34^4*a3^7*a2^3*a1^3 + 96*x34^5*a3^7*a2^3*a1^3 + 464*a6^4*a3^8*a2^3*a1^3 - 384*a6^3*a5*a3^8*a2^3*a1^3 + 1360*a6^2*a5^2*a3^8*a2^3*a1^3 - 384*a6*a5^3*a3^8*a2^3*a1^3 + 464*a5^4*a3^8*a2^3*a1^3 - 2592*a6^3*x34*a3^8*a2^3*a1^3 + 1872*a6^2*a5*x34*a3^8*a2^3*a1^3 + 1872*a6*a5^2*x34*a3^8*a2^3*a1^3 - 2592*a5^3*x34*a3^8*a2^3*a1^3 + 1552*a6^2*x34^2*a3^8*a2^3*a1^3 - 2000*a6*a5*x34^2*a3^8*a2^3*a1^3 + 1552*a5^2*x34^2*a3^8*a2^3*a1^3 - 480*a6*x34^3*a3^8*a2^3*a1^3 - 480*a5*x34^3*a3^8*a2^3*a1^3 + 240*x34^4*a3^8*a2^3*a1^3 - 576*a6^3*a3^9*a2^3*a1^3 + 416*a6^2*a5*a3^9*a2^3*a1^3 + 416*a6*a5^2*a3^9*a2^3*a1^3 - 576*a5^3*a3^9*a2^3*a1^3 + 720*a6^2*x34*a3^9*a2^3*a1^3 - 960*a6*a5*x34*a3^9*a2^3*a1^3 + 720*a5^2*x34*a3^9*a2^3*a1^3 - 400*a6*x34^2*a3^9*a2^3*a1^3 - 400*a5*x34^2*a3^9*a2^3*a1^3 + 320*x34^3*a3^9*a2^3*a1^3 + 144*a6^2*a3^10*a2^3*a1^3 - 192*a6*a5*a3^10*a2^3*a1^3 + 144*a5^2*a3^10*a2^3*a1^3 - 176*a6*x34*a3^10*a2^3*a1^3 - 176*a5*x34*a3^10*a2^3*a1^3 + 240*x34^2*a3^10*a2^3*a1^3 - 32*a6*a3^11*a2^3*a1^3 - 32*a5*a3^11*a2^3*a1^3 + 96*x34*a3^11*a2^3*a1^3 + 16*a3^12*a2^3*a1^3 - 8*a6^6*a5^5*a2^4*a1^3 - 8*a6^5*a5^6*a2^4*a1^3 - 8*a6^6*a5^4*x34*a2^4*a1^3 + 48*a6^5*a5^5*x34*a2^4*a1^3 - 8*a6^4*a5^6*x34*a2^4*a1^3 + 112*a6^6*a5^3*x34^2*a2^4*a1^3 - 120*a6^5*a5^4*x34^2*a2^4*a1^3 - 120*a6^4*a5^5*x34^2*a2^4*a1^3 + 112*a6^3*a5^6*x34^2*a2^4*a1^3 + 112*a6^6*a5^2*x34^3*a2^4*a1^3 + 240*a6^5*a5^3*x34^3*a2^4*a1^3 - 240*a6^4*a5^4*x34^3*a2^4*a1^3 + 240*a6^3*a5^5*x34^3*a2^4*a1^3 + 112*a6^2*a5^6*x34^3*a2^4*a1^3 - 8*a6^6*a5*x34^4*a2^4*a1^3 - 120*a6^5*a5^2*x34^4*a2^4*a1^3 - 240*a6^4*a5^3*x34^4*a2^4*a1^3 - 240*a6^3*a5^4*x34^4*a2^4*a1^3 - 120*a6^2*a5^5*x34^4*a2^4*a1^3 - 8*a6*a5^6*x34^4*a2^4*a1^3 - 8*a6^6*x34^5*a2^4*a1^3 + 48*a6^5*a5*x34^5*a2^4*a1^3 - 120*a6^4*a5^2*x34^5*a2^4*a1^3 + 240*a6^3*a5^3*x34^5*a2^4*a1^3 - 120*a6^2*a5^4*x34^5*a2^4*a1^3 + 48*a6*a5^5*x34^5*a2^4*a1^3 - 8*a5^6*x34^5*a2^4*a1^3 - 8*a6^5*x34^6*a2^4*a1^3 - 8*a6^4*a5*x34^6*a2^4*a1^3 + 112*a6^3*a5^2*x34^6*a2^4*a1^3 + 112*a6^2*a5^3*x34^6*a2^4*a1^3 - 8*a6*a5^4*x34^6*a2^4*a1^3 - 8*a5^5*x34^6*a2^4*a1^3 - 16*a6^6*a5^4*a3*a2^4*a1^3 + 96*a6^5*a5^5*a3*a2^4*a1^3 - 16*a6^4*a5^6*a3*a2^4*a1^3 + 144*a6^6*a5^3*x34*a3*a2^4*a1^3 - 144*a6^5*a5^4*x34*a3*a2^4*a1^3 - 144*a6^4*a5^5*x34*a3*a2^4*a1^3 + 144*a6^3*a5^6*x34*a3*a2^4*a1^3 + 216*a6^6*a5^2*x34^2*a3*a2^4*a1^3 + 688*a6^5*a5^3*x34^2*a3*a2^4*a1^3 - 1080*a6^4*a5^4*x34^2*a3*a2^4*a1^3 + 688*a6^3*a5^5*x34^2*a3*a2^4*a1^3 + 216*a6^2*a5^6*x34^2*a3*a2^4*a1^3 - 112*a6^6*a5*x34^3*a3*a2^4*a1^3 - 512*a6^5*a5^2*x34^3*a3*a2^4*a1^3 - 480*a6^4*a5^3*x34^3*a3*a2^4*a1^3 - 480*a6^3*a5^4*x34^3*a3*a2^4*a1^3 - 512*a6^2*a5^5*x34^3*a3*a2^4*a1^3 - 112*a6*a5^6*x34^3*a3*a2^4*a1^3 - 48*a6^6*x34^4*a3*a2^4*a1^3 + 336*a6^5*a5*x34^4*a3*a2^4*a1^3 - 960*a6^4*a5^2*x34^4*a3*a2^4*a1^3 + 1680*a6^3*a5^3*x34^4*a3*a2^4*a1^3 - 960*a6^2*a5^4*x34^4*a3*a2^4*a1^3 + 336*a6*a5^5*x34^4*a3*a2^4*a1^3 - 48*a5^6*x34^4*a3*a2^4*a1^3 + 48*a6^4*a5*x34^5*a3*a2^4*a1^3 + 640*a6^3*a5^2*x34^5*a3*a2^4*a1^3 + 640*a6^2*a5^3*x34^5*a3*a2^4*a1^3 + 48*a6*a5^4*x34^5*a3*a2^4*a1^3 - 8*a6^4*x34^6*a3*a2^4*a1^3 - 80*a6^3*a5*x34^6*a3*a2^4*a1^3 - 120*a6^2*a5^2*x34^6*a3*a2^4*a1^3 - 80*a6*a5^3*x34^6*a3*a2^4*a1^3 - 8*a5^4*x34^6*a3*a2^4*a1^3 + 144*a6^6*a5^3*a3^2*a2^4*a1^3 - 144*a6^5*a5^4*a3^2*a2^4*a1^3 - 144*a6^4*a5^5*a3^2*a2^4*a1^3 + 144*a6^3*a5^6*a3^2*a2^4*a1^3 - 24*a6^6*a5^2*x34*a3^2*a2^4*a1^3 + 624*a6^5*a5^3*x34*a3^2*a2^4*a1^3 - 1800*a6^4*a5^4*x34*a3^2*a2^4*a1^3 + 624*a6^3*a5^5*x34*a3^2*a2^4*a1^3 - 24*a6^2*a5^6*x34*a3^2*a2^4*a1^3 - 408*a6^6*a5*x34^2*a3^2*a2^4*a1^3 - 1176*a6^5*a5^2*x34^2*a3^2*a2^4*a1^3 + 880*a6^4*a5^3*x34^2*a3^2*a2^4*a1^3 + 880*a6^3*a5^4*x34^2*a3^2*a2^4*a1^3 - 1176*a6^2*a5^5*x34^2*a3^2*a2^4*a1^3 - 408*a6*a5^6*x34^2*a3^2*a2^4*a1^3 + 832*a6^5*a5*x34^3*a3^2*a2^4*a1^3 - 1760*a6^4*a5^2*x34^3*a3^2*a2^4*a1^3 + 2160*a6^3*a5^3*x34^3*a3^2*a2^4*a1^3 - 1760*a6^2*a5^4*x34^3*a3^2*a2^4*a1^3 + 832*a6*a5^5*x34^3*a3^2*a2^4*a1^3 + 2400*a6^3*a5^2*x34^4*a3^2*a2^4*a1^3 + 2400*a6^2*a5^3*x34^4*a3^2*a2^4*a1^3 - 168*a6^4*x34^5*a3^2*a2^4*a1^3 - 512*a6^3*a5*x34^5*a3^2*a2^4*a1^3 - 1080*a6^2*a5^2*x34^5*a3^2*a2^4*a1^3 - 512*a6*a5^3*x34^5*a3^2*a2^4*a1^3 - 168*a5^4*x34^5*a3^2*a2^4*a1^3 + 112*a6^3*x34^6*a3^2*a2^4*a1^3 - 120*a6^2*a5*x34^6*a3^2*a2^4*a1^3 - 120*a6*a5^2*x34^6*a3^2*a2^4*a1^3 + 112*a5^3*x34^6*a3^2*a2^4*a1^3 - 16*a6^6*a5^2*a3^3*a2^4*a1^3 + 416*a6^5*a5^3*a3^3*a2^4*a1^3 - 1200*a6^4*a5^4*a3^3*a2^4*a1^3 + 416*a6^3*a5^5*a3^3*a2^4*a1^3 - 16*a6^2*a5^6*a3^3*a2^4*a1^3 - 592*a6^6*a5*x34*a3^3*a2^4*a1^3 - 1328*a6^5*a5^2*x34*a3^3*a2^4*a1^3 + 2720*a6^4*a5^3*x34*a3^3*a2^4*a1^3 + 2720*a6^3*a5^4*x34*a3^3*a2^4*a1^3 - 1328*a6^2*a5^5*x34*a3^3*a2^4*a1^3 - 592*a6*a5^6*x34*a3^3*a2^4*a1^3 + 320*a6^6*x34^2*a3^3*a2^4*a1^3 + 928*a6^5*a5*x34^2*a3^3*a2^4*a1^3 + 160*a6^4*a5^2*x34^2*a3^3*a2^4*a1^3 - 3360*a6^3*a5^3*x34^2*a3^3*a2^4*a1^3 + 160*a6^2*a5^4*x34^2*a3^3*a2^4*a1^3 + 928*a6*a5^5*x34^2*a3^3*a2^4*a1^3 + 320*a5^6*x34^2*a3^3*a2^4*a1^3 + 80*a6^5*x34^3*a3^3*a2^4*a1^3 - 160*a6^4*a5*x34^3*a3^3*a2^4*a1^3 + 3280*a6^3*a5^2*x34^3*a3^3*a2^4*a1^3 + 3280*a6^2*a5^3*x34^3*a3^3*a2^4*a1^3 - 160*a6*a5^4*x34^3*a3^3*a2^4*a1^3 + 80*a5^5*x34^3*a3^3*a2^4*a1^3 - 960*a6^4*x34^4*a3^3*a2^4*a1^3 - 880*a6^3*a5*x34^4*a3^3*a2^4*a1^3 - 2720*a6^2*a5^2*x34^4*a3^3*a2^4*a1^3 - 880*a6*a5^3*x34^4*a3^3*a2^4*a1^3 - 960*a5^4*x34^4*a3^3*a2^4*a1^3 + 912*a6^3*x34^5*a3^3*a2^4*a1^3 - 752*a6^2*a5*x34^5*a3^3*a2^4*a1^3 - 752*a6*a5^2*x34^5*a3^3*a2^4*a1^3 + 912*a5^3*x34^5*a3^3*a2^4*a1^3 + 112*a6^2*x34^6*a3^3*a2^4*a1^3 - 80*a6*a5*x34^6*a3^3*a2^4*a1^3 + 112*a5^2*x34^6*a3^3*a2^4*a1^3 - 296*a6^6*a5*a3^4*a2^4*a1^3 - 664*a6^5*a5^2*a3^4*a2^4*a1^3 + 1360*a6^4*a5^3*a3^4*a2^4*a1^3 + 1360*a6^3*a5^4*a3^4*a2^4*a1^3 - 664*a6^2*a5^5*a3^4*a2^4*a1^3 - 296*a6*a5^6*a3^4*a2^4*a1^3 + 480*a6^6*x34*a3^4*a2^4*a1^3 + 560*a6^5*a5*x34*a3^4*a2^4*a1^3 + 2000*a6^4*a5^2*x34*a3^4*a2^4*a1^3 - 7200*a6^3*a5^3*x34*a3^4*a2^4*a1^3 + 2000*a6^2*a5^4*x34*a3^4*a2^4*a1^3 + 560*a6*a5^5*x34*a3^4*a2^4*a1^3 + 480*a5^6*x34*a3^4*a2^4*a1^3 + 240*a6^5*x34^2*a3^4*a2^4*a1^3 - 240*a6^4*a5*x34^2*a3^4*a2^4*a1^3 + 1040*a6^3*a5^2*x34^2*a3^4*a2^4*a1^3 + 1040*a6^2*a5^3*x34^2*a3^4*a2^4*a1^3 - 240*a6*a5^4*x34^2*a3^4*a2^4*a1^3 + 240*a5^5*x34^2*a3^4*a2^4*a1^3 - 2560*a6^4*x34^3*a3^4*a2^4*a1^3 + 480*a6^3*a5*x34^3*a3^4*a2^4*a1^3 - 1600*a6^2*a5^2*x34^3*a3^4*a2^4*a1^3 + 480*a6*a5^3*x34^3*a3^4*a2^4*a1^3 - 2560*a5^4*x34^3*a3^4*a2^4*a1^3 + 2640*a6^3*x34^4*a3^4*a2^4*a1^3 - 2320*a6^2*a5*x34^4*a3^4*a2^4*a1^3 - 2320*a6*a5^2*x34^4*a3^4*a2^4*a1^3 + 2640*a5^3*x34^4*a3^4*a2^4*a1^3 + 552*a6^2*x34^5*a3^4*a2^4*a1^3 - 384*a6*a5*x34^5*a3^4*a2^4*a1^3 + 552*a5^2*x34^5*a3^4*a2^4*a1^3 - 8*a6*x34^6*a3^4*a2^4*a1^3 - 8*a5*x34^6*a3^4*a2^4*a1^3 + 192*a6^6*a3^5*a2^4*a1^3 + 224*a6^5*a5*a3^5*a2^4*a1^3 + 800*a6^4*a5^2*a3^5*a2^4*a1^3 - 2880*a6^3*a5^3*a3^5*a2^4*a1^3 + 800*a6^2*a5^4*a3^5*a2^4*a1^3 + 224*a6*a5^5*a3^5*a2^4*a1^3 + 192*a5^6*a3^5*a2^4*a1^3 + 240*a6^5*x34*a3^5*a2^4*a1^3 - 192*a6^4*a5*x34*a3^5*a2^4*a1^3 - 720*a6^3*a5^2*x34*a3^5*a2^4*a1^3 - 720*a6^2*a5^3*x34*a3^5*a2^4*a1^3 - 192*a6*a5^4*x34*a3^5*a2^4*a1^3 + 240*a5^5*x34*a3^5*a2^4*a1^3 - 3600*a6^4*x34^2*a3^5*a2^4*a1^3 + 2768*a6^3*a5*x34^2*a3^5*a2^4*a1^3 + 2160*a6^2*a5^2*x34^2*a3^5*a2^4*a1^3 + 2768*a6*a5^3*x34^2*a3^5*a2^4*a1^3 - 3600*a5^4*x34^2*a3^5*a2^4*a1^3 + 3920*a6^3*x34^3*a3^5*a2^4*a1^3 - 4192*a6^2*a5*x34^3*a3^5*a2^4*a1^3 - 4192*a6*a5^2*x34^3*a3^5*a2^4*a1^3 + 3920*a5^3*x34^3*a3^5*a2^4*a1^3 + 960*a6^2*x34^4*a3^5*a2^4*a1^3 - 624*a6*a5*x34^4*a3^5*a2^4*a1^3 + 960*a5^2*x34^4*a3^5*a2^4*a1^3 - 8*x34^6*a3^5*a2^4*a1^3 + 80*a6^5*a3^6*a2^4*a1^3 - 64*a6^4*a5*a3^6*a2^4*a1^3 - 240*a6^3*a5^2*a3^6*a2^4*a1^3 - 240*a6^2*a5^3*a3^6*a2^4*a1^3 - 64*a6*a5^4*a3^6*a2^4*a1^3 + 80*a5^5*a3^6*a2^4*a1^3 - 2576*a6^4*x34*a3^6*a2^4*a1^3 + 2576*a6^3*a5*x34*a3^6*a2^4*a1^3 + 2800*a6^2*a5^2*x34*a3^6*a2^4*a1^3 + 2576*a6*a5^3*x34*a3^6*a2^4*a1^3 - 2576*a5^4*x34*a3^6*a2^4*a1^3 + 3472*a6^3*x34^2*a3^6*a2^4*a1^3 - 4496*a6^2*a5*x34^2*a3^6*a2^4*a1^3 - 4496*a6*a5^2*x34^2*a3^6*a2^4*a1^3 + 3472*a5^3*x34^2*a3^6*a2^4*a1^3 + 672*a6^2*x34^3*a3^6*a2^4*a1^3 - 336*a6*a5*x34^3*a3^6*a2^4*a1^3 + 672*a5^2*x34^3*a3^6*a2^4*a1^3 + 112*a6*x34^4*a3^6*a2^4*a1^3 + 112*a5*x34^4*a3^6*a2^4*a1^3 - 56*x34^5*a3^6*a2^4*a1^3 - 736*a6^4*a3^7*a2^4*a1^3 + 736*a6^3*a5*a3^7*a2^4*a1^3 + 800*a6^2*a5^2*a3^7*a2^4*a1^3 + 736*a6*a5^3*a3^7*a2^4*a1^3 - 736*a5^4*a3^7*a2^4*a1^3 + 1856*a6^3*x34*a3^7*a2^4*a1^3 - 2656*a6^2*a5*x34*a3^7*a2^4*a1^3 - 2656*a6*a5^2*x34*a3^7*a2^4*a1^3 + 1856*a5^3*x34*a3^7*a2^4*a1^3 + 96*a6^2*x34^2*a3^7*a2^4*a1^3 + 96*a6*a5*x34^2*a3^7*a2^4*a1^3 + 96*a5^2*x34^2*a3^7*a2^4*a1^3 + 288*a6*x34^3*a3^7*a2^4*a1^3 + 288*a5*x34^3*a3^7*a2^4*a1^3 - 160*x34^4*a3^7*a2^4*a1^3 + 464*a6^3*a3^8*a2^4*a1^3 - 664*a6^2*a5*a3^8*a2^4*a1^3 - 664*a6*a5^2*a3^8*a2^4*a1^3 + 464*a5^3*a3^8*a2^4*a1^3 - 72*a6^2*x34*a3^8*a2^4*a1^3 + 144*a6*a5*x34*a3^8*a2^4*a1^3 - 72*a5^2*x34*a3^8*a2^4*a1^3 + 312*a6*x34^2*a3^8*a2^4*a1^3 + 312*a5*x34^2*a3^8*a2^4*a1^3 - 240*x34^3*a3^8*a2^4*a1^3 - 16*a6^2*a3^9*a2^4*a1^3 + 32*a6*a5*a3^9*a2^4*a1^3 - 16*a5^2*a3^9*a2^4*a1^3 + 160*a6*x34*a3^9*a2^4*a1^3 + 160*a5*x34*a3^9*a2^4*a1^3 - 200*x34^2*a3^9*a2^4*a1^3 + 32*a6*a3^10*a2^4*a1^3 + 32*a5*a3^10*a2^4*a1^3 - 88*x34*a3^10*a2^4*a1^3 - 16*a3^11*a2^4*a1^3 - 8*a6^6*a5^4*a2^5*a1^3 - 8*a6^4*a5^6*a2^5*a1^3 - 16*a6^6*a5^3*x34*a2^5*a1^3 + 48*a6^5*a5^4*x34*a2^5*a1^3 + 48*a6^4*a5^5*x34*a2^5*a1^3 - 16*a6^3*a5^6*x34*a2^5*a1^3 - 8*a6^6*a5^2*x34^2*a2^5*a1^3 - 80*a6^5*a5^3*x34^2*a2^5*a1^3 - 120*a6^4*a5^4*x34^2*a2^5*a1^3 - 80*a6^3*a5^5*x34^2*a2^5*a1^3 - 8*a6^2*a5^6*x34^2*a2^5*a1^3 - 16*a6^6*a5*x34^3*a2^5*a1^3 - 80*a6^5*a5^2*x34^3*a2^5*a1^3 + 240*a6^4*a5^3*x34^3*a2^5*a1^3 + 240*a6^3*a5^4*x34^3*a2^5*a1^3 - 80*a6^2*a5^5*x34^3*a2^5*a1^3 - 16*a6*a5^6*x34^3*a2^5*a1^3 - 8*a6^6*x34^4*a2^5*a1^3 + 48*a6^5*a5*x34^4*a2^5*a1^3 - 120*a6^4*a5^2*x34^4*a2^5*a1^3 + 240*a6^3*a5^3*x34^4*a2^5*a1^3 - 120*a6^2*a5^4*x34^4*a2^5*a1^3 + 48*a6*a5^5*x34^4*a2^5*a1^3 - 8*a5^6*x34^4*a2^5*a1^3 + 48*a6^4*a5*x34^5*a2^5*a1^3 - 80*a6^3*a5^2*x34^5*a2^5*a1^3 - 80*a6^2*a5^3*x34^5*a2^5*a1^3 + 48*a6*a5^4*x34^5*a2^5*a1^3 - 8*a6^4*x34^6*a2^5*a1^3 - 16*a6^3*a5*x34^6*a2^5*a1^3 - 8*a6^2*a5^2*x34^6*a2^5*a1^3 - 16*a6*a5^3*x34^6*a2^5*a1^3 - 8*a5^4*x34^6*a2^5*a1^3 - 32*a6^6*a5^3*a3*a2^5*a1^3 + 96*a6^5*a5^4*a3*a2^5*a1^3 + 96*a6^4*a5^5*a3*a2^5*a1^3 - 32*a6^3*a5^6*a3*a2^5*a1^3 + 32*a6^6*a5^2*x34*a3*a2^5*a1^3 - 192*a6^5*a5^3*x34*a3*a2^5*a1^3 - 144*a6^4*a5^4*x34*a3*a2^5*a1^3 - 192*a6^3*a5^5*x34*a3*a2^5*a1^3 + 32*a6^2*a5^6*x34*a3*a2^5*a1^3 - 144*a6^5*a5^2*x34^2*a3*a2^5*a1^3 + 688*a6^4*a5^3*x34^2*a3*a2^5*a1^3 + 688*a6^3*a5^4*x34^2*a3*a2^5*a1^3 - 144*a6^2*a5^5*x34^2*a3*a2^5*a1^3 - 48*a6^6*x34^3*a3*a2^5*a1^3 + 160*a6^5*a5*x34^3*a3*a2^5*a1^3 - 512*a6^4*a5^2*x34^3*a3*a2^5*a1^3 + 288*a6^3*a5^3*x34^3*a3*a2^5*a1^3 - 512*a6^2*a5^4*x34^3*a3*a2^5*a1^3 + 160*a6*a5^5*x34^3*a3*a2^5*a1^3 - 48*a5^6*x34^3*a3*a2^5*a1^3 + 48*a6^5*x34^4*a3*a2^5*a1^3 + 336*a6^4*a5*x34^4*a3*a2^5*a1^3 - 432*a6^3*a5^2*x34^4*a3*a2^5*a1^3 - 432*a6^2*a5^3*x34^4*a3*a2^5*a1^3 + 336*a6*a5^4*x34^4*a3*a2^5*a1^3 + 48*a5^5*x34^4*a3*a2^5*a1^3 - 128*a6^3*a5*x34^5*a3*a2^5*a1^3 + 48*a6^2*a5^2*x34^5*a3*a2^5*a1^3 - 128*a6*a5^3*x34^5*a3*a2^5*a1^3 - 16*a6^3*x34^6*a3*a2^5*a1^3 + 48*a6^2*a5*x34^6*a3*a2^5*a1^3 + 48*a6*a5^2*x34^6*a3*a2^5*a1^3 - 16*a5^3*x34^6*a3*a2^5*a1^3 + 32*a6^6*a5^2*a3^2*a2^5*a1^3 - 192*a6^5*a5^3*a3^2*a2^5*a1^3 - 144*a6^4*a5^4*a3^2*a2^5*a1^3 - 192*a6^3*a5^5*a3^2*a2^5*a1^3 + 32*a6^2*a5^6*a3^2*a2^5*a1^3 + 96*a6^6*a5*x34*a3^2*a2^5*a1^3 + 48*a6^5*a5^2*x34*a3^2*a2^5*a1^3 + 624*a6^4*a5^3*x34*a3^2*a2^5*a1^3 + 624*a6^3*a5^4*x34*a3^2*a2^5*a1^3 + 48*a6^2*a5^5*x34*a3^2*a2^5*a1^3 + 96*a6*a5^6*x34*a3^2*a2^5*a1^3 - 104*a6^6*x34^2*a3^2*a2^5*a1^3 + 288*a6^5*a5*x34^2*a3^2*a2^5*a1^3 - 1176*a6^4*a5^2*x34^2*a3^2*a2^5*a1^3 - 96*a6^3*a5^3*x34^2*a3^2*a2^5*a1^3 - 1176*a6^2*a5^4*x34^2*a3^2*a2^5*a1^3 + 288*a6*a5^5*x34^2*a3^2*a2^5*a1^3 - 104*a5^6*x34^2*a3^2*a2^5*a1^3 + 112*a6^5*x34^3*a3^2*a2^5*a1^3 + 832*a6^4*a5*x34^3*a3^2*a2^5*a1^3 - 448*a6^3*a5^2*x34^3*a3^2*a2^5*a1^3 - 448*a6^2*a5^3*x34^3*a3^2*a2^5*a1^3 + 832*a6*a5^4*x34^3*a3^2*a2^5*a1^3 + 112*a5^5*x34^3*a3^2*a2^5*a1^3 - 432*a6^3*a5*x34^4*a3^2*a2^5*a1^3 - 432*a6*a5^3*x34^4*a3^2*a2^5*a1^3 - 176*a6^3*x34^5*a3^2*a2^5*a1^3 + 384*a6^2*a5*x34^5*a3^2*a2^5*a1^3 + 384*a6*a5^2*x34^5*a3^2*a2^5*a1^3 - 176*a5^3*x34^5*a3^2*a2^5*a1^3 - 8*a6^2*x34^6*a3^2*a2^5*a1^3 + 48*a6*a5*x34^6*a3^2*a2^5*a1^3 - 8*a5^2*x34^6*a3^2*a2^5*a1^3 + 64*a6^6*a5*a3^3*a2^5*a1^3 + 32*a6^5*a5^2*a3^3*a2^5*a1^3 + 416*a6^4*a5^3*a3^3*a2^5*a1^3 + 416*a6^3*a5^4*a3^3*a2^5*a1^3 + 32*a6^2*a5^5*a3^3*a2^5*a1^3 + 64*a6*a5^6*a3^3*a2^5*a1^3 - 112*a6^6*x34*a3^3*a2^5*a1^3 + 256*a6^5*a5*x34*a3^3*a2^5*a1^3 - 1328*a6^4*a5^2*x34*a3^3*a2^5*a1^3 - 768*a6^3*a5^3*x34*a3^3*a2^5*a1^3 - 1328*a6^2*a5^4*x34*a3^3*a2^5*a1^3 + 256*a6*a5^5*x34*a3^3*a2^5*a1^3 - 112*a5^6*x34*a3^3*a2^5*a1^3 - 32*a6^5*x34^2*a3^3*a2^5*a1^3 + 928*a6^4*a5*x34^2*a3^3*a2^5*a1^3 + 928*a6^3*a5^2*x34^2*a3^3*a2^5*a1^3 + 928*a6^2*a5^3*x34^2*a3^3*a2^5*a1^3 + 928*a6*a5^4*x34^2*a3^3*a2^5*a1^3 - 32*a5^5*x34^2*a3^3*a2^5*a1^3 + 80*a6^4*x34^3*a3^3*a2^5*a1^3 - 1440*a6^3*a5*x34^3*a3^3*a2^5*a1^3 - 160*a6^2*a5^2*x34^3*a3^3*a2^5*a1^3 - 1440*a6*a5^3*x34^3*a3^3*a2^5*a1^3 + 80*a5^4*x34^3*a3^3*a2^5*a1^3 - 400*a6^3*x34^4*a3^3*a2^5*a1^3 + 1168*a6^2*a5*x34^4*a3^3*a2^5*a1^3 + 1168*a6*a5^2*x34^4*a3^3*a2^5*a1^3 - 400*a5^3*x34^4*a3^3*a2^5*a1^3 - 128*a6^2*x34^5*a3^3*a2^5*a1^3 + 256*a6*a5*x34^5*a3^3*a2^5*a1^3 - 128*a5^2*x34^5*a3^3*a2^5*a1^3 - 16*a6*x34^6*a3^3*a2^5*a1^3 - 16*a5*x34^6*a3^3*a2^5*a1^3 - 56*a6^6*a3^4*a2^5*a1^3 + 128*a6^5*a5*a3^4*a2^5*a1^3 - 664*a6^4*a5^2*a3^4*a2^5*a1^3 - 384*a6^3*a5^3*a3^4*a2^5*a1^3 - 664*a6^2*a5^4*a3^4*a2^5*a1^3 + 128*a6*a5^5*a3^4*a2^5*a1^3 - 56*a5^6*a3^4*a2^5*a1^3 - 160*a6^5*x34*a3^4*a2^5*a1^3 + 560*a6^4*a5*x34*a3^4*a2^5*a1^3 + 1840*a6^3*a5^2*x34*a3^4*a2^5*a1^3 + 1840*a6^2*a5^3*x34*a3^4*a2^5*a1^3 + 560*a6*a5^4*x34*a3^4*a2^5*a1^3 - 160*a5^5*x34*a3^4*a2^5*a1^3 + 240*a6^4*x34^2*a3^4*a2^5*a1^3 - 2800*a6^3*a5*x34^2*a3^4*a2^5*a1^3 - 240*a6^2*a5^2*x34^2*a3^4*a2^5*a1^3 - 2800*a6*a5^3*x34^2*a3^4*a2^5*a1^3 + 240*a5^4*x34^2*a3^4*a2^5*a1^3 + 80*a6^3*x34^3*a3^4*a2^5*a1^3 + 1760*a6^2*a5*x34^3*a3^4*a2^5*a1^3 + 1760*a6*a5^2*x34^3*a3^4*a2^5*a1^3 + 80*a5^3*x34^3*a3^4*a2^5*a1^3 - 640*a6^2*x34^4*a3^4*a2^5*a1^3 + 656*a6*a5*x34^4*a3^4*a2^5*a1^3 - 640*a5^2*x34^4*a3^4*a2^5*a1^3 - 48*a6*x34^5*a3^4*a2^5*a1^3 - 48*a5*x34^5*a3^4*a2^5*a1^3 - 8*x34^6*a3^4*a2^5*a1^3 - 64*a6^5*a3^5*a2^5*a1^3 + 224*a6^4*a5*a3^5*a2^5*a1^3 + 736*a6^3*a5^2*a3^5*a2^5*a1^3 + 736*a6^2*a5^3*a3^5*a2^5*a1^3 + 224*a6*a5^4*a3^5*a2^5*a1^3 - 64*a5^5*a3^5*a2^5*a1^3 + 240*a6^4*x34*a3^5*a2^5*a1^3 - 2496*a6^3*a5*x34*a3^5*a2^5*a1^3 - 192*a6^2*a5^2*x34*a3^5*a2^5*a1^3 - 2496*a6*a5^3*x34*a3^5*a2^5*a1^3 + 240*a5^4*x34*a3^5*a2^5*a1^3 + 1040*a6^3*x34^2*a3^5*a2^5*a1^3 + 1488*a6^2*a5*x34^2*a3^5*a2^5*a1^3 + 1488*a6*a5^2*x34^2*a3^5*a2^5*a1^3 + 1040*a5^3*x34^2*a3^5*a2^5*a1^3 - 1520*a6^2*x34^3*a3^5*a2^5*a1^3 + 992*a6*a5*x34^3*a3^5*a2^5*a1^3 - 1520*a5^2*x34^3*a3^5*a2^5*a1^3 + 48*a6*x34^4*a3^5*a2^5*a1^3 + 48*a5*x34^4*a3^5*a2^5*a1^3 - 48*x34^5*a3^5*a2^5*a1^3 + 80*a6^4*a3^6*a2^5*a1^3 - 832*a6^3*a5*a3^6*a2^5*a1^3 - 64*a6^2*a5^2*a3^6*a2^5*a1^3 - 832*a6*a5^3*a3^6*a2^5*a1^3 + 80*a5^4*a3^6*a2^5*a1^3 + 1008*a6^3*x34*a3^6*a2^5*a1^3 + 784*a6^2*a5*x34*a3^6*a2^5*a1^3 + 784*a6*a5^2*x34*a3^6*a2^5*a1^3 + 1008*a5^3*x34*a3^6*a2^5*a1^3 - 1888*a6^2*x34^2*a3^6*a2^5*a1^3 + 928*a6*a5*x34^2*a3^6*a2^5*a1^3 - 1888*a5^2*x34^2*a3^6*a2^5*a1^3 + 336*a6*x34^3*a3^6*a2^5*a1^3 + 336*a5*x34^3*a3^6*a2^5*a1^3 - 128*x34^4*a3^6*a2^5*a1^3 + 288*a6^3*a3^7*a2^5*a1^3 + 224*a6^2*a5*a3^7*a2^5*a1^3 + 224*a6*a5^2*a3^7*a2^5*a1^3 + 288*a5^3*a3^7*a2^5*a1^3 - 1184*a6^2*x34*a3^7*a2^5*a1^3 + 512*a6*a5*x34*a3^7*a2^5*a1^3 - 1184*a5^2*x34*a3^7*a2^5*a1^3 + 480*a6*x34^2*a3^7*a2^5*a1^3 + 480*a5*x34^2*a3^7*a2^5*a1^3 - 192*x34^3*a3^7*a2^5*a1^3 - 296*a6^2*a3^8*a2^5*a1^3 + 128*a6*a5*a3^8*a2^5*a1^3 - 296*a5^2*a3^8*a2^5*a1^3 + 288*a6*x34*a3^8*a2^5*a1^3 + 288*a5*x34*a3^8*a2^5*a1^3 - 168*x34^2*a3^8*a2^5*a1^3 + 64*a6*a3^9*a2^5*a1^3 + 64*a5*a3^9*a2^5*a1^3 - 80*x34*a3^9*a2^5*a1^3 - 16*a3^10*a2^5*a1^3 + 16*a6^6*a5^3*a2^6*a1^3 - 8*a6^5*a5^4*a2^6*a1^3 - 8*a6^4*a5^5*a2^6*a1^3 + 16*a6^3*a5^6*a2^6*a1^3 - 8*a6^6*a5^2*x34*a2^6*a1^3 - 16*a6^5*a5^3*x34*a2^6*a1^3 - 8*a6^4*a5^4*x34*a2^6*a1^3 - 16*a6^3*a5^5*x34*a2^6*a1^3 - 8*a6^2*a5^6*x34*a2^6*a1^3 - 8*a6^6*a5*x34^2*a2^6*a1^3 - 8*a6^5*a5^2*x34^2*a2^6*a1^3 + 112*a6^4*a5^3*x34^2*a2^6*a1^3 + 112*a6^3*a5^4*x34^2*a2^6*a1^3 - 8*a6^2*a5^5*x34^2*a2^6*a1^3 - 8*a6*a5^6*x34^2*a2^6*a1^3 + 16*a6^6*x34^3*a2^6*a1^3 - 16*a6^5*a5*x34^3*a2^6*a1^3 + 112*a6^4*a5^2*x34^3*a2^6*a1^3 - 528*a6^3*a5^3*x34^3*a2^6*a1^3 + 112*a6^2*a5^4*x34^3*a2^6*a1^3 - 16*a6*a5^5*x34^3*a2^6*a1^3 + 16*a5^6*x34^3*a2^6*a1^3 - 8*a6^5*x34^4*a2^6*a1^3 - 8*a6^4*a5*x34^4*a2^6*a1^3 + 112*a6^3*a5^2*x34^4*a2^6*a1^3 + 112*a6^2*a5^3*x34^4*a2^6*a1^3 - 8*a6*a5^4*x34^4*a2^6*a1^3 - 8*a5^5*x34^4*a2^6*a1^3 - 8*a6^4*x34^5*a2^6*a1^3 - 16*a6^3*a5*x34^5*a2^6*a1^3 - 8*a6^2*a5^2*x34^5*a2^6*a1^3 - 16*a6*a5^3*x34^5*a2^6*a1^3 - 8*a5^4*x34^5*a2^6*a1^3 + 16*a6^3*x34^6*a2^6*a1^3 - 8*a6^2*a5*x34^6*a2^6*a1^3 - 8*a6*a5^2*x34^6*a2^6*a1^3 + 16*a5^3*x34^6*a2^6*a1^3 - 16*a6^6*a5^2*a3*a2^6*a1^3 - 32*a6^5*a5^3*a3*a2^6*a1^3 - 16*a6^4*a5^4*a3*a2^6*a1^3 - 32*a6^3*a5^5*a3*a2^6*a1^3 - 16*a6^2*a5^6*a3*a2^6*a1^3 - 16*a6^6*a5*x34*a3*a2^6*a1^3 + 32*a6^5*a5^2*x34*a3*a2^6*a1^3 + 144*a6^4*a5^3*x34*a3*a2^6*a1^3 + 144*a6^3*a5^4*x34*a3*a2^6*a1^3 + 32*a6^2*a5^5*x34*a3*a2^6*a1^3 - 16*a6*a5^6*x34*a3*a2^6*a1^3 + 40*a6^6*x34^2*a3*a2^6*a1^3 + 216*a6^4*a5^2*x34^2*a3*a2^6*a1^3 - 1344*a6^3*a5^3*x34^2*a3*a2^6*a1^3 + 216*a6^2*a5^4*x34^2*a3*a2^6*a1^3 + 40*a5^6*x34^2*a3*a2^6*a1^3 - 48*a6^5*x34^3*a3*a2^6*a1^3 - 112*a6^4*a5*x34^3*a3*a2^6*a1^3 + 688*a6^3*a5^2*x34^3*a3*a2^6*a1^3 + 688*a6^2*a5^3*x34^3*a3*a2^6*a1^3 - 112*a6*a5^4*x34^3*a3*a2^6*a1^3 - 48*a5^5*x34^3*a3*a2^6*a1^3 - 48*a6^4*x34^4*a3*a2^6*a1^3 - 160*a6^3*a5*x34^4*a3*a2^6*a1^3 - 160*a6^2*a5^2*x34^4*a3*a2^6*a1^3 - 160*a6*a5^3*x34^4*a3*a2^6*a1^3 - 48*a5^4*x34^4*a3*a2^6*a1^3 + 80*a6^3*x34^5*a3*a2^6*a1^3 + 80*a5^3*x34^5*a3*a2^6*a1^3 - 8*a6^2*x34^6*a3*a2^6*a1^3 - 8*a5^2*x34^6*a3*a2^6*a1^3 - 16*a6^6*a5*a3^2*a2^6*a1^3 + 32*a6^5*a5^2*a3^2*a2^6*a1^3 + 144*a6^4*a5^3*a3^2*a2^6*a1^3 + 144*a6^3*a5^4*a3^2*a2^6*a1^3 + 32*a6^2*a5^5*a3^2*a2^6*a1^3 - 16*a6*a5^6*a3^2*a2^6*a1^3 + 24*a6^6*x34*a3^2*a2^6*a1^3 + 96*a6^5*a5*x34*a3^2*a2^6*a1^3 - 24*a6^4*a5^2*x34*a3^2*a2^6*a1^3 - 864*a6^3*a5^3*x34*a3^2*a2^6*a1^3 - 24*a6^2*a5^4*x34*a3^2*a2^6*a1^3 + 96*a6*a5^5*x34*a3^2*a2^6*a1^3 + 24*a5^6*x34*a3^2*a2^6*a1^3 - 104*a6^5*x34^2*a3^2*a2^6*a1^3 - 408*a6^4*a5*x34^2*a3^2*a2^6*a1^3 + 1152*a6^3*a5^2*x34^2*a3^2*a2^6*a1^3 + 1152*a6^2*a5^3*x34^2*a3^2*a2^6*a1^3 - 408*a6*a5^4*x34^2*a3^2*a2^6*a1^3 - 104*a5^5*x34^2*a3^2*a2^6*a1^3 - 240*a6^3*a5*x34^3*a3^2*a2^6*a1^3 - 800*a6^2*a5^2*x34^3*a3^2*a2^6*a1^3 - 240*a6*a5^3*x34^3*a3^2*a2^6*a1^3 + 272*a6^3*x34^4*a3^2*a2^6*a1^3 + 272*a5^3*x34^4*a3^2*a2^6*a1^3 - 56*a6^2*x34^5*a3^2*a2^6*a1^3 + 48*a6*a5*x34^5*a3^2*a2^6*a1^3 - 56*a5^2*x34^5*a3^2*a2^6*a1^3 - 8*a6*x34^6*a3^2*a2^6*a1^3 - 8*a5*x34^6*a3^2*a2^6*a1^3 + 16*a6^6*a3^3*a2^6*a1^3 + 64*a6^5*a5*a3^3*a2^6*a1^3 - 16*a6^4*a5^2*a3^3*a2^6*a1^3 - 576*a6^3*a5^3*a3^3*a2^6*a1^3 - 16*a6^2*a5^4*a3^3*a2^6*a1^3 + 64*a6*a5^5*a3^3*a2^6*a1^3 + 16*a5^6*a3^3*a2^6*a1^3 - 112*a6^5*x34*a3^3*a2^6*a1^3 - 592*a6^4*a5*x34*a3^3*a2^6*a1^3 + 928*a6^3*a5^2*x34*a3^3*a2^6*a1^3 + 928*a6^2*a5^3*x34*a3^3*a2^6*a1^3 - 592*a6*a5^4*x34*a3^3*a2^6*a1^3 - 112*a5^5*x34*a3^3*a2^6*a1^3 + 320*a6^4*x34^2*a3^3*a2^6*a1^3 + 320*a6^3*a5*x34^2*a3^3*a2^6*a1^3 - 1760*a6^2*a5^2*x34^2*a3^3*a2^6*a1^3 + 320*a6*a5^3*x34^2*a3^3*a2^6*a1^3 + 320*a5^4*x34^2*a3^3*a2^6*a1^3 + 80*a6^3*x34^3*a3^3*a2^6*a1^3 + 80*a6^2*a5*x34^3*a3^3*a2^6*a1^3 + 80*a6*a5^2*x34^3*a3^3*a2^6*a1^3 + 80*a5^3*x34^3*a3^3*a2^6*a1^3 - 48*a6^2*x34^4*a3^3*a2^6*a1^3 + 160*a6*a5*x34^4*a3^3*a2^6*a1^3 - 48*a5^2*x34^4*a3^3*a2^6*a1^3 - 64*a6*x34^5*a3^3*a2^6*a1^3 - 64*a5*x34^5*a3^3*a2^6*a1^3 + 16*x34^6*a3^3*a2^6*a1^3 - 56*a6^5*a3^4*a2^6*a1^3 - 296*a6^4*a5*a3^4*a2^6*a1^3 + 464*a6^3*a5^2*a3^4*a2^6*a1^3 + 464*a6^2*a5^3*a3^4*a2^6*a1^3 - 296*a6*a5^4*a3^4*a2^6*a1^3 - 56*a5^5*a3^4*a2^6*a1^3 + 480*a6^4*x34*a3^4*a2^6*a1^3 + 720*a6^3*a5*x34*a3^4*a2^6*a1^3 - 1840*a6^2*a5^2*x34*a3^4*a2^6*a1^3 + 720*a6*a5^3*x34*a3^4*a2^6*a1^3 + 480*a5^4*x34*a3^4*a2^6*a1^3 - 720*a6^3*x34^2*a3^4*a2^6*a1^3 + 240*a6^2*a5*x34^2*a3^4*a2^6*a1^3 + 240*a6*a5^2*x34^2*a3^4*a2^6*a1^3 - 720*a5^3*x34^2*a3^4*a2^6*a1^3 + 320*a6^2*x34^3*a3^4*a2^6*a1^3 + 80*a6*a5*x34^3*a3^4*a2^6*a1^3 + 320*a5^2*x34^3*a3^4*a2^6*a1^3 - 208*a6*x34^4*a3^4*a2^6*a1^3 - 208*a5*x34^4*a3^4*a2^6*a1^3 + 88*x34^5*a3^4*a2^6*a1^3 + 192*a6^4*a3^5*a2^6*a1^3 + 288*a6^3*a5*a3^5*a2^6*a1^3 - 736*a6^2*a5^2*a3^5*a2^6*a1^3 + 288*a6*a5^3*a3^5*a2^6*a1^3 + 192*a5^4*a3^5*a2^6*a1^3 - 912*a6^3*x34*a3^5*a2^6*a1^3 + 240*a6^2*a5*x34*a3^5*a2^6*a1^3 + 240*a6*a5^2*x34*a3^5*a2^6*a1^3 - 912*a5^3*x34*a3^5*a2^6*a1^3 + 800*a6^2*x34^2*a3^5*a2^6*a1^3 - 192*a6*a5*x34^2*a3^5*a2^6*a1^3 + 800*a5^2*x34^2*a3^5*a2^6*a1^3 - 368*a6*x34^3*a3^5*a2^6*a1^3 - 368*a5*x34^3*a3^5*a2^6*a1^3 + 192*x34^4*a3^5*a2^6*a1^3 - 304*a6^3*a3^6*a2^6*a1^3 + 80*a6^2*a5*a3^6*a2^6*a1^3 + 80*a6*a5^2*a3^6*a2^6*a1^3 - 304*a5^3*a3^6*a2^6*a1^3 + 672*a6^2*x34*a3^6*a2^6*a1^3 - 224*a6*a5*x34*a3^6*a2^6*a1^3 + 672*a5^2*x34*a3^6*a2^6*a1^3 - 384*a6*x34^2*a3^6*a2^6*a1^3 - 384*a5*x34^2*a3^6*a2^6*a1^3 + 224*x34^3*a3^6*a2^6*a1^3 + 192*a6^2*a3^7*a2^6*a1^3 - 64*a6*a5*a3^7*a2^6*a1^3 + 192*a5^2*a3^7*a2^6*a1^3 - 224*a6*x34*a3^7*a2^6*a1^3 - 224*a5*x34*a3^7*a2^6*a1^3 + 160*x34^2*a3^7*a2^6*a1^3 - 56*a6*a3^8*a2^6*a1^3 - 56*a5*a3^8*a2^6*a1^3 + 72*x34*a3^8*a2^6*a1^3 + 16*a3^9*a2^6*a1^3 - 8*a6^6*a5^6*x34^2*a1^4 - 8*a6^6*a5^5*x34^3*a1^4 - 8*a6^5*a5^6*x34^3*a1^4 + 24*a6^6*a5^4*x34^4*a1^4 + 24*a6^4*a5^6*x34^4*a1^4 - 8*a6^6*a5^3*x34^5*a1^4 - 8*a6^3*a5^6*x34^5*a1^4 - 8*a6^6*a5^2*x34^6*a1^4 - 8*a6^5*a5^3*x34^6*a1^4 + 24*a6^4*a5^4*x34^6*a1^4 - 8*a6^3*a5^5*x34^6*a1^4 - 8*a6^2*a5^6*x34^6*a1^4 - 8*a6^6*a5^6*x34*a3*a1^4 - 8*a6^6*a5^5*x34^2*a3*a1^4 - 8*a6^5*a5^6*x34^2*a3*a1^4 + 88*a6^6*a5^4*x34^3*a3*a1^4 + 48*a6^5*a5^5*x34^3*a3*a1^4 + 88*a6^4*a5^6*x34^3*a3*a1^4 - 48*a6^6*a5^3*x34^4*a3*a1^4 - 72*a6^5*a5^4*x34^4*a3*a1^4 - 72*a6^4*a5^5*x34^4*a3*a1^4 - 48*a6^3*a5^6*x34^4*a3*a1^4 - 32*a6^6*a5^2*x34^5*a3*a1^4 + 72*a6^4*a5^4*x34^5*a3*a1^4 - 32*a6^2*a5^6*x34^5*a3*a1^4 + 8*a6^6*a5*x34^6*a3*a1^4 + 16*a6^5*a5^2*x34^6*a3*a1^4 - 8*a6^4*a5^3*x34^6*a3*a1^4 - 8*a6^3*a5^4*x34^6*a3*a1^4 + 16*a6^2*a5^5*x34^6*a3*a1^4 + 8*a6*a5^6*x34^6*a3*a1^4 - 8*a6^6*a5^6*a3^2*a1^4 + 24*a6^6*a5^5*x34*a3^2*a1^4 + 24*a6^5*a5^6*x34*a3^2*a1^4 - 8*a6^6*a5^4*x34^2*a3^2*a1^4 + 264*a6^5*a5^5*x34^2*a3^2*a1^4 - 8*a6^4*a5^6*x34^2*a3^2*a1^4 - 408*a6^5*a5^4*x34^3*a3^2*a1^4 - 408*a6^4*a5^5*x34^3*a3^2*a1^4 - 168*a6^6*a5^2*x34^4*a3^2*a1^4 + 720*a6^4*a5^4*x34^4*a3^2*a1^4 - 168*a6^2*a5^6*x34^4*a3^2*a1^4 + 64*a6^6*a5*x34^5*a3^2*a1^4 + 216*a6^5*a5^2*x34^5*a3^2*a1^4 - 168*a6^4*a5^3*x34^5*a3^2*a1^4 - 168*a6^3*a5^4*x34^5*a3^2*a1^4 + 216*a6^2*a5^5*x34^5*a3^2*a1^4 + 64*a6*a5^6*x34^5*a3^2*a1^4 - 8*a6^6*x34^6*a3^2*a1^4 + 16*a6^5*a5*x34^6*a3^2*a1^4 - 128*a6^4*a5^2*x34^6*a3^2*a1^4 + 112*a6^3*a5^3*x34^6*a3^2*a1^4 - 128*a6^2*a5^4*x34^6*a3^2*a1^4 + 16*a6*a5^5*x34^6*a3^2*a1^4 - 8*a5^6*x34^6*a3^2*a1^4 + 16*a6^6*a5^5*a3^3*a1^4 + 16*a6^5*a5^6*a3^3*a1^4 - 192*a6^6*a5^4*x34*a3^3*a1^4 + 432*a6^5*a5^5*x34*a3^3*a1^4 - 192*a6^4*a5^6*x34*a3^3*a1^4 + 320*a6^6*a5^3*x34^2*a3^3*a1^4 - 912*a6^5*a5^4*x34^2*a3^3*a1^4 - 912*a6^4*a5^5*x34^2*a3^3*a1^4 + 320*a6^3*a5^6*x34^2*a3^3*a1^4 - 400*a6^6*a5^2*x34^3*a3^3*a1^4 + 80*a6^5*a5^3*x34^3*a3^3*a1^4 + 2400*a6^4*a5^4*x34^3*a3^3*a1^4 + 80*a6^3*a5^5*x34^3*a3^3*a1^4 - 400*a6^2*a5^6*x34^3*a3^3*a1^4 + 192*a6^6*a5*x34^4*a3^3*a1^4 + 720*a6^5*a5^2*x34^4*a3^3*a1^4 - 960*a6^4*a5^3*x34^4*a3^3*a1^4 - 960*a6^3*a5^4*x34^4*a3^3*a1^4 + 720*a6^2*a5^5*x34^4*a3^3*a1^4 + 192*a6*a5^6*x34^4*a3^3*a1^4 - 56*a6^6*x34^5*a3^3*a1^4 + 144*a6^5*a5*x34^5*a3^3*a1^4 - 888*a6^4*a5^2*x34^5*a3^3*a1^4 + 912*a6^3*a5^3*x34^5*a3^3*a1^4 - 888*a6^2*a5^4*x34^5*a3^3*a1^4 + 144*a6*a5^5*x34^5*a3^3*a1^4 - 56*a5^6*x34^5*a3^3*a1^4 - 8*a6^5*x34^6*a3^3*a1^4 - 8*a6^4*a5*x34^6*a3^3*a1^4 + 112*a6^3*a5^2*x34^6*a3^3*a1^4 + 112*a6^2*a5^3*x34^6*a3^3*a1^4 - 8*a6*a5^4*x34^6*a3^3*a1^4 - 8*a5^5*x34^6*a3^3*a1^4 - 96*a6^6*a5^4*a3^4*a1^4 + 216*a6^5*a5^5*a3^4*a1^4 - 96*a6^4*a5^6*a3^4*a1^4 + 480*a6^6*a5^3*x34*a3^4*a1^4 - 960*a6^5*a5^4*x34*a3^4*a1^4 - 960*a6^4*a5^5*x34*a3^4*a1^4 + 480*a6^3*a5^6*x34*a3^4*a1^4 - 520*a6^6*a5^2*x34^2*a3^4*a1^4 + 240*a6^5*a5^3*x34^2*a3^4*a1^4 + 3960*a6^4*a5^4*x34^2*a3^4*a1^4 + 240*a6^3*a5^5*x34^2*a3^4*a1^4 - 520*a6^2*a5^6*x34^2*a3^4*a1^4 + 280*a6^6*a5*x34^3*a3^4*a1^4 + 920*a6^5*a5^2*x34^3*a3^4*a1^4 - 2560*a6^4*a5^3*x34^3*a3^4*a1^4 - 2560*a6^3*a5^4*x34^3*a3^4*a1^4 + 920*a6^2*a5^5*x34^3*a3^4*a1^4 + 280*a6*a5^6*x34^3*a3^4*a1^4 - 136*a6^6*x34^4*a3^4*a1^4 + 408*a6^5*a5*x34^4*a3^4*a1^4 - 1800*a6^4*a5^2*x34^4*a3^4*a1^4 + 2640*a6^3*a5^3*x34^4*a3^4*a1^4 - 1800*a6^2*a5^4*x34^4*a3^4*a1^4 + 408*a6*a5^5*x34^4*a3^4*a1^4 - 136*a5^6*x34^4*a3^4*a1^4 - 48*a6^5*x34^5*a3^4*a1^4 - 120*a6^4*a5*x34^5*a3^4*a1^4 + 552*a6^3*a5^2*x34^5*a3^4*a1^4 + 552*a6^2*a5^3*x34^5*a3^4*a1^4 - 120*a6*a5^4*x34^5*a3^4*a1^4 - 48*a5^5*x34^5*a3^4*a1^4 + 24*a6^4*x34^6*a3^4*a1^4 - 8*a6^3*a5*x34^6*a3^4*a1^4 - 128*a6^2*a5^2*x34^6*a3^4*a1^4 - 8*a6*a5^3*x34^6*a3^4*a1^4 + 24*a5^4*x34^6*a3^4*a1^4 + 192*a6^6*a5^3*a3^5*a1^4 - 384*a6^5*a5^4*a3^5*a1^4 - 384*a6^4*a5^5*a3^5*a1^4 + 192*a6^3*a5^6*a3^5*a1^4 - 384*a6^6*a5^2*x34*a3^5*a1^4 + 240*a6^5*a5^3*x34*a3^5*a1^4 + 3312*a6^4*a5^4*x34*a3^5*a1^4 + 240*a6^3*a5^5*x34*a3^5*a1^4 - 384*a6^2*a5^6*x34*a3^5*a1^4 + 224*a6^6*a5*x34^2*a3^5*a1^4 + 480*a6^5*a5^2*x34^2*a3^5*a1^4 - 3600*a6^4*a5^3*x34^2*a3^5*a1^4 - 3600*a6^3*a5^4*x34^2*a3^5*a1^4 + 480*a6^2*a5^5*x34^2*a3^5*a1^4 + 224*a6*a5^6*x34^2*a3^5*a1^4 - 152*a6^6*x34^3*a3^5*a1^4 + 560*a6^5*a5*x34^3*a3^5*a1^4 - 1000*a6^4*a5^2*x34^3*a3^5*a1^4 + 3920*a6^3*a5^3*x34^3*a3^5*a1^4 - 1000*a6^2*a5^4*x34^3*a3^5*a1^4 + 560*a6*a5^5*x34^3*a3^5*a1^4 - 152*a5^6*x34^3*a3^5*a1^4 - 120*a6^5*x34^4*a3^5*a1^4 - 552*a6^4*a5*x34^4*a3^5*a1^4 + 960*a6^3*a5^2*x34^4*a3^5*a1^4 + 960*a6^2*a5^3*x34^4*a3^5*a1^4 - 552*a6*a5^4*x34^4*a3^5*a1^4 - 120*a5^5*x34^4*a3^5*a1^4 + 144*a6^4*x34^5*a3^5*a1^4 - 648*a6^2*a5^2*x34^5*a3^5*a1^4 + 144*a5^4*x34^5*a3^5*a1^4 - 8*a6^3*x34^6*a3^5*a1^4 + 16*a6^2*a5*x34^6*a3^5*a1^4 + 16*a6*a5^2*x34^6*a3^5*a1^4 - 8*a5^3*x34^6*a3^5*a1^4 - 128*a6^6*a5^2*a3^6*a1^4 + 80*a6^5*a5^3*a3^6*a1^4 + 1104*a6^4*a5^4*a3^6*a1^4 + 80*a6^3*a5^5*a3^6*a1^4 - 128*a6^2*a5^6*a3^6*a1^4 + 112*a6^6*a5*x34*a3^6*a1^4 + 112*a6^5*a5^2*x34*a3^6*a1^4 - 2576*a6^4*a5^3*x34*a3^6*a1^4 - 2576*a6^3*a5^4*x34*a3^6*a1^4 + 112*a6^2*a5^5*x34*a3^6*a1^4 + 112*a6*a5^6*x34*a3^6*a1^4 - 88*a6^6*x34^2*a3^6*a1^4 + 448*a6^5*a5*x34^2*a3^6*a1^4 + 712*a6^4*a5^2*x34^2*a3^6*a1^4 + 3472*a6^3*a5^3*x34^2*a3^6*a1^4 + 712*a6^2*a5^4*x34^2*a3^6*a1^4 + 448*a6*a5^5*x34^2*a3^6*a1^4 - 88*a5^6*x34^2*a3^6*a1^4 - 168*a6^5*x34^3*a3^6*a1^4 - 1176*a6^4*a5*x34^3*a3^6*a1^4 + 672*a6^3*a5^2*x34^3*a3^6*a1^4 + 672*a6^2*a5^3*x34^3*a3^6*a1^4 - 1176*a6*a5^4*x34^3*a3^6*a1^4 - 168*a5^5*x34^3*a3^6*a1^4 + 384*a6^4*x34^4*a3^6*a1^4 + 112*a6^3*a5*x34^4*a3^6*a1^4 - 1448*a6^2*a5^2*x34^4*a3^6*a1^4 + 112*a6*a5^3*x34^4*a3^6*a1^4 + 384*a5^4*x34^4*a3^6*a1^4 - 56*a6^3*x34^5*a3^6*a1^4 + 112*a6^2*a5*x34^5*a3^6*a1^4 + 112*a6*a5^2*x34^5*a3^6*a1^4 - 56*a5^3*x34^5*a3^6*a1^4 - 8*a6^2*x34^6*a3^6*a1^4 + 8*a6*a5*x34^6*a3^6*a1^4 - 8*a5^2*x34^6*a3^6*a1^4 + 32*a6^6*a5*a3^7*a1^4 + 32*a6^5*a5^2*a3^7*a1^4 - 736*a6^4*a5^3*a3^7*a1^4 - 736*a6^3*a5^4*a3^7*a1^4 + 32*a6^2*a5^5*a3^7*a1^4 + 32*a6*a5^6*a3^7*a1^4 - 32*a6^6*x34*a3^7*a1^4 + 224*a6^5*a5*x34*a3^7*a1^4 + 896*a6^4*a5^2*x34*a3^7*a1^4 + 1856*a6^3*a5^3*x34*a3^7*a1^4 + 896*a6^2*a5^4*x34*a3^7*a1^4 + 224*a6*a5^5*x34*a3^7*a1^4 - 32*a5^6*x34*a3^7*a1^4 - 144*a6^5*x34^2*a3^7*a1^4 - 1296*a6^4*a5*x34^2*a3^7*a1^4 + 96*a6^3*a5^2*x34^2*a3^7*a1^4 + 96*a6^2*a5^3*x34^2*a3^7*a1^4 - 1296*a6*a5^4*x34^2*a3^7*a1^4 - 144*a5^5*x34^2*a3^7*a1^4 + 576*a6^4*x34^3*a3^7*a1^4 + 288*a6^3*a5*x34^3*a3^7*a1^4 - 1872*a6^2*a5^2*x34^3*a3^7*a1^4 + 288*a6*a5^3*x34^3*a3^7*a1^4 + 576*a5^4*x34^3*a3^7*a1^4 - 160*a6^3*x34^4*a3^7*a1^4 + 320*a6^2*a5*x34^4*a3^7*a1^4 + 320*a6*a5^2*x34^4*a3^7*a1^4 - 160*a5^3*x34^4*a3^7*a1^4 - 48*a6^2*x34^5*a3^7*a1^4 + 48*a6*a5*x34^5*a3^7*a1^4 - 48*a5^2*x34^5*a3^7*a1^4 - 8*a6^6*a3^8*a1^4 + 56*a6^5*a5*a3^8*a1^4 + 224*a6^4*a5^2*a3^8*a1^4 + 464*a6^3*a5^3*a3^8*a1^4 + 224*a6^2*a5^4*a3^8*a1^4 + 56*a6*a5^5*a3^8*a1^4 - 8*a5^6*a3^8*a1^4 - 72*a6^5*x34*a3^8*a1^4 - 720*a6^4*a5*x34*a3^8*a1^4 - 72*a6^3*a5^2*x34*a3^8*a1^4 - 72*a6^2*a5^3*x34*a3^8*a1^4 - 720*a6*a5^4*x34*a3^8*a1^4 - 72*a5^5*x34*a3^8*a1^4 + 504*a6^4*x34^2*a3^8*a1^4 + 312*a6^3*a5*x34^2*a3^8*a1^4 - 1488*a6^2*a5^2*x34^2*a3^8*a1^4 + 312*a6*a5^3*x34^2*a3^8*a1^4 + 504*a5^4*x34^2*a3^8*a1^4 - 240*a6^3*x34^3*a3^8*a1^4 + 480*a6^2*a5*x34^3*a3^8*a1^4 + 480*a6*a5^2*x34^3*a3^8*a1^4 - 240*a5^3*x34^3*a3^8*a1^4 - 120*a6^2*x34^4*a3^8*a1^4 + 120*a6*a5*x34^4*a3^8*a1^4 - 120*a5^2*x34^4*a3^8*a1^4 - 16*a6^5*a3^9*a1^4 - 160*a6^4*a5*a3^9*a1^4 - 16*a6^3*a5^2*a3^9*a1^4 - 16*a6^2*a5^3*a3^9*a1^4 - 160*a6*a5^4*a3^9*a1^4 - 16*a5^5*a3^9*a1^4 + 240*a6^4*x34*a3^9*a1^4 + 160*a6^3*a5*x34*a3^9*a1^4 - 680*a6^2*a5^2*x34*a3^9*a1^4 + 160*a6*a5^3*x34*a3^9*a1^4 + 240*a5^4*x34*a3^9*a1^4 - 200*a6^3*x34^2*a3^9*a1^4 + 400*a6^2*a5*x34^2*a3^9*a1^4 + 400*a6*a5^2*x34^2*a3^9*a1^4 - 200*a5^3*x34^2*a3^9*a1^4 - 160*a6^2*x34^3*a3^9*a1^4 + 160*a6*a5*x34^3*a3^9*a1^4 - 160*a5^2*x34^3*a3^9*a1^4 + 48*a6^4*a3^10*a1^4 + 32*a6^3*a5*a3^10*a1^4 - 136*a6^2*a5^2*a3^10*a1^4 + 32*a6*a5^3*a3^10*a1^4 + 48*a5^4*a3^10*a1^4 - 88*a6^3*x34*a3^10*a1^4 + 176*a6^2*a5*x34*a3^10*a1^4 + 176*a6*a5^2*x34*a3^10*a1^4 - 88*a5^3*x34*a3^10*a1^4 - 120*a6^2*x34^2*a3^10*a1^4 + 120*a6*a5*x34^2*a3^10*a1^4 - 120*a5^2*x34^2*a3^10*a1^4 - 16*a6^3*a3^11*a1^4 + 32*a6^2*a5*a3^11*a1^4 + 32*a6*a5^2*a3^11*a1^4 - 16*a5^3*a3^11*a1^4 - 48*a6^2*x34*a3^11*a1^4 + 48*a6*a5*x34*a3^11*a1^4 - 48*a5^2*x34*a3^11*a1^4 - 8*a6^2*a3^12*a1^4 + 8*a6*a5*a3^12*a1^4 - 8*a5^2*a3^12*a1^4 + 8*a6^6*a5^6*x34*a2*a1^4 + 16*a6^6*a5^5*x34^2*a2*a1^4 + 16*a6^5*a5^6*x34^2*a2*a1^4 - 8*a6^6*a5^4*x34^3*a2*a1^4 + 48*a6^5*a5^5*x34^3*a2*a1^4 - 8*a6^4*a5^6*x34^3*a2*a1^4 - 8*a6^6*a5^3*x34^4*a2*a1^4 - 72*a6^5*a5^4*x34^4*a2*a1^4 - 72*a6^4*a5^5*x34^4*a2*a1^4 - 8*a6^3*a5^6*x34^4*a2*a1^4 + 16*a6^6*a5^2*x34^5*a2*a1^4 + 48*a6^5*a5^3*x34^5*a2*a1^4 - 72*a6^4*a5^4*x34^5*a2*a1^4 + 48*a6^3*a5^5*x34^5*a2*a1^4 + 16*a6^2*a5^6*x34^5*a2*a1^4 + 8*a6^6*a5*x34^6*a2*a1^4 + 16*a6^5*a5^2*x34^6*a2*a1^4 - 8*a6^4*a5^3*x34^6*a2*a1^4 - 8*a6^3*a5^4*x34^6*a2*a1^4 + 16*a6^2*a5^5*x34^6*a2*a1^4 + 8*a6*a5^6*x34^6*a2*a1^4 + 16*a6^6*a5^6*a3*a2*a1^4 - 40*a6^6*a5^5*x34*a3*a2*a1^4 - 40*a6^5*a5^6*x34*a3*a2*a1^4 + 96*a6^6*a5^4*x34^2*a3*a2*a1^4 - 72*a6^5*a5^5*x34^2*a3*a2*a1^4 + 96*a6^4*a5^6*x34^2*a3*a2*a1^4 - 112*a6^6*a5^3*x34^3*a3*a2*a1^4 - 192*a6^5*a5^4*x34^3*a3*a2*a1^4 - 192*a6^4*a5^5*x34^3*a3*a2*a1^4 - 112*a6^3*a5^6*x34^3*a3*a2*a1^4 + 200*a6^6*a5^2*x34^4*a3*a2*a1^4 + 336*a6^5*a5^3*x34^4*a3*a2*a1^4 - 360*a6^4*a5^4*x34^4*a3*a2*a1^4 + 336*a6^3*a5^5*x34^4*a3*a2*a1^4 + 200*a6^2*a5^6*x34^4*a3*a2*a1^4 - 24*a6^6*a5*x34^5*a3*a2*a1^4 - 120*a6^5*a5^2*x34^5*a3*a2*a1^4 + 48*a6^4*a5^3*x34^5*a3*a2*a1^4 + 48*a6^3*a5^4*x34^5*a3*a2*a1^4 - 120*a6^2*a5^5*x34^5*a3*a2*a1^4 - 24*a6*a5^6*x34^5*a3*a2*a1^4 + 8*a6^6*x34^6*a3*a2*a1^4 - 72*a6^5*a5*x34^6*a3*a2*a1^4 + 120*a6^4*a5^2*x34^6*a3*a2*a1^4 - 80*a6^3*a5^3*x34^6*a3*a2*a1^4 + 120*a6^2*a5^4*x34^6*a3*a2*a1^4 - 72*a6*a5^5*x34^6*a3*a2*a1^4 + 8*a5^6*x34^6*a3*a2*a1^4 - 40*a6^6*a5^5*a3^2*a2*a1^4 - 40*a6^5*a5^6*a3^2*a2*a1^4 + 336*a6^6*a5^4*x34*a3^2*a2*a1^4 - 504*a6^5*a5^5*x34*a3^2*a2*a1^4 + 336*a6^4*a5^6*x34*a3^2*a2*a1^4 - 408*a6^6*a5^3*x34^2*a3^2*a2*a1^4 + 144*a6^5*a5^4*x34^2*a3^2*a2*a1^4 + 144*a6^4*a5^5*x34^2*a3^2*a2*a1^4 - 408*a6^3*a5^6*x34^2*a3^2*a2*a1^4 + 520*a6^6*a5^2*x34^3*a3^2*a2*a1^4 + 832*a6^5*a5^3*x34^3*a3^2*a2*a1^4 - 1080*a6^4*a5^4*x34^3*a3^2*a2*a1^4 + 832*a6^3*a5^5*x34^3*a3^2*a2*a1^4 + 520*a6^2*a5^6*x34^3*a3^2*a2*a1^4 - 120*a6^6*a5*x34^4*a3^2*a2*a1^4 - 552*a6^5*a5^2*x34^4*a3^2*a2*a1^4 - 552*a6^2*a5^5*x34^4*a3^2*a2*a1^4 - 120*a6*a5^6*x34^4*a3^2*a2*a1^4 + 64*a6^6*x34^5*a3^2*a2*a1^4 - 648*a6^5*a5*x34^5*a3^2*a2*a1^4 + 1008*a6^4*a5^2*x34^5*a3^2*a2*a1^4 - 512*a6^3*a5^3*x34^5*a3^2*a2*a1^4 + 1008*a6^2*a5^4*x34^5*a3^2*a2*a1^4 - 648*a6*a5^5*x34^5*a3^2*a2*a1^4 + 64*a5^6*x34^5*a3^2*a2*a1^4 + 16*a6^5*x34^6*a3^2*a2*a1^4 + 120*a6^4*a5*x34^6*a3^2*a2*a1^4 - 120*a6^3*a5^2*x34^6*a3^2*a2*a1^4 - 120*a6^2*a5^3*x34^6*a3^2*a2*a1^4 + 120*a6*a5^4*x34^6*a3^2*a2*a1^4 + 16*a5^5*x34^6*a3^2*a2*a1^4 + 224*a6^6*a5^4*a3^3*a2*a1^4 - 336*a6^5*a5^5*a3^3*a2*a1^4 + 224*a6^4*a5^6*a3^3*a2*a1^4 - 592*a6^6*a5^3*x34*a3^3*a2*a1^4 + 672*a6^5*a5^4*x34*a3^3*a2*a1^4 + 672*a6^4*a5^5*x34*a3^3*a2*a1^4 - 592*a6^3*a5^6*x34*a3^3*a2*a1^4 + 400*a6^6*a5^2*x34^2*a3^3*a2*a1^4 + 928*a6^5*a5^3*x34^2*a3^3*a2*a1^4 - 2160*a6^4*a5^4*x34^2*a3^3*a2*a1^4 + 928*a6^3*a5^5*x34^2*a3^3*a2*a1^4 + 400*a6^2*a5^6*x34^2*a3^3*a2*a1^4 - 160*a6^6*a5*x34^3*a3^3*a2*a1^4 - 720*a6^5*a5^2*x34^3*a3^3*a2*a1^4 - 160*a6^4*a5^3*x34^3*a3^3*a2*a1^4 - 160*a6^3*a5^4*x34^3*a3^3*a2*a1^4 - 720*a6^2*a5^5*x34^3*a3^3*a2*a1^4 - 160*a6*a5^6*x34^3*a3^3*a2*a1^4 + 192*a6^6*x34^4*a3^3*a2*a1^4 - 2064*a6^5*a5*x34^4*a3^3*a2*a1^4 + 2880*a6^4*a5^2*x34^4*a3^3*a2*a1^4 - 880*a6^3*a5^3*x34^4*a3^3*a2*a1^4 + 2880*a6^2*a5^4*x34^4*a3^3*a2*a1^4 - 2064*a6*a5^5*x34^4*a3^3*a2*a1^4 + 192*a5^6*x34^4*a3^3*a2*a1^4 + 144*a6^5*x34^5*a3^3*a2*a1^4 + 816*a6^4*a5*x34^5*a3^3*a2*a1^4 - 752*a6^3*a5^2*x34^5*a3^3*a2*a1^4 - 752*a6^2*a5^3*x34^5*a3^3*a2*a1^4 + 816*a6*a5^4*x34^5*a3^3*a2*a1^4 + 144*a5^5*x34^5*a3^3*a2*a1^4 - 8*a6^4*x34^6*a3^3*a2*a1^4 - 80*a6^3*a5*x34^6*a3^3*a2*a1^4 - 120*a6^2*a5^2*x34^6*a3^3*a2*a1^4 - 80*a6*a5^3*x34^6*a3^3*a2*a1^4 - 8*a5^4*x34^6*a3^3*a2*a1^4 - 296*a6^6*a5^3*a3^4*a2*a1^4 + 336*a6^5*a5^4*a3^4*a2*a1^4 + 336*a6^4*a5^5*a3^4*a2*a1^4 - 296*a6^3*a5^6*a3^4*a2*a1^4 + 80*a6^6*a5^2*x34*a3^4*a2*a1^4 + 560*a6^5*a5^3*x34*a3^4*a2*a1^4 - 2160*a6^4*a5^4*x34*a3^4*a2*a1^4 + 560*a6^3*a5^5*x34*a3^4*a2*a1^4 + 80*a6^2*a5^6*x34*a3^4*a2*a1^4 - 240*a6^4*a5^3*x34^2*a3^4*a2*a1^4 - 240*a6^3*a5^4*x34^2*a3^4*a2*a1^4 + 280*a6^6*x34^3*a3^4*a2*a1^4 - 3120*a6^5*a5*x34^3*a3^4*a2*a1^4 + 3480*a6^4*a5^2*x34^3*a3^4*a2*a1^4 + 480*a6^3*a5^3*x34^3*a3^4*a2*a1^4 + 3480*a6^2*a5^4*x34^3*a3^4*a2*a1^4 - 3120*a6*a5^5*x34^3*a3^4*a2*a1^4 + 280*a5^6*x34^3*a3^4*a2*a1^4 + 408*a6^5*x34^4*a3^4*a2*a1^4 + 2280*a6^4*a5*x34^4*a3^4*a2*a1^4 - 2320*a6^3*a5^2*x34^4*a3^4*a2*a1^4 - 2320*a6^2*a5^3*x34^4*a3^4*a2*a1^4 + 2280*a6*a5^4*x34^4*a3^4*a2*a1^4 + 408*a5^5*x34^4*a3^4*a2*a1^4 - 120*a6^4*x34^5*a3^4*a2*a1^4 - 384*a6^3*a5*x34^5*a3^4*a2*a1^4 - 432*a6^2*a5^2*x34^5*a3^4*a2*a1^4 - 384*a6*a5^3*x34^5*a3^4*a2*a1^4 - 120*a5^4*x34^5*a3^4*a2*a1^4 - 8*a6^3*x34^6*a3^4*a2*a1^4 + 120*a6^2*a5*x34^6*a3^4*a2*a1^4 + 120*a6*a5^2*x34^6*a3^4*a2*a1^4 - 8*a5^3*x34^6*a3^4*a2*a1^4 + 32*a6^6*a5^2*a3^5*a2*a1^4 + 224*a6^5*a5^3*a3^5*a2*a1^4 - 864*a6^4*a5^4*a3^5*a2*a1^4 + 224*a6^3*a5^5*a3^5*a2*a1^4 + 32*a6^2*a5^6*a3^5*a2*a1^4 + 96*a6^6*a5*x34*a3^5*a2*a1^4 + 432*a6^5*a5^2*x34*a3^5*a2*a1^4 - 192*a6^4*a5^3*x34*a3^5*a2*a1^4 - 192*a6^3*a5^4*x34*a3^5*a2*a1^4 + 432*a6^2*a5^5*x34*a3^5*a2*a1^4 + 96*a6*a5^6*x34*a3^5*a2*a1^4 + 224*a6^6*x34^2*a3^5*a2*a1^4 - 2592*a6^5*a5*x34^2*a3^5*a2*a1^4 + 1728*a6^4*a5^2*x34^2*a3^5*a2*a1^4 + 2768*a6^3*a5^3*x34^2*a3^5*a2*a1^4 + 1728*a6^2*a5^4*x34^2*a3^5*a2*a1^4 - 2592*a6*a5^5*x34^2*a3^5*a2*a1^4 + 224*a5^6*x34^2*a3^5*a2*a1^4 + 560*a6^5*x34^3*a3^5*a2*a1^4 + 3456*a6^4*a5*x34^3*a3^5*a2*a1^4 - 4192*a6^3*a5^2*x34^3*a3^5*a2*a1^4 - 4192*a6^2*a5^3*x34^3*a3^5*a2*a1^4 + 3456*a6*a5^4*x34^3*a3^5*a2*a1^4 + 560*a5^5*x34^3*a3^5*a2*a1^4 - 552*a6^4*x34^4*a3^5*a2*a1^4 - 624*a6^3*a5*x34^4*a3^5*a2*a1^4 - 72*a6^2*a5^2*x34^4*a3^5*a2*a1^4 - 624*a6*a5^3*x34^4*a3^5*a2*a1^4 - 552*a5^4*x34^4*a3^5*a2*a1^4 + 504*a6^2*a5*x34^5*a3^5*a2*a1^4 + 504*a6*a5^2*x34^5*a3^5*a2*a1^4 + 16*a6^2*x34^6*a3^5*a2*a1^4 - 72*a6*a5*x34^6*a3^5*a2*a1^4 + 16*a5^2*x34^6*a3^5*a2*a1^4 + 32*a6^6*a5*a3^6*a2*a1^4 + 144*a6^5*a5^2*a3^6*a2*a1^4 - 64*a6^4*a5^3*a3^6*a2*a1^4 - 64*a6^3*a5^4*a3^6*a2*a1^4 + 144*a6^2*a5^5*a3^6*a2*a1^4 + 32*a6*a5^6*a3^6*a2*a1^4 + 112*a6^6*x34*a3^6*a2*a1^4 - 1344*a6^5*a5*x34*a3^6*a2*a1^4 + 336*a6^4*a5^2*x34*a3^6*a2*a1^4 + 2576*a6^3*a5^3*x34*a3^6*a2*a1^4 + 336*a6^2*a5^4*x34*a3^6*a2*a1^4 - 1344*a6*a5^5*x34*a3^6*a2*a1^4 + 112*a5^6*x34*a3^6*a2*a1^4 + 448*a6^5*x34^2*a3^6*a2*a1^4 + 3168*a6^4*a5*x34^2*a3^6*a2*a1^4 - 4496*a6^3*a5^2*x34^2*a3^6*a2*a1^4 - 4496*a6^2*a5^3*x34^2*a3^6*a2*a1^4 + 3168*a6*a5^4*x34^2*a3^6*a2*a1^4 + 448*a5^5*x34^2*a3^6*a2*a1^4 - 1176*a6^4*x34^3*a3^6*a2*a1^4 - 336*a6^3*a5*x34^3*a3^6*a2*a1^4 + 1512*a6^2*a5^2*x34^3*a3^6*a2*a1^4 - 336*a6*a5^3*x34^3*a3^6*a2*a1^4 - 1176*a5^4*x34^3*a3^6*a2*a1^4 + 112*a6^3*x34^4*a3^6*a2*a1^4 + 840*a6^2*a5*x34^4*a3^6*a2*a1^4 + 840*a6*a5^2*x34^4*a3^6*a2*a1^4 + 112*a5^3*x34^4*a3^6*a2*a1^4 + 112*a6^2*x34^5*a3^6*a2*a1^4 - 504*a6*a5*x34^5*a3^6*a2*a1^4 + 112*a5^2*x34^5*a3^6*a2*a1^4 + 8*a6*x34^6*a3^6*a2*a1^4 + 8*a5*x34^6*a3^6*a2*a1^4 + 32*a6^6*a3^7*a2*a1^4 - 384*a6^5*a5*a3^7*a2*a1^4 + 96*a6^4*a5^2*a3^7*a2*a1^4 + 736*a6^3*a5^3*a3^7*a2*a1^4 + 96*a6^2*a5^4*a3^7*a2*a1^4 - 384*a6*a5^5*a3^7*a2*a1^4 + 32*a5^6*a3^7*a2*a1^4 + 224*a6^5*x34*a3^7*a2*a1^4 + 1728*a6^4*a5*x34*a3^7*a2*a1^4 - 2656*a6^3*a5^2*x34*a3^7*a2*a1^4 - 2656*a6^2*a5^3*x34*a3^7*a2*a1^4 + 1728*a6*a5^4*x34*a3^7*a2*a1^4 + 224*a5^5*x34*a3^7*a2*a1^4 - 1296*a6^4*x34^2*a3^7*a2*a1^4 + 96*a6^3*a5*x34^2*a3^7*a2*a1^4 + 2448*a6^2*a5^2*x34^2*a3^7*a2*a1^4 + 96*a6*a5^3*x34^2*a3^7*a2*a1^4 - 1296*a5^4*x34^2*a3^7*a2*a1^4 + 288*a6^3*x34^3*a3^7*a2*a1^4 + 720*a6^2*a5*x34^3*a3^7*a2*a1^4 + 720*a6*a5^2*x34^3*a3^7*a2*a1^4 + 288*a5^3*x34^3*a3^7*a2*a1^4 + 320*a6^2*x34^4*a3^7*a2*a1^4 - 1440*a6*a5*x34^4*a3^7*a2*a1^4 + 320*a5^2*x34^4*a3^7*a2*a1^4 + 48*a6*x34^5*a3^7*a2*a1^4 + 48*a5*x34^5*a3^7*a2*a1^4 + 56*a6^5*a3^8*a2*a1^4 + 432*a6^4*a5*a3^8*a2*a1^4 - 664*a6^3*a5^2*a3^8*a2*a1^4 - 664*a6^2*a5^3*a3^8*a2*a1^4 + 432*a6*a5^4*a3^8*a2*a1^4 + 56*a5^5*a3^8*a2*a1^4 - 720*a6^4*x34*a3^8*a2*a1^4 + 144*a6^3*a5*x34*a3^8*a2*a1^4 + 1512*a6^2*a5^2*x34*a3^8*a2*a1^4 + 144*a6*a5^3*x34*a3^8*a2*a1^4 - 720*a5^4*x34*a3^8*a2*a1^4 + 312*a6^3*x34^2*a3^8*a2*a1^4 + 360*a6^2*a5*x34^2*a3^8*a2*a1^4 + 360*a6*a5^2*x34^2*a3^8*a2*a1^4 + 312*a5^3*x34^2*a3^8*a2*a1^4 + 480*a6^2*x34^3*a3^8*a2*a1^4 - 2160*a6*a5*x34^3*a3^8*a2*a1^4 + 480*a5^2*x34^3*a3^8*a2*a1^4 + 120*a6*x34^4*a3^8*a2*a1^4 + 120*a5*x34^4*a3^8*a2*a1^4 - 160*a6^4*a3^9*a2*a1^4 + 32*a6^3*a5*a3^9*a2*a1^4 + 336*a6^2*a5^2*a3^9*a2*a1^4 + 32*a6*a5^3*a3^9*a2*a1^4 - 160*a5^4*a3^9*a2*a1^4 + 160*a6^3*x34*a3^9*a2*a1^4 + 120*a6^2*a5*x34*a3^9*a2*a1^4 + 120*a6*a5^2*x34*a3^9*a2*a1^4 + 160*a5^3*x34*a3^9*a2*a1^4 + 400*a6^2*x34^2*a3^9*a2*a1^4 - 1800*a6*a5*x34^2*a3^9*a2*a1^4 + 400*a5^2*x34^2*a3^9*a2*a1^4 + 160*a6*x34^3*a3^9*a2*a1^4 + 160*a5*x34^3*a3^9*a2*a1^4 + 32*a6^3*a3^10*a2*a1^4 + 24*a6^2*a5*a3^10*a2*a1^4 + 24*a6*a5^2*a3^10*a2*a1^4 + 32*a5^3*a3^10*a2*a1^4 + 176*a6^2*x34*a3^10*a2*a1^4 - 792*a6*a5*x34*a3^10*a2*a1^4 + 176*a5^2*x34*a3^10*a2*a1^4 + 120*a6*x34^2*a3^10*a2*a1^4 + 120*a5*x34^2*a3^10*a2*a1^4 + 32*a6^2*a3^11*a2*a1^4 - 144*a6*a5*a3^11*a2*a1^4 + 32*a5^2*a3^11*a2*a1^4 + 48*a6*x34*a3^11*a2*a1^4 + 48*a5*x34*a3^11*a2*a1^4 + 8*a6*a3^12*a2*a1^4 + 8*a5*a3^12*a2*a1^4 - 8*a6^6*a5^6*a2^2*a1^4 + 16*a6^6*a5^5*x34*a2^2*a1^4 + 16*a6^5*a5^6*x34*a2^2*a1^4 - 128*a6^6*a5^4*x34^2*a2^2*a1^4 + 120*a6^5*a5^5*x34^2*a2^2*a1^4 - 128*a6^4*a5^6*x34^2*a2^2*a1^4 + 112*a6^6*a5^3*x34^3*a2^2*a1^4 - 120*a6^5*a5^4*x34^3*a2^2*a1^4 - 120*a6^4*a5^5*x34^3*a2^2*a1^4 + 112*a6^3*a5^6*x34^3*a2^2*a1^4 - 128*a6^6*a5^2*x34^4*a2^2*a1^4 - 120*a6^5*a5^3*x34^4*a2^2*a1^4 + 720*a6^4*a5^4*x34^4*a2^2*a1^4 - 120*a6^3*a5^5*x34^4*a2^2*a1^4 - 128*a6^2*a5^6*x34^4*a2^2*a1^4 + 16*a6^6*a5*x34^5*a2^2*a1^4 + 120*a6^5*a5^2*x34^5*a2^2*a1^4 - 120*a6^4*a5^3*x34^5*a2^2*a1^4 - 120*a6^3*a5^4*x34^5*a2^2*a1^4 + 120*a6^2*a5^5*x34^5*a2^2*a1^4 + 16*a6*a5^6*x34^5*a2^2*a1^4 - 8*a6^6*x34^6*a2^2*a1^4 + 16*a6^5*a5*x34^6*a2^2*a1^4 - 128*a6^4*a5^2*x34^6*a2^2*a1^4 + 112*a6^3*a5^3*x34^6*a2^2*a1^4 - 128*a6^2*a5^4*x34^6*a2^2*a1^4 + 16*a6*a5^5*x34^6*a2^2*a1^4 - 8*a5^6*x34^6*a2^2*a1^4 + 32*a6^6*a5^5*a3*a2^2*a1^4 + 32*a6^5*a5^6*a3*a2^2*a1^4 - 136*a6^6*a5^4*x34*a3*a2^2*a1^4 + 24*a6^5*a5^5*x34*a3*a2^2*a1^4 - 136*a6^4*a5^6*x34*a3*a2^2*a1^4 + 216*a6^6*a5^3*x34^2*a3*a2^2*a1^4 - 72*a6^5*a5^4*x34^2*a3*a2^2*a1^4 - 72*a6^4*a5^5*x34^2*a3*a2^2*a1^4 + 216*a6^3*a5^6*x34^2*a3*a2^2*a1^4 - 632*a6^6*a5^2*x34^3*a3*a2^2*a1^4 - 512*a6^5*a5^3*x34^3*a3*a2^2*a1^4 + 2520*a6^4*a5^4*x34^3*a3*a2^2*a1^4 - 512*a6^3*a5^5*x34^3*a3*a2^2*a1^4 - 632*a6^2*a5^6*x34^3*a3*a2^2*a1^4 + 200*a6^6*a5*x34^4*a3*a2^2*a1^4 + 888*a6^5*a5^2*x34^4*a3*a2^2*a1^4 - 960*a6^4*a5^3*x34^4*a3*a2^2*a1^4 - 960*a6^3*a5^4*x34^4*a3*a2^2*a1^4 + 888*a6^2*a5^5*x34^4*a3*a2^2*a1^4 + 200*a6*a5^6*x34^4*a3*a2^2*a1^4 - 32*a6^6*x34^5*a3*a2^2*a1^4 - 120*a6^5*a5*x34^5*a3*a2^2*a1^4 - 480*a6^4*a5^2*x34^5*a3*a2^2*a1^4 + 640*a6^3*a5^3*x34^5*a3*a2^2*a1^4 - 480*a6^2*a5^4*x34^5*a3*a2^2*a1^4 - 120*a6*a5^5*x34^5*a3*a2^2*a1^4 - 32*a5^6*x34^5*a3*a2^2*a1^4 + 16*a6^5*x34^6*a3*a2^2*a1^4 + 120*a6^4*a5*x34^6*a3*a2^2*a1^4 - 120*a6^3*a5^2*x34^6*a3*a2^2*a1^4 - 120*a6^2*a5^3*x34^6*a3*a2^2*a1^4 + 120*a6*a5^4*x34^6*a3*a2^2*a1^4 + 16*a5^5*x34^6*a3*a2^2*a1^4 - 136*a6^6*a5^4*a3^2*a2^2*a1^4 + 24*a6^5*a5^5*a3^2*a2^2*a1^4 - 136*a6^4*a5^6*a3^2*a2^2*a1^4 - 24*a6^6*a5^3*x34*a3^2*a2^2*a1^4 + 504*a6^5*a5^4*x34*a3^2*a2^2*a1^4 + 504*a6^4*a5^5*x34*a3^2*a2^2*a1^4 - 24*a6^3*a5^6*x34*a3^2*a2^2*a1^4 - 408*a6^6*a5^2*x34^2*a3^2*a2^2*a1^4 - 1176*a6^5*a5^3*x34^2*a3^2*a2^2*a1^4 + 2160*a6^4*a5^4*x34^2*a3^2*a2^2*a1^4 - 1176*a6^3*a5^5*x34^2*a3^2*a2^2*a1^4 - 408*a6^2*a5^6*x34^2*a3^2*a2^2*a1^4 + 520*a6^6*a5*x34^3*a3^2*a2^2*a1^4 + 1992*a6^5*a5^2*x34^3*a3^2*a2^2*a1^4 - 1760*a6^4*a5^3*x34^3*a3^2*a2^2*a1^4 - 1760*a6^3*a5^4*x34^3*a3^2*a2^2*a1^4 + 1992*a6^2*a5^5*x34^3*a3^2*a2^2*a1^4 + 520*a6*a5^6*x34^3*a3^2*a2^2*a1^4 - 168*a6^6*x34^4*a3^2*a2^2*a1^4 - 552*a6^5*a5*x34^4*a3^2*a2^2*a1^4 - 1560*a6^4*a5^2*x34^4*a3^2*a2^2*a1^4 + 2400*a6^3*a5^3*x34^4*a3^2*a2^2*a1^4 - 1560*a6^2*a5^4*x34^4*a3^2*a2^2*a1^4 - 552*a6*a5^5*x34^4*a3^2*a2^2*a1^4 - 168*a5^6*x34^4*a3^2*a2^2*a1^4 + 216*a6^5*x34^5*a3^2*a2^2*a1^4 + 1008*a6^4*a5*x34^5*a3^2*a2^2*a1^4 - 1080*a6^3*a5^2*x34^5*a3^2*a2^2*a1^4 - 1080*a6^2*a5^3*x34^5*a3^2*a2^2*a1^4 + 1008*a6*a5^4*x34^5*a3^2*a2^2*a1^4 + 216*a5^5*x34^5*a3^2*a2^2*a1^4 - 128*a6^4*x34^6*a3^2*a2^2*a1^4 - 120*a6^3*a5*x34^6*a3^2*a2^2*a1^4 + 720*a6^2*a5^2*x34^6*a3^2*a2^2*a1^4 - 120*a6*a5^3*x34^6*a3^2*a2^2*a1^4 - 128*a5^4*x34^6*a3^2*a2^2*a1^4 - 16*a6^6*a5^3*a3^3*a2^2*a1^4 + 336*a6^5*a5^4*a3^3*a2^2*a1^4 + 336*a6^4*a5^5*a3^3*a2^2*a1^4 - 16*a6^3*a5^6*a3^3*a2^2*a1^4 + 448*a6^6*a5^2*x34*a3^3*a2^2*a1^4 - 1328*a6^5*a5^3*x34*a3^3*a2^2*a1^4 - 720*a6^4*a5^4*x34*a3^3*a2^2*a1^4 - 1328*a6^3*a5^5*x34*a3^3*a2^2*a1^4 + 448*a6^2*a5^6*x34*a3^3*a2^2*a1^4 + 400*a6^6*a5*x34^2*a3^3*a2^2*a1^4 + 1488*a6^5*a5^2*x34^2*a3^3*a2^2*a1^4 + 160*a6^4*a5^3*x34^2*a3^3*a2^2*a1^4 + 160*a6^3*a5^4*x34^2*a3^3*a2^2*a1^4 + 1488*a6^2*a5^5*x34^2*a3^3*a2^2*a1^4 + 400*a6*a5^6*x34^2*a3^3*a2^2*a1^4 - 400*a6^6*x34^3*a3^3*a2^2*a1^4 - 720*a6^5*a5*x34^3*a3^3*a2^2*a1^4 - 3120*a6^4*a5^2*x34^3*a3^3*a2^2*a1^4 + 3280*a6^3*a5^3*x34^3*a3^3*a2^2*a1^4 - 3120*a6^2*a5^4*x34^3*a3^3*a2^2*a1^4 - 720*a6*a5^5*x34^3*a3^3*a2^2*a1^4 - 400*a5^6*x34^3*a3^3*a2^2*a1^4 + 720*a6^5*x34^4*a3^3*a2^2*a1^4 + 2880*a6^4*a5*x34^4*a3^3*a2^2*a1^4 - 2720*a6^3*a5^2*x34^4*a3^3*a2^2*a1^4 - 2720*a6^2*a5^3*x34^4*a3^3*a2^2*a1^4 + 2880*a6*a5^4*x34^4*a3^3*a2^2*a1^4 + 720*a5^5*x34^4*a3^3*a2^2*a1^4 - 888*a6^4*x34^5*a3^3*a2^2*a1^4 - 752*a6^3*a5*x34^5*a3^3*a2^2*a1^4 + 3960*a6^2*a5^2*x34^5*a3^3*a2^2*a1^4 - 752*a6*a5^3*x34^5*a3^3*a2^2*a1^4 - 888*a5^4*x34^5*a3^3*a2^2*a1^4 + 112*a6^3*x34^6*a3^3*a2^2*a1^4 - 120*a6^2*a5*x34^6*a3^3*a2^2*a1^4 - 120*a6*a5^2*x34^6*a3^3*a2^2*a1^4 + 112*a5^3*x34^6*a3^3*a2^2*a1^4 + 224*a6^6*a5^2*a3^4*a2^2*a1^4 - 664*a6^5*a5^3*a3^4*a2^2*a1^4 - 360*a6^4*a5^4*a3^4*a2^2*a1^4 - 664*a6^3*a5^5*a3^4*a2^2*a1^4 + 224*a6^2*a5^6*a3^4*a2^2*a1^4 + 80*a6^6*a5*x34*a3^4*a2^2*a1^4 + 240*a6^5*a5^2*x34*a3^4*a2^2*a1^4 + 2000*a6^4*a5^3*x34*a3^4*a2^2*a1^4 + 2000*a6^3*a5^4*x34*a3^4*a2^2*a1^4 + 240*a6^2*a5^5*x34*a3^4*a2^2*a1^4 + 80*a6*a5^6*x34*a3^4*a2^2*a1^4 - 520*a6^6*x34^2*a3^4*a2^2*a1^4 - 3960*a6^4*a5^2*x34^2*a3^4*a2^2*a1^4 + 1040*a6^3*a5^3*x34^2*a3^4*a2^2*a1^4 - 3960*a6^2*a5^4*x34^2*a3^4*a2^2*a1^4 - 520*a5^6*x34^2*a3^4*a2^2*a1^4 + 920*a6^5*x34^3*a3^4*a2^2*a1^4 + 3480*a6^4*a5*x34^3*a3^4*a2^2*a1^4 - 1600*a6^3*a5^2*x34^3*a3^4*a2^2*a1^4 - 1600*a6^2*a5^3*x34^3*a3^4*a2^2*a1^4 + 3480*a6*a5^4*x34^3*a3^4*a2^2*a1^4 + 920*a5^5*x34^3*a3^4*a2^2*a1^4 - 1800*a6^4*x34^4*a3^4*a2^2*a1^4 - 2320*a6^3*a5*x34^4*a3^4*a2^2*a1^4 + 7920*a6^2*a5^2*x34^4*a3^4*a2^2*a1^4 - 2320*a6*a5^3*x34^4*a3^4*a2^2*a1^4 - 1800*a5^4*x34^4*a3^4*a2^2*a1^4 + 552*a6^3*x34^5*a3^4*a2^2*a1^4 - 432*a6^2*a5*x34^5*a3^4*a2^2*a1^4 - 432*a6*a5^2*x34^5*a3^4*a2^2*a1^4 + 552*a5^3*x34^5*a3^4*a2^2*a1^4 - 128*a6^2*x34^6*a3^4*a2^2*a1^4 + 120*a6*a5*x34^6*a3^4*a2^2*a1^4 - 128*a5^2*x34^6*a3^4*a2^2*a1^4 + 32*a6^6*a5*a3^5*a2^2*a1^4 + 96*a6^5*a5^2*a3^5*a2^2*a1^4 + 800*a6^4*a5^3*a3^5*a2^2*a1^4 + 800*a6^3*a5^4*a3^5*a2^2*a1^4 + 96*a6^2*a5^5*a3^5*a2^2*a1^4 + 32*a6*a5^6*a3^5*a2^2*a1^4 - 384*a6^6*x34*a3^5*a2^2*a1^4 + 432*a6^5*a5*x34*a3^5*a2^2*a1^4 - 2880*a6^4*a5^2*x34*a3^5*a2^2*a1^4 - 720*a6^3*a5^3*x34*a3^5*a2^2*a1^4 - 2880*a6^2*a5^4*x34*a3^5*a2^2*a1^4 + 432*a6*a5^5*x34*a3^5*a2^2*a1^4 - 384*a5^6*x34*a3^5*a2^2*a1^4 + 480*a6^5*x34^2*a3^5*a2^2*a1^4 + 1728*a6^4*a5*x34^2*a3^5*a2^2*a1^4 + 2160*a6^3*a5^2*x34^2*a3^5*a2^2*a1^4 + 2160*a6^2*a5^3*x34^2*a3^5*a2^2*a1^4 + 1728*a6*a5^4*x34^2*a3^5*a2^2*a1^4 + 480*a5^5*x34^2*a3^5*a2^2*a1^4 - 1000*a6^4*x34^3*a3^5*a2^2*a1^4 - 4192*a6^3*a5*x34^3*a3^5*a2^2*a1^4 + 6120*a6^2*a5^2*x34^3*a3^5*a2^2*a1^4 - 4192*a6*a5^3*x34^3*a3^5*a2^2*a1^4 - 1000*a5^4*x34^3*a3^5*a2^2*a1^4 + 960*a6^3*x34^4*a3^5*a2^2*a1^4 - 72*a6^2*a5*x34^4*a3^5*a2^2*a1^4 - 72*a6*a5^2*x34^4*a3^5*a2^2*a1^4 + 960*a5^3*x34^4*a3^5*a2^2*a1^4 - 648*a6^2*x34^5*a3^5*a2^2*a1^4 + 504*a6*a5*x34^5*a3^5*a2^2*a1^4 - 648*a5^2*x34^5*a3^5*a2^2*a1^4 + 16*a6*x34^6*a3^5*a2^2*a1^4 + 16*a5*x34^6*a3^5*a2^2*a1^4 - 128*a6^6*a3^6*a2^2*a1^4 + 144*a6^5*a5*a3^6*a2^2*a1^4 - 960*a6^4*a5^2*a3^6*a2^2*a1^4 - 240*a6^3*a5^3*a3^6*a2^2*a1^4 - 960*a6^2*a5^4*a3^6*a2^2*a1^4 + 144*a6*a5^5*a3^6*a2^2*a1^4 - 128*a5^6*a3^6*a2^2*a1^4 + 112*a6^5*x34*a3^6*a2^2*a1^4 + 336*a6^4*a5*x34*a3^6*a2^2*a1^4 + 2800*a6^3*a5^2*x34*a3^6*a2^2*a1^4 + 2800*a6^2*a5^3*x34*a3^6*a2^2*a1^4 + 336*a6*a5^4*x34*a3^6*a2^2*a1^4 + 112*a5^5*x34*a3^6*a2^2*a1^4 + 712*a6^4*x34^2*a3^6*a2^2*a1^4 - 4496*a6^3*a5*x34^2*a3^6*a2^2*a1^4 + 360*a6^2*a5^2*x34^2*a3^6*a2^2*a1^4 - 4496*a6*a5^3*x34^2*a3^6*a2^2*a1^4 + 712*a5^4*x34^2*a3^6*a2^2*a1^4 + 672*a6^3*x34^3*a3^6*a2^2*a1^4 + 1512*a6^2*a5*x34^3*a3^6*a2^2*a1^4 + 1512*a6*a5^2*x34^3*a3^6*a2^2*a1^4 + 672*a5^3*x34^3*a3^6*a2^2*a1^4 - 1448*a6^2*x34^4*a3^6*a2^2*a1^4 + 840*a6*a5*x34^4*a3^6*a2^2*a1^4 - 1448*a5^2*x34^4*a3^6*a2^2*a1^4 + 112*a6*x34^5*a3^6*a2^2*a1^4 + 112*a5*x34^5*a3^6*a2^2*a1^4 - 8*x34^6*a3^6*a2^2*a1^4 + 32*a6^5*a3^7*a2^2*a1^4 + 96*a6^4*a5*a3^7*a2^2*a1^4 + 800*a6^3*a5^2*a3^7*a2^2*a1^4 + 800*a6^2*a5^3*a3^7*a2^2*a1^4 + 96*a6*a5^4*a3^7*a2^2*a1^4 + 32*a5^5*a3^7*a2^2*a1^4 + 896*a6^4*x34*a3^7*a2^2*a1^4 - 2656*a6^3*a5*x34*a3^7*a2^2*a1^4 - 1440*a6^2*a5^2*x34*a3^7*a2^2*a1^4 - 2656*a6*a5^3*x34*a3^7*a2^2*a1^4 + 896*a5^4*x34*a3^7*a2^2*a1^4 + 96*a6^3*x34^2*a3^7*a2^2*a1^4 + 2448*a6^2*a5*x34^2*a3^7*a2^2*a1^4 + 2448*a6*a5^2*x34^2*a3^7*a2^2*a1^4 + 96*a5^3*x34^2*a3^7*a2^2*a1^4 - 1872*a6^2*x34^3*a3^7*a2^2*a1^4 + 720*a6*a5*x34^3*a3^7*a2^2*a1^4 - 1872*a5^2*x34^3*a3^7*a2^2*a1^4 + 320*a6*x34^4*a3^7*a2^2*a1^4 + 320*a5*x34^4*a3^7*a2^2*a1^4 - 48*x34^5*a3^7*a2^2*a1^4 + 224*a6^4*a3^8*a2^2*a1^4 - 664*a6^3*a5*a3^8*a2^2*a1^4 - 360*a6^2*a5^2*a3^8*a2^2*a1^4 - 664*a6*a5^3*a3^8*a2^2*a1^4 + 224*a5^4*a3^8*a2^2*a1^4 - 72*a6^3*x34*a3^8*a2^2*a1^4 + 1512*a6^2*a5*x34*a3^8*a2^2*a1^4 + 1512*a6*a5^2*x34*a3^8*a2^2*a1^4 - 72*a5^3*x34*a3^8*a2^2*a1^4 - 1488*a6^2*x34^2*a3^8*a2^2*a1^4 + 360*a6*a5*x34^2*a3^8*a2^2*a1^4 - 1488*a5^2*x34^2*a3^8*a2^2*a1^4 + 480*a6*x34^3*a3^8*a2^2*a1^4 + 480*a5*x34^3*a3^8*a2^2*a1^4 - 120*x34^4*a3^8*a2^2*a1^4 - 16*a6^3*a3^9*a2^2*a1^4 + 336*a6^2*a5*a3^9*a2^2*a1^4 + 336*a6*a5^2*a3^9*a2^2*a1^4 - 16*a5^3*a3^9*a2^2*a1^4 - 680*a6^2*x34*a3^9*a2^2*a1^4 + 120*a6*a5*x34*a3^9*a2^2*a1^4 - 680*a5^2*x34*a3^9*a2^2*a1^4 + 400*a6*x34^2*a3^9*a2^2*a1^4 + 400*a5*x34^2*a3^9*a2^2*a1^4 - 160*x34^3*a3^9*a2^2*a1^4 - 136*a6^2*a3^10*a2^2*a1^4 + 24*a6*a5*a3^10*a2^2*a1^4 - 136*a5^2*a3^10*a2^2*a1^4 + 176*a6*x34*a3^10*a2^2*a1^4 + 176*a5*x34*a3^10*a2^2*a1^4 - 120*x34^2*a3^10*a2^2*a1^4 + 32*a6*a3^11*a2^2*a1^4 + 32*a5*a3^11*a2^2*a1^4 - 48*x34*a3^11*a2^2*a1^4 - 8*a3^12*a2^2*a1^4 - 8*a6^6*a5^5*a2^3*a1^4 - 8*a6^5*a5^6*a2^3*a1^4 - 8*a6^6*a5^4*x34*a2^3*a1^4 + 48*a6^5*a5^5*x34*a2^3*a1^4 - 8*a6^4*a5^6*x34*a2^3*a1^4 + 112*a6^6*a5^3*x34^2*a2^3*a1^4 - 120*a6^5*a5^4*x34^2*a2^3*a1^4 - 120*a6^4*a5^5*x34^2*a2^3*a1^4 + 112*a6^3*a5^6*x34^2*a2^3*a1^4 + 112*a6^6*a5^2*x34^3*a2^3*a1^4 + 240*a6^5*a5^3*x34^3*a2^3*a1^4 - 240*a6^4*a5^4*x34^3*a2^3*a1^4 + 240*a6^3*a5^5*x34^3*a2^3*a1^4 + 112*a6^2*a5^6*x34^3*a2^3*a1^4 - 8*a6^6*a5*x34^4*a2^3*a1^4 - 120*a6^5*a5^2*x34^4*a2^3*a1^4 - 240*a6^4*a5^3*x34^4*a2^3*a1^4 - 240*a6^3*a5^4*x34^4*a2^3*a1^4 - 120*a6^2*a5^5*x34^4*a2^3*a1^4 - 8*a6*a5^6*x34^4*a2^3*a1^4 - 8*a6^6*x34^5*a2^3*a1^4 + 48*a6^5*a5*x34^5*a2^3*a1^4 - 120*a6^4*a5^2*x34^5*a2^3*a1^4 + 240*a6^3*a5^3*x34^5*a2^3*a1^4 - 120*a6^2*a5^4*x34^5*a2^3*a1^4 + 48*a6*a5^5*x34^5*a2^3*a1^4 - 8*a5^6*x34^5*a2^3*a1^4 - 8*a6^5*x34^6*a2^3*a1^4 - 8*a6^4*a5*x34^6*a2^3*a1^4 + 112*a6^3*a5^2*x34^6*a2^3*a1^4 + 112*a6^2*a5^3*x34^6*a2^3*a1^4 - 8*a6*a5^4*x34^6*a2^3*a1^4 - 8*a5^5*x34^6*a2^3*a1^4 - 16*a6^6*a5^4*a3*a2^3*a1^4 + 96*a6^5*a5^5*a3*a2^3*a1^4 - 16*a6^4*a5^6*a3*a2^3*a1^4 + 144*a6^6*a5^3*x34*a3*a2^3*a1^4 - 144*a6^5*a5^4*x34*a3*a2^3*a1^4 - 144*a6^4*a5^5*x34*a3*a2^3*a1^4 + 144*a6^3*a5^6*x34*a3*a2^3*a1^4 + 216*a6^6*a5^2*x34^2*a3*a2^3*a1^4 + 688*a6^5*a5^3*x34^2*a3*a2^3*a1^4 - 1080*a6^4*a5^4*x34^2*a3*a2^3*a1^4 + 688*a6^3*a5^5*x34^2*a3*a2^3*a1^4 + 216*a6^2*a5^6*x34^2*a3*a2^3*a1^4 - 112*a6^6*a5*x34^3*a3*a2^3*a1^4 - 512*a6^5*a5^2*x34^3*a3*a2^3*a1^4 - 480*a6^4*a5^3*x34^3*a3*a2^3*a1^4 - 480*a6^3*a5^4*x34^3*a3*a2^3*a1^4 - 512*a6^2*a5^5*x34^3*a3*a2^3*a1^4 - 112*a6*a5^6*x34^3*a3*a2^3*a1^4 - 48*a6^6*x34^4*a3*a2^3*a1^4 + 336*a6^5*a5*x34^4*a3*a2^3*a1^4 - 960*a6^4*a5^2*x34^4*a3*a2^3*a1^4 + 1680*a6^3*a5^3*x34^4*a3*a2^3*a1^4 - 960*a6^2*a5^4*x34^4*a3*a2^3*a1^4 + 336*a6*a5^5*x34^4*a3*a2^3*a1^4 - 48*a5^6*x34^4*a3*a2^3*a1^4 + 48*a6^4*a5*x34^5*a3*a2^3*a1^4 + 640*a6^3*a5^2*x34^5*a3*a2^3*a1^4 + 640*a6^2*a5^3*x34^5*a3*a2^3*a1^4 + 48*a6*a5^4*x34^5*a3*a2^3*a1^4 - 8*a6^4*x34^6*a3*a2^3*a1^4 - 80*a6^3*a5*x34^6*a3*a2^3*a1^4 - 120*a6^2*a5^2*x34^6*a3*a2^3*a1^4 - 80*a6*a5^3*x34^6*a3*a2^3*a1^4 - 8*a5^4*x34^6*a3*a2^3*a1^4 + 144*a6^6*a5^3*a3^2*a2^3*a1^4 - 144*a6^5*a5^4*a3^2*a2^3*a1^4 - 144*a6^4*a5^5*a3^2*a2^3*a1^4 + 144*a6^3*a5^6*a3^2*a2^3*a1^4 - 24*a6^6*a5^2*x34*a3^2*a2^3*a1^4 + 624*a6^5*a5^3*x34*a3^2*a2^3*a1^4 - 1800*a6^4*a5^4*x34*a3^2*a2^3*a1^4 + 624*a6^3*a5^5*x34*a3^2*a2^3*a1^4 - 24*a6^2*a5^6*x34*a3^2*a2^3*a1^4 - 408*a6^6*a5*x34^2*a3^2*a2^3*a1^4 - 1176*a6^5*a5^2*x34^2*a3^2*a2^3*a1^4 + 880*a6^4*a5^3*x34^2*a3^2*a2^3*a1^4 + 880*a6^3*a5^4*x34^2*a3^2*a2^3*a1^4 - 1176*a6^2*a5^5*x34^2*a3^2*a2^3*a1^4 - 408*a6*a5^6*x34^2*a3^2*a2^3*a1^4 + 832*a6^5*a5*x34^3*a3^2*a2^3*a1^4 - 1760*a6^4*a5^2*x34^3*a3^2*a2^3*a1^4 + 2160*a6^3*a5^3*x34^3*a3^2*a2^3*a1^4 - 1760*a6^2*a5^4*x34^3*a3^2*a2^3*a1^4 + 832*a6*a5^5*x34^3*a3^2*a2^3*a1^4 + 2400*a6^3*a5^2*x34^4*a3^2*a2^3*a1^4 + 2400*a6^2*a5^3*x34^4*a3^2*a2^3*a1^4 - 168*a6^4*x34^5*a3^2*a2^3*a1^4 - 512*a6^3*a5*x34^5*a3^2*a2^3*a1^4 - 1080*a6^2*a5^2*x34^5*a3^2*a2^3*a1^4 - 512*a6*a5^3*x34^5*a3^2*a2^3*a1^4 - 168*a5^4*x34^5*a3^2*a2^3*a1^4 + 112*a6^3*x34^6*a3^2*a2^3*a1^4 - 120*a6^2*a5*x34^6*a3^2*a2^3*a1^4 - 120*a6*a5^2*x34^6*a3^2*a2^3*a1^4 + 112*a5^3*x34^6*a3^2*a2^3*a1^4 - 16*a6^6*a5^2*a3^3*a2^3*a1^4 + 416*a6^5*a5^3*a3^3*a2^3*a1^4 - 1200*a6^4*a5^4*a3^3*a2^3*a1^4 + 416*a6^3*a5^5*a3^3*a2^3*a1^4 - 16*a6^2*a5^6*a3^3*a2^3*a1^4 - 592*a6^6*a5*x34*a3^3*a2^3*a1^4 - 1328*a6^5*a5^2*x34*a3^3*a2^3*a1^4 + 2720*a6^4*a5^3*x34*a3^3*a2^3*a1^4 + 2720*a6^3*a5^4*x34*a3^3*a2^3*a1^4 - 1328*a6^2*a5^5*x34*a3^3*a2^3*a1^4 - 592*a6*a5^6*x34*a3^3*a2^3*a1^4 + 320*a6^6*x34^2*a3^3*a2^3*a1^4 + 928*a6^5*a5*x34^2*a3^3*a2^3*a1^4 + 160*a6^4*a5^2*x34^2*a3^3*a2^3*a1^4 - 3360*a6^3*a5^3*x34^2*a3^3*a2^3*a1^4 + 160*a6^2*a5^4*x34^2*a3^3*a2^3*a1^4 + 928*a6*a5^5*x34^2*a3^3*a2^3*a1^4 + 320*a5^6*x34^2*a3^3*a2^3*a1^4 + 80*a6^5*x34^3*a3^3*a2^3*a1^4 - 160*a6^4*a5*x34^3*a3^3*a2^3*a1^4 + 3280*a6^3*a5^2*x34^3*a3^3*a2^3*a1^4 + 3280*a6^2*a5^3*x34^3*a3^3*a2^3*a1^4 - 160*a6*a5^4*x34^3*a3^3*a2^3*a1^4 + 80*a5^5*x34^3*a3^3*a2^3*a1^4 - 960*a6^4*x34^4*a3^3*a2^3*a1^4 - 880*a6^3*a5*x34^4*a3^3*a2^3*a1^4 - 2720*a6^2*a5^2*x34^4*a3^3*a2^3*a1^4 - 880*a6*a5^3*x34^4*a3^3*a2^3*a1^4 - 960*a5^4*x34^4*a3^3*a2^3*a1^4 + 912*a6^3*x34^5*a3^3*a2^3*a1^4 - 752*a6^2*a5*x34^5*a3^3*a2^3*a1^4 - 752*a6*a5^2*x34^5*a3^3*a2^3*a1^4 + 912*a5^3*x34^5*a3^3*a2^3*a1^4 + 112*a6^2*x34^6*a3^3*a2^3*a1^4 - 80*a6*a5*x34^6*a3^3*a2^3*a1^4 + 112*a5^2*x34^6*a3^3*a2^3*a1^4 - 296*a6^6*a5*a3^4*a2^3*a1^4 - 664*a6^5*a5^2*a3^4*a2^3*a1^4 + 1360*a6^4*a5^3*a3^4*a2^3*a1^4 + 1360*a6^3*a5^4*a3^4*a2^3*a1^4 - 664*a6^2*a5^5*a3^4*a2^3*a1^4 - 296*a6*a5^6*a3^4*a2^3*a1^4 + 480*a6^6*x34*a3^4*a2^3*a1^4 + 560*a6^5*a5*x34*a3^4*a2^3*a1^4 + 2000*a6^4*a5^2*x34*a3^4*a2^3*a1^4 - 7200*a6^3*a5^3*x34*a3^4*a2^3*a1^4 + 2000*a6^2*a5^4*x34*a3^4*a2^3*a1^4 + 560*a6*a5^5*x34*a3^4*a2^3*a1^4 + 480*a5^6*x34*a3^4*a2^3*a1^4 + 240*a6^5*x34^2*a3^4*a2^3*a1^4 - 240*a6^4*a5*x34^2*a3^4*a2^3*a1^4 + 1040*a6^3*a5^2*x34^2*a3^4*a2^3*a1^4 + 1040*a6^2*a5^3*x34^2*a3^4*a2^3*a1^4 - 240*a6*a5^4*x34^2*a3^4*a2^3*a1^4 + 240*a5^5*x34^2*a3^4*a2^3*a1^4 - 2560*a6^4*x34^3*a3^4*a2^3*a1^4 + 480*a6^3*a5*x34^3*a3^4*a2^3*a1^4 - 1600*a6^2*a5^2*x34^3*a3^4*a2^3*a1^4 + 480*a6*a5^3*x34^3*a3^4*a2^3*a1^4 - 2560*a5^4*x34^3*a3^4*a2^3*a1^4 + 2640*a6^3*x34^4*a3^4*a2^3*a1^4 - 2320*a6^2*a5*x34^4*a3^4*a2^3*a1^4 - 2320*a6*a5^2*x34^4*a3^4*a2^3*a1^4 + 2640*a5^3*x34^4*a3^4*a2^3*a1^4 + 552*a6^2*x34^5*a3^4*a2^3*a1^4 - 384*a6*a5*x34^5*a3^4*a2^3*a1^4 + 552*a5^2*x34^5*a3^4*a2^3*a1^4 - 8*a6*x34^6*a3^4*a2^3*a1^4 - 8*a5*x34^6*a3^4*a2^3*a1^4 + 192*a6^6*a3^5*a2^3*a1^4 + 224*a6^5*a5*a3^5*a2^3*a1^4 + 800*a6^4*a5^2*a3^5*a2^3*a1^4 - 2880*a6^3*a5^3*a3^5*a2^3*a1^4 + 800*a6^2*a5^4*a3^5*a2^3*a1^4 + 224*a6*a5^5*a3^5*a2^3*a1^4 + 192*a5^6*a3^5*a2^3*a1^4 + 240*a6^5*x34*a3^5*a2^3*a1^4 - 192*a6^4*a5*x34*a3^5*a2^3*a1^4 - 720*a6^3*a5^2*x34*a3^5*a2^3*a1^4 - 720*a6^2*a5^3*x34*a3^5*a2^3*a1^4 - 192*a6*a5^4*x34*a3^5*a2^3*a1^4 + 240*a5^5*x34*a3^5*a2^3*a1^4 - 3600*a6^4*x34^2*a3^5*a2^3*a1^4 + 2768*a6^3*a5*x34^2*a3^5*a2^3*a1^4 + 2160*a6^2*a5^2*x34^2*a3^5*a2^3*a1^4 + 2768*a6*a5^3*x34^2*a3^5*a2^3*a1^4 - 3600*a5^4*x34^2*a3^5*a2^3*a1^4 + 3920*a6^3*x34^3*a3^5*a2^3*a1^4 - 4192*a6^2*a5*x34^3*a3^5*a2^3*a1^4 - 4192*a6*a5^2*x34^3*a3^5*a2^3*a1^4 + 3920*a5^3*x34^3*a3^5*a2^3*a1^4 + 960*a6^2*x34^4*a3^5*a2^3*a1^4 - 624*a6*a5*x34^4*a3^5*a2^3*a1^4 + 960*a5^2*x34^4*a3^5*a2^3*a1^4 - 8*x34^6*a3^5*a2^3*a1^4 + 80*a6^5*a3^6*a2^3*a1^4 - 64*a6^4*a5*a3^6*a2^3*a1^4 - 240*a6^3*a5^2*a3^6*a2^3*a1^4 - 240*a6^2*a5^3*a3^6*a2^3*a1^4 - 64*a6*a5^4*a3^6*a2^3*a1^4 + 80*a5^5*a3^6*a2^3*a1^4 - 2576*a6^4*x34*a3^6*a2^3*a1^4 + 2576*a6^3*a5*x34*a3^6*a2^3*a1^4 + 2800*a6^2*a5^2*x34*a3^6*a2^3*a1^4 + 2576*a6*a5^3*x34*a3^6*a2^3*a1^4 - 2576*a5^4*x34*a3^6*a2^3*a1^4 + 3472*a6^3*x34^2*a3^6*a2^3*a1^4 - 4496*a6^2*a5*x34^2*a3^6*a2^3*a1^4 - 4496*a6*a5^2*x34^2*a3^6*a2^3*a1^4 + 3472*a5^3*x34^2*a3^6*a2^3*a1^4 + 672*a6^2*x34^3*a3^6*a2^3*a1^4 - 336*a6*a5*x34^3*a3^6*a2^3*a1^4 + 672*a5^2*x34^3*a3^6*a2^3*a1^4 + 112*a6*x34^4*a3^6*a2^3*a1^4 + 112*a5*x34^4*a3^6*a2^3*a1^4 - 56*x34^5*a3^6*a2^3*a1^4 - 736*a6^4*a3^7*a2^3*a1^4 + 736*a6^3*a5*a3^7*a2^3*a1^4 + 800*a6^2*a5^2*a3^7*a2^3*a1^4 + 736*a6*a5^3*a3^7*a2^3*a1^4 - 736*a5^4*a3^7*a2^3*a1^4 + 1856*a6^3*x34*a3^7*a2^3*a1^4 - 2656*a6^2*a5*x34*a3^7*a2^3*a1^4 - 2656*a6*a5^2*x34*a3^7*a2^3*a1^4 + 1856*a5^3*x34*a3^7*a2^3*a1^4 + 96*a6^2*x34^2*a3^7*a2^3*a1^4 + 96*a6*a5*x34^2*a3^7*a2^3*a1^4 + 96*a5^2*x34^2*a3^7*a2^3*a1^4 + 288*a6*x34^3*a3^7*a2^3*a1^4 + 288*a5*x34^3*a3^7*a2^3*a1^4 - 160*x34^4*a3^7*a2^3*a1^4 + 464*a6^3*a3^8*a2^3*a1^4 - 664*a6^2*a5*a3^8*a2^3*a1^4 - 664*a6*a5^2*a3^8*a2^3*a1^4 + 464*a5^3*a3^8*a2^3*a1^4 - 72*a6^2*x34*a3^8*a2^3*a1^4 + 144*a6*a5*x34*a3^8*a2^3*a1^4 - 72*a5^2*x34*a3^8*a2^3*a1^4 + 312*a6*x34^2*a3^8*a2^3*a1^4 + 312*a5*x34^2*a3^8*a2^3*a1^4 - 240*x34^3*a3^8*a2^3*a1^4 - 16*a6^2*a3^9*a2^3*a1^4 + 32*a6*a5*a3^9*a2^3*a1^4 - 16*a5^2*a3^9*a2^3*a1^4 + 160*a6*x34*a3^9*a2^3*a1^4 + 160*a5*x34*a3^9*a2^3*a1^4 - 200*x34^2*a3^9*a2^3*a1^4 + 32*a6*a3^10*a2^3*a1^4 + 32*a5*a3^10*a2^3*a1^4 - 88*x34*a3^10*a2^3*a1^4 - 16*a3^11*a2^3*a1^4 + 24*a6^6*a5^4*a2^4*a1^4 + 24*a6^4*a5^6*a2^4*a1^4 - 8*a6^6*a5^3*x34*a2^4*a1^4 - 72*a6^5*a5^4*x34*a2^4*a1^4 - 72*a6^4*a5^5*x34*a2^4*a1^4 - 8*a6^3*a5^6*x34*a2^4*a1^4 - 128*a6^6*a5^2*x34^2*a2^4*a1^4 - 120*a6^5*a5^3*x34^2*a2^4*a1^4 + 720*a6^4*a5^4*x34^2*a2^4*a1^4 - 120*a6^3*a5^5*x34^2*a2^4*a1^4 - 128*a6^2*a5^6*x34^2*a2^4*a1^4 - 8*a6^6*a5*x34^3*a2^4*a1^4 - 120*a6^5*a5^2*x34^3*a2^4*a1^4 - 240*a6^4*a5^3*x34^3*a2^4*a1^4 - 240*a6^3*a5^4*x34^3*a2^4*a1^4 - 120*a6^2*a5^5*x34^3*a2^4*a1^4 - 8*a6*a5^6*x34^3*a2^4*a1^4 + 24*a6^6*x34^4*a2^4*a1^4 - 72*a6^5*a5*x34^4*a2^4*a1^4 + 720*a6^4*a5^2*x34^4*a2^4*a1^4 - 240*a6^3*a5^3*x34^4*a2^4*a1^4 + 720*a6^2*a5^4*x34^4*a2^4*a1^4 - 72*a6*a5^5*x34^4*a2^4*a1^4 + 24*a5^6*x34^4*a2^4*a1^4 - 72*a6^4*a5*x34^5*a2^4*a1^4 - 120*a6^3*a5^2*x34^5*a2^4*a1^4 - 120*a6^2*a5^3*x34^5*a2^4*a1^4 - 72*a6*a5^4*x34^5*a2^4*a1^4 + 24*a6^4*x34^6*a2^4*a1^4 - 8*a6^3*a5*x34^6*a2^4*a1^4 - 128*a6^2*a5^2*x34^6*a2^4*a1^4 - 8*a6*a5^3*x34^6*a2^4*a1^4 + 24*a5^4*x34^6*a2^4*a1^4 - 16*a6^6*a5^3*a3*a2^4*a1^4 - 144*a6^5*a5^4*a3*a2^4*a1^4 - 144*a6^4*a5^5*a3*a2^4*a1^4 - 16*a6^3*a5^6*a3*a2^4*a1^4 - 136*a6^6*a5^2*x34*a3*a2^4*a1^4 - 144*a6^5*a5^3*x34*a3*a2^4*a1^4 + 1440*a6^4*a5^4*x34*a3*a2^4*a1^4 - 144*a6^3*a5^5*x34*a3*a2^4*a1^4 - 136*a6^2*a5^6*x34*a3*a2^4*a1^4 + 96*a6^6*a5*x34^2*a3*a2^4*a1^4 - 72*a6^5*a5^2*x34^2*a3*a2^4*a1^4 - 1080*a6^4*a5^3*x34^2*a3*a2^4*a1^4 - 1080*a6^3*a5^4*x34^2*a3*a2^4*a1^4 - 72*a6^2*a5^5*x34^2*a3*a2^4*a1^4 + 96*a6*a5^6*x34^2*a3*a2^4*a1^4 + 88*a6^6*x34^3*a3*a2^4*a1^4 - 192*a6^5*a5*x34^3*a3*a2^4*a1^4 + 2520*a6^4*a5^2*x34^3*a3*a2^4*a1^4 - 480*a6^3*a5^3*x34^3*a3*a2^4*a1^4 + 2520*a6^2*a5^4*x34^3*a3*a2^4*a1^4 - 192*a6*a5^5*x34^3*a3*a2^4*a1^4 + 88*a5^6*x34^3*a3*a2^4*a1^4 - 72*a6^5*x34^4*a3*a2^4*a1^4 - 360*a6^4*a5*x34^4*a3*a2^4*a1^4 - 960*a6^3*a5^2*x34^4*a3*a2^4*a1^4 - 960*a6^2*a5^3*x34^4*a3*a2^4*a1^4 - 360*a6*a5^4*x34^4*a3*a2^4*a1^4 - 72*a5^5*x34^4*a3*a2^4*a1^4 + 72*a6^4*x34^5*a3*a2^4*a1^4 + 48*a6^3*a5*x34^5*a3*a2^4*a1^4 - 480*a6^2*a5^2*x34^5*a3*a2^4*a1^4 + 48*a6*a5^3*x34^5*a3*a2^4*a1^4 + 72*a5^4*x34^5*a3*a2^4*a1^4 - 8*a6^3*x34^6*a3*a2^4*a1^4 + 120*a6^2*a5*x34^6*a3*a2^4*a1^4 + 120*a6*a5^2*x34^6*a3*a2^4*a1^4 - 8*a5^3*x34^6*a3*a2^4*a1^4 - 136*a6^6*a5^2*a3^2*a2^4*a1^4 - 144*a6^5*a5^3*a3^2*a2^4*a1^4 + 1440*a6^4*a5^4*a3^2*a2^4*a1^4 - 144*a6^3*a5^5*a3^2*a2^4*a1^4 - 136*a6^2*a5^6*a3^2*a2^4*a1^4 + 336*a6^6*a5*x34*a3^2*a2^4*a1^4 + 504*a6^5*a5^2*x34*a3^2*a2^4*a1^4 - 1800*a6^4*a5^3*x34*a3^2*a2^4*a1^4 - 1800*a6^3*a5^4*x34*a3^2*a2^4*a1^4 + 504*a6^2*a5^5*x34*a3^2*a2^4*a1^4 + 336*a6*a5^6*x34*a3^2*a2^4*a1^4 - 8*a6^6*x34^2*a3^2*a2^4*a1^4 + 144*a6^5*a5*x34^2*a3^2*a2^4*a1^4 + 2160*a6^4*a5^2*x34^2*a3^2*a2^4*a1^4 + 880*a6^3*a5^3*x34^2*a3^2*a2^4*a1^4 + 2160*a6^2*a5^4*x34^2*a3^2*a2^4*a1^4 + 144*a6*a5^5*x34^2*a3^2*a2^4*a1^4 - 8*a5^6*x34^2*a3^2*a2^4*a1^4 - 408*a6^5*x34^3*a3^2*a2^4*a1^4 - 1080*a6^4*a5*x34^3*a3^2*a2^4*a1^4 - 1760*a6^3*a5^2*x34^3*a3^2*a2^4*a1^4 - 1760*a6^2*a5^3*x34^3*a3^2*a2^4*a1^4 - 1080*a6*a5^4*x34^3*a3^2*a2^4*a1^4 - 408*a5^5*x34^3*a3^2*a2^4*a1^4 + 720*a6^4*x34^4*a3^2*a2^4*a1^4 - 1560*a6^2*a5^2*x34^4*a3^2*a2^4*a1^4 + 720*a5^4*x34^4*a3^2*a2^4*a1^4 - 168*a6^3*x34^5*a3^2*a2^4*a1^4 + 1008*a6^2*a5*x34^5*a3^2*a2^4*a1^4 + 1008*a6*a5^2*x34^5*a3^2*a2^4*a1^4 - 168*a5^3*x34^5*a3^2*a2^4*a1^4 - 128*a6^2*x34^6*a3^2*a2^4*a1^4 + 120*a6*a5*x34^6*a3^2*a2^4*a1^4 - 128*a5^2*x34^6*a3^2*a2^4*a1^4 + 224*a6^6*a5*a3^3*a2^4*a1^4 + 336*a6^5*a5^2*a3^3*a2^4*a1^4 - 1200*a6^4*a5^3*a3^3*a2^4*a1^4 - 1200*a6^3*a5^4*a3^3*a2^4*a1^4 + 336*a6^2*a5^5*a3^3*a2^4*a1^4 + 224*a6*a5^6*a3^3*a2^4*a1^4 - 192*a6^6*x34*a3^3*a2^4*a1^4 + 672*a6^5*a5*x34*a3^3*a2^4*a1^4 - 720*a6^4*a5^2*x34*a3^3*a2^4*a1^4 + 2720*a6^3*a5^3*x34*a3^3*a2^4*a1^4 - 720*a6^2*a5^4*x34*a3^3*a2^4*a1^4 + 672*a6*a5^5*x34*a3^3*a2^4*a1^4 - 192*a5^6*x34*a3^3*a2^4*a1^4 - 912*a6^5*x34^2*a3^3*a2^4*a1^4 - 2160*a6^4*a5*x34^2*a3^3*a2^4*a1^4 + 160*a6^3*a5^2*x34^2*a3^3*a2^4*a1^4 + 160*a6^2*a5^3*x34^2*a3^3*a2^4*a1^4 - 2160*a6*a5^4*x34^2*a3^3*a2^4*a1^4 - 912*a5^5*x34^2*a3^3*a2^4*a1^4 + 2400*a6^4*x34^3*a3^3*a2^4*a1^4 - 160*a6^3*a5*x34^3*a3^3*a2^4*a1^4 - 3120*a6^2*a5^2*x34^3*a3^3*a2^4*a1^4 - 160*a6*a5^3*x34^3*a3^3*a2^4*a1^4 + 2400*a5^4*x34^3*a3^3*a2^4*a1^4 - 960*a6^3*x34^4*a3^3*a2^4*a1^4 + 2880*a6^2*a5*x34^4*a3^3*a2^4*a1^4 + 2880*a6*a5^2*x34^4*a3^3*a2^4*a1^4 - 960*a5^3*x34^4*a3^3*a2^4*a1^4 - 888*a6^2*x34^5*a3^3*a2^4*a1^4 + 816*a6*a5*x34^5*a3^3*a2^4*a1^4 - 888*a5^2*x34^5*a3^3*a2^4*a1^4 - 8*a6*x34^6*a3^3*a2^4*a1^4 - 8*a5*x34^6*a3^3*a2^4*a1^4 - 96*a6^6*a3^4*a2^4*a1^4 + 336*a6^5*a5*a3^4*a2^4*a1^4 - 360*a6^4*a5^2*a3^4*a2^4*a1^4 + 1360*a6^3*a5^3*a3^4*a2^4*a1^4 - 360*a6^2*a5^4*a3^4*a2^4*a1^4 + 336*a6*a5^5*a3^4*a2^4*a1^4 - 96*a5^6*a3^4*a2^4*a1^4 - 960*a6^5*x34*a3^4*a2^4*a1^4 - 2160*a6^4*a5*x34*a3^4*a2^4*a1^4 + 2000*a6^3*a5^2*x34*a3^4*a2^4*a1^4 + 2000*a6^2*a5^3*x34*a3^4*a2^4*a1^4 - 2160*a6*a5^4*x34*a3^4*a2^4*a1^4 - 960*a5^5*x34*a3^4*a2^4*a1^4 + 3960*a6^4*x34^2*a3^4*a2^4*a1^4 - 240*a6^3*a5*x34^2*a3^4*a2^4*a1^4 - 3960*a6^2*a5^2*x34^2*a3^4*a2^4*a1^4 - 240*a6*a5^3*x34^2*a3^4*a2^4*a1^4 + 3960*a5^4*x34^2*a3^4*a2^4*a1^4 - 2560*a6^3*x34^3*a3^4*a2^4*a1^4 + 3480*a6^2*a5*x34^3*a3^4*a2^4*a1^4 + 3480*a6*a5^2*x34^3*a3^4*a2^4*a1^4 - 2560*a5^3*x34^3*a3^4*a2^4*a1^4 - 1800*a6^2*x34^4*a3^4*a2^4*a1^4 + 2280*a6*a5*x34^4*a3^4*a2^4*a1^4 - 1800*a5^2*x34^4*a3^4*a2^4*a1^4 - 120*a6*x34^5*a3^4*a2^4*a1^4 - 120*a5*x34^5*a3^4*a2^4*a1^4 + 24*x34^6*a3^4*a2^4*a1^4 - 384*a6^5*a3^5*a2^4*a1^4 - 864*a6^4*a5*a3^5*a2^4*a1^4 + 800*a6^3*a5^2*a3^5*a2^4*a1^4 + 800*a6^2*a5^3*a3^5*a2^4*a1^4 - 864*a6*a5^4*a3^5*a2^4*a1^4 - 384*a5^5*a3^5*a2^4*a1^4 + 3312*a6^4*x34*a3^5*a2^4*a1^4 - 192*a6^3*a5*x34*a3^5*a2^4*a1^4 - 2880*a6^2*a5^2*x34*a3^5*a2^4*a1^4 - 192*a6*a5^3*x34*a3^5*a2^4*a1^4 + 3312*a5^4*x34*a3^5*a2^4*a1^4 - 3600*a6^3*x34^2*a3^5*a2^4*a1^4 + 1728*a6^2*a5*x34^2*a3^5*a2^4*a1^4 + 1728*a6*a5^2*x34^2*a3^5*a2^4*a1^4 - 3600*a5^3*x34^2*a3^5*a2^4*a1^4 - 1000*a6^2*x34^3*a3^5*a2^4*a1^4 + 3456*a6*a5*x34^3*a3^5*a2^4*a1^4 - 1000*a5^2*x34^3*a3^5*a2^4*a1^4 - 552*a6*x34^4*a3^5*a2^4*a1^4 - 552*a5*x34^4*a3^5*a2^4*a1^4 + 144*x34^5*a3^5*a2^4*a1^4 + 1104*a6^4*a3^6*a2^4*a1^4 - 64*a6^3*a5*a3^6*a2^4*a1^4 - 960*a6^2*a5^2*a3^6*a2^4*a1^4 - 64*a6*a5^3*a3^6*a2^4*a1^4 + 1104*a5^4*a3^6*a2^4*a1^4 - 2576*a6^3*x34*a3^6*a2^4*a1^4 + 336*a6^2*a5*x34*a3^6*a2^4*a1^4 + 336*a6*a5^2*x34*a3^6*a2^4*a1^4 - 2576*a5^3*x34*a3^6*a2^4*a1^4 + 712*a6^2*x34^2*a3^6*a2^4*a1^4 + 3168*a6*a5*x34^2*a3^6*a2^4*a1^4 + 712*a5^2*x34^2*a3^6*a2^4*a1^4 - 1176*a6*x34^3*a3^6*a2^4*a1^4 - 1176*a5*x34^3*a3^6*a2^4*a1^4 + 384*x34^4*a3^6*a2^4*a1^4 - 736*a6^3*a3^7*a2^4*a1^4 + 96*a6^2*a5*a3^7*a2^4*a1^4 + 96*a6*a5^2*a3^7*a2^4*a1^4 - 736*a5^3*a3^7*a2^4*a1^4 + 896*a6^2*x34*a3^7*a2^4*a1^4 + 1728*a6*a5*x34*a3^7*a2^4*a1^4 + 896*a5^2*x34*a3^7*a2^4*a1^4 - 1296*a6*x34^2*a3^7*a2^4*a1^4 - 1296*a5*x34^2*a3^7*a2^4*a1^4 + 576*x34^3*a3^7*a2^4*a1^4 + 224*a6^2*a3^8*a2^4*a1^4 + 432*a6*a5*a3^8*a2^4*a1^4 + 224*a5^2*a3^8*a2^4*a1^4 - 720*a6*x34*a3^8*a2^4*a1^4 - 720*a5*x34*a3^8*a2^4*a1^4 + 504*x34^2*a3^8*a2^4*a1^4 - 160*a6*a3^9*a2^4*a1^4 - 160*a5*a3^9*a2^4*a1^4 + 240*x34*a3^9*a2^4*a1^4 + 48*a3^10*a2^4*a1^4 - 8*a6^6*a5^3*a2^5*a1^4 - 8*a6^3*a5^6*a2^5*a1^4 + 16*a6^6*a5^2*x34*a2^5*a1^4 + 48*a6^5*a5^3*x34*a2^5*a1^4 - 72*a6^4*a5^4*x34*a2^5*a1^4 + 48*a6^3*a5^5*x34*a2^5*a1^4 + 16*a6^2*a5^6*x34*a2^5*a1^4 + 16*a6^6*a5*x34^2*a2^5*a1^4 + 120*a6^5*a5^2*x34^2*a2^5*a1^4 - 120*a6^4*a5^3*x34^2*a2^5*a1^4 - 120*a6^3*a5^4*x34^2*a2^5*a1^4 + 120*a6^2*a5^5*x34^2*a2^5*a1^4 + 16*a6*a5^6*x34^2*a2^5*a1^4 - 8*a6^6*x34^3*a2^5*a1^4 + 48*a6^5*a5*x34^3*a2^5*a1^4 - 120*a6^4*a5^2*x34^3*a2^5*a1^4 + 240*a6^3*a5^3*x34^3*a2^5*a1^4 - 120*a6^2*a5^4*x34^3*a2^5*a1^4 + 48*a6*a5^5*x34^3*a2^5*a1^4 - 8*a5^6*x34^3*a2^5*a1^4 - 72*a6^4*a5*x34^4*a2^5*a1^4 - 120*a6^3*a5^2*x34^4*a2^5*a1^4 - 120*a6^2*a5^3*x34^4*a2^5*a1^4 - 72*a6*a5^4*x34^4*a2^5*a1^4 + 48*a6^3*a5*x34^5*a2^5*a1^4 + 120*a6^2*a5^2*x34^5*a2^5*a1^4 + 48*a6*a5^3*x34^5*a2^5*a1^4 - 8*a6^3*x34^6*a2^5*a1^4 + 16*a6^2*a5*x34^6*a2^5*a1^4 + 16*a6*a5^2*x34^6*a2^5*a1^4 - 8*a5^3*x34^6*a2^5*a1^4 + 32*a6^6*a5^2*a3*a2^5*a1^4 + 96*a6^5*a5^3*a3*a2^5*a1^4 - 144*a6^4*a5^4*a3*a2^5*a1^4 + 96*a6^3*a5^5*a3*a2^5*a1^4 + 32*a6^2*a5^6*a3*a2^5*a1^4 - 40*a6^6*a5*x34*a3*a2^5*a1^4 + 24*a6^5*a5^2*x34*a3*a2^5*a1^4 - 144*a6^4*a5^3*x34*a3*a2^5*a1^4 - 144*a6^3*a5^4*x34*a3*a2^5*a1^4 + 24*a6^2*a5^5*x34*a3*a2^5*a1^4 - 40*a6*a5^6*x34*a3*a2^5*a1^4 - 8*a6^6*x34^2*a3*a2^5*a1^4 - 72*a6^5*a5*x34^2*a3*a2^5*a1^4 - 72*a6^4*a5^2*x34^2*a3*a2^5*a1^4 + 688*a6^3*a5^3*x34^2*a3*a2^5*a1^4 - 72*a6^2*a5^4*x34^2*a3*a2^5*a1^4 - 72*a6*a5^5*x34^2*a3*a2^5*a1^4 - 8*a5^6*x34^2*a3*a2^5*a1^4 + 48*a6^5*x34^3*a3*a2^5*a1^4 - 192*a6^4*a5*x34^3*a3*a2^5*a1^4 - 512*a6^3*a5^2*x34^3*a3*a2^5*a1^4 - 512*a6^2*a5^3*x34^3*a3*a2^5*a1^4 - 192*a6*a5^4*x34^3*a3*a2^5*a1^4 + 48*a5^5*x34^3*a3*a2^5*a1^4 - 72*a6^4*x34^4*a3*a2^5*a1^4 + 336*a6^3*a5*x34^4*a3*a2^5*a1^4 + 888*a6^2*a5^2*x34^4*a3*a2^5*a1^4 + 336*a6*a5^3*x34^4*a3*a2^5*a1^4 - 72*a5^4*x34^4*a3*a2^5*a1^4 - 120*a6^2*a5*x34^5*a3*a2^5*a1^4 - 120*a6*a5^2*x34^5*a3*a2^5*a1^4 + 16*a6^2*x34^6*a3*a2^5*a1^4 - 72*a6*a5*x34^6*a3*a2^5*a1^4 + 16*a5^2*x34^6*a3*a2^5*a1^4 - 40*a6^6*a5*a3^2*a2^5*a1^4 + 24*a6^5*a5^2*a3^2*a2^5*a1^4 - 144*a6^4*a5^3*a3^2*a2^5*a1^4 - 144*a6^3*a5^4*a3^2*a2^5*a1^4 + 24*a6^2*a5^5*a3^2*a2^5*a1^4 - 40*a6*a5^6*a3^2*a2^5*a1^4 + 24*a6^6*x34*a3^2*a2^5*a1^4 - 504*a6^5*a5*x34*a3^2*a2^5*a1^4 + 504*a6^4*a5^2*x34*a3^2*a2^5*a1^4 + 624*a6^3*a5^3*x34*a3^2*a2^5*a1^4 + 504*a6^2*a5^4*x34*a3^2*a2^5*a1^4 - 504*a6*a5^5*x34*a3^2*a2^5*a1^4 + 24*a5^6*x34*a3^2*a2^5*a1^4 + 264*a6^5*x34^2*a3^2*a2^5*a1^4 + 144*a6^4*a5*x34^2*a3^2*a2^5*a1^4 - 1176*a6^3*a5^2*x34^2*a3^2*a2^5*a1^4 - 1176*a6^2*a5^3*x34^2*a3^2*a2^5*a1^4 + 144*a6*a5^4*x34^2*a3^2*a2^5*a1^4 + 264*a5^5*x34^2*a3^2*a2^5*a1^4 - 408*a6^4*x34^3*a3^2*a2^5*a1^4 + 832*a6^3*a5*x34^3*a3^2*a2^5*a1^4 + 1992*a6^2*a5^2*x34^3*a3^2*a2^5*a1^4 + 832*a6*a5^3*x34^3*a3^2*a2^5*a1^4 - 408*a5^4*x34^3*a3^2*a2^5*a1^4 - 552*a6^2*a5*x34^4*a3^2*a2^5*a1^4 - 552*a6*a5^2*x34^4*a3^2*a2^5*a1^4 + 216*a6^2*x34^5*a3^2*a2^5*a1^4 - 648*a6*a5*x34^5*a3^2*a2^5*a1^4 + 216*a5^2*x34^5*a3^2*a2^5*a1^4 + 16*a6*x34^6*a3^2*a2^5*a1^4 + 16*a5*x34^6*a3^2*a2^5*a1^4 + 16*a6^6*a3^3*a2^5*a1^4 - 336*a6^5*a5*a3^3*a2^5*a1^4 + 336*a6^4*a5^2*a3^3*a2^5*a1^4 + 416*a6^3*a5^3*a3^3*a2^5*a1^4 + 336*a6^2*a5^4*a3^3*a2^5*a1^4 - 336*a6*a5^5*a3^3*a2^5*a1^4 + 16*a5^6*a3^3*a2^5*a1^4 + 432*a6^5*x34*a3^3*a2^5*a1^4 + 672*a6^4*a5*x34*a3^3*a2^5*a1^4 - 1328*a6^3*a5^2*x34*a3^3*a2^5*a1^4 - 1328*a6^2*a5^3*x34*a3^3*a2^5*a1^4 + 672*a6*a5^4*x34*a3^3*a2^5*a1^4 + 432*a5^5*x34*a3^3*a2^5*a1^4 - 912*a6^4*x34^2*a3^3*a2^5*a1^4 + 928*a6^3*a5*x34^2*a3^3*a2^5*a1^4 + 1488*a6^2*a5^2*x34^2*a3^3*a2^5*a1^4 + 928*a6*a5^3*x34^2*a3^3*a2^5*a1^4 - 912*a5^4*x34^2*a3^3*a2^5*a1^4 + 80*a6^3*x34^3*a3^3*a2^5*a1^4 - 720*a6^2*a5*x34^3*a3^3*a2^5*a1^4 - 720*a6*a5^2*x34^3*a3^3*a2^5*a1^4 + 80*a5^3*x34^3*a3^3*a2^5*a1^4 + 720*a6^2*x34^4*a3^3*a2^5*a1^4 - 2064*a6*a5*x34^4*a3^3*a2^5*a1^4 + 720*a5^2*x34^4*a3^3*a2^5*a1^4 + 144*a6*x34^5*a3^3*a2^5*a1^4 + 144*a5*x34^5*a3^3*a2^5*a1^4 - 8*x34^6*a3^3*a2^5*a1^4 + 216*a6^5*a3^4*a2^5*a1^4 + 336*a6^4*a5*a3^4*a2^5*a1^4 - 664*a6^3*a5^2*a3^4*a2^5*a1^4 - 664*a6^2*a5^3*a3^4*a2^5*a1^4 + 336*a6*a5^4*a3^4*a2^5*a1^4 + 216*a5^5*a3^4*a2^5*a1^4 - 960*a6^4*x34*a3^4*a2^5*a1^4 + 560*a6^3*a5*x34*a3^4*a2^5*a1^4 + 240*a6^2*a5^2*x34*a3^4*a2^5*a1^4 + 560*a6*a5^3*x34*a3^4*a2^5*a1^4 - 960*a5^4*x34*a3^4*a2^5*a1^4 + 240*a6^3*x34^2*a3^4*a2^5*a1^4 + 240*a5^3*x34^2*a3^4*a2^5*a1^4 + 920*a6^2*x34^3*a3^4*a2^5*a1^4 - 3120*a6*a5*x34^3*a3^4*a2^5*a1^4 + 920*a5^2*x34^3*a3^4*a2^5*a1^4 + 408*a6*x34^4*a3^4*a2^5*a1^4 + 408*a5*x34^4*a3^4*a2^5*a1^4 - 48*x34^5*a3^4*a2^5*a1^4 - 384*a6^4*a3^5*a2^5*a1^4 + 224*a6^3*a5*a3^5*a2^5*a1^4 + 96*a6^2*a5^2*a3^5*a2^5*a1^4 + 224*a6*a5^3*a3^5*a2^5*a1^4 - 384*a5^4*a3^5*a2^5*a1^4 + 240*a6^3*x34*a3^5*a2^5*a1^4 + 432*a6^2*a5*x34*a3^5*a2^5*a1^4 + 432*a6*a5^2*x34*a3^5*a2^5*a1^4 + 240*a5^3*x34*a3^5*a2^5*a1^4 + 480*a6^2*x34^2*a3^5*a2^5*a1^4 - 2592*a6*a5*x34^2*a3^5*a2^5*a1^4 + 480*a5^2*x34^2*a3^5*a2^5*a1^4 + 560*a6*x34^3*a3^5*a2^5*a1^4 + 560*a5*x34^3*a3^5*a2^5*a1^4 - 120*x34^4*a3^5*a2^5*a1^4 + 80*a6^3*a3^6*a2^5*a1^4 + 144*a6^2*a5*a3^6*a2^5*a1^4 + 144*a6*a5^2*a3^6*a2^5*a1^4 + 80*a5^3*a3^6*a2^5*a1^4 + 112*a6^2*x34*a3^6*a2^5*a1^4 - 1344*a6*a5*x34*a3^6*a2^5*a1^4 + 112*a5^2*x34*a3^6*a2^5*a1^4 + 448*a6*x34^2*a3^6*a2^5*a1^4 + 448*a5*x34^2*a3^6*a2^5*a1^4 - 168*x34^3*a3^6*a2^5*a1^4 + 32*a6^2*a3^7*a2^5*a1^4 - 384*a6*a5*a3^7*a2^5*a1^4 + 32*a5^2*a3^7*a2^5*a1^4 + 224*a6*x34*a3^7*a2^5*a1^4 + 224*a5*x34*a3^7*a2^5*a1^4 - 144*x34^2*a3^7*a2^5*a1^4 + 56*a6*a3^8*a2^5*a1^4 + 56*a5*a3^8*a2^5*a1^4 - 72*x34*a3^8*a2^5*a1^4 - 16*a3^9*a2^5*a1^4 - 8*a6^6*a5^2*a2^6*a1^4 - 8*a6^5*a5^3*a2^6*a1^4 + 24*a6^4*a5^4*a2^6*a1^4 - 8*a6^3*a5^5*a2^6*a1^4 - 8*a6^2*a5^6*a2^6*a1^4 + 8*a6^6*a5*x34*a2^6*a1^4 + 16*a6^5*a5^2*x34*a2^6*a1^4 - 8*a6^4*a5^3*x34*a2^6*a1^4 - 8*a6^3*a5^4*x34*a2^6*a1^4 + 16*a6^2*a5^5*x34*a2^6*a1^4 + 8*a6*a5^6*x34*a2^6*a1^4 - 8*a6^6*x34^2*a2^6*a1^4 + 16*a6^5*a5*x34^2*a2^6*a1^4 - 128*a6^4*a5^2*x34^2*a2^6*a1^4 + 112*a6^3*a5^3*x34^2*a2^6*a1^4 - 128*a6^2*a5^4*x34^2*a2^6*a1^4 + 16*a6*a5^5*x34^2*a2^6*a1^4 - 8*a5^6*x34^2*a2^6*a1^4 - 8*a6^5*x34^3*a2^6*a1^4 - 8*a6^4*a5*x34^3*a2^6*a1^4 + 112*a6^3*a5^2*x34^3*a2^6*a1^4 + 112*a6^2*a5^3*x34^3*a2^6*a1^4 - 8*a6*a5^4*x34^3*a2^6*a1^4 - 8*a5^5*x34^3*a2^6*a1^4 + 24*a6^4*x34^4*a2^6*a1^4 - 8*a6^3*a5*x34^4*a2^6*a1^4 - 128*a6^2*a5^2*x34^4*a2^6*a1^4 - 8*a6*a5^3*x34^4*a2^6*a1^4 + 24*a5^4*x34^4*a2^6*a1^4 - 8*a6^3*x34^5*a2^6*a1^4 + 16*a6^2*a5*x34^5*a2^6*a1^4 + 16*a6*a5^2*x34^5*a2^6*a1^4 - 8*a5^3*x34^5*a2^6*a1^4 - 8*a6^2*x34^6*a2^6*a1^4 + 8*a6*a5*x34^6*a2^6*a1^4 - 8*a5^2*x34^6*a2^6*a1^4 + 16*a6^6*a5*a3*a2^6*a1^4 + 32*a6^5*a5^2*a3*a2^6*a1^4 - 16*a6^4*a5^3*a3*a2^6*a1^4 - 16*a6^3*a5^4*a3*a2^6*a1^4 + 32*a6^2*a5^5*a3*a2^6*a1^4 + 16*a6*a5^6*a3*a2^6*a1^4 - 8*a6^6*x34*a3*a2^6*a1^4 - 40*a6^5*a5*x34*a3*a2^6*a1^4 - 136*a6^4*a5^2*x34*a3*a2^6*a1^4 + 144*a6^3*a5^3*x34*a3*a2^6*a1^4 - 136*a6^2*a5^4*x34*a3*a2^6*a1^4 - 40*a6*a5^5*x34*a3*a2^6*a1^4 - 8*a5^6*x34*a3*a2^6*a1^4 - 8*a6^5*x34^2*a3*a2^6*a1^4 + 96*a6^4*a5*x34^2*a3*a2^6*a1^4 + 216*a6^3*a5^2*x34^2*a3*a2^6*a1^4 + 216*a6^2*a5^3*x34^2*a3*a2^6*a1^4 + 96*a6*a5^4*x34^2*a3*a2^6*a1^4 - 8*a5^5*x34^2*a3*a2^6*a1^4 + 88*a6^4*x34^3*a3*a2^6*a1^4 - 112*a6^3*a5*x34^3*a3*a2^6*a1^4 - 632*a6^2*a5^2*x34^3*a3*a2^6*a1^4 - 112*a6*a5^3*x34^3*a3*a2^6*a1^4 + 88*a5^4*x34^3*a3*a2^6*a1^4 - 48*a6^3*x34^4*a3*a2^6*a1^4 + 200*a6^2*a5*x34^4*a3*a2^6*a1^4 + 200*a6*a5^2*x34^4*a3*a2^6*a1^4 - 48*a5^3*x34^4*a3*a2^6*a1^4 - 32*a6^2*x34^5*a3*a2^6*a1^4 - 24*a6*a5*x34^5*a3*a2^6*a1^4 - 32*a5^2*x34^5*a3*a2^6*a1^4 + 8*a6*x34^6*a3*a2^6*a1^4 + 8*a5*x34^6*a3*a2^6*a1^4 - 8*a6^6*a3^2*a2^6*a1^4 - 40*a6^5*a5*a3^2*a2^6*a1^4 - 136*a6^4*a5^2*a3^2*a2^6*a1^4 + 144*a6^3*a5^3*a3^2*a2^6*a1^4 - 136*a6^2*a5^4*a3^2*a2^6*a1^4 - 40*a6*a5^5*a3^2*a2^6*a1^4 - 8*a5^6*a3^2*a2^6*a1^4 + 24*a6^5*x34*a3^2*a2^6*a1^4 + 336*a6^4*a5*x34*a3^2*a2^6*a1^4 - 24*a6^3*a5^2*x34*a3^2*a2^6*a1^4 - 24*a6^2*a5^3*x34*a3^2*a2^6*a1^4 + 336*a6*a5^4*x34*a3^2*a2^6*a1^4 + 24*a5^5*x34*a3^2*a2^6*a1^4 - 8*a6^4*x34^2*a3^2*a2^6*a1^4 - 408*a6^3*a5*x34^2*a3^2*a2^6*a1^4 - 408*a6^2*a5^2*x34^2*a3^2*a2^6*a1^4 - 408*a6*a5^3*x34^2*a3^2*a2^6*a1^4 - 8*a5^4*x34^2*a3^2*a2^6*a1^4 + 520*a6^2*a5*x34^3*a3^2*a2^6*a1^4 + 520*a6*a5^2*x34^3*a3^2*a2^6*a1^4 - 168*a6^2*x34^4*a3^2*a2^6*a1^4 - 120*a6*a5*x34^4*a3^2*a2^6*a1^4 - 168*a5^2*x34^4*a3^2*a2^6*a1^4 + 64*a6*x34^5*a3^2*a2^6*a1^4 + 64*a5*x34^5*a3^2*a2^6*a1^4 - 8*x34^6*a3^2*a2^6*a1^4 + 16*a6^5*a3^3*a2^6*a1^4 + 224*a6^4*a5*a3^3*a2^6*a1^4 - 16*a6^3*a5^2*a3^3*a2^6*a1^4 - 16*a6^2*a5^3*a3^3*a2^6*a1^4 + 224*a6*a5^4*a3^3*a2^6*a1^4 + 16*a5^5*a3^3*a2^6*a1^4 - 192*a6^4*x34*a3^3*a2^6*a1^4 - 592*a6^3*a5*x34*a3^3*a2^6*a1^4 + 448*a6^2*a5^2*x34*a3^3*a2^6*a1^4 - 592*a6*a5^3*x34*a3^3*a2^6*a1^4 - 192*a5^4*x34*a3^3*a2^6*a1^4 + 320*a6^3*x34^2*a3^3*a2^6*a1^4 + 400*a6^2*a5*x34^2*a3^3*a2^6*a1^4 + 400*a6*a5^2*x34^2*a3^3*a2^6*a1^4 + 320*a5^3*x34^2*a3^3*a2^6*a1^4 - 400*a6^2*x34^3*a3^3*a2^6*a1^4 - 160*a6*a5*x34^3*a3^3*a2^6*a1^4 - 400*a5^2*x34^3*a3^3*a2^6*a1^4 + 192*a6*x34^4*a3^3*a2^6*a1^4 + 192*a5*x34^4*a3^3*a2^6*a1^4 - 56*x34^5*a3^3*a2^6*a1^4 - 96*a6^4*a3^4*a2^6*a1^4 - 296*a6^3*a5*a3^4*a2^6*a1^4 + 224*a6^2*a5^2*a3^4*a2^6*a1^4 - 296*a6*a5^3*a3^4*a2^6*a1^4 - 96*a5^4*a3^4*a2^6*a1^4 + 480*a6^3*x34*a3^4*a2^6*a1^4 + 80*a6^2*a5*x34*a3^4*a2^6*a1^4 + 80*a6*a5^2*x34*a3^4*a2^6*a1^4 + 480*a5^3*x34*a3^4*a2^6*a1^4 - 520*a6^2*x34^2*a3^4*a2^6*a1^4 - 520*a5^2*x34^2*a3^4*a2^6*a1^4 + 280*a6*x34^3*a3^4*a2^6*a1^4 + 280*a5*x34^3*a3^4*a2^6*a1^4 - 136*x34^4*a3^4*a2^6*a1^4 + 192*a6^3*a3^5*a2^6*a1^4 + 32*a6^2*a5*a3^5*a2^6*a1^4 + 32*a6*a5^2*a3^5*a2^6*a1^4 + 192*a5^3*a3^5*a2^6*a1^4 - 384*a6^2*x34*a3^5*a2^6*a1^4 + 96*a6*a5*x34*a3^5*a2^6*a1^4 - 384*a5^2*x34*a3^5*a2^6*a1^4 + 224*a6*x34^2*a3^5*a2^6*a1^4 + 224*a5*x34^2*a3^5*a2^6*a1^4 - 152*x34^3*a3^5*a2^6*a1^4 - 128*a6^2*a3^6*a2^6*a1^4 + 32*a6*a5*a3^6*a2^6*a1^4 - 128*a5^2*a3^6*a2^6*a1^4 + 112*a6*x34*a3^6*a2^6*a1^4 + 112*a5*x34*a3^6*a2^6*a1^4 - 88*x34^2*a3^6*a2^6*a1^4 + 32*a6*a3^7*a2^6*a1^4 + 32*a5*a3^7*a2^6*a1^4 - 32*x34*a3^7*a2^6*a1^4 - 8*a3^8*a2^6*a1^4 + 8*a6^6*a5^5*x34^2*a1^5 + 8*a6^5*a5^6*x34^2*a1^5 - 8*a6^6*a5^4*x34^3*a1^5 - 8*a6^4*a5^6*x34^3*a1^5 - 8*a6^6*a5^3*x34^4*a1^5 - 8*a6^3*a5^6*x34^4*a1^5 + 8*a6^6*a5^2*x34^5*a1^5 + 8*a6^2*a5^6*x34^5*a1^5 + 8*a6^5*a5^2*x34^6*a1^5 - 8*a6^4*a5^3*x34^6*a1^5 - 8*a6^3*a5^4*x34^6*a1^5 + 8*a6^2*a5^5*x34^6*a1^5 + 8*a6^6*a5^5*x34*a3*a1^5 + 8*a6^5*a5^6*x34*a3*a1^5 - 8*a6^6*a5^4*x34^2*a3*a1^5 - 72*a6^5*a5^5*x34^2*a3*a1^5 - 8*a6^4*a5^6*x34^2*a3*a1^5 - 48*a6^6*a5^3*x34^3*a3*a1^5 + 48*a6^5*a5^4*x34^3*a3*a1^5 + 48*a6^4*a5^5*x34^3*a3*a1^5 - 48*a6^3*a5^6*x34^3*a3*a1^5 + 56*a6^6*a5^2*x34^4*a3*a1^5 + 48*a6^5*a5^3*x34^4*a3*a1^5 - 72*a6^4*a5^4*x34^4*a3*a1^5 + 48*a6^3*a5^5*x34^4*a3*a1^5 + 56*a6^2*a5^6*x34^4*a3*a1^5 - 8*a6^6*a5*x34^5*a3*a1^5 - 24*a6^5*a5^2*x34^5*a3*a1^5 - 24*a6^2*a5^5*x34^5*a3*a1^5 - 8*a6*a5^6*x34^5*a3*a1^5 - 8*a6^5*a5*x34^6*a3*a1^5 + 16*a6^4*a5^2*x34^6*a3*a1^5 - 16*a6^3*a5^3*x34^6*a3*a1^5 + 16*a6^2*a5^4*x34^6*a3*a1^5 - 8*a6*a5^5*x34^6*a3*a1^5 + 8*a6^6*a5^5*a3^2*a1^5 + 8*a6^5*a5^6*a3^2*a1^5 + 24*a6^6*a5^4*x34*a3^2*a1^5 - 216*a6^5*a5^5*x34*a3^2*a1^5 + 24*a6^4*a5^6*x34*a3^2*a1^5 - 104*a6^6*a5^3*x34^2*a3^2*a1^5 + 264*a6^5*a5^4*x34^2*a3^2*a1^5 + 264*a6^4*a5^5*x34^2*a3^2*a1^5 - 104*a6^3*a5^6*x34^2*a3^2*a1^5 + 136*a6^6*a5^2*x34^3*a3^2*a1^5 + 112*a6^5*a5^3*x34^3*a3^2*a1^5 - 408*a6^4*a5^4*x34^3*a3^2*a1^5 + 112*a6^3*a5^5*x34^3*a3^2*a1^5 + 136*a6^2*a5^6*x34^3*a3^2*a1^5 - 24*a6^6*a5*x34^4*a3^2*a1^5 - 120*a6^5*a5^2*x34^4*a3^2*a1^5 - 120*a6^2*a5^5*x34^4*a3^2*a1^5 - 24*a6*a5^6*x34^4*a3^2*a1^5 + 8*a6^6*x34^5*a3^2*a1^5 - 120*a6^5*a5*x34^5*a3^2*a1^5 + 216*a6^4*a5^2*x34^5*a3^2*a1^5 - 176*a6^3*a5^3*x34^5*a3^2*a1^5 + 216*a6^2*a5^4*x34^5*a3^2*a1^5 - 120*a6*a5^5*x34^5*a3^2*a1^5 + 8*a5^6*x34^5*a3^2*a1^5 + 8*a6^5*x34^6*a3^2*a1^5 + 16*a6^4*a5*x34^6*a3^2*a1^5 - 8*a6^3*a5^2*x34^6*a3^2*a1^5 - 8*a6^2*a5^3*x34^6*a3^2*a1^5 + 16*a6*a5^4*x34^6*a3^2*a1^5 + 8*a5^5*x34^6*a3^2*a1^5 + 16*a6^6*a5^4*a3^3*a1^5 - 144*a6^5*a5^5*a3^3*a1^5 + 16*a6^4*a5^6*a3^3*a1^5 - 112*a6^6*a5^3*x34*a3^3*a1^5 + 432*a6^5*a5^4*x34*a3^3*a1^5 + 432*a6^4*a5^5*x34*a3^3*a1^5 - 112*a6^3*a5^6*x34*a3^3*a1^5 + 144*a6^6*a5^2*x34^2*a3^3*a1^5 - 32*a6^5*a5^3*x34^2*a3^3*a1^5 - 912*a6^4*a5^4*x34^2*a3^3*a1^5 - 32*a6^3*a5^5*x34^2*a3^3*a1^5 + 144*a6^2*a5^6*x34^2*a3^3*a1^5 - 32*a6^6*a5*x34^3*a3^3*a1^5 - 160*a6^5*a5^2*x34^3*a3^3*a1^5 + 80*a6^4*a5^3*x34^3*a3^3*a1^5 + 80*a6^3*a5^4*x34^3*a3^3*a1^5 - 160*a6^2*a5^5*x34^3*a3^3*a1^5 - 32*a6*a5^6*x34^3*a3^3*a1^5 + 32*a6^6*x34^4*a3^3*a1^5 - 432*a6^5*a5*x34^4*a3^3*a1^5 + 720*a6^4*a5^2*x34^4*a3^3*a1^5 - 400*a6^3*a5^3*x34^4*a3^3*a1^5 + 720*a6^2*a5^4*x34^4*a3^3*a1^5 - 432*a6*a5^5*x34^4*a3^3*a1^5 + 32*a5^6*x34^4*a3^3*a1^5 + 48*a6^5*x34^5*a3^3*a1^5 + 144*a6^4*a5*x34^5*a3^3*a1^5 - 128*a6^3*a5^2*x34^5*a3^3*a1^5 - 128*a6^2*a5^3*x34^5*a3^3*a1^5 + 144*a6*a5^4*x34^5*a3^3*a1^5 + 48*a5^5*x34^5*a3^3*a1^5 - 8*a6^4*x34^6*a3^3*a1^5 - 16*a6^3*a5*x34^6*a3^3*a1^5 - 8*a6^2*a5^2*x34^6*a3^3*a1^5 - 16*a6*a5^3*x34^6*a3^3*a1^5 - 8*a5^4*x34^6*a3^3*a1^5 - 56*a6^6*a5^3*a3^4*a1^5 + 216*a6^5*a5^4*a3^4*a1^5 + 216*a6^4*a5^5*a3^4*a1^5 - 56*a6^3*a5^6*a3^4*a1^5 + 80*a6^6*a5^2*x34*a3^4*a1^5 - 160*a6^5*a5^3*x34*a3^4*a1^5 - 960*a6^4*a5^4*x34*a3^4*a1^5 - 160*a6^3*a5^5*x34*a3^4*a1^5 + 80*a6^2*a5^6*x34*a3^4*a1^5 - 16*a6^6*a5*x34^2*a3^4*a1^5 + 240*a6^4*a5^3*x34^2*a3^4*a1^5 + 240*a6^3*a5^4*x34^2*a3^4*a1^5 - 16*a6*a5^6*x34^2*a3^4*a1^5 + 40*a6^6*x34^3*a3^4*a1^5 - 640*a6^5*a5*x34^3*a3^4*a1^5 + 920*a6^4*a5^2*x34^3*a3^4*a1^5 + 80*a6^3*a5^3*x34^3*a3^4*a1^5 + 920*a6^2*a5^4*x34^3*a3^4*a1^5 - 640*a6*a5^5*x34^3*a3^4*a1^5 + 40*a5^6*x34^3*a3^4*a1^5 + 120*a6^5*x34^4*a3^4*a1^5 + 408*a6^4*a5*x34^4*a3^4*a1^5 - 640*a6^3*a5^2*x34^4*a3^4*a1^5 - 640*a6^2*a5^3*x34^4*a3^4*a1^5 + 408*a6*a5^4*x34^4*a3^4*a1^5 + 120*a5^5*x34^4*a3^4*a1^5 - 48*a6^4*x34^5*a3^4*a1^5 - 48*a6^3*a5*x34^5*a3^4*a1^5 + 72*a6^2*a5^2*x34^5*a3^4*a1^5 - 48*a6*a5^3*x34^5*a3^4*a1^5 - 48*a5^4*x34^5*a3^4*a1^5 - 8*a6^3*x34^6*a3^4*a1^5 + 16*a6^2*a5*x34^6*a3^4*a1^5 + 16*a6*a5^2*x34^6*a3^4*a1^5 - 8*a5^3*x34^6*a3^4*a1^5 + 32*a6^6*a5^2*a3^5*a1^5 - 64*a6^5*a5^3*a3^5*a1^5 - 384*a6^4*a5^4*a3^5*a1^5 - 64*a6^3*a5^5*a3^5*a1^5 + 32*a6^2*a5^6*a3^5*a1^5 + 96*a6^5*a5^2*x34*a3^5*a1^5 + 240*a6^4*a5^3*x34*a3^5*a1^5 + 240*a6^3*a5^4*x34*a3^5*a1^5 + 96*a6^2*a5^5*x34*a3^5*a1^5 + 16*a6^6*x34^2*a3^5*a1^5 - 480*a6^5*a5*x34^2*a3^5*a1^5 + 480*a6^4*a5^2*x34^2*a3^5*a1^5 + 1040*a6^3*a5^3*x34^2*a3^5*a1^5 + 480*a6^2*a5^4*x34^2*a3^5*a1^5 - 480*a6*a5^5*x34^2*a3^5*a1^5 + 16*a5^6*x34^2*a3^5*a1^5 + 160*a6^5*x34^3*a3^5*a1^5 + 560*a6^4*a5*x34^3*a3^5*a1^5 - 1520*a6^3*a5^2*x34^3*a3^5*a1^5 - 1520*a6^2*a5^3*x34^3*a3^5*a1^5 + 560*a6*a5^4*x34^3*a3^5*a1^5 + 160*a5^5*x34^3*a3^5*a1^5 - 120*a6^4*x34^4*a3^5*a1^5 + 48*a6^3*a5*x34^4*a3^5*a1^5 + 600*a6^2*a5^2*x34^4*a3^5*a1^5 + 48*a6*a5^3*x34^4*a3^5*a1^5 - 120*a5^4*x34^4*a3^5*a1^5 - 48*a6^3*x34^5*a3^5*a1^5 + 24*a6^2*a5*x34^5*a3^5*a1^5 + 24*a6*a5^2*x34^5*a3^5*a1^5 - 48*a5^3*x34^5*a3^5*a1^5 + 8*a6^2*x34^6*a3^5*a1^5 - 8*a6*a5*x34^6*a3^5*a1^5 + 8*a5^2*x34^6*a3^5*a1^5 + 32*a6^5*a5^2*a3^6*a1^5 + 80*a6^4*a5^3*a3^6*a1^5 + 80*a6^3*a5^4*a3^6*a1^5 + 32*a6^2*a5^5*a3^6*a1^5 - 224*a6^5*a5*x34*a3^6*a1^5 + 112*a6^4*a5^2*x34*a3^6*a1^5 + 1008*a6^3*a5^3*x34*a3^6*a1^5 + 112*a6^2*a5^4*x34*a3^6*a1^5 - 224*a6*a5^5*x34*a3^6*a1^5 + 128*a6^5*x34^2*a3^6*a1^5 + 448*a6^4*a5*x34^2*a3^6*a1^5 - 1888*a6^3*a5^2*x34^2*a3^6*a1^5 - 1888*a6^2*a5^3*x34^2*a3^6*a1^5 + 448*a6*a5^4*x34^2*a3^6*a1^5 + 128*a5^5*x34^2*a3^6*a1^5 - 168*a6^4*x34^3*a3^6*a1^5 + 336*a6^3*a5*x34^3*a3^6*a1^5 + 1512*a6^2*a5^2*x34^3*a3^6*a1^5 + 336*a6*a5^3*x34^3*a3^6*a1^5 - 168*a5^4*x34^3*a3^6*a1^5 - 128*a6^3*x34^4*a3^6*a1^5 - 104*a6^2*a5*x34^4*a3^6*a1^5 - 104*a6*a5^2*x34^4*a3^6*a1^5 - 128*a5^3*x34^4*a3^6*a1^5 + 56*a6^2*x34^5*a3^6*a1^5 - 56*a6*a5*x34^5*a3^6*a1^5 + 56*a5^2*x34^5*a3^6*a1^5 - 64*a6^5*a5*a3^7*a1^5 + 32*a6^4*a5^2*a3^7*a1^5 + 288*a6^3*a5^3*a3^7*a1^5 + 32*a6^2*a5^4*a3^7*a1^5 - 64*a6*a5^5*a3^7*a1^5 + 64*a6^5*x34*a3^7*a1^5 + 224*a6^4*a5*x34*a3^7*a1^5 - 1184*a6^3*a5^2*x34*a3^7*a1^5 - 1184*a6^2*a5^3*x34*a3^7*a1^5 + 224*a6*a5^4*x34*a3^7*a1^5 + 64*a5^5*x34*a3^7*a1^5 - 144*a6^4*x34^2*a3^7*a1^5 + 480*a6^3*a5*x34^2*a3^7*a1^5 + 1776*a6^2*a5^2*x34^2*a3^7*a1^5 + 480*a6*a5^3*x34^2*a3^7*a1^5 - 144*a5^4*x34^2*a3^7*a1^5 - 192*a6^3*x34^3*a3^7*a1^5 - 336*a6^2*a5*x34^3*a3^7*a1^5 - 336*a6*a5^2*x34^3*a3^7*a1^5 - 192*a5^3*x34^3*a3^7*a1^5 + 160*a6^2*x34^4*a3^7*a1^5 - 160*a6*a5*x34^4*a3^7*a1^5 + 160*a5^2*x34^4*a3^7*a1^5 + 16*a6^5*a3^8*a1^5 + 56*a6^4*a5*a3^8*a1^5 - 296*a6^3*a5^2*a3^8*a1^5 - 296*a6^2*a5^3*a3^8*a1^5 + 56*a6*a5^4*a3^8*a1^5 + 16*a5^5*a3^8*a1^5 - 72*a6^4*x34*a3^8*a1^5 + 288*a6^3*a5*x34*a3^8*a1^5 + 1008*a6^2*a5^2*x34*a3^8*a1^5 + 288*a6*a5^3*x34*a3^8*a1^5 - 72*a5^4*x34*a3^8*a1^5 - 168*a6^3*x34^2*a3^8*a1^5 - 384*a6^2*a5*x34^2*a3^8*a1^5 - 384*a6*a5^2*x34^2*a3^8*a1^5 - 168*a5^3*x34^2*a3^8*a1^5 + 240*a6^2*x34^3*a3^8*a1^5 - 240*a6*a5*x34^3*a3^8*a1^5 + 240*a5^2*x34^3*a3^8*a1^5 - 16*a6^4*a3^9*a1^5 + 64*a6^3*a5*a3^9*a1^5 + 224*a6^2*a5^2*a3^9*a1^5 + 64*a6*a5^3*a3^9*a1^5 - 16*a5^4*a3^9*a1^5 - 80*a6^3*x34*a3^9*a1^5 - 200*a6^2*a5*x34*a3^9*a1^5 - 200*a6*a5^2*x34*a3^9*a1^5 - 80*a5^3*x34*a3^9*a1^5 + 200*a6^2*x34^2*a3^9*a1^5 - 200*a6*a5*x34^2*a3^9*a1^5 + 200*a5^2*x34^2*a3^9*a1^5 - 16*a6^3*a3^10*a1^5 - 40*a6^2*a5*a3^10*a1^5 - 40*a6*a5^2*a3^10*a1^5 - 16*a5^3*a3^10*a1^5 + 88*a6^2*x34*a3^10*a1^5 - 88*a6*a5*x34*a3^10*a1^5 + 88*a5^2*x34*a3^10*a1^5 + 16*a6^2*a3^11*a1^5 - 16*a6*a5*a3^11*a1^5 + 16*a5^2*a3^11*a1^5 - 8*a6^6*a5^5*x34*a2*a1^5 - 8*a6^5*a5^6*x34*a2*a1^5 + 16*a6^6*a5^4*x34^2*a2*a1^5 - 72*a6^5*a5^5*x34^2*a2*a1^5 + 16*a6^4*a5^6*x34^2*a2*a1^5 - 16*a6^6*a5^3*x34^3*a2*a1^5 + 48*a6^5*a5^4*x34^3*a2*a1^5 + 48*a6^4*a5^5*x34^3*a2*a1^5 - 16*a6^3*a5^6*x34^3*a2*a1^5 + 16*a6^6*a5^2*x34^4*a2*a1^5 + 48*a6^5*a5^3*x34^4*a2*a1^5 - 72*a6^4*a5^4*x34^4*a2*a1^5 + 48*a6^3*a5^5*x34^4*a2*a1^5 + 16*a6^2*a5^6*x34^4*a2*a1^5 - 8*a6^6*a5*x34^5*a2*a1^5 - 72*a6^5*a5^2*x34^5*a2*a1^5 + 48*a6^4*a5^3*x34^5*a2*a1^5 + 48*a6^3*a5^4*x34^5*a2*a1^5 - 72*a6^2*a5^5*x34^5*a2*a1^5 - 8*a6*a5^6*x34^5*a2*a1^5 - 8*a6^5*a5*x34^6*a2*a1^5 + 16*a6^4*a5^2*x34^6*a2*a1^5 - 16*a6^3*a5^3*x34^6*a2*a1^5 + 16*a6^2*a5^4*x34^6*a2*a1^5 - 8*a6*a5^5*x34^6*a2*a1^5 - 16*a6^6*a5^5*a3*a2*a1^5 - 16*a6^5*a5^6*a3*a2*a1^5 - 40*a6^6*a5^4*x34*a3*a2*a1^5 + 288*a6^5*a5^5*x34*a3*a2*a1^5 - 40*a6^4*a5^6*x34*a3*a2*a1^5 - 72*a6^5*a5^4*x34^2*a3*a2*a1^5 - 72*a6^4*a5^5*x34^2*a3*a2*a1^5 + 112*a6^6*a5^2*x34^3*a3*a2*a1^5 + 160*a6^5*a5^3*x34^3*a3*a2*a1^5 - 192*a6^4*a5^4*x34^3*a3*a2*a1^5 + 160*a6^3*a5^5*x34^3*a3*a2*a1^5 + 112*a6^2*a5^6*x34^3*a3*a2*a1^5 - 112*a6^6*a5*x34^4*a3*a2*a1^5 - 576*a6^5*a5^2*x34^4*a3*a2*a1^5 + 336*a6^4*a5^3*x34^4*a3*a2*a1^5 + 336*a6^3*a5^4*x34^4*a3*a2*a1^5 - 576*a6^2*a5^5*x34^4*a3*a2*a1^5 - 112*a6*a5^6*x34^4*a3*a2*a1^5 - 8*a6^6*x34^5*a3*a2*a1^5 + 384*a6^5*a5*x34^5*a3*a2*a1^5 - 120*a6^4*a5^2*x34^5*a3*a2*a1^5 - 128*a6^3*a5^3*x34^5*a3*a2*a1^5 - 120*a6^2*a5^4*x34^5*a3*a2*a1^5 + 384*a6*a5^5*x34^5*a3*a2*a1^5 - 8*a5^6*x34^5*a3*a2*a1^5 - 8*a6^5*x34^6*a3*a2*a1^5 - 72*a6^4*a5*x34^6*a3*a2*a1^5 + 48*a6^3*a5^2*x34^6*a3*a2*a1^5 + 48*a6^2*a5^3*x34^6*a3*a2*a1^5 - 72*a6*a5^4*x34^6*a3*a2*a1^5 - 8*a5^5*x34^6*a3*a2*a1^5 - 40*a6^6*a5^4*a3^2*a2*a1^5 + 288*a6^5*a5^5*a3^2*a2*a1^5 - 40*a6^4*a5^6*a3^2*a2*a1^5 + 96*a6^6*a5^3*x34*a3^2*a2*a1^5 - 504*a6^5*a5^4*x34*a3^2*a2*a1^5 - 504*a6^4*a5^5*x34*a3^2*a2*a1^5 + 96*a6^3*a5^6*x34*a3^2*a2*a1^5 + 168*a6^6*a5^2*x34^2*a3^2*a2*a1^5 + 288*a6^5*a5^3*x34^2*a3^2*a2*a1^5 + 144*a6^4*a5^4*x34^2*a3^2*a2*a1^5 + 288*a6^3*a5^5*x34^2*a3^2*a2*a1^5 + 168*a6^2*a5^6*x34^2*a3^2*a2*a1^5 - 320*a6^6*a5*x34^3*a3^2*a2*a1^5 - 1488*a6^5*a5^2*x34^3*a3^2*a2*a1^5 + 832*a6^4*a5^3*x34^3*a3^2*a2*a1^5 + 832*a6^3*a5^4*x34^3*a3^2*a2*a1^5 - 1488*a6^2*a5^5*x34^3*a3^2*a2*a1^5 - 320*a6*a5^6*x34^3*a3^2*a2*a1^5 - 24*a6^6*x34^4*a3^2*a2*a1^5 + 1824*a6^5*a5*x34^4*a3^2*a2*a1^5 - 552*a6^4*a5^2*x34^4*a3^2*a2*a1^5 - 432*a6^3*a5^3*x34^4*a3^2*a2*a1^5 - 552*a6^2*a5^4*x34^4*a3^2*a2*a1^5 + 1824*a6*a5^5*x34^4*a3^2*a2*a1^5 - 24*a5^6*x34^4*a3^2*a2*a1^5 - 120*a6^5*x34^5*a3^2*a2*a1^5 - 648*a6^4*a5*x34^5*a3^2*a2*a1^5 + 384*a6^3*a5^2*x34^5*a3^2*a2*a1^5 + 384*a6^2*a5^3*x34^5*a3^2*a2*a1^5 - 648*a6*a5^4*x34^5*a3^2*a2*a1^5 - 120*a5^5*x34^5*a3^2*a2*a1^5 + 16*a6^4*x34^6*a3^2*a2*a1^5 + 48*a6^3*a5*x34^6*a3^2*a2*a1^5 - 72*a6^2*a5^2*x34^6*a3^2*a2*a1^5 + 48*a6*a5^3*x34^6*a3^2*a2*a1^5 + 16*a5^4*x34^6*a3^2*a2*a1^5 + 64*a6^6*a5^3*a3^3*a2*a1^5 - 336*a6^5*a5^4*a3^3*a2*a1^5 - 336*a6^4*a5^5*a3^3*a2*a1^5 + 64*a6^3*a5^6*a3^3*a2*a1^5 + 112*a6^6*a5^2*x34*a3^3*a2*a1^5 + 256*a6^5*a5^3*x34*a3^3*a2*a1^5 + 672*a6^4*a5^4*x34*a3^3*a2*a1^5 + 256*a6^3*a5^5*x34*a3^3*a2*a1^5 + 112*a6^2*a5^6*x34*a3^3*a2*a1^5 - 320*a6^6*a5*x34^2*a3^3*a2*a1^5 - 1632*a6^5*a5^2*x34^2*a3^3*a2*a1^5 + 928*a6^4*a5^3*x34^2*a3^3*a2*a1^5 + 928*a6^3*a5^4*x34^2*a3^3*a2*a1^5 - 1632*a6^2*a5^5*x34^2*a3^3*a2*a1^5 - 320*a6*a5^6*x34^2*a3^3*a2*a1^5 - 32*a6^6*x34^3*a3^3*a2*a1^5 + 3264*a6^5*a5*x34^3*a3^3*a2*a1^5 - 720*a6^4*a5^2*x34^3*a3^3*a2*a1^5 - 1440*a6^3*a5^3*x34^3*a3^3*a2*a1^5 - 720*a6^2*a5^4*x34^3*a3^3*a2*a1^5 + 3264*a6*a5^5*x34^3*a3^3*a2*a1^5 - 32*a5^6*x34^3*a3^3*a2*a1^5 - 432*a6^5*x34^4*a3^3*a2*a1^5 - 2064*a6^4*a5*x34^4*a3^3*a2*a1^5 + 1168*a6^3*a5^2*x34^4*a3^3*a2*a1^5 + 1168*a6^2*a5^3*x34^4*a3^3*a2*a1^5 - 2064*a6*a5^4*x34^4*a3^3*a2*a1^5 - 432*a5^5*x34^4*a3^3*a2*a1^5 + 144*a6^4*x34^5*a3^3*a2*a1^5 + 256*a6^3*a5*x34^5*a3^3*a2*a1^5 - 336*a6^2*a5^2*x34^5*a3^3*a2*a1^5 + 256*a6*a5^3*x34^5*a3^3*a2*a1^5 + 144*a5^4*x34^5*a3^3*a2*a1^5 - 16*a6^3*x34^6*a3^3*a2*a1^5 + 48*a6^2*a5*x34^6*a3^3*a2*a1^5 + 48*a6*a5^2*x34^6*a3^3*a2*a1^5 - 16*a5^3*x34^6*a3^3*a2*a1^5 + 56*a6^6*a5^2*a3^4*a2*a1^5 + 128*a6^5*a5^3*a3^4*a2*a1^5 + 336*a6^4*a5^4*a3^4*a2*a1^5 + 128*a6^3*a5^5*a3^4*a2*a1^5 + 56*a6^2*a5^6*a3^4*a2*a1^5 - 160*a6^6*a5*x34*a3^4*a2*a1^5 - 960*a6^5*a5^2*x34*a3^4*a2*a1^5 + 560*a6^4*a5^3*x34*a3^4*a2*a1^5 + 560*a6^3*a5^4*x34*a3^4*a2*a1^5 - 960*a6^2*a5^5*x34*a3^4*a2*a1^5 - 160*a6*a5^6*x34*a3^4*a2*a1^5 - 16*a6^6*x34^2*a3^4*a2*a1^5 + 2592*a6^5*a5*x34^2*a3^4*a2*a1^5 - 2800*a6^3*a5^3*x34^2*a3^4*a2*a1^5 + 2592*a6*a5^5*x34^2*a3^4*a2*a1^5 - 16*a5^6*x34^2*a3^4*a2*a1^5 - 640*a6^5*x34^3*a3^4*a2*a1^5 - 3120*a6^4*a5*x34^3*a3^4*a2*a1^5 + 1760*a6^3*a5^2*x34^3*a3^4*a2*a1^5 + 1760*a6^2*a5^3*x34^3*a3^4*a2*a1^5 - 3120*a6*a5^4*x34^3*a3^4*a2*a1^5 - 640*a5^5*x34^3*a3^4*a2*a1^5 + 408*a6^4*x34^4*a3^4*a2*a1^5 + 656*a6^3*a5*x34^4*a3^4*a2*a1^5 - 312*a6^2*a5^2*x34^4*a3^4*a2*a1^5 + 656*a6*a5^3*x34^4*a3^4*a2*a1^5 + 408*a5^4*x34^4*a3^4*a2*a1^5 - 48*a6^3*x34^5*a3^4*a2*a1^5 + 72*a6^2*a5*x34^5*a3^4*a2*a1^5 + 72*a6*a5^2*x34^5*a3^4*a2*a1^5 - 48*a5^3*x34^5*a3^4*a2*a1^5 + 16*a6^2*x34^6*a3^4*a2*a1^5 - 72*a6*a5*x34^6*a3^4*a2*a1^5 + 16*a5^2*x34^6*a3^4*a2*a1^5 - 64*a6^6*a5*a3^5*a2*a1^5 - 384*a6^5*a5^2*a3^5*a2*a1^5 + 224*a6^4*a5^3*a3^5*a2*a1^5 + 224*a6^3*a5^4*a3^5*a2*a1^5 - 384*a6^2*a5^5*a3^5*a2*a1^5 - 64*a6*a5^6*a3^5*a2*a1^5 + 1152*a6^5*a5*x34*a3^5*a2*a1^5 + 432*a6^4*a5^2*x34*a3^5*a2*a1^5 - 2496*a6^3*a5^3*x34*a3^5*a2*a1^5 + 432*a6^2*a5^4*x34*a3^5*a2*a1^5 + 1152*a6*a5^5*x34*a3^5*a2*a1^5 - 480*a6^5*x34^2*a3^5*a2*a1^5 - 2592*a6^4*a5*x34^2*a3^5*a2*a1^5 + 1488*a6^3*a5^2*x34^2*a3^5*a2*a1^5 + 1488*a6^2*a5^3*x34^2*a3^5*a2*a1^5 - 2592*a6*a5^4*x34^2*a3^5*a2*a1^5 - 480*a5^5*x34^2*a3^5*a2*a1^5 + 560*a6^4*x34^3*a3^5*a2*a1^5 + 992*a6^3*a5*x34^3*a3^5*a2*a1^5 + 768*a6^2*a5^2*x34^3*a3^5*a2*a1^5 + 992*a6*a5^3*x34^3*a3^5*a2*a1^5 + 560*a5^4*x34^3*a3^5*a2*a1^5 + 48*a6^3*x34^4*a3^5*a2*a1^5 - 576*a6^2*a5*x34^4*a3^5*a2*a1^5 - 576*a6*a5^2*x34^4*a3^5*a2*a1^5 + 48*a5^3*x34^4*a3^5*a2*a1^5 + 24*a6^2*x34^5*a3^5*a2*a1^5 + 24*a5^2*x34^5*a3^5*a2*a1^5 - 8*a6*x34^6*a3^5*a2*a1^5 - 8*a5*x34^6*a3^5*a2*a1^5 + 384*a6^5*a5*a3^6*a2*a1^5 + 144*a6^4*a5^2*a3^6*a2*a1^5 - 832*a6^3*a5^3*a3^6*a2*a1^5 + 144*a6^2*a5^4*a3^6*a2*a1^5 + 384*a6*a5^5*a3^6*a2*a1^5 - 224*a6^5*x34*a3^6*a2*a1^5 - 1344*a6^4*a5*x34*a3^6*a2*a1^5 + 784*a6^3*a5^2*x34*a3^6*a2*a1^5 + 784*a6^2*a5^3*x34*a3^6*a2*a1^5 - 1344*a6*a5^4*x34*a3^6*a2*a1^5 - 224*a5^5*x34*a3^6*a2*a1^5 + 448*a6^4*x34^2*a3^6*a2*a1^5 + 928*a6^3*a5*x34^2*a3^6*a2*a1^5 + 1824*a6^2*a5^2*x34^2*a3^6*a2*a1^5 + 928*a6*a5^3*x34^2*a3^6*a2*a1^5 + 448*a5^4*x34^2*a3^6*a2*a1^5 + 336*a6^3*x34^3*a3^6*a2*a1^5 - 2016*a6^2*a5*x34^3*a3^6*a2*a1^5 - 2016*a6*a5^2*x34^3*a3^6*a2*a1^5 + 336*a5^3*x34^3*a3^6*a2*a1^5 - 104*a6^2*x34^4*a3^6*a2*a1^5 + 1008*a6*a5*x34^4*a3^6*a2*a1^5 - 104*a5^2*x34^4*a3^6*a2*a1^5 - 56*a6*x34^5*a3^6*a2*a1^5 - 56*a5*x34^5*a3^6*a2*a1^5 - 64*a6^5*a3^7*a2*a1^5 - 384*a6^4*a5*a3^7*a2*a1^5 + 224*a6^3*a5^2*a3^7*a2*a1^5 + 224*a6^2*a5^3*a3^7*a2*a1^5 - 384*a6*a5^4*a3^7*a2*a1^5 - 64*a5^5*a3^7*a2*a1^5 + 224*a6^4*x34*a3^7*a2*a1^5 + 512*a6^3*a5*x34*a3^7*a2*a1^5 + 1344*a6^2*a5^2*x34*a3^7*a2*a1^5 + 512*a6*a5^3*x34*a3^7*a2*a1^5 + 224*a5^4*x34*a3^7*a2*a1^5 + 480*a6^3*x34^2*a3^7*a2*a1^5 - 2592*a6^2*a5*x34^2*a3^7*a2*a1^5 - 2592*a6*a5^2*x34^2*a3^7*a2*a1^5 + 480*a5^3*x34^2*a3^7*a2*a1^5 - 336*a6^2*x34^3*a3^7*a2*a1^5 + 2592*a6*a5*x34^3*a3^7*a2*a1^5 - 336*a5^2*x34^3*a3^7*a2*a1^5 - 160*a6*x34^4*a3^7*a2*a1^5 - 160*a5*x34^4*a3^7*a2*a1^5 + 56*a6^4*a3^8*a2*a1^5 + 128*a6^3*a5*a3^8*a2*a1^5 + 336*a6^2*a5^2*a3^8*a2*a1^5 + 128*a6*a5^3*a3^8*a2*a1^5 + 56*a5^4*a3^8*a2*a1^5 + 288*a6^3*x34*a3^8*a2*a1^5 - 1512*a6^2*a5*x34*a3^8*a2*a1^5 - 1512*a6*a5^2*x34*a3^8*a2*a1^5 + 288*a5^3*x34*a3^8*a2*a1^5 - 384*a6^2*x34^2*a3^8*a2*a1^5 + 2808*a6*a5*x34^2*a3^8*a2*a1^5 - 384*a5^2*x34^2*a3^8*a2*a1^5 - 240*a6*x34^3*a3^8*a2*a1^5 - 240*a5*x34^3*a3^8*a2*a1^5 + 64*a6^3*a3^9*a2*a1^5 - 336*a6^2*a5*a3^9*a2*a1^5 - 336*a6*a5^2*a3^9*a2*a1^5 + 64*a5^3*a3^9*a2*a1^5 - 200*a6^2*x34*a3^9*a2*a1^5 + 1440*a6*a5*x34*a3^9*a2*a1^5 - 200*a5^2*x34*a3^9*a2*a1^5 - 200*a6*x34^2*a3^9*a2*a1^5 - 200*a5*x34^2*a3^9*a2*a1^5 - 40*a6^2*a3^10*a2*a1^5 + 288*a6*a5*a3^10*a2*a1^5 - 40*a5^2*a3^10*a2*a1^5 - 88*a6*x34*a3^10*a2*a1^5 - 88*a5*x34*a3^10*a2*a1^5 - 16*a6*a3^11*a2*a1^5 - 16*a5*a3^11*a2*a1^5 + 8*a6^6*a5^5*a2^2*a1^5 + 8*a6^5*a5^6*a2^2*a1^5 + 16*a6^6*a5^4*x34*a2^2*a1^5 - 72*a6^5*a5^5*x34*a2^2*a1^5 + 16*a6^4*a5^6*x34*a2^2*a1^5 - 8*a6^6*a5^3*x34^2*a2^2*a1^5 + 120*a6^5*a5^4*x34^2*a2^2*a1^5 + 120*a6^4*a5^5*x34^2*a2^2*a1^5 - 8*a6^3*a5^6*x34^2*a2^2*a1^5 - 8*a6^6*a5^2*x34^3*a2^2*a1^5 - 80*a6^5*a5^3*x34^3*a2^2*a1^5 - 120*a6^4*a5^4*x34^3*a2^2*a1^5 - 80*a6^3*a5^5*x34^3*a2^2*a1^5 - 8*a6^2*a5^6*x34^3*a2^2*a1^5 + 16*a6^6*a5*x34^4*a2^2*a1^5 + 120*a6^5*a5^2*x34^4*a2^2*a1^5 - 120*a6^4*a5^3*x34^4*a2^2*a1^5 - 120*a6^3*a5^4*x34^4*a2^2*a1^5 + 120*a6^2*a5^5*x34^4*a2^2*a1^5 + 16*a6*a5^6*x34^4*a2^2*a1^5 + 8*a6^6*x34^5*a2^2*a1^5 - 72*a6^5*a5*x34^5*a2^2*a1^5 + 120*a6^4*a5^2*x34^5*a2^2*a1^5 - 80*a6^3*a5^3*x34^5*a2^2*a1^5 + 120*a6^2*a5^4*x34^5*a2^2*a1^5 - 72*a6*a5^5*x34^5*a2^2*a1^5 + 8*a5^6*x34^5*a2^2*a1^5 + 8*a6^5*x34^6*a2^2*a1^5 + 16*a6^4*a5*x34^6*a2^2*a1^5 - 8*a6^3*a5^2*x34^6*a2^2*a1^5 - 8*a6^2*a5^3*x34^6*a2^2*a1^5 + 16*a6*a5^4*x34^6*a2^2*a1^5 + 8*a5^5*x34^6*a2^2*a1^5 + 32*a6^6*a5^4*a3*a2^2*a1^5 - 144*a6^5*a5^5*a3*a2^2*a1^5 + 32*a6^4*a5^6*a3*a2^2*a1^5 + 32*a6^6*a5^3*x34*a3*a2^2*a1^5 + 24*a6^5*a5^4*x34*a3*a2^2*a1^5 + 24*a6^4*a5^5*x34*a3*a2^2*a1^5 + 32*a6^3*a5^6*x34*a3*a2^2*a1^5 - 96*a6^6*a5^2*x34^2*a3*a2^2*a1^5 - 144*a6^5*a5^3*x34^2*a3*a2^2*a1^5 - 72*a6^4*a5^4*x34^2*a3*a2^2*a1^5 - 144*a6^3*a5^5*x34^2*a3*a2^2*a1^5 - 96*a6^2*a5^6*x34^2*a3*a2^2*a1^5 + 112*a6^6*a5*x34^3*a3*a2^2*a1^5 + 576*a6^5*a5^2*x34^3*a3*a2^2*a1^5 - 512*a6^4*a5^3*x34^3*a3*a2^2*a1^5 - 512*a6^3*a5^4*x34^3*a3*a2^2*a1^5 + 576*a6^2*a5^5*x34^3*a3*a2^2*a1^5 + 112*a6*a5^6*x34^3*a3*a2^2*a1^5 + 56*a6^6*x34^4*a3*a2^2*a1^5 - 576*a6^5*a5*x34^4*a3*a2^2*a1^5 + 888*a6^4*a5^2*x34^4*a3*a2^2*a1^5 - 432*a6^3*a5^3*x34^4*a3*a2^2*a1^5 + 888*a6^2*a5^4*x34^4*a3*a2^2*a1^5 - 576*a6*a5^5*x34^4*a3*a2^2*a1^5 + 56*a5^6*x34^4*a3*a2^2*a1^5 - 24*a6^5*x34^5*a3*a2^2*a1^5 - 120*a6^4*a5*x34^5*a3*a2^2*a1^5 + 48*a6^3*a5^2*x34^5*a3*a2^2*a1^5 + 48*a6^2*a5^3*x34^5*a3*a2^2*a1^5 - 120*a6*a5^4*x34^5*a3*a2^2*a1^5 - 24*a5^5*x34^5*a3*a2^2*a1^5 + 16*a6^4*x34^6*a3*a2^2*a1^5 + 48*a6^3*a5*x34^6*a3*a2^2*a1^5 - 72*a6^2*a5^2*x34^6*a3*a2^2*a1^5 + 48*a6*a5^3*x34^6*a3*a2^2*a1^5 + 16*a5^4*x34^6*a3*a2^2*a1^5 + 32*a6^6*a5^3*a3^2*a2^2*a1^5 + 24*a6^5*a5^4*a3^2*a2^2*a1^5 + 24*a6^4*a5^5*a3^2*a2^2*a1^5 + 32*a6^3*a5^6*a3^2*a2^2*a1^5 - 240*a6^6*a5^2*x34*a3^2*a2^2*a1^5 + 48*a6^5*a5^3*x34*a3^2*a2^2*a1^5 + 504*a6^4*a5^4*x34*a3^2*a2^2*a1^5 + 48*a6^3*a5^5*x34*a3^2*a2^2*a1^5 - 240*a6^2*a5^6*x34*a3^2*a2^2*a1^5 + 168*a6^6*a5*x34^2*a3^2*a2^2*a1^5 + 1008*a6^5*a5^2*x34^2*a3^2*a2^2*a1^5 - 1176*a6^4*a5^3*x34^2*a3^2*a2^2*a1^5 - 1176*a6^3*a5^4*x34^2*a3^2*a2^2*a1^5 + 1008*a6^2*a5^5*x34^2*a3^2*a2^2*a1^5 + 168*a6*a5^6*x34^2*a3^2*a2^2*a1^5 + 136*a6^6*x34^3*a3^2*a2^2*a1^5 - 1488*a6^5*a5*x34^3*a3^2*a2^2*a1^5 + 1992*a6^4*a5^2*x34^3*a3^2*a2^2*a1^5 - 448*a6^3*a5^3*x34^3*a3^2*a2^2*a1^5 + 1992*a6^2*a5^4*x34^3*a3^2*a2^2*a1^5 - 1488*a6*a5^5*x34^3*a3^2*a2^2*a1^5 + 136*a5^6*x34^3*a3^2*a2^2*a1^5 - 120*a6^5*x34^4*a3^2*a2^2*a1^5 - 552*a6^4*a5*x34^4*a3^2*a2^2*a1^5 - 552*a6*a5^4*x34^4*a3^2*a2^2*a1^5 - 120*a5^5*x34^4*a3^2*a2^2*a1^5 + 216*a6^4*x34^5*a3^2*a2^2*a1^5 + 384*a6^3*a5*x34^5*a3^2*a2^2*a1^5 - 432*a6^2*a5^2*x34^5*a3^2*a2^2*a1^5 + 384*a6*a5^3*x34^5*a3^2*a2^2*a1^5 + 216*a5^4*x34^5*a3^2*a2^2*a1^5 - 8*a6^3*x34^6*a3^2*a2^2*a1^5 - 72*a6^2*a5*x34^6*a3^2*a2^2*a1^5 - 72*a6*a5^2*x34^6*a3^2*a2^2*a1^5 - 8*a5^3*x34^6*a3^2*a2^2*a1^5 - 160*a6^6*a5^2*a3^3*a2^2*a1^5 + 32*a6^5*a5^3*a3^3*a2^2*a1^5 + 336*a6^4*a5^4*a3^3*a2^2*a1^5 + 32*a6^3*a5^5*a3^3*a2^2*a1^5 - 160*a6^2*a5^6*a3^3*a2^2*a1^5 + 112*a6^6*a5*x34*a3^3*a2^2*a1^5 + 864*a6^5*a5^2*x34*a3^3*a2^2*a1^5 - 1328*a6^4*a5^3*x34*a3^3*a2^2*a1^5 - 1328*a6^3*a5^4*x34*a3^3*a2^2*a1^5 + 864*a6^2*a5^5*x34*a3^3*a2^2*a1^5 + 112*a6*a5^6*x34*a3^3*a2^2*a1^5 + 144*a6^6*x34^2*a3^3*a2^2*a1^5 - 1632*a6^5*a5*x34^2*a3^3*a2^2*a1^5 + 1488*a6^4*a5^2*x34^2*a3^3*a2^2*a1^5 + 928*a6^3*a5^3*x34^2*a3^3*a2^2*a1^5 + 1488*a6^2*a5^4*x34^2*a3^3*a2^2*a1^5 - 1632*a6*a5^5*x34^2*a3^3*a2^2*a1^5 + 144*a5^6*x34^2*a3^3*a2^2*a1^5 - 160*a6^5*x34^3*a3^3*a2^2*a1^5 - 720*a6^4*a5*x34^3*a3^3*a2^2*a1^5 - 160*a6^3*a5^2*x34^3*a3^3*a2^2*a1^5 - 160*a6^2*a5^3*x34^3*a3^3*a2^2*a1^5 - 720*a6*a5^4*x34^3*a3^3*a2^2*a1^5 - 160*a5^5*x34^3*a3^3*a2^2*a1^5 + 720*a6^4*x34^4*a3^3*a2^2*a1^5 + 1168*a6^3*a5*x34^4*a3^3*a2^2*a1^5 - 1440*a6^2*a5^2*x34^4*a3^3*a2^2*a1^5 + 1168*a6*a5^3*x34^4*a3^3*a2^2*a1^5 + 720*a5^4*x34^4*a3^3*a2^2*a1^5 - 128*a6^3*x34^5*a3^3*a2^2*a1^5 - 336*a6^2*a5*x34^5*a3^3*a2^2*a1^5 - 336*a6*a5^2*x34^5*a3^3*a2^2*a1^5 - 128*a5^3*x34^5*a3^3*a2^2*a1^5 - 8*a6^2*x34^6*a3^3*a2^2*a1^5 + 48*a6*a5*x34^6*a3^3*a2^2*a1^5 - 8*a5^2*x34^6*a3^3*a2^2*a1^5 + 56*a6^6*a5*a3^4*a2^2*a1^5 + 432*a6^5*a5^2*a3^4*a2^2*a1^5 - 664*a6^4*a5^3*a3^4*a2^2*a1^5 - 664*a6^3*a5^4*a3^4*a2^2*a1^5 + 432*a6^2*a5^5*a3^4*a2^2*a1^5 + 56*a6*a5^6*a3^4*a2^2*a1^5 + 80*a6^6*x34*a3^4*a2^2*a1^5 - 960*a6^5*a5*x34*a3^4*a2^2*a1^5 + 240*a6^4*a5^2*x34*a3^4*a2^2*a1^5 + 1840*a6^3*a5^3*x34*a3^4*a2^2*a1^5 + 240*a6^2*a5^4*x34*a3^4*a2^2*a1^5 - 960*a6*a5^5*x34*a3^4*a2^2*a1^5 + 80*a5^6*x34*a3^4*a2^2*a1^5 - 240*a6^3*a5^2*x34^2*a3^4*a2^2*a1^5 - 240*a6^2*a5^3*x34^2*a3^4*a2^2*a1^5 + 920*a6^4*x34^3*a3^4*a2^2*a1^5 + 1760*a6^3*a5*x34^3*a3^4*a2^2*a1^5 - 3240*a6^2*a5^2*x34^3*a3^4*a2^2*a1^5 + 1760*a6*a5^3*x34^3*a3^4*a2^2*a1^5 + 920*a5^4*x34^3*a3^4*a2^2*a1^5 - 640*a6^3*x34^4*a3^4*a2^2*a1^5 - 312*a6^2*a5*x34^4*a3^4*a2^2*a1^5 - 312*a6*a5^2*x34^4*a3^4*a2^2*a1^5 - 640*a5^3*x34^4*a3^4*a2^2*a1^5 + 72*a6^2*x34^5*a3^4*a2^2*a1^5 + 72*a6*a5*x34^5*a3^4*a2^2*a1^5 + 72*a5^2*x34^5*a3^4*a2^2*a1^5 + 16*a6*x34^6*a3^4*a2^2*a1^5 + 16*a5*x34^6*a3^4*a2^2*a1^5 + 32*a6^6*a3^5*a2^2*a1^5 - 384*a6^5*a5*a3^5*a2^2*a1^5 + 96*a6^4*a5^2*a3^5*a2^2*a1^5 + 736*a6^3*a5^3*a3^5*a2^2*a1^5 + 96*a6^2*a5^4*a3^5*a2^2*a1^5 - 384*a6*a5^5*a3^5*a2^2*a1^5 + 32*a5^6*a3^5*a2^2*a1^5 + 96*a6^5*x34*a3^5*a2^2*a1^5 + 432*a6^4*a5*x34*a3^5*a2^2*a1^5 - 192*a6^3*a5^2*x34*a3^5*a2^2*a1^5 - 192*a6^2*a5^3*x34*a3^5*a2^2*a1^5 + 432*a6*a5^4*x34*a3^5*a2^2*a1^5 + 96*a5^5*x34*a3^5*a2^2*a1^5 + 480*a6^4*x34^2*a3^5*a2^2*a1^5 + 1488*a6^3*a5*x34^2*a3^5*a2^2*a1^5 - 4320*a6^2*a5^2*x34^2*a3^5*a2^2*a1^5 + 1488*a6*a5^3*x34^2*a3^5*a2^2*a1^5 + 480*a5^4*x34^2*a3^5*a2^2*a1^5 - 1520*a6^3*x34^3*a3^5*a2^2*a1^5 + 768*a6^2*a5*x34^3*a3^5*a2^2*a1^5 + 768*a6*a5^2*x34^3*a3^5*a2^2*a1^5 - 1520*a5^3*x34^3*a3^5*a2^2*a1^5 + 600*a6^2*x34^4*a3^5*a2^2*a1^5 - 576*a6*a5*x34^4*a3^5*a2^2*a1^5 + 600*a5^2*x34^4*a3^5*a2^2*a1^5 + 24*a6*x34^5*a3^5*a2^2*a1^5 + 24*a5*x34^5*a3^5*a2^2*a1^5 + 8*x34^6*a3^5*a2^2*a1^5 + 32*a6^5*a3^6*a2^2*a1^5 + 144*a6^4*a5*a3^6*a2^2*a1^5 - 64*a6^3*a5^2*a3^6*a2^2*a1^5 - 64*a6^2*a5^3*a3^6*a2^2*a1^5 + 144*a6*a5^4*a3^6*a2^2*a1^5 + 32*a5^5*a3^6*a2^2*a1^5 + 112*a6^4*x34*a3^6*a2^2*a1^5 + 784*a6^3*a5*x34*a3^6*a2^2*a1^5 - 3024*a6^2*a5^2*x34*a3^6*a2^2*a1^5 + 784*a6*a5^3*x34*a3^6*a2^2*a1^5 + 112*a5^4*x34*a3^6*a2^2*a1^5 - 1888*a6^3*x34^2*a3^6*a2^2*a1^5 + 1824*a6^2*a5*x34^2*a3^6*a2^2*a1^5 + 1824*a6*a5^2*x34^2*a3^6*a2^2*a1^5 - 1888*a5^3*x34^2*a3^6*a2^2*a1^5 + 1512*a6^2*x34^3*a3^6*a2^2*a1^5 - 2016*a6*a5*x34^3*a3^6*a2^2*a1^5 + 1512*a5^2*x34^3*a3^6*a2^2*a1^5 - 104*a6*x34^4*a3^6*a2^2*a1^5 - 104*a5*x34^4*a3^6*a2^2*a1^5 + 56*x34^5*a3^6*a2^2*a1^5 + 32*a6^4*a3^7*a2^2*a1^5 + 224*a6^3*a5*a3^7*a2^2*a1^5 - 864*a6^2*a5^2*a3^7*a2^2*a1^5 + 224*a6*a5^3*a3^7*a2^2*a1^5 + 32*a5^4*a3^7*a2^2*a1^5 - 1184*a6^3*x34*a3^7*a2^2*a1^5 + 1344*a6^2*a5*x34*a3^7*a2^2*a1^5 + 1344*a6*a5^2*x34*a3^7*a2^2*a1^5 - 1184*a5^3*x34*a3^7*a2^2*a1^5 + 1776*a6^2*x34^2*a3^7*a2^2*a1^5 - 2592*a6*a5*x34^2*a3^7*a2^2*a1^5 + 1776*a5^2*x34^2*a3^7*a2^2*a1^5 - 336*a6*x34^3*a3^7*a2^2*a1^5 - 336*a5*x34^3*a3^7*a2^2*a1^5 + 160*x34^4*a3^7*a2^2*a1^5 - 296*a6^3*a3^8*a2^2*a1^5 + 336*a6^2*a5*a3^8*a2^2*a1^5 + 336*a6*a5^2*a3^8*a2^2*a1^5 - 296*a5^3*a3^8*a2^2*a1^5 + 1008*a6^2*x34*a3^8*a2^2*a1^5 - 1512*a6*a5*x34*a3^8*a2^2*a1^5 + 1008*a5^2*x34*a3^8*a2^2*a1^5 - 384*a6*x34^2*a3^8*a2^2*a1^5 - 384*a5*x34^2*a3^8*a2^2*a1^5 + 240*x34^3*a3^8*a2^2*a1^5 + 224*a6^2*a3^9*a2^2*a1^5 - 336*a6*a5*a3^9*a2^2*a1^5 + 224*a5^2*a3^9*a2^2*a1^5 - 200*a6*x34*a3^9*a2^2*a1^5 - 200*a5*x34*a3^9*a2^2*a1^5 + 200*x34^2*a3^9*a2^2*a1^5 - 40*a6*a3^10*a2^2*a1^5 - 40*a5*a3^10*a2^2*a1^5 + 88*x34*a3^10*a2^2*a1^5 + 16*a3^11*a2^2*a1^5 - 8*a6^6*a5^4*a2^3*a1^5 - 8*a6^4*a5^6*a2^3*a1^5 - 16*a6^6*a5^3*x34*a2^3*a1^5 + 48*a6^5*a5^4*x34*a2^3*a1^5 + 48*a6^4*a5^5*x34*a2^3*a1^5 - 16*a6^3*a5^6*x34*a2^3*a1^5 - 8*a6^6*a5^2*x34^2*a2^3*a1^5 - 80*a6^5*a5^3*x34^2*a2^3*a1^5 - 120*a6^4*a5^4*x34^2*a2^3*a1^5 - 80*a6^3*a5^5*x34^2*a2^3*a1^5 - 8*a6^2*a5^6*x34^2*a2^3*a1^5 - 16*a6^6*a5*x34^3*a2^3*a1^5 - 80*a6^5*a5^2*x34^3*a2^3*a1^5 + 240*a6^4*a5^3*x34^3*a2^3*a1^5 + 240*a6^3*a5^4*x34^3*a2^3*a1^5 - 80*a6^2*a5^5*x34^3*a2^3*a1^5 - 16*a6*a5^6*x34^3*a2^3*a1^5 - 8*a6^6*x34^4*a2^3*a1^5 + 48*a6^5*a5*x34^4*a2^3*a1^5 - 120*a6^4*a5^2*x34^4*a2^3*a1^5 + 240*a6^3*a5^3*x34^4*a2^3*a1^5 - 120*a6^2*a5^4*x34^4*a2^3*a1^5 + 48*a6*a5^5*x34^4*a2^3*a1^5 - 8*a5^6*x34^4*a2^3*a1^5 + 48*a6^4*a5*x34^5*a2^3*a1^5 - 80*a6^3*a5^2*x34^5*a2^3*a1^5 - 80*a6^2*a5^3*x34^5*a2^3*a1^5 + 48*a6*a5^4*x34^5*a2^3*a1^5 - 8*a6^4*x34^6*a2^3*a1^5 - 16*a6^3*a5*x34^6*a2^3*a1^5 - 8*a6^2*a5^2*x34^6*a2^3*a1^5 - 16*a6*a5^3*x34^6*a2^3*a1^5 - 8*a5^4*x34^6*a2^3*a1^5 - 32*a6^6*a5^3*a3*a2^3*a1^5 + 96*a6^5*a5^4*a3*a2^3*a1^5 + 96*a6^4*a5^5*a3*a2^3*a1^5 - 32*a6^3*a5^6*a3*a2^3*a1^5 + 32*a6^6*a5^2*x34*a3*a2^3*a1^5 - 192*a6^5*a5^3*x34*a3*a2^3*a1^5 - 144*a6^4*a5^4*x34*a3*a2^3*a1^5 - 192*a6^3*a5^5*x34*a3*a2^3*a1^5 + 32*a6^2*a5^6*x34*a3*a2^3*a1^5 - 144*a6^5*a5^2*x34^2*a3*a2^3*a1^5 + 688*a6^4*a5^3*x34^2*a3*a2^3*a1^5 + 688*a6^3*a5^4*x34^2*a3*a2^3*a1^5 - 144*a6^2*a5^5*x34^2*a3*a2^3*a1^5 - 48*a6^6*x34^3*a3*a2^3*a1^5 + 160*a6^5*a5*x34^3*a3*a2^3*a1^5 - 512*a6^4*a5^2*x34^3*a3*a2^3*a1^5 + 288*a6^3*a5^3*x34^3*a3*a2^3*a1^5 - 512*a6^2*a5^4*x34^3*a3*a2^3*a1^5 + 160*a6*a5^5*x34^3*a3*a2^3*a1^5 - 48*a5^6*x34^3*a3*a2^3*a1^5 + 48*a6^5*x34^4*a3*a2^3*a1^5 + 336*a6^4*a5*x34^4*a3*a2^3*a1^5 - 432*a6^3*a5^2*x34^4*a3*a2^3*a1^5 - 432*a6^2*a5^3*x34^4*a3*a2^3*a1^5 + 336*a6*a5^4*x34^4*a3*a2^3*a1^5 + 48*a5^5*x34^4*a3*a2^3*a1^5 - 128*a6^3*a5*x34^5*a3*a2^3*a1^5 + 48*a6^2*a5^2*x34^5*a3*a2^3*a1^5 - 128*a6*a5^3*x34^5*a3*a2^3*a1^5 - 16*a6^3*x34^6*a3*a2^3*a1^5 + 48*a6^2*a5*x34^6*a3*a2^3*a1^5 + 48*a6*a5^2*x34^6*a3*a2^3*a1^5 - 16*a5^3*x34^6*a3*a2^3*a1^5 + 32*a6^6*a5^2*a3^2*a2^3*a1^5 - 192*a6^5*a5^3*a3^2*a2^3*a1^5 - 144*a6^4*a5^4*a3^2*a2^3*a1^5 - 192*a6^3*a5^5*a3^2*a2^3*a1^5 + 32*a6^2*a5^6*a3^2*a2^3*a1^5 + 96*a6^6*a5*x34*a3^2*a2^3*a1^5 + 48*a6^5*a5^2*x34*a3^2*a2^3*a1^5 + 624*a6^4*a5^3*x34*a3^2*a2^3*a1^5 + 624*a6^3*a5^4*x34*a3^2*a2^3*a1^5 + 48*a6^2*a5^5*x34*a3^2*a2^3*a1^5 + 96*a6*a5^6*x34*a3^2*a2^3*a1^5 - 104*a6^6*x34^2*a3^2*a2^3*a1^5 + 288*a6^5*a5*x34^2*a3^2*a2^3*a1^5 - 1176*a6^4*a5^2*x34^2*a3^2*a2^3*a1^5 - 96*a6^3*a5^3*x34^2*a3^2*a2^3*a1^5 - 1176*a6^2*a5^4*x34^2*a3^2*a2^3*a1^5 + 288*a6*a5^5*x34^2*a3^2*a2^3*a1^5 - 104*a5^6*x34^2*a3^2*a2^3*a1^5 + 112*a6^5*x34^3*a3^2*a2^3*a1^5 + 832*a6^4*a5*x34^3*a3^2*a2^3*a1^5 - 448*a6^3*a5^2*x34^3*a3^2*a2^3*a1^5 - 448*a6^2*a5^3*x34^3*a3^2*a2^3*a1^5 + 832*a6*a5^4*x34^3*a3^2*a2^3*a1^5 + 112*a5^5*x34^3*a3^2*a2^3*a1^5 - 432*a6^3*a5*x34^4*a3^2*a2^3*a1^5 - 432*a6*a5^3*x34^4*a3^2*a2^3*a1^5 - 176*a6^3*x34^5*a3^2*a2^3*a1^5 + 384*a6^2*a5*x34^5*a3^2*a2^3*a1^5 + 384*a6*a5^2*x34^5*a3^2*a2^3*a1^5 - 176*a5^3*x34^5*a3^2*a2^3*a1^5 - 8*a6^2*x34^6*a3^2*a2^3*a1^5 + 48*a6*a5*x34^6*a3^2*a2^3*a1^5 - 8*a5^2*x34^6*a3^2*a2^3*a1^5 + 64*a6^6*a5*a3^3*a2^3*a1^5 + 32*a6^5*a5^2*a3^3*a2^3*a1^5 + 416*a6^4*a5^3*a3^3*a2^3*a1^5 + 416*a6^3*a5^4*a3^3*a2^3*a1^5 + 32*a6^2*a5^5*a3^3*a2^3*a1^5 + 64*a6*a5^6*a3^3*a2^3*a1^5 - 112*a6^6*x34*a3^3*a2^3*a1^5 + 256*a6^5*a5*x34*a3^3*a2^3*a1^5 - 1328*a6^4*a5^2*x34*a3^3*a2^3*a1^5 - 768*a6^3*a5^3*x34*a3^3*a2^3*a1^5 - 1328*a6^2*a5^4*x34*a3^3*a2^3*a1^5 + 256*a6*a5^5*x34*a3^3*a2^3*a1^5 - 112*a5^6*x34*a3^3*a2^3*a1^5 - 32*a6^5*x34^2*a3^3*a2^3*a1^5 + 928*a6^4*a5*x34^2*a3^3*a2^3*a1^5 + 928*a6^3*a5^2*x34^2*a3^3*a2^3*a1^5 + 928*a6^2*a5^3*x34^2*a3^3*a2^3*a1^5 + 928*a6*a5^4*x34^2*a3^3*a2^3*a1^5 - 32*a5^5*x34^2*a3^3*a2^3*a1^5 + 80*a6^4*x34^3*a3^3*a2^3*a1^5 - 1440*a6^3*a5*x34^3*a3^3*a2^3*a1^5 - 160*a6^2*a5^2*x34^3*a3^3*a2^3*a1^5 - 1440*a6*a5^3*x34^3*a3^3*a2^3*a1^5 + 80*a5^4*x34^3*a3^3*a2^3*a1^5 - 400*a6^3*x34^4*a3^3*a2^3*a1^5 + 1168*a6^2*a5*x34^4*a3^3*a2^3*a1^5 + 1168*a6*a5^2*x34^4*a3^3*a2^3*a1^5 - 400*a5^3*x34^4*a3^3*a2^3*a1^5 - 128*a6^2*x34^5*a3^3*a2^3*a1^5 + 256*a6*a5*x34^5*a3^3*a2^3*a1^5 - 128*a5^2*x34^5*a3^3*a2^3*a1^5 - 16*a6*x34^6*a3^3*a2^3*a1^5 - 16*a5*x34^6*a3^3*a2^3*a1^5 - 56*a6^6*a3^4*a2^3*a1^5 + 128*a6^5*a5*a3^4*a2^3*a1^5 - 664*a6^4*a5^2*a3^4*a2^3*a1^5 - 384*a6^3*a5^3*a3^4*a2^3*a1^5 - 664*a6^2*a5^4*a3^4*a2^3*a1^5 + 128*a6*a5^5*a3^4*a2^3*a1^5 - 56*a5^6*a3^4*a2^3*a1^5 - 160*a6^5*x34*a3^4*a2^3*a1^5 + 560*a6^4*a5*x34*a3^4*a2^3*a1^5 + 1840*a6^3*a5^2*x34*a3^4*a2^3*a1^5 + 1840*a6^2*a5^3*x34*a3^4*a2^3*a1^5 + 560*a6*a5^4*x34*a3^4*a2^3*a1^5 - 160*a5^5*x34*a3^4*a2^3*a1^5 + 240*a6^4*x34^2*a3^4*a2^3*a1^5 - 2800*a6^3*a5*x34^2*a3^4*a2^3*a1^5 - 240*a6^2*a5^2*x34^2*a3^4*a2^3*a1^5 - 2800*a6*a5^3*x34^2*a3^4*a2^3*a1^5 + 240*a5^4*x34^2*a3^4*a2^3*a1^5 + 80*a6^3*x34^3*a3^4*a2^3*a1^5 + 1760*a6^2*a5*x34^3*a3^4*a2^3*a1^5 + 1760*a6*a5^2*x34^3*a3^4*a2^3*a1^5 + 80*a5^3*x34^3*a3^4*a2^3*a1^5 - 640*a6^2*x34^4*a3^4*a2^3*a1^5 + 656*a6*a5*x34^4*a3^4*a2^3*a1^5 - 640*a5^2*x34^4*a3^4*a2^3*a1^5 - 48*a6*x34^5*a3^4*a2^3*a1^5 - 48*a5*x34^5*a3^4*a2^3*a1^5 - 8*x34^6*a3^4*a2^3*a1^5 - 64*a6^5*a3^5*a2^3*a1^5 + 224*a6^4*a5*a3^5*a2^3*a1^5 + 736*a6^3*a5^2*a3^5*a2^3*a1^5 + 736*a6^2*a5^3*a3^5*a2^3*a1^5 + 224*a6*a5^4*a3^5*a2^3*a1^5 - 64*a5^5*a3^5*a2^3*a1^5 + 240*a6^4*x34*a3^5*a2^3*a1^5 - 2496*a6^3*a5*x34*a3^5*a2^3*a1^5 - 192*a6^2*a5^2*x34*a3^5*a2^3*a1^5 - 2496*a6*a5^3*x34*a3^5*a2^3*a1^5 + 240*a5^4*x34*a3^5*a2^3*a1^5 + 1040*a6^3*x34^2*a3^5*a2^3*a1^5 + 1488*a6^2*a5*x34^2*a3^5*a2^3*a1^5 + 1488*a6*a5^2*x34^2*a3^5*a2^3*a1^5 + 1040*a5^3*x34^2*a3^5*a2^3*a1^5 - 1520*a6^2*x34^3*a3^5*a2^3*a1^5 + 992*a6*a5*x34^3*a3^5*a2^3*a1^5 - 1520*a5^2*x34^3*a3^5*a2^3*a1^5 + 48*a6*x34^4*a3^5*a2^3*a1^5 + 48*a5*x34^4*a3^5*a2^3*a1^5 - 48*x34^5*a3^5*a2^3*a1^5 + 80*a6^4*a3^6*a2^3*a1^5 - 832*a6^3*a5*a3^6*a2^3*a1^5 - 64*a6^2*a5^2*a3^6*a2^3*a1^5 - 832*a6*a5^3*a3^6*a2^3*a1^5 + 80*a5^4*a3^6*a2^3*a1^5 + 1008*a6^3*x34*a3^6*a2^3*a1^5 + 784*a6^2*a5*x34*a3^6*a2^3*a1^5 + 784*a6*a5^2*x34*a3^6*a2^3*a1^5 + 1008*a5^3*x34*a3^6*a2^3*a1^5 - 1888*a6^2*x34^2*a3^6*a2^3*a1^5 + 928*a6*a5*x34^2*a3^6*a2^3*a1^5 - 1888*a5^2*x34^2*a3^6*a2^3*a1^5 + 336*a6*x34^3*a3^6*a2^3*a1^5 + 336*a5*x34^3*a3^6*a2^3*a1^5 - 128*x34^4*a3^6*a2^3*a1^5 + 288*a6^3*a3^7*a2^3*a1^5 + 224*a6^2*a5*a3^7*a2^3*a1^5 + 224*a6*a5^2*a3^7*a2^3*a1^5 + 288*a5^3*a3^7*a2^3*a1^5 - 1184*a6^2*x34*a3^7*a2^3*a1^5 + 512*a6*a5*x34*a3^7*a2^3*a1^5 - 1184*a5^2*x34*a3^7*a2^3*a1^5 + 480*a6*x34^2*a3^7*a2^3*a1^5 + 480*a5*x34^2*a3^7*a2^3*a1^5 - 192*x34^3*a3^7*a2^3*a1^5 - 296*a6^2*a3^8*a2^3*a1^5 + 128*a6*a5*a3^8*a2^3*a1^5 - 296*a5^2*a3^8*a2^3*a1^5 + 288*a6*x34*a3^8*a2^3*a1^5 + 288*a5*x34*a3^8*a2^3*a1^5 - 168*x34^2*a3^8*a2^3*a1^5 + 64*a6*a3^9*a2^3*a1^5 + 64*a5*a3^9*a2^3*a1^5 - 80*x34*a3^9*a2^3*a1^5 - 16*a3^10*a2^3*a1^5 - 8*a6^6*a5^3*a2^4*a1^5 - 8*a6^3*a5^6*a2^4*a1^5 + 16*a6^6*a5^2*x34*a2^4*a1^5 + 48*a6^5*a5^3*x34*a2^4*a1^5 - 72*a6^4*a5^4*x34*a2^4*a1^5 + 48*a6^3*a5^5*x34*a2^4*a1^5 + 16*a6^2*a5^6*x34*a2^4*a1^5 + 16*a6^6*a5*x34^2*a2^4*a1^5 + 120*a6^5*a5^2*x34^2*a2^4*a1^5 - 120*a6^4*a5^3*x34^2*a2^4*a1^5 - 120*a6^3*a5^4*x34^2*a2^4*a1^5 + 120*a6^2*a5^5*x34^2*a2^4*a1^5 + 16*a6*a5^6*x34^2*a2^4*a1^5 - 8*a6^6*x34^3*a2^4*a1^5 + 48*a6^5*a5*x34^3*a2^4*a1^5 - 120*a6^4*a5^2*x34^3*a2^4*a1^5 + 240*a6^3*a5^3*x34^3*a2^4*a1^5 - 120*a6^2*a5^4*x34^3*a2^4*a1^5 + 48*a6*a5^5*x34^3*a2^4*a1^5 - 8*a5^6*x34^3*a2^4*a1^5 - 72*a6^4*a5*x34^4*a2^4*a1^5 - 120*a6^3*a5^2*x34^4*a2^4*a1^5 - 120*a6^2*a5^3*x34^4*a2^4*a1^5 - 72*a6*a5^4*x34^4*a2^4*a1^5 + 48*a6^3*a5*x34^5*a2^4*a1^5 + 120*a6^2*a5^2*x34^5*a2^4*a1^5 + 48*a6*a5^3*x34^5*a2^4*a1^5 - 8*a6^3*x34^6*a2^4*a1^5 + 16*a6^2*a5*x34^6*a2^4*a1^5 + 16*a6*a5^2*x34^6*a2^4*a1^5 - 8*a5^3*x34^6*a2^4*a1^5 + 32*a6^6*a5^2*a3*a2^4*a1^5 + 96*a6^5*a5^3*a3*a2^4*a1^5 - 144*a6^4*a5^4*a3*a2^4*a1^5 + 96*a6^3*a5^5*a3*a2^4*a1^5 + 32*a6^2*a5^6*a3*a2^4*a1^5 - 40*a6^6*a5*x34*a3*a2^4*a1^5 + 24*a6^5*a5^2*x34*a3*a2^4*a1^5 - 144*a6^4*a5^3*x34*a3*a2^4*a1^5 - 144*a6^3*a5^4*x34*a3*a2^4*a1^5 + 24*a6^2*a5^5*x34*a3*a2^4*a1^5 - 40*a6*a5^6*x34*a3*a2^4*a1^5 - 8*a6^6*x34^2*a3*a2^4*a1^5 - 72*a6^5*a5*x34^2*a3*a2^4*a1^5 - 72*a6^4*a5^2*x34^2*a3*a2^4*a1^5 + 688*a6^3*a5^3*x34^2*a3*a2^4*a1^5 - 72*a6^2*a5^4*x34^2*a3*a2^4*a1^5 - 72*a6*a5^5*x34^2*a3*a2^4*a1^5 - 8*a5^6*x34^2*a3*a2^4*a1^5 + 48*a6^5*x34^3*a3*a2^4*a1^5 - 192*a6^4*a5*x34^3*a3*a2^4*a1^5 - 512*a6^3*a5^2*x34^3*a3*a2^4*a1^5 - 512*a6^2*a5^3*x34^3*a3*a2^4*a1^5 - 192*a6*a5^4*x34^3*a3*a2^4*a1^5 + 48*a5^5*x34^3*a3*a2^4*a1^5 - 72*a6^4*x34^4*a3*a2^4*a1^5 + 336*a6^3*a5*x34^4*a3*a2^4*a1^5 + 888*a6^2*a5^2*x34^4*a3*a2^4*a1^5 + 336*a6*a5^3*x34^4*a3*a2^4*a1^5 - 72*a5^4*x34^4*a3*a2^4*a1^5 - 120*a6^2*a5*x34^5*a3*a2^4*a1^5 - 120*a6*a5^2*x34^5*a3*a2^4*a1^5 + 16*a6^2*x34^6*a3*a2^4*a1^5 - 72*a6*a5*x34^6*a3*a2^4*a1^5 + 16*a5^2*x34^6*a3*a2^4*a1^5 - 40*a6^6*a5*a3^2*a2^4*a1^5 + 24*a6^5*a5^2*a3^2*a2^4*a1^5 - 144*a6^4*a5^3*a3^2*a2^4*a1^5 - 144*a6^3*a5^4*a3^2*a2^4*a1^5 + 24*a6^2*a5^5*a3^2*a2^4*a1^5 - 40*a6*a5^6*a3^2*a2^4*a1^5 + 24*a6^6*x34*a3^2*a2^4*a1^5 - 504*a6^5*a5*x34*a3^2*a2^4*a1^5 + 504*a6^4*a5^2*x34*a3^2*a2^4*a1^5 + 624*a6^3*a5^3*x34*a3^2*a2^4*a1^5 + 504*a6^2*a5^4*x34*a3^2*a2^4*a1^5 - 504*a6*a5^5*x34*a3^2*a2^4*a1^5 + 24*a5^6*x34*a3^2*a2^4*a1^5 + 264*a6^5*x34^2*a3^2*a2^4*a1^5 + 144*a6^4*a5*x34^2*a3^2*a2^4*a1^5 - 1176*a6^3*a5^2*x34^2*a3^2*a2^4*a1^5 - 1176*a6^2*a5^3*x34^2*a3^2*a2^4*a1^5 + 144*a6*a5^4*x34^2*a3^2*a2^4*a1^5 + 264*a5^5*x34^2*a3^2*a2^4*a1^5 - 408*a6^4*x34^3*a3^2*a2^4*a1^5 + 832*a6^3*a5*x34^3*a3^2*a2^4*a1^5 + 1992*a6^2*a5^2*x34^3*a3^2*a2^4*a1^5 + 832*a6*a5^3*x34^3*a3^2*a2^4*a1^5 - 408*a5^4*x34^3*a3^2*a2^4*a1^5 - 552*a6^2*a5*x34^4*a3^2*a2^4*a1^5 - 552*a6*a5^2*x34^4*a3^2*a2^4*a1^5 + 216*a6^2*x34^5*a3^2*a2^4*a1^5 - 648*a6*a5*x34^5*a3^2*a2^4*a1^5 + 216*a5^2*x34^5*a3^2*a2^4*a1^5 + 16*a6*x34^6*a3^2*a2^4*a1^5 + 16*a5*x34^6*a3^2*a2^4*a1^5 + 16*a6^6*a3^3*a2^4*a1^5 - 336*a6^5*a5*a3^3*a2^4*a1^5 + 336*a6^4*a5^2*a3^3*a2^4*a1^5 + 416*a6^3*a5^3*a3^3*a2^4*a1^5 + 336*a6^2*a5^4*a3^3*a2^4*a1^5 - 336*a6*a5^5*a3^3*a2^4*a1^5 + 16*a5^6*a3^3*a2^4*a1^5 + 432*a6^5*x34*a3^3*a2^4*a1^5 + 672*a6^4*a5*x34*a3^3*a2^4*a1^5 - 1328*a6^3*a5^2*x34*a3^3*a2^4*a1^5 - 1328*a6^2*a5^3*x34*a3^3*a2^4*a1^5 + 672*a6*a5^4*x34*a3^3*a2^4*a1^5 + 432*a5^5*x34*a3^3*a2^4*a1^5 - 912*a6^4*x34^2*a3^3*a2^4*a1^5 + 928*a6^3*a5*x34^2*a3^3*a2^4*a1^5 + 1488*a6^2*a5^2*x34^2*a3^3*a2^4*a1^5 + 928*a6*a5^3*x34^2*a3^3*a2^4*a1^5 - 912*a5^4*x34^2*a3^3*a2^4*a1^5 + 80*a6^3*x34^3*a3^3*a2^4*a1^5 - 720*a6^2*a5*x34^3*a3^3*a2^4*a1^5 - 720*a6*a5^2*x34^3*a3^3*a2^4*a1^5 + 80*a5^3*x34^3*a3^3*a2^4*a1^5 + 720*a6^2*x34^4*a3^3*a2^4*a1^5 - 2064*a6*a5*x34^4*a3^3*a2^4*a1^5 + 720*a5^2*x34^4*a3^3*a2^4*a1^5 + 144*a6*x34^5*a3^3*a2^4*a1^5 + 144*a5*x34^5*a3^3*a2^4*a1^5 - 8*x34^6*a3^3*a2^4*a1^5 + 216*a6^5*a3^4*a2^4*a1^5 + 336*a6^4*a5*a3^4*a2^4*a1^5 - 664*a6^3*a5^2*a3^4*a2^4*a1^5 - 664*a6^2*a5^3*a3^4*a2^4*a1^5 + 336*a6*a5^4*a3^4*a2^4*a1^5 + 216*a5^5*a3^4*a2^4*a1^5 - 960*a6^4*x34*a3^4*a2^4*a1^5 + 560*a6^3*a5*x34*a3^4*a2^4*a1^5 + 240*a6^2*a5^2*x34*a3^4*a2^4*a1^5 + 560*a6*a5^3*x34*a3^4*a2^4*a1^5 - 960*a5^4*x34*a3^4*a2^4*a1^5 + 240*a6^3*x34^2*a3^4*a2^4*a1^5 + 240*a5^3*x34^2*a3^4*a2^4*a1^5 + 920*a6^2*x34^3*a3^4*a2^4*a1^5 - 3120*a6*a5*x34^3*a3^4*a2^4*a1^5 + 920*a5^2*x34^3*a3^4*a2^4*a1^5 + 408*a6*x34^4*a3^4*a2^4*a1^5 + 408*a5*x34^4*a3^4*a2^4*a1^5 - 48*x34^5*a3^4*a2^4*a1^5 - 384*a6^4*a3^5*a2^4*a1^5 + 224*a6^3*a5*a3^5*a2^4*a1^5 + 96*a6^2*a5^2*a3^5*a2^4*a1^5 + 224*a6*a5^3*a3^5*a2^4*a1^5 - 384*a5^4*a3^5*a2^4*a1^5 + 240*a6^3*x34*a3^5*a2^4*a1^5 + 432*a6^2*a5*x34*a3^5*a2^4*a1^5 + 432*a6*a5^2*x34*a3^5*a2^4*a1^5 + 240*a5^3*x34*a3^5*a2^4*a1^5 + 480*a6^2*x34^2*a3^5*a2^4*a1^5 - 2592*a6*a5*x34^2*a3^5*a2^4*a1^5 + 480*a5^2*x34^2*a3^5*a2^4*a1^5 + 560*a6*x34^3*a3^5*a2^4*a1^5 + 560*a5*x34^3*a3^5*a2^4*a1^5 - 120*x34^4*a3^5*a2^4*a1^5 + 80*a6^3*a3^6*a2^4*a1^5 + 144*a6^2*a5*a3^6*a2^4*a1^5 + 144*a6*a5^2*a3^6*a2^4*a1^5 + 80*a5^3*a3^6*a2^4*a1^5 + 112*a6^2*x34*a3^6*a2^4*a1^5 - 1344*a6*a5*x34*a3^6*a2^4*a1^5 + 112*a5^2*x34*a3^6*a2^4*a1^5 + 448*a6*x34^2*a3^6*a2^4*a1^5 + 448*a5*x34^2*a3^6*a2^4*a1^5 - 168*x34^3*a3^6*a2^4*a1^5 + 32*a6^2*a3^7*a2^4*a1^5 - 384*a6*a5*a3^7*a2^4*a1^5 + 32*a5^2*a3^7*a2^4*a1^5 + 224*a6*x34*a3^7*a2^4*a1^5 + 224*a5*x34*a3^7*a2^4*a1^5 - 144*x34^2*a3^7*a2^4*a1^5 + 56*a6*a3^8*a2^4*a1^5 + 56*a5*a3^8*a2^4*a1^5 - 72*x34*a3^8*a2^4*a1^5 - 16*a3^9*a2^4*a1^5 + 8*a6^6*a5^2*a2^5*a1^5 + 8*a6^2*a5^6*a2^5*a1^5 - 8*a6^6*a5*x34*a2^5*a1^5 - 72*a6^5*a5^2*x34*a2^5*a1^5 + 48*a6^4*a5^3*x34*a2^5*a1^5 + 48*a6^3*a5^4*x34*a2^5*a1^5 - 72*a6^2*a5^5*x34*a2^5*a1^5 - 8*a6*a5^6*x34*a2^5*a1^5 + 8*a6^6*x34^2*a2^5*a1^5 - 72*a6^5*a5*x34^2*a2^5*a1^5 + 120*a6^4*a5^2*x34^2*a2^5*a1^5 - 80*a6^3*a5^3*x34^2*a2^5*a1^5 + 120*a6^2*a5^4*x34^2*a2^5*a1^5 - 72*a6*a5^5*x34^2*a2^5*a1^5 + 8*a5^6*x34^2*a2^5*a1^5 + 48*a6^4*a5*x34^3*a2^5*a1^5 - 80*a6^3*a5^2*x34^3*a2^5*a1^5 - 80*a6^2*a5^3*x34^3*a2^5*a1^5 + 48*a6*a5^4*x34^3*a2^5*a1^5 + 48*a6^3*a5*x34^4*a2^5*a1^5 + 120*a6^2*a5^2*x34^4*a2^5*a1^5 + 48*a6*a5^3*x34^4*a2^5*a1^5 - 72*a6^2*a5*x34^5*a2^5*a1^5 - 72*a6*a5^2*x34^5*a2^5*a1^5 + 8*a6^2*x34^6*a2^5*a1^5 - 8*a6*a5*x34^6*a2^5*a1^5 + 8*a5^2*x34^6*a2^5*a1^5 - 16*a6^6*a5*a3*a2^5*a1^5 - 144*a6^5*a5^2*a3*a2^5*a1^5 + 96*a6^4*a5^3*a3*a2^5*a1^5 + 96*a6^3*a5^4*a3*a2^5*a1^5 - 144*a6^2*a5^5*a3*a2^5*a1^5 - 16*a6*a5^6*a3*a2^5*a1^5 + 8*a6^6*x34*a3*a2^5*a1^5 + 288*a6^5*a5*x34*a3*a2^5*a1^5 + 24*a6^4*a5^2*x34*a3*a2^5*a1^5 - 192*a6^3*a5^3*x34*a3*a2^5*a1^5 + 24*a6^2*a5^4*x34*a3*a2^5*a1^5 + 288*a6*a5^5*x34*a3*a2^5*a1^5 + 8*a5^6*x34*a3*a2^5*a1^5 - 72*a6^5*x34^2*a3*a2^5*a1^5 - 72*a6^4*a5*x34^2*a3*a2^5*a1^5 - 144*a6^3*a5^2*x34^2*a3*a2^5*a1^5 - 144*a6^2*a5^3*x34^2*a3*a2^5*a1^5 - 72*a6*a5^4*x34^2*a3*a2^5*a1^5 - 72*a5^5*x34^2*a3*a2^5*a1^5 + 48*a6^4*x34^3*a3*a2^5*a1^5 + 160*a6^3*a5*x34^3*a3*a2^5*a1^5 + 576*a6^2*a5^2*x34^3*a3*a2^5*a1^5 + 160*a6*a5^3*x34^3*a3*a2^5*a1^5 + 48*a5^4*x34^3*a3*a2^5*a1^5 + 48*a6^3*x34^4*a3*a2^5*a1^5 - 576*a6^2*a5*x34^4*a3*a2^5*a1^5 - 576*a6*a5^2*x34^4*a3*a2^5*a1^5 + 48*a5^3*x34^4*a3*a2^5*a1^5 - 24*a6^2*x34^5*a3*a2^5*a1^5 + 384*a6*a5*x34^5*a3*a2^5*a1^5 - 24*a5^2*x34^5*a3*a2^5*a1^5 - 8*a6*x34^6*a3*a2^5*a1^5 - 8*a5*x34^6*a3*a2^5*a1^5 + 8*a6^6*a3^2*a2^5*a1^5 + 288*a6^5*a5*a3^2*a2^5*a1^5 + 24*a6^4*a5^2*a3^2*a2^5*a1^5 - 192*a6^3*a5^3*a3^2*a2^5*a1^5 + 24*a6^2*a5^4*a3^2*a2^5*a1^5 + 288*a6*a5^5*a3^2*a2^5*a1^5 + 8*a5^6*a3^2*a2^5*a1^5 - 216*a6^5*x34*a3^2*a2^5*a1^5 - 504*a6^4*a5*x34*a3^2*a2^5*a1^5 + 48*a6^3*a5^2*x34*a3^2*a2^5*a1^5 + 48*a6^2*a5^3*x34*a3^2*a2^5*a1^5 - 504*a6*a5^4*x34*a3^2*a2^5*a1^5 - 216*a5^5*x34*a3^2*a2^5*a1^5 + 264*a6^4*x34^2*a3^2*a2^5*a1^5 + 288*a6^3*a5*x34^2*a3^2*a2^5*a1^5 + 1008*a6^2*a5^2*x34^2*a3^2*a2^5*a1^5 + 288*a6*a5^3*x34^2*a3^2*a2^5*a1^5 + 264*a5^4*x34^2*a3^2*a2^5*a1^5 + 112*a6^3*x34^3*a3^2*a2^5*a1^5 - 1488*a6^2*a5*x34^3*a3^2*a2^5*a1^5 - 1488*a6*a5^2*x34^3*a3^2*a2^5*a1^5 + 112*a5^3*x34^3*a3^2*a2^5*a1^5 - 120*a6^2*x34^4*a3^2*a2^5*a1^5 + 1824*a6*a5*x34^4*a3^2*a2^5*a1^5 - 120*a5^2*x34^4*a3^2*a2^5*a1^5 - 120*a6*x34^5*a3^2*a2^5*a1^5 - 120*a5*x34^5*a3^2*a2^5*a1^5 + 8*x34^6*a3^2*a2^5*a1^5 - 144*a6^5*a3^3*a2^5*a1^5 - 336*a6^4*a5*a3^3*a2^5*a1^5 + 32*a6^3*a5^2*a3^3*a2^5*a1^5 + 32*a6^2*a5^3*a3^3*a2^5*a1^5 - 336*a6*a5^4*a3^3*a2^5*a1^5 - 144*a5^5*a3^3*a2^5*a1^5 + 432*a6^4*x34*a3^3*a2^5*a1^5 + 256*a6^3*a5*x34*a3^3*a2^5*a1^5 + 864*a6^2*a5^2*x34*a3^3*a2^5*a1^5 + 256*a6*a5^3*x34*a3^3*a2^5*a1^5 + 432*a5^4*x34*a3^3*a2^5*a1^5 - 32*a6^3*x34^2*a3^3*a2^5*a1^5 - 1632*a6^2*a5*x34^2*a3^3*a2^5*a1^5 - 1632*a6*a5^2*x34^2*a3^3*a2^5*a1^5 - 32*a5^3*x34^2*a3^3*a2^5*a1^5 - 160*a6^2*x34^3*a3^3*a2^5*a1^5 + 3264*a6*a5*x34^3*a3^3*a2^5*a1^5 - 160*a5^2*x34^3*a3^3*a2^5*a1^5 - 432*a6*x34^4*a3^3*a2^5*a1^5 - 432*a5*x34^4*a3^3*a2^5*a1^5 + 48*x34^5*a3^3*a2^5*a1^5 + 216*a6^4*a3^4*a2^5*a1^5 + 128*a6^3*a5*a3^4*a2^5*a1^5 + 432*a6^2*a5^2*a3^4*a2^5*a1^5 + 128*a6*a5^3*a3^4*a2^5*a1^5 + 216*a5^4*a3^4*a2^5*a1^5 - 160*a6^3*x34*a3^4*a2^5*a1^5 - 960*a6^2*a5*x34*a3^4*a2^5*a1^5 - 960*a6*a5^2*x34*a3^4*a2^5*a1^5 - 160*a5^3*x34*a3^4*a2^5*a1^5 + 2592*a6*a5*x34^2*a3^4*a2^5*a1^5 - 640*a6*x34^3*a3^4*a2^5*a1^5 - 640*a5*x34^3*a3^4*a2^5*a1^5 + 120*x34^4*a3^4*a2^5*a1^5 - 64*a6^3*a3^5*a2^5*a1^5 - 384*a6^2*a5*a3^5*a2^5*a1^5 - 384*a6*a5^2*a3^5*a2^5*a1^5 - 64*a5^3*a3^5*a2^5*a1^5 + 96*a6^2*x34*a3^5*a2^5*a1^5 + 1152*a6*a5*x34*a3^5*a2^5*a1^5 + 96*a5^2*x34*a3^5*a2^5*a1^5 - 480*a6*x34^2*a3^5*a2^5*a1^5 - 480*a5*x34^2*a3^5*a2^5*a1^5 + 160*x34^3*a3^5*a2^5*a1^5 + 32*a6^2*a3^6*a2^5*a1^5 + 384*a6*a5*a3^6*a2^5*a1^5 + 32*a5^2*a3^6*a2^5*a1^5 - 224*a6*x34*a3^6*a2^5*a1^5 - 224*a5*x34*a3^6*a2^5*a1^5 + 128*x34^2*a3^6*a2^5*a1^5 - 64*a6*a3^7*a2^5*a1^5 - 64*a5*a3^7*a2^5*a1^5 + 64*x34*a3^7*a2^5*a1^5 + 16*a3^8*a2^5*a1^5 + 8*a6^5*a5^2*a2^6*a1^5 - 8*a6^4*a5^3*a2^6*a1^5 - 8*a6^3*a5^4*a2^6*a1^5 + 8*a6^2*a5^5*a2^6*a1^5 - 8*a6^5*a5*x34*a2^6*a1^5 + 16*a6^4*a5^2*x34*a2^6*a1^5 - 16*a6^3*a5^3*x34*a2^6*a1^5 + 16*a6^2*a5^4*x34*a2^6*a1^5 - 8*a6*a5^5*x34*a2^6*a1^5 + 8*a6^5*x34^2*a2^6*a1^5 + 16*a6^4*a5*x34^2*a2^6*a1^5 - 8*a6^3*a5^2*x34^2*a2^6*a1^5 - 8*a6^2*a5^3*x34^2*a2^6*a1^5 + 16*a6*a5^4*x34^2*a2^6*a1^5 + 8*a5^5*x34^2*a2^6*a1^5 - 8*a6^4*x34^3*a2^6*a1^5 - 16*a6^3*a5*x34^3*a2^6*a1^5 - 8*a6^2*a5^2*x34^3*a2^6*a1^5 - 16*a6*a5^3*x34^3*a2^6*a1^5 - 8*a5^4*x34^3*a2^6*a1^5 - 8*a6^3*x34^4*a2^6*a1^5 + 16*a6^2*a5*x34^4*a2^6*a1^5 + 16*a6*a5^2*x34^4*a2^6*a1^5 - 8*a5^3*x34^4*a2^6*a1^5 + 8*a6^2*x34^5*a2^6*a1^5 - 8*a6*a5*x34^5*a2^6*a1^5 + 8*a5^2*x34^5*a2^6*a1^5 - 16*a6^5*a5*a3*a2^6*a1^5 + 32*a6^4*a5^2*a3*a2^6*a1^5 - 32*a6^3*a5^3*a3*a2^6*a1^5 + 32*a6^2*a5^4*a3*a2^6*a1^5 - 16*a6*a5^5*a3*a2^6*a1^5 + 8*a6^5*x34*a3*a2^6*a1^5 - 40*a6^4*a5*x34*a3*a2^6*a1^5 + 32*a6^3*a5^2*x34*a3*a2^6*a1^5 + 32*a6^2*a5^3*x34*a3*a2^6*a1^5 - 40*a6*a5^4*x34*a3*a2^6*a1^5 + 8*a5^5*x34*a3*a2^6*a1^5 - 8*a6^4*x34^2*a3*a2^6*a1^5 - 96*a6^2*a5^2*x34^2*a3*a2^6*a1^5 - 8*a5^4*x34^2*a3*a2^6*a1^5 - 48*a6^3*x34^3*a3*a2^6*a1^5 + 112*a6^2*a5*x34^3*a3*a2^6*a1^5 + 112*a6*a5^2*x34^3*a3*a2^6*a1^5 - 48*a5^3*x34^3*a3*a2^6*a1^5 + 56*a6^2*x34^4*a3*a2^6*a1^5 - 112*a6*a5*x34^4*a3*a2^6*a1^5 + 56*a5^2*x34^4*a3*a2^6*a1^5 - 8*a6*x34^5*a3*a2^6*a1^5 - 8*a5*x34^5*a3*a2^6*a1^5 + 8*a6^5*a3^2*a2^6*a1^5 - 40*a6^4*a5*a3^2*a2^6*a1^5 + 32*a6^3*a5^2*a3^2*a2^6*a1^5 + 32*a6^2*a5^3*a3^2*a2^6*a1^5 - 40*a6*a5^4*a3^2*a2^6*a1^5 + 8*a5^5*a3^2*a2^6*a1^5 + 24*a6^4*x34*a3^2*a2^6*a1^5 + 96*a6^3*a5*x34*a3^2*a2^6*a1^5 - 240*a6^2*a5^2*x34*a3^2*a2^6*a1^5 + 96*a6*a5^3*x34*a3^2*a2^6*a1^5 + 24*a5^4*x34*a3^2*a2^6*a1^5 - 104*a6^3*x34^2*a3^2*a2^6*a1^5 + 168*a6^2*a5*x34^2*a3^2*a2^6*a1^5 + 168*a6*a5^2*x34^2*a3^2*a2^6*a1^5 - 104*a5^3*x34^2*a3^2*a2^6*a1^5 + 136*a6^2*x34^3*a3^2*a2^6*a1^5 - 320*a6*a5*x34^3*a3^2*a2^6*a1^5 + 136*a5^2*x34^3*a3^2*a2^6*a1^5 - 24*a6*x34^4*a3^2*a2^6*a1^5 - 24*a5*x34^4*a3^2*a2^6*a1^5 + 8*x34^5*a3^2*a2^6*a1^5 + 16*a6^4*a3^3*a2^6*a1^5 + 64*a6^3*a5*a3^3*a2^6*a1^5 - 160*a6^2*a5^2*a3^3*a2^6*a1^5 + 64*a6*a5^3*a3^3*a2^6*a1^5 + 16*a5^4*a3^3*a2^6*a1^5 - 112*a6^3*x34*a3^3*a2^6*a1^5 + 112*a6^2*a5*x34*a3^3*a2^6*a1^5 + 112*a6*a5^2*x34*a3^3*a2^6*a1^5 - 112*a5^3*x34*a3^3*a2^6*a1^5 + 144*a6^2*x34^2*a3^3*a2^6*a1^5 - 320*a6*a5*x34^2*a3^3*a2^6*a1^5 + 144*a5^2*x34^2*a3^3*a2^6*a1^5 - 32*a6*x34^3*a3^3*a2^6*a1^5 - 32*a5*x34^3*a3^3*a2^6*a1^5 + 32*x34^4*a3^3*a2^6*a1^5 - 56*a6^3*a3^4*a2^6*a1^5 + 56*a6^2*a5*a3^4*a2^6*a1^5 + 56*a6*a5^2*a3^4*a2^6*a1^5 - 56*a5^3*a3^4*a2^6*a1^5 + 80*a6^2*x34*a3^4*a2^6*a1^5 - 160*a6*a5*x34*a3^4*a2^6*a1^5 + 80*a5^2*x34*a3^4*a2^6*a1^5 - 16*a6*x34^2*a3^4*a2^6*a1^5 - 16*a5*x34^2*a3^4*a2^6*a1^5 + 40*x34^3*a3^4*a2^6*a1^5 + 32*a6^2*a3^5*a2^6*a1^5 - 64*a6*a5*a3^5*a2^6*a1^5 + 32*a5^2*a3^5*a2^6*a1^5 + 16*x34^2*a3^5*a2^6*a1^5 - 8*a6^6*a5^4*x34^2*a1^6 + 8*a6^5*a5^5*x34^2*a1^6 - 8*a6^4*a5^6*x34^2*a1^6 + 16*a6^6*a5^3*x34^3*a1^6 - 8*a6^5*a5^4*x34^3*a1^6 - 8*a6^4*a5^5*x34^3*a1^6 + 16*a6^3*a5^6*x34^3*a1^6 - 8*a6^6*a5^2*x34^4*a1^6 - 8*a6^5*a5^3*x34^4*a1^6 + 24*a6^4*a5^4*x34^4*a1^6 - 8*a6^3*a5^5*x34^4*a1^6 - 8*a6^2*a5^6*x34^4*a1^6 + 8*a6^5*a5^2*x34^5*a1^6 - 8*a6^4*a5^3*x34^5*a1^6 - 8*a6^3*a5^4*x34^5*a1^6 + 8*a6^2*a5^5*x34^5*a1^6 - 8*a6^4*a5^2*x34^6*a1^6 + 16*a6^3*a5^3*x34^6*a1^6 - 8*a6^2*a5^4*x34^6*a1^6 - 8*a6^6*a5^4*x34*a3*a1^6 + 8*a6^5*a5^5*x34*a3*a1^6 - 8*a6^4*a5^6*x34*a3*a1^6 + 40*a6^6*a5^3*x34^2*a3*a1^6 - 8*a6^5*a5^4*x34^2*a3*a1^6 - 8*a6^4*a5^5*x34^2*a3*a1^6 + 40*a6^3*a5^6*x34^2*a3*a1^6 - 40*a6^6*a5^2*x34^3*a3*a1^6 - 48*a6^5*a5^3*x34^3*a3*a1^6 + 88*a6^4*a5^4*x34^3*a3*a1^6 - 48*a6^3*a5^5*x34^3*a3*a1^6 - 40*a6^2*a5^6*x34^3*a3*a1^6 + 8*a6^6*a5*x34^4*a3*a1^6 + 56*a6^5*a5^2*x34^4*a3*a1^6 - 48*a6^4*a5^3*x34^4*a3*a1^6 - 48*a6^3*a5^4*x34^4*a3*a1^6 + 56*a6^2*a5^5*x34^4*a3*a1^6 + 8*a6*a5^6*x34^4*a3*a1^6 - 8*a6^5*a5*x34^5*a3*a1^6 - 32*a6^4*a5^2*x34^5*a3*a1^6 + 80*a6^3*a5^3*x34^5*a3*a1^6 - 32*a6^2*a5^4*x34^5*a3*a1^6 - 8*a6*a5^5*x34^5*a3*a1^6 + 8*a6^4*a5*x34^6*a3*a1^6 - 8*a6^3*a5^2*x34^6*a3*a1^6 - 8*a6^2*a5^3*x34^6*a3*a1^6 + 8*a6*a5^4*x34^6*a3*a1^6 - 8*a6^6*a5^4*a3^2*a1^6 + 8*a6^5*a5^5*a3^2*a1^6 - 8*a6^4*a5^6*a3^2*a1^6 + 24*a6^6*a5^3*x34*a3^2*a1^6 + 24*a6^5*a5^4*x34*a3^2*a1^6 + 24*a6^4*a5^5*x34*a3^2*a1^6 + 24*a6^3*a5^6*x34*a3^2*a1^6 - 48*a6^6*a5^2*x34^2*a3^2*a1^6 - 104*a6^5*a5^3*x34^2*a3^2*a1^6 - 8*a6^4*a5^4*x34^2*a3^2*a1^6 - 104*a6^3*a5^5*x34^2*a3^2*a1^6 - 48*a6^2*a5^6*x34^2*a3^2*a1^6 + 24*a6^6*a5*x34^3*a3^2*a1^6 + 136*a6^5*a5^2*x34^3*a3^2*a1^6 + 136*a6^2*a5^5*x34^3*a3^2*a1^6 + 24*a6*a5^6*x34^3*a3^2*a1^6 - 8*a6^6*x34^4*a3^2*a1^6 - 24*a6^5*a5*x34^4*a3^2*a1^6 - 168*a6^4*a5^2*x34^4*a3^2*a1^6 + 272*a6^3*a5^3*x34^4*a3^2*a1^6 - 168*a6^2*a5^4*x34^4*a3^2*a1^6 - 24*a6*a5^5*x34^4*a3^2*a1^6 - 8*a5^6*x34^4*a3^2*a1^6 + 8*a6^5*x34^5*a3^2*a1^6 + 64*a6^4*a5*x34^5*a3^2*a1^6 - 56*a6^3*a5^2*x34^5*a3^2*a1^6 - 56*a6^2*a5^3*x34^5*a3^2*a1^6 + 64*a6*a5^4*x34^5*a3^2*a1^6 + 8*a5^5*x34^5*a3^2*a1^6 - 8*a6^4*x34^6*a3^2*a1^6 - 8*a6^3*a5*x34^6*a3^2*a1^6 + 24*a6^2*a5^2*x34^6*a3^2*a1^6 - 8*a6*a5^3*x34^6*a3^2*a1^6 - 8*a5^4*x34^6*a3^2*a1^6 + 16*a6^6*a5^3*a3^3*a1^6 + 16*a6^5*a5^4*a3^3*a1^6 + 16*a6^4*a5^5*a3^3*a1^6 + 16*a6^3*a5^6*a3^3*a1^6 - 16*a6^6*a5^2*x34*a3^3*a1^6 - 112*a6^5*a5^3*x34*a3^3*a1^6 - 192*a6^4*a5^4*x34*a3^3*a1^6 - 112*a6^3*a5^5*x34*a3^3*a1^6 - 16*a6^2*a5^6*x34*a3^3*a1^6 + 16*a6^6*a5*x34^2*a3^3*a1^6 + 144*a6^5*a5^2*x34^2*a3^3*a1^6 + 320*a6^4*a5^3*x34^2*a3^3*a1^6 + 320*a6^3*a5^4*x34^2*a3^3*a1^6 + 144*a6^2*a5^5*x34^2*a3^3*a1^6 + 16*a6*a5^6*x34^2*a3^3*a1^6 - 16*a6^6*x34^3*a3^3*a1^6 - 32*a6^5*a5*x34^3*a3^3*a1^6 - 400*a6^4*a5^2*x34^3*a3^3*a1^6 + 80*a6^3*a5^3*x34^3*a3^3*a1^6 - 400*a6^2*a5^4*x34^3*a3^3*a1^6 - 32*a6*a5^5*x34^3*a3^3*a1^6 - 16*a5^6*x34^3*a3^3*a1^6 + 32*a6^5*x34^4*a3^3*a1^6 + 192*a6^4*a5*x34^4*a3^3*a1^6 - 48*a6^3*a5^2*x34^4*a3^3*a1^6 - 48*a6^2*a5^3*x34^4*a3^3*a1^6 + 192*a6*a5^4*x34^4*a3^3*a1^6 + 32*a5^5*x34^4*a3^3*a1^6 - 56*a6^4*x34^5*a3^3*a1^6 - 64*a6^3*a5*x34^5*a3^3*a1^6 + 136*a6^2*a5^2*x34^5*a3^3*a1^6 - 64*a6*a5^3*x34^5*a3^3*a1^6 - 56*a5^4*x34^5*a3^3*a1^6 + 16*a6^3*x34^6*a3^3*a1^6 - 8*a6^2*a5*x34^6*a3^3*a1^6 - 8*a6*a5^2*x34^6*a3^3*a1^6 + 16*a5^3*x34^6*a3^3*a1^6 - 8*a6^6*a5^2*a3^4*a1^6 - 56*a6^5*a5^3*a3^4*a1^6 - 96*a6^4*a5^4*a3^4*a1^6 - 56*a6^3*a5^5*a3^4*a1^6 - 8*a6^2*a5^6*a3^4*a1^6 + 80*a6^5*a5^2*x34*a3^4*a1^6 + 480*a6^4*a5^3*x34*a3^4*a1^6 + 480*a6^3*a5^4*x34*a3^4*a1^6 + 80*a6^2*a5^5*x34*a3^4*a1^6 - 8*a6^6*x34^2*a3^4*a1^6 - 16*a6^5*a5*x34^2*a3^4*a1^6 - 520*a6^4*a5^2*x34^2*a3^4*a1^6 - 720*a6^3*a5^3*x34^2*a3^4*a1^6 - 520*a6^2*a5^4*x34^2*a3^4*a1^6 - 16*a6*a5^5*x34^2*a3^4*a1^6 - 8*a5^6*x34^2*a3^4*a1^6 + 40*a6^5*x34^3*a3^4*a1^6 + 280*a6^4*a5*x34^3*a3^4*a1^6 + 320*a6^3*a5^2*x34^3*a3^4*a1^6 + 320*a6^2*a5^3*x34^3*a3^4*a1^6 + 280*a6*a5^4*x34^3*a3^4*a1^6 + 40*a5^5*x34^3*a3^4*a1^6 - 136*a6^4*x34^4*a3^4*a1^6 - 208*a6^3*a5*x34^4*a3^4*a1^6 + 192*a6^2*a5^2*x34^4*a3^4*a1^6 - 208*a6*a5^3*x34^4*a3^4*a1^6 - 136*a5^4*x34^4*a3^4*a1^6 + 88*a6^3*x34^5*a3^4*a1^6 - 32*a6^2*a5*x34^5*a3^4*a1^6 - 32*a6*a5^2*x34^5*a3^4*a1^6 + 88*a5^3*x34^5*a3^4*a1^6 - 8*a6^2*x34^6*a3^4*a1^6 + 8*a6*a5*x34^6*a3^4*a1^6 - 8*a5^2*x34^6*a3^4*a1^6 + 32*a6^5*a5^2*a3^5*a1^6 + 192*a6^4*a5^3*a3^5*a1^6 + 192*a6^3*a5^4*a3^5*a1^6 + 32*a6^2*a5^5*a3^5*a1^6 - 384*a6^4*a5^2*x34*a3^5*a1^6 - 912*a6^3*a5^3*x34*a3^5*a1^6 - 384*a6^2*a5^4*x34*a3^5*a1^6 + 16*a6^5*x34^2*a3^5*a1^6 + 224*a6^4*a5*x34^2*a3^5*a1^6 + 800*a6^3*a5^2*x34^2*a3^5*a1^6 + 800*a6^2*a5^3*x34^2*a3^5*a1^6 + 224*a6*a5^4*x34^2*a3^5*a1^6 + 16*a5^5*x34^2*a3^5*a1^6 - 152*a6^4*x34^3*a3^5*a1^6 - 368*a6^3*a5*x34^3*a3^5*a1^6 - 120*a6^2*a5^2*x34^3*a3^5*a1^6 - 368*a6*a5^3*x34^3*a3^5*a1^6 - 152*a5^4*x34^3*a3^5*a1^6 + 192*a6^3*x34^4*a3^5*a1^6 - 24*a6^2*a5*x34^4*a3^5*a1^6 - 24*a6*a5^2*x34^4*a3^5*a1^6 + 192*a5^3*x34^4*a3^5*a1^6 - 40*a6^2*x34^5*a3^5*a1^6 + 40*a6*a5*x34^5*a3^5*a1^6 - 40*a5^2*x34^5*a3^5*a1^6 - 128*a6^4*a5^2*a3^6*a1^6 - 304*a6^3*a5^3*a3^6*a1^6 - 128*a6^2*a5^4*a3^6*a1^6 + 112*a6^4*a5*x34*a3^6*a1^6 + 672*a6^3*a5^2*x34*a3^6*a1^6 + 672*a6^2*a5^3*x34*a3^6*a1^6 + 112*a6*a5^4*x34*a3^6*a1^6 - 88*a6^4*x34^2*a3^6*a1^6 - 384*a6^3*a5*x34^2*a3^6*a1^6 - 488*a6^2*a5^2*x34^2*a3^6*a1^6 - 384*a6*a5^3*x34^2*a3^6*a1^6 - 88*a5^4*x34^2*a3^6*a1^6 + 224*a6^3*x34^3*a3^6*a1^6 + 56*a6^2*a5*x34^3*a3^6*a1^6 + 56*a6*a5^2*x34^3*a3^6*a1^6 + 224*a5^3*x34^3*a3^6*a1^6 - 88*a6^2*x34^4*a3^6*a1^6 + 88*a6*a5*x34^4*a3^6*a1^6 - 88*a5^2*x34^4*a3^6*a1^6 + 32*a6^4*a5*a3^7*a1^6 + 192*a6^3*a5^2*a3^7*a1^6 + 192*a6^2*a5^3*a3^7*a1^6 + 32*a6*a5^4*a3^7*a1^6 - 32*a6^4*x34*a3^7*a1^6 - 224*a6^3*a5*x34*a3^7*a1^6 - 384*a6^2*a5^2*x34*a3^7*a1^6 - 224*a6*a5^3*x34*a3^7*a1^6 - 32*a5^4*x34*a3^7*a1^6 + 160*a6^3*x34^2*a3^7*a1^6 + 112*a6^2*a5*x34^2*a3^7*a1^6 + 112*a6*a5^2*x34^2*a3^7*a1^6 + 160*a5^3*x34^2*a3^7*a1^6 - 112*a6^2*x34^3*a3^7*a1^6 + 112*a6*a5*x34^3*a3^7*a1^6 - 112*a5^2*x34^3*a3^7*a1^6 - 8*a6^4*a3^8*a1^6 - 56*a6^3*a5*a3^8*a1^6 - 96*a6^2*a5^2*a3^8*a1^6 - 56*a6*a5^3*a3^8*a1^6 - 8*a5^4*a3^8*a1^6 + 72*a6^3*x34*a3^8*a1^6 + 72*a6^2*a5*x34*a3^8*a1^6 + 72*a6*a5^2*x34*a3^8*a1^6 + 72*a5^3*x34*a3^8*a1^6 - 88*a6^2*x34^2*a3^8*a1^6 + 88*a6*a5*x34^2*a3^8*a1^6 - 88*a5^2*x34^2*a3^8*a1^6 + 16*a6^3*a3^9*a1^6 + 16*a6^2*a5*a3^9*a1^6 + 16*a6*a5^2*a3^9*a1^6 + 16*a5^3*a3^9*a1^6 - 40*a6^2*x34*a3^9*a1^6 + 40*a6*a5*x34*a3^9*a1^6 - 40*a5^2*x34*a3^9*a1^6 - 8*a6^2*a3^10*a1^6 + 8*a6*a5*a3^10*a1^6 - 8*a5^2*a3^10*a1^6 + 8*a6^6*a5^4*x34*a2*a1^6 - 8*a6^5*a5^5*x34*a2*a1^6 + 8*a6^4*a5^6*x34*a2*a1^6 - 8*a6^6*a5^3*x34^2*a2*a1^6 + 16*a6^5*a5^4*x34^2*a2*a1^6 + 16*a6^4*a5^5*x34^2*a2*a1^6 - 8*a6^3*a5^6*x34^2*a2*a1^6 - 8*a6^6*a5^2*x34^3*a2*a1^6 - 16*a6^5*a5^3*x34^3*a2*a1^6 - 8*a6^4*a5^4*x34^3*a2*a1^6 - 16*a6^3*a5^5*x34^3*a2*a1^6 - 8*a6^2*a5^6*x34^3*a2*a1^6 + 8*a6^6*a5*x34^4*a2*a1^6 + 16*a6^5*a5^2*x34^4*a2*a1^6 - 8*a6^4*a5^3*x34^4*a2*a1^6 - 8*a6^3*a5^4*x34^4*a2*a1^6 + 16*a6^2*a5^5*x34^4*a2*a1^6 + 8*a6*a5^6*x34^4*a2*a1^6 - 8*a6^5*a5*x34^5*a2*a1^6 + 16*a6^4*a5^2*x34^5*a2*a1^6 - 16*a6^3*a5^3*x34^5*a2*a1^6 + 16*a6^2*a5^4*x34^5*a2*a1^6 - 8*a6*a5^5*x34^5*a2*a1^6 + 8*a6^4*a5*x34^6*a2*a1^6 - 8*a6^3*a5^2*x34^6*a2*a1^6 - 8*a6^2*a5^3*x34^6*a2*a1^6 + 8*a6*a5^4*x34^6*a2*a1^6 + 16*a6^6*a5^4*a3*a2*a1^6 - 16*a6^5*a5^5*a3*a2*a1^6 + 16*a6^4*a5^6*a3*a2*a1^6 - 16*a6^6*a5^3*x34*a3*a2*a1^6 - 40*a6^5*a5^4*x34*a3*a2*a1^6 - 40*a6^4*a5^5*x34*a3*a2*a1^6 - 16*a6^3*a5^6*x34*a3*a2*a1^6 - 24*a6^6*a5^2*x34^2*a3*a2*a1^6 + 96*a6^4*a5^4*x34^2*a3*a2*a1^6 - 24*a6^2*a5^6*x34^2*a3*a2*a1^6 + 32*a6^6*a5*x34^3*a3*a2*a1^6 + 112*a6^5*a5^2*x34^3*a3*a2*a1^6 - 112*a6^4*a5^3*x34^3*a3*a2*a1^6 - 112*a6^3*a5^4*x34^3*a3*a2*a1^6 + 112*a6^2*a5^5*x34^3*a3*a2*a1^6 + 32*a6*a5^6*x34^3*a3*a2*a1^6 + 8*a6^6*x34^4*a3*a2*a1^6 - 112*a6^5*a5*x34^4*a3*a2*a1^6 + 200*a6^4*a5^2*x34^4*a3*a2*a1^6 - 160*a6^3*a5^3*x34^4*a3*a2*a1^6 + 200*a6^2*a5^4*x34^4*a3*a2*a1^6 - 112*a6*a5^5*x34^4*a3*a2*a1^6 + 8*a5^6*x34^4*a3*a2*a1^6 - 8*a6^5*x34^5*a3*a2*a1^6 - 24*a6^4*a5*x34^5*a3*a2*a1^6 - 24*a6*a5^4*x34^5*a3*a2*a1^6 - 8*a5^5*x34^5*a3*a2*a1^6 + 8*a6^4*x34^6*a3*a2*a1^6 + 8*a5^4*x34^6*a3*a2*a1^6 - 16*a6^6*a5^3*a3^2*a2*a1^6 - 40*a6^5*a5^4*a3^2*a2*a1^6 - 40*a6^4*a5^5*a3^2*a2*a1^6 - 16*a6^3*a5^6*a3^2*a2*a1^6 - 24*a6^6*a5^2*x34*a3^2*a2*a1^6 + 96*a6^5*a5^3*x34*a3^2*a2*a1^6 + 336*a6^4*a5^4*x34*a3^2*a2*a1^6 + 96*a6^3*a5^5*x34*a3^2*a2*a1^6 - 24*a6^2*a5^6*x34*a3^2*a2*a1^6 + 48*a6^6*a5*x34^2*a3^2*a2*a1^6 + 168*a6^5*a5^2*x34^2*a3^2*a2*a1^6 - 408*a6^4*a5^3*x34^2*a3^2*a2*a1^6 - 408*a6^3*a5^4*x34^2*a3^2*a2*a1^6 + 168*a6^2*a5^5*x34^2*a3^2*a2*a1^6 + 48*a6*a5^6*x34^2*a3^2*a2*a1^6 + 24*a6^6*x34^3*a3^2*a2*a1^6 - 320*a6^5*a5*x34^3*a3^2*a2*a1^6 + 520*a6^4*a5^2*x34^3*a3^2*a2*a1^6 - 240*a6^3*a5^3*x34^3*a3^2*a2*a1^6 + 520*a6^2*a5^4*x34^3*a3^2*a2*a1^6 - 320*a6*a5^5*x34^3*a3^2*a2*a1^6 + 24*a5^6*x34^3*a3^2*a2*a1^6 - 24*a6^5*x34^4*a3^2*a2*a1^6 - 120*a6^4*a5*x34^4*a3^2*a2*a1^6 - 120*a6*a5^4*x34^4*a3^2*a2*a1^6 - 24*a5^5*x34^4*a3^2*a2*a1^6 + 64*a6^4*x34^5*a3^2*a2*a1^6 + 48*a6^3*a5*x34^5*a3^2*a2*a1^6 - 72*a6^2*a5^2*x34^5*a3^2*a2*a1^6 + 48*a6*a5^3*x34^5*a3^2*a2*a1^6 + 64*a5^4*x34^5*a3^2*a2*a1^6 - 8*a6^3*x34^6*a3^2*a2*a1^6 - 8*a5^3*x34^6*a3^2*a2*a1^6 - 16*a6^6*a5^2*a3^3*a2*a1^6 + 64*a6^5*a5^3*a3^3*a2*a1^6 + 224*a6^4*a5^4*a3^3*a2*a1^6 + 64*a6^3*a5^5*a3^3*a2*a1^6 - 16*a6^2*a5^6*a3^3*a2*a1^6 + 32*a6^6*a5*x34*a3^3*a2*a1^6 + 112*a6^5*a5^2*x34*a3^3*a2*a1^6 - 592*a6^4*a5^3*x34*a3^3*a2*a1^6 - 592*a6^3*a5^4*x34*a3^3*a2*a1^6 + 112*a6^2*a5^5*x34*a3^3*a2*a1^6 + 32*a6*a5^6*x34*a3^3*a2*a1^6 + 16*a6^6*x34^2*a3^3*a2*a1^6 - 320*a6^5*a5*x34^2*a3^3*a2*a1^6 + 400*a6^4*a5^2*x34^2*a3^3*a2*a1^6 + 320*a6^3*a5^3*x34^2*a3^3*a2*a1^6 + 400*a6^2*a5^4*x34^2*a3^3*a2*a1^6 - 320*a6*a5^5*x34^2*a3^3*a2*a1^6 + 16*a5^6*x34^2*a3^3*a2*a1^6 - 32*a6^5*x34^3*a3^3*a2*a1^6 - 160*a6^4*a5*x34^3*a3^3*a2*a1^6 + 80*a6^3*a5^2*x34^3*a3^3*a2*a1^6 + 80*a6^2*a5^3*x34^3*a3^3*a2*a1^6 - 160*a6*a5^4*x34^3*a3^3*a2*a1^6 - 32*a5^5*x34^3*a3^3*a2*a1^6 + 192*a6^4*x34^4*a3^3*a2*a1^6 + 160*a6^3*a5*x34^4*a3^3*a2*a1^6 - 480*a6^2*a5^2*x34^4*a3^3*a2*a1^6 + 160*a6*a5^3*x34^4*a3^3*a2*a1^6 + 192*a5^4*x34^4*a3^3*a2*a1^6 - 64*a6^3*x34^5*a3^3*a2*a1^6 + 48*a6^2*a5*x34^5*a3^3*a2*a1^6 + 48*a6*a5^2*x34^5*a3^3*a2*a1^6 - 64*a5^3*x34^5*a3^3*a2*a1^6 - 8*a6^2*x34^6*a3^3*a2*a1^6 - 8*a5^2*x34^6*a3^3*a2*a1^6 + 16*a6^6*a5*a3^4*a2*a1^6 + 56*a6^5*a5^2*a3^4*a2*a1^6 - 296*a6^4*a5^3*a3^4*a2*a1^6 - 296*a6^3*a5^4*a3^4*a2*a1^6 + 56*a6^2*a5^5*a3^4*a2*a1^6 + 16*a6*a5^6*a3^4*a2*a1^6 - 160*a6^5*a5*x34*a3^4*a2*a1^6 + 80*a6^4*a5^2*x34*a3^4*a2*a1^6 + 720*a6^3*a5^3*x34*a3^4*a2*a1^6 + 80*a6^2*a5^4*x34*a3^4*a2*a1^6 - 160*a6*a5^5*x34*a3^4*a2*a1^6 - 16*a6^5*x34^2*a3^4*a2*a1^6 + 240*a6^3*a5^2*x34^2*a3^4*a2*a1^6 + 240*a6^2*a5^3*x34^2*a3^4*a2*a1^6 - 16*a5^5*x34^2*a3^4*a2*a1^6 + 280*a6^4*x34^3*a3^4*a2*a1^6 + 80*a6^3*a5*x34^3*a3^4*a2*a1^6 - 1320*a6^2*a5^2*x34^3*a3^4*a2*a1^6 + 80*a6*a5^3*x34^3*a3^4*a2*a1^6 + 280*a5^4*x34^3*a3^4*a2*a1^6 - 208*a6^3*x34^4*a3^4*a2*a1^6 + 360*a6^2*a5*x34^4*a3^4*a2*a1^6 + 360*a6*a5^2*x34^4*a3^4*a2*a1^6 - 208*a5^3*x34^4*a3^4*a2*a1^6 - 32*a6^2*x34^5*a3^4*a2*a1^6 - 72*a6*a5*x34^5*a3^4*a2*a1^6 - 32*a5^2*x34^5*a3^4*a2*a1^6 + 8*a6*x34^6*a3^4*a2*a1^6 + 8*a5*x34^6*a3^4*a2*a1^6 - 64*a6^5*a5*a3^5*a2*a1^6 + 32*a6^4*a5^2*a3^5*a2*a1^6 + 288*a6^3*a5^3*a3^5*a2*a1^6 + 32*a6^2*a5^4*a3^5*a2*a1^6 - 64*a6*a5^5*a3^5*a2*a1^6 + 96*a6^4*a5*x34*a3^5*a2*a1^6 + 240*a6^3*a5^2*x34*a3^5*a2*a1^6 + 240*a6^2*a5^3*x34*a3^5*a2*a1^6 + 96*a6*a5^4*x34*a3^5*a2*a1^6 + 224*a6^4*x34^2*a3^5*a2*a1^6 - 192*a6^3*a5*x34^2*a3^5*a2*a1^6 - 1872*a6^2*a5^2*x34^2*a3^5*a2*a1^6 - 192*a6*a5^3*x34^2*a3^5*a2*a1^6 + 224*a5^4*x34^2*a3^5*a2*a1^6 - 368*a6^3*x34^3*a3^5*a2*a1^6 + 1008*a6^2*a5*x34^3*a3^5*a2*a1^6 + 1008*a6*a5^2*x34^3*a3^5*a2*a1^6 - 368*a5^3*x34^3*a3^5*a2*a1^6 - 24*a6^2*x34^4*a3^5*a2*a1^6 - 432*a6*a5*x34^4*a3^5*a2*a1^6 - 24*a5^2*x34^4*a3^5*a2*a1^6 + 40*a6*x34^5*a3^5*a2*a1^6 + 40*a5*x34^5*a3^5*a2*a1^6 + 32*a6^4*a5*a3^6*a2*a1^6 + 80*a6^3*a5^2*a3^6*a2*a1^6 + 80*a6^2*a5^3*a3^6*a2*a1^6 + 32*a6*a5^4*a3^6*a2*a1^6 + 112*a6^4*x34*a3^6*a2*a1^6 - 224*a6^3*a5*x34*a3^6*a2*a1^6 - 1344*a6^2*a5^2*x34*a3^6*a2*a1^6 - 224*a6*a5^3*x34*a3^6*a2*a1^6 + 112*a5^4*x34*a3^6*a2*a1^6 - 384*a6^3*x34^2*a3^6*a2*a1^6 + 1344*a6^2*a5*x34^2*a3^6*a2*a1^6 + 1344*a6*a5^2*x34^2*a3^6*a2*a1^6 - 384*a5^3*x34^2*a3^6*a2*a1^6 + 56*a6^2*x34^3*a3^6*a2*a1^6 - 1008*a6*a5*x34^3*a3^6*a2*a1^6 + 56*a5^2*x34^3*a3^6*a2*a1^6 + 88*a6*x34^4*a3^6*a2*a1^6 + 88*a5*x34^4*a3^6*a2*a1^6 + 32*a6^4*a3^7*a2*a1^6 - 64*a6^3*a5*a3^7*a2*a1^6 - 384*a6^2*a5^2*a3^7*a2*a1^6 - 64*a6*a5^3*a3^7*a2*a1^6 + 32*a5^4*a3^7*a2*a1^6 - 224*a6^3*x34*a3^7*a2*a1^6 + 864*a6^2*a5*x34*a3^7*a2*a1^6 + 864*a6*a5^2*x34*a3^7*a2*a1^6 - 224*a5^3*x34*a3^7*a2*a1^6 + 112*a6^2*x34^2*a3^7*a2*a1^6 - 1152*a6*a5*x34^2*a3^7*a2*a1^6 + 112*a5^2*x34^2*a3^7*a2*a1^6 + 112*a6*x34^3*a3^7*a2*a1^6 + 112*a5*x34^3*a3^7*a2*a1^6 - 56*a6^3*a3^8*a2*a1^6 + 216*a6^2*a5*a3^8*a2*a1^6 + 216*a6*a5^2*a3^8*a2*a1^6 - 56*a5^3*a3^8*a2*a1^6 + 72*a6^2*x34*a3^8*a2*a1^6 - 648*a6*a5*x34*a3^8*a2*a1^6 + 72*a5^2*x34*a3^8*a2*a1^6 + 88*a6*x34^2*a3^8*a2*a1^6 + 88*a5*x34^2*a3^8*a2*a1^6 + 16*a6^2*a3^9*a2*a1^6 - 144*a6*a5*a3^9*a2*a1^6 + 16*a5^2*a3^9*a2*a1^6 + 40*a6*x34*a3^9*a2*a1^6 + 40*a5*x34*a3^9*a2*a1^6 + 8*a6*a3^10*a2*a1^6 + 8*a5*a3^10*a2*a1^6 - 8*a6^6*a5^4*a2^2*a1^6 + 8*a6^5*a5^5*a2^2*a1^6 - 8*a6^4*a5^6*a2^2*a1^6 - 8*a6^6*a5^3*x34*a2^2*a1^6 + 16*a6^5*a5^4*x34*a2^2*a1^6 + 16*a6^4*a5^5*x34*a2^2*a1^6 - 8*a6^3*a5^6*x34*a2^2*a1^6 + 24*a6^6*a5^2*x34^2*a2^2*a1^6 - 8*a6^5*a5^3*x34^2*a2^2*a1^6 - 128*a6^4*a5^4*x34^2*a2^2*a1^6 - 8*a6^3*a5^5*x34^2*a2^2*a1^6 + 24*a6^2*a5^6*x34^2*a2^2*a1^6 - 8*a6^6*a5*x34^3*a2^2*a1^6 - 8*a6^5*a5^2*x34^3*a2^2*a1^6 + 112*a6^4*a5^3*x34^3*a2^2*a1^6 + 112*a6^3*a5^4*x34^3*a2^2*a1^6 - 8*a6^2*a5^5*x34^3*a2^2*a1^6 - 8*a6*a5^6*x34^3*a2^2*a1^6 - 8*a6^6*x34^4*a2^2*a1^6 + 16*a6^5*a5*x34^4*a2^2*a1^6 - 128*a6^4*a5^2*x34^4*a2^2*a1^6 + 112*a6^3*a5^3*x34^4*a2^2*a1^6 - 128*a6^2*a5^4*x34^4*a2^2*a1^6 + 16*a6*a5^5*x34^4*a2^2*a1^6 - 8*a5^6*x34^4*a2^2*a1^6 + 8*a6^5*x34^5*a2^2*a1^6 + 16*a6^4*a5*x34^5*a2^2*a1^6 - 8*a6^3*a5^2*x34^5*a2^2*a1^6 - 8*a6^2*a5^3*x34^5*a2^2*a1^6 + 16*a6*a5^4*x34^5*a2^2*a1^6 + 8*a5^5*x34^5*a2^2*a1^6 - 8*a6^4*x34^6*a2^2*a1^6 - 8*a6^3*a5*x34^6*a2^2*a1^6 + 24*a6^2*a5^2*x34^6*a2^2*a1^6 - 8*a6*a5^3*x34^6*a2^2*a1^6 - 8*a5^4*x34^6*a2^2*a1^6 - 16*a6^6*a5^3*a3*a2^2*a1^6 + 32*a6^5*a5^4*a3*a2^2*a1^6 + 32*a6^4*a5^5*a3*a2^2*a1^6 - 16*a6^3*a5^6*a3*a2^2*a1^6 + 48*a6^6*a5^2*x34*a3*a2^2*a1^6 + 32*a6^5*a5^3*x34*a3*a2^2*a1^6 - 136*a6^4*a5^4*x34*a3*a2^2*a1^6 + 32*a6^3*a5^5*x34*a3*a2^2*a1^6 + 48*a6^2*a5^6*x34*a3*a2^2*a1^6 - 24*a6^6*a5*x34^2*a3*a2^2*a1^6 - 96*a6^5*a5^2*x34^2*a3*a2^2*a1^6 + 216*a6^4*a5^3*x34^2*a3*a2^2*a1^6 + 216*a6^3*a5^4*x34^2*a3*a2^2*a1^6 - 96*a6^2*a5^5*x34^2*a3*a2^2*a1^6 - 24*a6*a5^6*x34^2*a3*a2^2*a1^6 - 40*a6^6*x34^3*a3*a2^2*a1^6 + 112*a6^5*a5*x34^3*a3*a2^2*a1^6 - 632*a6^4*a5^2*x34^3*a3*a2^2*a1^6 + 688*a6^3*a5^3*x34^3*a3*a2^2*a1^6 - 632*a6^2*a5^4*x34^3*a3*a2^2*a1^6 + 112*a6*a5^5*x34^3*a3*a2^2*a1^6 - 40*a5^6*x34^3*a3*a2^2*a1^6 + 56*a6^5*x34^4*a3*a2^2*a1^6 + 200*a6^4*a5*x34^4*a3*a2^2*a1^6 - 160*a6^3*a5^2*x34^4*a3*a2^2*a1^6 - 160*a6^2*a5^3*x34^4*a3*a2^2*a1^6 + 200*a6*a5^4*x34^4*a3*a2^2*a1^6 + 56*a5^5*x34^4*a3*a2^2*a1^6 - 32*a6^4*x34^5*a3*a2^2*a1^6 + 72*a6^2*a5^2*x34^5*a3*a2^2*a1^6 - 32*a5^4*x34^5*a3*a2^2*a1^6 - 8*a6^3*x34^6*a3*a2^2*a1^6 - 8*a5^3*x34^6*a3*a2^2*a1^6 + 48*a6^6*a5^2*a3^2*a2^2*a1^6 + 32*a6^5*a5^3*a3^2*a2^2*a1^6 - 136*a6^4*a5^4*a3^2*a2^2*a1^6 + 32*a6^3*a5^5*a3^2*a2^2*a1^6 + 48*a6^2*a5^6*a3^2*a2^2*a1^6 - 24*a6^6*a5*x34*a3^2*a2^2*a1^6 - 240*a6^5*a5^2*x34*a3^2*a2^2*a1^6 - 24*a6^4*a5^3*x34*a3^2*a2^2*a1^6 - 24*a6^3*a5^4*x34*a3^2*a2^2*a1^6 - 240*a6^2*a5^5*x34*a3^2*a2^2*a1^6 - 24*a6*a5^6*x34*a3^2*a2^2*a1^6 - 48*a6^6*x34^2*a3^2*a2^2*a1^6 + 168*a6^5*a5*x34^2*a3^2*a2^2*a1^6 - 408*a6^4*a5^2*x34^2*a3^2*a2^2*a1^6 + 1152*a6^3*a5^3*x34^2*a3^2*a2^2*a1^6 - 408*a6^2*a5^4*x34^2*a3^2*a2^2*a1^6 + 168*a6*a5^5*x34^2*a3^2*a2^2*a1^6 - 48*a5^6*x34^2*a3^2*a2^2*a1^6 + 136*a6^5*x34^3*a3^2*a2^2*a1^6 + 520*a6^4*a5*x34^3*a3^2*a2^2*a1^6 - 800*a6^3*a5^2*x34^3*a3^2*a2^2*a1^6 - 800*a6^2*a5^3*x34^3*a3^2*a2^2*a1^6 + 520*a6*a5^4*x34^3*a3^2*a2^2*a1^6 + 136*a5^5*x34^3*a3^2*a2^2*a1^6 - 168*a6^4*x34^4*a3^2*a2^2*a1^6 + 720*a6^2*a5^2*x34^4*a3^2*a2^2*a1^6 - 168*a5^4*x34^4*a3^2*a2^2*a1^6 - 56*a6^3*x34^5*a3^2*a2^2*a1^6 - 72*a6^2*a5*x34^5*a3^2*a2^2*a1^6 - 72*a6*a5^2*x34^5*a3^2*a2^2*a1^6 - 56*a5^3*x34^5*a3^2*a2^2*a1^6 + 24*a6^2*x34^6*a3^2*a2^2*a1^6 + 24*a5^2*x34^6*a3^2*a2^2*a1^6 - 16*a6^6*a5*a3^3*a2^2*a1^6 - 160*a6^5*a5^2*a3^3*a2^2*a1^6 - 16*a6^4*a5^3*a3^3*a2^2*a1^6 - 16*a6^3*a5^4*a3^3*a2^2*a1^6 - 160*a6^2*a5^5*a3^3*a2^2*a1^6 - 16*a6*a5^6*a3^3*a2^2*a1^6 - 16*a6^6*x34*a3^3*a2^2*a1^6 + 112*a6^5*a5*x34*a3^3*a2^2*a1^6 + 448*a6^4*a5^2*x34*a3^3*a2^2*a1^6 + 928*a6^3*a5^3*x34*a3^3*a2^2*a1^6 + 448*a6^2*a5^4*x34*a3^3*a2^2*a1^6 + 112*a6*a5^5*x34*a3^3*a2^2*a1^6 - 16*a5^6*x34*a3^3*a2^2*a1^6 + 144*a6^5*x34^2*a3^3*a2^2*a1^6 + 400*a6^4*a5*x34^2*a3^3*a2^2*a1^6 - 1760*a6^3*a5^2*x34^2*a3^3*a2^2*a1^6 - 1760*a6^2*a5^3*x34^2*a3^3*a2^2*a1^6 + 400*a6*a5^4*x34^2*a3^3*a2^2*a1^6 + 144*a5^5*x34^2*a3^3*a2^2*a1^6 - 400*a6^4*x34^3*a3^3*a2^2*a1^6 + 80*a6^3*a5*x34^3*a3^3*a2^2*a1^6 + 2400*a6^2*a5^2*x34^3*a3^3*a2^2*a1^6 + 80*a6*a5^3*x34^3*a3^3*a2^2*a1^6 - 400*a5^4*x34^3*a3^3*a2^2*a1^6 - 48*a6^3*x34^4*a3^3*a2^2*a1^6 - 480*a6^2*a5*x34^4*a3^3*a2^2*a1^6 - 480*a6*a5^2*x34^4*a3^3*a2^2*a1^6 - 48*a5^3*x34^4*a3^3*a2^2*a1^6 + 136*a6^2*x34^5*a3^3*a2^2*a1^6 + 48*a6*a5*x34^5*a3^3*a2^2*a1^6 + 136*a5^2*x34^5*a3^3*a2^2*a1^6 - 8*a6*x34^6*a3^3*a2^2*a1^6 - 8*a5*x34^6*a3^3*a2^2*a1^6 - 8*a6^6*a3^4*a2^2*a1^6 + 56*a6^5*a5*a3^4*a2^2*a1^6 + 224*a6^4*a5^2*a3^4*a2^2*a1^6 + 464*a6^3*a5^3*a3^4*a2^2*a1^6 + 224*a6^2*a5^4*a3^4*a2^2*a1^6 + 56*a6*a5^5*a3^4*a2^2*a1^6 - 8*a5^6*a3^4*a2^2*a1^6 + 80*a6^5*x34*a3^4*a2^2*a1^6 + 80*a6^4*a5*x34*a3^4*a2^2*a1^6 - 1840*a6^3*a5^2*x34*a3^4*a2^2*a1^6 - 1840*a6^2*a5^3*x34*a3^4*a2^2*a1^6 + 80*a6*a5^4*x34*a3^4*a2^2*a1^6 + 80*a5^5*x34*a3^4*a2^2*a1^6 - 520*a6^4*x34^2*a3^4*a2^2*a1^6 + 240*a6^3*a5*x34^2*a3^4*a2^2*a1^6 + 3960*a6^2*a5^2*x34^2*a3^4*a2^2*a1^6 + 240*a6*a5^3*x34^2*a3^4*a2^2*a1^6 - 520*a5^4*x34^2*a3^4*a2^2*a1^6 + 320*a6^3*x34^3*a3^4*a2^2*a1^6 - 1320*a6^2*a5*x34^3*a3^4*a2^2*a1^6 - 1320*a6*a5^2*x34^3*a3^4*a2^2*a1^6 + 320*a5^3*x34^3*a3^4*a2^2*a1^6 + 192*a6^2*x34^4*a3^4*a2^2*a1^6 + 360*a6*a5*x34^4*a3^4*a2^2*a1^6 + 192*a5^2*x34^4*a3^4*a2^2*a1^6 - 32*a6*x34^5*a3^4*a2^2*a1^6 - 32*a5*x34^5*a3^4*a2^2*a1^6 - 8*x34^6*a3^4*a2^2*a1^6 + 32*a6^5*a3^5*a2^2*a1^6 + 32*a6^4*a5*a3^5*a2^2*a1^6 - 736*a6^3*a5^2*a3^5*a2^2*a1^6 - 736*a6^2*a5^3*a3^5*a2^2*a1^6 + 32*a6*a5^4*a3^5*a2^2*a1^6 + 32*a5^5*a3^5*a2^2*a1^6 - 384*a6^4*x34*a3^5*a2^2*a1^6 + 240*a6^3*a5*x34*a3^5*a2^2*a1^6 + 3312*a6^2*a5^2*x34*a3^5*a2^2*a1^6 + 240*a6*a5^3*x34*a3^5*a2^2*a1^6 - 384*a5^4*x34*a3^5*a2^2*a1^6 + 800*a6^3*x34^2*a3^5*a2^2*a1^6 - 1872*a6^2*a5*x34^2*a3^5*a2^2*a1^6 - 1872*a6*a5^2*x34^2*a3^5*a2^2*a1^6 + 800*a5^3*x34^2*a3^5*a2^2*a1^6 - 120*a6^2*x34^3*a3^5*a2^2*a1^6 + 1008*a6*a5*x34^3*a3^5*a2^2*a1^6 - 120*a5^2*x34^3*a3^5*a2^2*a1^6 - 24*a6*x34^4*a3^5*a2^2*a1^6 - 24*a5*x34^4*a3^5*a2^2*a1^6 - 40*x34^5*a3^5*a2^2*a1^6 - 128*a6^4*a3^6*a2^2*a1^6 + 80*a6^3*a5*a3^6*a2^2*a1^6 + 1104*a6^2*a5^2*a3^6*a2^2*a1^6 + 80*a6*a5^3*a3^6*a2^2*a1^6 - 128*a5^4*a3^6*a2^2*a1^6 + 672*a6^3*x34*a3^6*a2^2*a1^6 - 1344*a6^2*a5*x34*a3^6*a2^2*a1^6 - 1344*a6*a5^2*x34*a3^6*a2^2*a1^6 + 672*a5^3*x34*a3^6*a2^2*a1^6 - 488*a6^2*x34^2*a3^6*a2^2*a1^6 + 1344*a6*a5*x34^2*a3^6*a2^2*a1^6 - 488*a5^2*x34^2*a3^6*a2^2*a1^6 + 56*a6*x34^3*a3^6*a2^2*a1^6 + 56*a5*x34^3*a3^6*a2^2*a1^6 - 88*x34^4*a3^6*a2^2*a1^6 + 192*a6^3*a3^7*a2^2*a1^6 - 384*a6^2*a5*a3^7*a2^2*a1^6 - 384*a6*a5^2*a3^7*a2^2*a1^6 + 192*a5^3*a3^7*a2^2*a1^6 - 384*a6^2*x34*a3^7*a2^2*a1^6 + 864*a6*a5*x34*a3^7*a2^2*a1^6 - 384*a5^2*x34*a3^7*a2^2*a1^6 + 112*a6*x34^2*a3^7*a2^2*a1^6 + 112*a5*x34^2*a3^7*a2^2*a1^6 - 112*x34^3*a3^7*a2^2*a1^6 - 96*a6^2*a3^8*a2^2*a1^6 + 216*a6*a5*a3^8*a2^2*a1^6 - 96*a5^2*a3^8*a2^2*a1^6 + 72*a6*x34*a3^8*a2^2*a1^6 + 72*a5*x34*a3^8*a2^2*a1^6 - 88*x34^2*a3^8*a2^2*a1^6 + 16*a6*a3^9*a2^2*a1^6 + 16*a5*a3^9*a2^2*a1^6 - 40*x34*a3^9*a2^2*a1^6 - 8*a3^10*a2^2*a1^6 + 16*a6^6*a5^3*a2^3*a1^6 - 8*a6^5*a5^4*a2^3*a1^6 - 8*a6^4*a5^5*a2^3*a1^6 + 16*a6^3*a5^6*a2^3*a1^6 - 8*a6^6*a5^2*x34*a2^3*a1^6 - 16*a6^5*a5^3*x34*a2^3*a1^6 - 8*a6^4*a5^4*x34*a2^3*a1^6 - 16*a6^3*a5^5*x34*a2^3*a1^6 - 8*a6^2*a5^6*x34*a2^3*a1^6 - 8*a6^6*a5*x34^2*a2^3*a1^6 - 8*a6^5*a5^2*x34^2*a2^3*a1^6 + 112*a6^4*a5^3*x34^2*a2^3*a1^6 + 112*a6^3*a5^4*x34^2*a2^3*a1^6 - 8*a6^2*a5^5*x34^2*a2^3*a1^6 - 8*a6*a5^6*x34^2*a2^3*a1^6 + 16*a6^6*x34^3*a2^3*a1^6 - 16*a6^5*a5*x34^3*a2^3*a1^6 + 112*a6^4*a5^2*x34^3*a2^3*a1^6 - 528*a6^3*a5^3*x34^3*a2^3*a1^6 + 112*a6^2*a5^4*x34^3*a2^3*a1^6 - 16*a6*a5^5*x34^3*a2^3*a1^6 + 16*a5^6*x34^3*a2^3*a1^6 - 8*a6^5*x34^4*a2^3*a1^6 - 8*a6^4*a5*x34^4*a2^3*a1^6 + 112*a6^3*a5^2*x34^4*a2^3*a1^6 + 112*a6^2*a5^3*x34^4*a2^3*a1^6 - 8*a6*a5^4*x34^4*a2^3*a1^6 - 8*a5^5*x34^4*a2^3*a1^6 - 8*a6^4*x34^5*a2^3*a1^6 - 16*a6^3*a5*x34^5*a2^3*a1^6 - 8*a6^2*a5^2*x34^5*a2^3*a1^6 - 16*a6*a5^3*x34^5*a2^3*a1^6 - 8*a5^4*x34^5*a2^3*a1^6 + 16*a6^3*x34^6*a2^3*a1^6 - 8*a6^2*a5*x34^6*a2^3*a1^6 - 8*a6*a5^2*x34^6*a2^3*a1^6 + 16*a5^3*x34^6*a2^3*a1^6 - 16*a6^6*a5^2*a3*a2^3*a1^6 - 32*a6^5*a5^3*a3*a2^3*a1^6 - 16*a6^4*a5^4*a3*a2^3*a1^6 - 32*a6^3*a5^5*a3*a2^3*a1^6 - 16*a6^2*a5^6*a3*a2^3*a1^6 - 16*a6^6*a5*x34*a3*a2^3*a1^6 + 32*a6^5*a5^2*x34*a3*a2^3*a1^6 + 144*a6^4*a5^3*x34*a3*a2^3*a1^6 + 144*a6^3*a5^4*x34*a3*a2^3*a1^6 + 32*a6^2*a5^5*x34*a3*a2^3*a1^6 - 16*a6*a5^6*x34*a3*a2^3*a1^6 + 40*a6^6*x34^2*a3*a2^3*a1^6 + 216*a6^4*a5^2*x34^2*a3*a2^3*a1^6 - 1344*a6^3*a5^3*x34^2*a3*a2^3*a1^6 + 216*a6^2*a5^4*x34^2*a3*a2^3*a1^6 + 40*a5^6*x34^2*a3*a2^3*a1^6 - 48*a6^5*x34^3*a3*a2^3*a1^6 - 112*a6^4*a5*x34^3*a3*a2^3*a1^6 + 688*a6^3*a5^2*x34^3*a3*a2^3*a1^6 + 688*a6^2*a5^3*x34^3*a3*a2^3*a1^6 - 112*a6*a5^4*x34^3*a3*a2^3*a1^6 - 48*a5^5*x34^3*a3*a2^3*a1^6 - 48*a6^4*x34^4*a3*a2^3*a1^6 - 160*a6^3*a5*x34^4*a3*a2^3*a1^6 - 160*a6^2*a5^2*x34^4*a3*a2^3*a1^6 - 160*a6*a5^3*x34^4*a3*a2^3*a1^6 - 48*a5^4*x34^4*a3*a2^3*a1^6 + 80*a6^3*x34^5*a3*a2^3*a1^6 + 80*a5^3*x34^5*a3*a2^3*a1^6 - 8*a6^2*x34^6*a3*a2^3*a1^6 - 8*a5^2*x34^6*a3*a2^3*a1^6 - 16*a6^6*a5*a3^2*a2^3*a1^6 + 32*a6^5*a5^2*a3^2*a2^3*a1^6 + 144*a6^4*a5^3*a3^2*a2^3*a1^6 + 144*a6^3*a5^4*a3^2*a2^3*a1^6 + 32*a6^2*a5^5*a3^2*a2^3*a1^6 - 16*a6*a5^6*a3^2*a2^3*a1^6 + 24*a6^6*x34*a3^2*a2^3*a1^6 + 96*a6^5*a5*x34*a3^2*a2^3*a1^6 - 24*a6^4*a5^2*x34*a3^2*a2^3*a1^6 - 864*a6^3*a5^3*x34*a3^2*a2^3*a1^6 - 24*a6^2*a5^4*x34*a3^2*a2^3*a1^6 + 96*a6*a5^5*x34*a3^2*a2^3*a1^6 + 24*a5^6*x34*a3^2*a2^3*a1^6 - 104*a6^5*x34^2*a3^2*a2^3*a1^6 - 408*a6^4*a5*x34^2*a3^2*a2^3*a1^6 + 1152*a6^3*a5^2*x34^2*a3^2*a2^3*a1^6 + 1152*a6^2*a5^3*x34^2*a3^2*a2^3*a1^6 - 408*a6*a5^4*x34^2*a3^2*a2^3*a1^6 - 104*a5^5*x34^2*a3^2*a2^3*a1^6 - 240*a6^3*a5*x34^3*a3^2*a2^3*a1^6 - 800*a6^2*a5^2*x34^3*a3^2*a2^3*a1^6 - 240*a6*a5^3*x34^3*a3^2*a2^3*a1^6 + 272*a6^3*x34^4*a3^2*a2^3*a1^6 + 272*a5^3*x34^4*a3^2*a2^3*a1^6 - 56*a6^2*x34^5*a3^2*a2^3*a1^6 + 48*a6*a5*x34^5*a3^2*a2^3*a1^6 - 56*a5^2*x34^5*a3^2*a2^3*a1^6 - 8*a6*x34^6*a3^2*a2^3*a1^6 - 8*a5*x34^6*a3^2*a2^3*a1^6 + 16*a6^6*a3^3*a2^3*a1^6 + 64*a6^5*a5*a3^3*a2^3*a1^6 - 16*a6^4*a5^2*a3^3*a2^3*a1^6 - 576*a6^3*a5^3*a3^3*a2^3*a1^6 - 16*a6^2*a5^4*a3^3*a2^3*a1^6 + 64*a6*a5^5*a3^3*a2^3*a1^6 + 16*a5^6*a3^3*a2^3*a1^6 - 112*a6^5*x34*a3^3*a2^3*a1^6 - 592*a6^4*a5*x34*a3^3*a2^3*a1^6 + 928*a6^3*a5^2*x34*a3^3*a2^3*a1^6 + 928*a6^2*a5^3*x34*a3^3*a2^3*a1^6 - 592*a6*a5^4*x34*a3^3*a2^3*a1^6 - 112*a5^5*x34*a3^3*a2^3*a1^6 + 320*a6^4*x34^2*a3^3*a2^3*a1^6 + 320*a6^3*a5*x34^2*a3^3*a2^3*a1^6 - 1760*a6^2*a5^2*x34^2*a3^3*a2^3*a1^6 + 320*a6*a5^3*x34^2*a3^3*a2^3*a1^6 + 320*a5^4*x34^2*a3^3*a2^3*a1^6 + 80*a6^3*x34^3*a3^3*a2^3*a1^6 + 80*a6^2*a5*x34^3*a3^3*a2^3*a1^6 + 80*a6*a5^2*x34^3*a3^3*a2^3*a1^6 + 80*a5^3*x34^3*a3^3*a2^3*a1^6 - 48*a6^2*x34^4*a3^3*a2^3*a1^6 + 160*a6*a5*x34^4*a3^3*a2^3*a1^6 - 48*a5^2*x34^4*a3^3*a2^3*a1^6 - 64*a6*x34^5*a3^3*a2^3*a1^6 - 64*a5*x34^5*a3^3*a2^3*a1^6 + 16*x34^6*a3^3*a2^3*a1^6 - 56*a6^5*a3^4*a2^3*a1^6 - 296*a6^4*a5*a3^4*a2^3*a1^6 + 464*a6^3*a5^2*a3^4*a2^3*a1^6 + 464*a6^2*a5^3*a3^4*a2^3*a1^6 - 296*a6*a5^4*a3^4*a2^3*a1^6 - 56*a5^5*a3^4*a2^3*a1^6 + 480*a6^4*x34*a3^4*a2^3*a1^6 + 720*a6^3*a5*x34*a3^4*a2^3*a1^6 - 1840*a6^2*a5^2*x34*a3^4*a2^3*a1^6 + 720*a6*a5^3*x34*a3^4*a2^3*a1^6 + 480*a5^4*x34*a3^4*a2^3*a1^6 - 720*a6^3*x34^2*a3^4*a2^3*a1^6 + 240*a6^2*a5*x34^2*a3^4*a2^3*a1^6 + 240*a6*a5^2*x34^2*a3^4*a2^3*a1^6 - 720*a5^3*x34^2*a3^4*a2^3*a1^6 + 320*a6^2*x34^3*a3^4*a2^3*a1^6 + 80*a6*a5*x34^3*a3^4*a2^3*a1^6 + 320*a5^2*x34^3*a3^4*a2^3*a1^6 - 208*a6*x34^4*a3^4*a2^3*a1^6 - 208*a5*x34^4*a3^4*a2^3*a1^6 + 88*x34^5*a3^4*a2^3*a1^6 + 192*a6^4*a3^5*a2^3*a1^6 + 288*a6^3*a5*a3^5*a2^3*a1^6 - 736*a6^2*a5^2*a3^5*a2^3*a1^6 + 288*a6*a5^3*a3^5*a2^3*a1^6 + 192*a5^4*a3^5*a2^3*a1^6 - 912*a6^3*x34*a3^5*a2^3*a1^6 + 240*a6^2*a5*x34*a3^5*a2^3*a1^6 + 240*a6*a5^2*x34*a3^5*a2^3*a1^6 - 912*a5^3*x34*a3^5*a2^3*a1^6 + 800*a6^2*x34^2*a3^5*a2^3*a1^6 - 192*a6*a5*x34^2*a3^5*a2^3*a1^6 + 800*a5^2*x34^2*a3^5*a2^3*a1^6 - 368*a6*x34^3*a3^5*a2^3*a1^6 - 368*a5*x34^3*a3^5*a2^3*a1^6 + 192*x34^4*a3^5*a2^3*a1^6 - 304*a6^3*a3^6*a2^3*a1^6 + 80*a6^2*a5*a3^6*a2^3*a1^6 + 80*a6*a5^2*a3^6*a2^3*a1^6 - 304*a5^3*a3^6*a2^3*a1^6 + 672*a6^2*x34*a3^6*a2^3*a1^6 - 224*a6*a5*x34*a3^6*a2^3*a1^6 + 672*a5^2*x34*a3^6*a2^3*a1^6 - 384*a6*x34^2*a3^6*a2^3*a1^6 - 384*a5*x34^2*a3^6*a2^3*a1^6 + 224*x34^3*a3^6*a2^3*a1^6 + 192*a6^2*a3^7*a2^3*a1^6 - 64*a6*a5*a3^7*a2^3*a1^6 + 192*a5^2*a3^7*a2^3*a1^6 - 224*a6*x34*a3^7*a2^3*a1^6 - 224*a5*x34*a3^7*a2^3*a1^6 + 160*x34^2*a3^7*a2^3*a1^6 - 56*a6*a3^8*a2^3*a1^6 - 56*a5*a3^8*a2^3*a1^6 + 72*x34*a3^8*a2^3*a1^6 + 16*a3^9*a2^3*a1^6 - 8*a6^6*a5^2*a2^4*a1^6 - 8*a6^5*a5^3*a2^4*a1^6 + 24*a6^4*a5^4*a2^4*a1^6 - 8*a6^3*a5^5*a2^4*a1^6 - 8*a6^2*a5^6*a2^4*a1^6 + 8*a6^6*a5*x34*a2^4*a1^6 + 16*a6^5*a5^2*x34*a2^4*a1^6 - 8*a6^4*a5^3*x34*a2^4*a1^6 - 8*a6^3*a5^4*x34*a2^4*a1^6 + 16*a6^2*a5^5*x34*a2^4*a1^6 + 8*a6*a5^6*x34*a2^4*a1^6 - 8*a6^6*x34^2*a2^4*a1^6 + 16*a6^5*a5*x34^2*a2^4*a1^6 - 128*a6^4*a5^2*x34^2*a2^4*a1^6 + 112*a6^3*a5^3*x34^2*a2^4*a1^6 - 128*a6^2*a5^4*x34^2*a2^4*a1^6 + 16*a6*a5^5*x34^2*a2^4*a1^6 - 8*a5^6*x34^2*a2^4*a1^6 - 8*a6^5*x34^3*a2^4*a1^6 - 8*a6^4*a5*x34^3*a2^4*a1^6 + 112*a6^3*a5^2*x34^3*a2^4*a1^6 + 112*a6^2*a5^3*x34^3*a2^4*a1^6 - 8*a6*a5^4*x34^3*a2^4*a1^6 - 8*a5^5*x34^3*a2^4*a1^6 + 24*a6^4*x34^4*a2^4*a1^6 - 8*a6^3*a5*x34^4*a2^4*a1^6 - 128*a6^2*a5^2*x34^4*a2^4*a1^6 - 8*a6*a5^3*x34^4*a2^4*a1^6 + 24*a5^4*x34^4*a2^4*a1^6 - 8*a6^3*x34^5*a2^4*a1^6 + 16*a6^2*a5*x34^5*a2^4*a1^6 + 16*a6*a5^2*x34^5*a2^4*a1^6 - 8*a5^3*x34^5*a2^4*a1^6 - 8*a6^2*x34^6*a2^4*a1^6 + 8*a6*a5*x34^6*a2^4*a1^6 - 8*a5^2*x34^6*a2^4*a1^6 + 16*a6^6*a5*a3*a2^4*a1^6 + 32*a6^5*a5^2*a3*a2^4*a1^6 - 16*a6^4*a5^3*a3*a2^4*a1^6 - 16*a6^3*a5^4*a3*a2^4*a1^6 + 32*a6^2*a5^5*a3*a2^4*a1^6 + 16*a6*a5^6*a3*a2^4*a1^6 - 8*a6^6*x34*a3*a2^4*a1^6 - 40*a6^5*a5*x34*a3*a2^4*a1^6 - 136*a6^4*a5^2*x34*a3*a2^4*a1^6 + 144*a6^3*a5^3*x34*a3*a2^4*a1^6 - 136*a6^2*a5^4*x34*a3*a2^4*a1^6 - 40*a6*a5^5*x34*a3*a2^4*a1^6 - 8*a5^6*x34*a3*a2^4*a1^6 - 8*a6^5*x34^2*a3*a2^4*a1^6 + 96*a6^4*a5*x34^2*a3*a2^4*a1^6 + 216*a6^3*a5^2*x34^2*a3*a2^4*a1^6 + 216*a6^2*a5^3*x34^2*a3*a2^4*a1^6 + 96*a6*a5^4*x34^2*a3*a2^4*a1^6 - 8*a5^5*x34^2*a3*a2^4*a1^6 + 88*a6^4*x34^3*a3*a2^4*a1^6 - 112*a6^3*a5*x34^3*a3*a2^4*a1^6 - 632*a6^2*a5^2*x34^3*a3*a2^4*a1^6 - 112*a6*a5^3*x34^3*a3*a2^4*a1^6 + 88*a5^4*x34^3*a3*a2^4*a1^6 - 48*a6^3*x34^4*a3*a2^4*a1^6 + 200*a6^2*a5*x34^4*a3*a2^4*a1^6 + 200*a6*a5^2*x34^4*a3*a2^4*a1^6 - 48*a5^3*x34^4*a3*a2^4*a1^6 - 32*a6^2*x34^5*a3*a2^4*a1^6 - 24*a6*a5*x34^5*a3*a2^4*a1^6 - 32*a5^2*x34^5*a3*a2^4*a1^6 + 8*a6*x34^6*a3*a2^4*a1^6 + 8*a5*x34^6*a3*a2^4*a1^6 - 8*a6^6*a3^2*a2^4*a1^6 - 40*a6^5*a5*a3^2*a2^4*a1^6 - 136*a6^4*a5^2*a3^2*a2^4*a1^6 + 144*a6^3*a5^3*a3^2*a2^4*a1^6 - 136*a6^2*a5^4*a3^2*a2^4*a1^6 - 40*a6*a5^5*a3^2*a2^4*a1^6 - 8*a5^6*a3^2*a2^4*a1^6 + 24*a6^5*x34*a3^2*a2^4*a1^6 + 336*a6^4*a5*x34*a3^2*a2^4*a1^6 - 24*a6^3*a5^2*x34*a3^2*a2^4*a1^6 - 24*a6^2*a5^3*x34*a3^2*a2^4*a1^6 + 336*a6*a5^4*x34*a3^2*a2^4*a1^6 + 24*a5^5*x34*a3^2*a2^4*a1^6 - 8*a6^4*x34^2*a3^2*a2^4*a1^6 - 408*a6^3*a5*x34^2*a3^2*a2^4*a1^6 - 408*a6^2*a5^2*x34^2*a3^2*a2^4*a1^6 - 408*a6*a5^3*x34^2*a3^2*a2^4*a1^6 - 8*a5^4*x34^2*a3^2*a2^4*a1^6 + 520*a6^2*a5*x34^3*a3^2*a2^4*a1^6 + 520*a6*a5^2*x34^3*a3^2*a2^4*a1^6 - 168*a6^2*x34^4*a3^2*a2^4*a1^6 - 120*a6*a5*x34^4*a3^2*a2^4*a1^6 - 168*a5^2*x34^4*a3^2*a2^4*a1^6 + 64*a6*x34^5*a3^2*a2^4*a1^6 + 64*a5*x34^5*a3^2*a2^4*a1^6 - 8*x34^6*a3^2*a2^4*a1^6 + 16*a6^5*a3^3*a2^4*a1^6 + 224*a6^4*a5*a3^3*a2^4*a1^6 - 16*a6^3*a5^2*a3^3*a2^4*a1^6 - 16*a6^2*a5^3*a3^3*a2^4*a1^6 + 224*a6*a5^4*a3^3*a2^4*a1^6 + 16*a5^5*a3^3*a2^4*a1^6 - 192*a6^4*x34*a3^3*a2^4*a1^6 - 592*a6^3*a5*x34*a3^3*a2^4*a1^6 + 448*a6^2*a5^2*x34*a3^3*a2^4*a1^6 - 592*a6*a5^3*x34*a3^3*a2^4*a1^6 - 192*a5^4*x34*a3^3*a2^4*a1^6 + 320*a6^3*x34^2*a3^3*a2^4*a1^6 + 400*a6^2*a5*x34^2*a3^3*a2^4*a1^6 + 400*a6*a5^2*x34^2*a3^3*a2^4*a1^6 + 320*a5^3*x34^2*a3^3*a2^4*a1^6 - 400*a6^2*x34^3*a3^3*a2^4*a1^6 - 160*a6*a5*x34^3*a3^3*a2^4*a1^6 - 400*a5^2*x34^3*a3^3*a2^4*a1^6 + 192*a6*x34^4*a3^3*a2^4*a1^6 + 192*a5*x34^4*a3^3*a2^4*a1^6 - 56*x34^5*a3^3*a2^4*a1^6 - 96*a6^4*a3^4*a2^4*a1^6 - 296*a6^3*a5*a3^4*a2^4*a1^6 + 224*a6^2*a5^2*a3^4*a2^4*a1^6 - 296*a6*a5^3*a3^4*a2^4*a1^6 - 96*a5^4*a3^4*a2^4*a1^6 + 480*a6^3*x34*a3^4*a2^4*a1^6 + 80*a6^2*a5*x34*a3^4*a2^4*a1^6 + 80*a6*a5^2*x34*a3^4*a2^4*a1^6 + 480*a5^3*x34*a3^4*a2^4*a1^6 - 520*a6^2*x34^2*a3^4*a2^4*a1^6 - 520*a5^2*x34^2*a3^4*a2^4*a1^6 + 280*a6*x34^3*a3^4*a2^4*a1^6 + 280*a5*x34^3*a3^4*a2^4*a1^6 - 136*x34^4*a3^4*a2^4*a1^6 + 192*a6^3*a3^5*a2^4*a1^6 + 32*a6^2*a5*a3^5*a2^4*a1^6 + 32*a6*a5^2*a3^5*a2^4*a1^6 + 192*a5^3*a3^5*a2^4*a1^6 - 384*a6^2*x34*a3^5*a2^4*a1^6 + 96*a6*a5*x34*a3^5*a2^4*a1^6 - 384*a5^2*x34*a3^5*a2^4*a1^6 + 224*a6*x34^2*a3^5*a2^4*a1^6 + 224*a5*x34^2*a3^5*a2^4*a1^6 - 152*x34^3*a3^5*a2^4*a1^6 - 128*a6^2*a3^6*a2^4*a1^6 + 32*a6*a5*a3^6*a2^4*a1^6 - 128*a5^2*a3^6*a2^4*a1^6 + 112*a6*x34*a3^6*a2^4*a1^6 + 112*a5*x34*a3^6*a2^4*a1^6 - 88*x34^2*a3^6*a2^4*a1^6 + 32*a6*a3^7*a2^4*a1^6 + 32*a5*a3^7*a2^4*a1^6 - 32*x34*a3^7*a2^4*a1^6 - 8*a3^8*a2^4*a1^6 + 8*a6^5*a5^2*a2^5*a1^6 - 8*a6^4*a5^3*a2^5*a1^6 - 8*a6^3*a5^4*a2^5*a1^6 + 8*a6^2*a5^5*a2^5*a1^6 - 8*a6^5*a5*x34*a2^5*a1^6 + 16*a6^4*a5^2*x34*a2^5*a1^6 - 16*a6^3*a5^3*x34*a2^5*a1^6 + 16*a6^2*a5^4*x34*a2^5*a1^6 - 8*a6*a5^5*x34*a2^5*a1^6 + 8*a6^5*x34^2*a2^5*a1^6 + 16*a6^4*a5*x34^2*a2^5*a1^6 - 8*a6^3*a5^2*x34^2*a2^5*a1^6 - 8*a6^2*a5^3*x34^2*a2^5*a1^6 + 16*a6*a5^4*x34^2*a2^5*a1^6 + 8*a5^5*x34^2*a2^5*a1^6 - 8*a6^4*x34^3*a2^5*a1^6 - 16*a6^3*a5*x34^3*a2^5*a1^6 - 8*a6^2*a5^2*x34^3*a2^5*a1^6 - 16*a6*a5^3*x34^3*a2^5*a1^6 - 8*a5^4*x34^3*a2^5*a1^6 - 8*a6^3*x34^4*a2^5*a1^6 + 16*a6^2*a5*x34^4*a2^5*a1^6 + 16*a6*a5^2*x34^4*a2^5*a1^6 - 8*a5^3*x34^4*a2^5*a1^6 + 8*a6^2*x34^5*a2^5*a1^6 - 8*a6*a5*x34^5*a2^5*a1^6 + 8*a5^2*x34^5*a2^5*a1^6 - 16*a6^5*a5*a3*a2^5*a1^6 + 32*a6^4*a5^2*a3*a2^5*a1^6 - 32*a6^3*a5^3*a3*a2^5*a1^6 + 32*a6^2*a5^4*a3*a2^5*a1^6 - 16*a6*a5^5*a3*a2^5*a1^6 + 8*a6^5*x34*a3*a2^5*a1^6 - 40*a6^4*a5*x34*a3*a2^5*a1^6 + 32*a6^3*a5^2*x34*a3*a2^5*a1^6 + 32*a6^2*a5^3*x34*a3*a2^5*a1^6 - 40*a6*a5^4*x34*a3*a2^5*a1^6 + 8*a5^5*x34*a3*a2^5*a1^6 - 8*a6^4*x34^2*a3*a2^5*a1^6 - 96*a6^2*a5^2*x34^2*a3*a2^5*a1^6 - 8*a5^4*x34^2*a3*a2^5*a1^6 - 48*a6^3*x34^3*a3*a2^5*a1^6 + 112*a6^2*a5*x34^3*a3*a2^5*a1^6 + 112*a6*a5^2*x34^3*a3*a2^5*a1^6 - 48*a5^3*x34^3*a3*a2^5*a1^6 + 56*a6^2*x34^4*a3*a2^5*a1^6 - 112*a6*a5*x34^4*a3*a2^5*a1^6 + 56*a5^2*x34^4*a3*a2^5*a1^6 - 8*a6*x34^5*a3*a2^5*a1^6 - 8*a5*x34^5*a3*a2^5*a1^6 + 8*a6^5*a3^2*a2^5*a1^6 - 40*a6^4*a5*a3^2*a2^5*a1^6 + 32*a6^3*a5^2*a3^2*a2^5*a1^6 + 32*a6^2*a5^3*a3^2*a2^5*a1^6 - 40*a6*a5^4*a3^2*a2^5*a1^6 + 8*a5^5*a3^2*a2^5*a1^6 + 24*a6^4*x34*a3^2*a2^5*a1^6 + 96*a6^3*a5*x34*a3^2*a2^5*a1^6 - 240*a6^2*a5^2*x34*a3^2*a2^5*a1^6 + 96*a6*a5^3*x34*a3^2*a2^5*a1^6 + 24*a5^4*x34*a3^2*a2^5*a1^6 - 104*a6^3*x34^2*a3^2*a2^5*a1^6 + 168*a6^2*a5*x34^2*a3^2*a2^5*a1^6 + 168*a6*a5^2*x34^2*a3^2*a2^5*a1^6 - 104*a5^3*x34^2*a3^2*a2^5*a1^6 + 136*a6^2*x34^3*a3^2*a2^5*a1^6 - 320*a6*a5*x34^3*a3^2*a2^5*a1^6 + 136*a5^2*x34^3*a3^2*a2^5*a1^6 - 24*a6*x34^4*a3^2*a2^5*a1^6 - 24*a5*x34^4*a3^2*a2^5*a1^6 + 8*x34^5*a3^2*a2^5*a1^6 + 16*a6^4*a3^3*a2^5*a1^6 + 64*a6^3*a5*a3^3*a2^5*a1^6 - 160*a6^2*a5^2*a3^3*a2^5*a1^6 + 64*a6*a5^3*a3^3*a2^5*a1^6 + 16*a5^4*a3^3*a2^5*a1^6 - 112*a6^3*x34*a3^3*a2^5*a1^6 + 112*a6^2*a5*x34*a3^3*a2^5*a1^6 + 112*a6*a5^2*x34*a3^3*a2^5*a1^6 - 112*a5^3*x34*a3^3*a2^5*a1^6 + 144*a6^2*x34^2*a3^3*a2^5*a1^6 - 320*a6*a5*x34^2*a3^3*a2^5*a1^6 + 144*a5^2*x34^2*a3^3*a2^5*a1^6 - 32*a6*x34^3*a3^3*a2^5*a1^6 - 32*a5*x34^3*a3^3*a2^5*a1^6 + 32*x34^4*a3^3*a2^5*a1^6 - 56*a6^3*a3^4*a2^5*a1^6 + 56*a6^2*a5*a3^4*a2^5*a1^6 + 56*a6*a5^2*a3^4*a2^5*a1^6 - 56*a5^3*a3^4*a2^5*a1^6 + 80*a6^2*x34*a3^4*a2^5*a1^6 - 160*a6*a5*x34*a3^4*a2^5*a1^6 + 80*a5^2*x34*a3^4*a2^5*a1^6 - 16*a6*x34^2*a3^4*a2^5*a1^6 - 16*a5*x34^2*a3^4*a2^5*a1^6 + 40*x34^3*a3^4*a2^5*a1^6 + 32*a6^2*a3^5*a2^5*a1^6 - 64*a6*a5*a3^5*a2^5*a1^6 + 32*a5^2*a3^5*a2^5*a1^6 + 16*x34^2*a3^5*a2^5*a1^6 - 8*a6^4*a5^2*a2^6*a1^6 + 16*a6^3*a5^3*a2^6*a1^6 - 8*a6^2*a5^4*a2^6*a1^6 + 8*a6^4*a5*x34*a2^6*a1^6 - 8*a6^3*a5^2*x34*a2^6*a1^6 - 8*a6^2*a5^3*x34*a2^6*a1^6 + 8*a6*a5^4*x34*a2^6*a1^6 - 8*a6^4*x34^2*a2^6*a1^6 - 8*a6^3*a5*x34^2*a2^6*a1^6 + 24*a6^2*a5^2*x34^2*a2^6*a1^6 - 8*a6*a5^3*x34^2*a2^6*a1^6 - 8*a5^4*x34^2*a2^6*a1^6 + 16*a6^3*x34^3*a2^6*a1^6 - 8*a6^2*a5*x34^3*a2^6*a1^6 - 8*a6*a5^2*x34^3*a2^6*a1^6 + 16*a5^3*x34^3*a2^6*a1^6 - 8*a6^2*x34^4*a2^6*a1^6 + 8*a6*a5*x34^4*a2^6*a1^6 - 8*a5^2*x34^4*a2^6*a1^6 + 16*a6^4*a5*a3*a2^6*a1^6 - 16*a6^3*a5^2*a3*a2^6*a1^6 - 16*a6^2*a5^3*a3*a2^6*a1^6 + 16*a6*a5^4*a3*a2^6*a1^6 - 8*a6^4*x34*a3*a2^6*a1^6 - 16*a6^3*a5*x34*a3*a2^6*a1^6 + 48*a6^2*a5^2*x34*a3*a2^6*a1^6 - 16*a6*a5^3*x34*a3*a2^6*a1^6 - 8*a5^4*x34*a3*a2^6*a1^6 + 40*a6^3*x34^2*a3*a2^6*a1^6 - 24*a6^2*a5*x34^2*a3*a2^6*a1^6 - 24*a6*a5^2*x34^2*a3*a2^6*a1^6 + 40*a5^3*x34^2*a3*a2^6*a1^6 - 40*a6^2*x34^3*a3*a2^6*a1^6 + 32*a6*a5*x34^3*a3*a2^6*a1^6 - 40*a5^2*x34^3*a3*a2^6*a1^6 + 8*a6*x34^4*a3*a2^6*a1^6 + 8*a5*x34^4*a3*a2^6*a1^6 - 8*a6^4*a3^2*a2^6*a1^6 - 16*a6^3*a5*a3^2*a2^6*a1^6 + 48*a6^2*a5^2*a3^2*a2^6*a1^6 - 16*a6*a5^3*a3^2*a2^6*a1^6 - 8*a5^4*a3^2*a2^6*a1^6 + 24*a6^3*x34*a3^2*a2^6*a1^6 - 24*a6^2*a5*x34*a3^2*a2^6*a1^6 - 24*a6*a5^2*x34*a3^2*a2^6*a1^6 + 24*a5^3*x34*a3^2*a2^6*a1^6 - 48*a6^2*x34^2*a3^2*a2^6*a1^6 + 48*a6*a5*x34^2*a3^2*a2^6*a1^6 - 48*a5^2*x34^2*a3^2*a2^6*a1^6 + 24*a6*x34^3*a3^2*a2^6*a1^6 + 24*a5*x34^3*a3^2*a2^6*a1^6 - 8*x34^4*a3^2*a2^6*a1^6 + 16*a6^3*a3^3*a2^6*a1^6 - 16*a6^2*a5*a3^3*a2^6*a1^6 - 16*a6*a5^2*a3^3*a2^6*a1^6 + 16*a5^3*a3^3*a2^6*a1^6 - 16*a6^2*x34*a3^3*a2^6*a1^6 + 32*a6*a5*x34*a3^3*a2^6*a1^6 - 16*a5^2*x34*a3^3*a2^6*a1^6 + 16*a6*x34^2*a3^3*a2^6*a1^6 + 16*a5*x34^2*a3^3*a2^6*a1^6 - 16*x34^3*a3^3*a2^6*a1^6 - 8*a6^2*a3^4*a2^6*a1^6 + 16*a6*a5*a3^4*a2^6*a1^6 - 8*a5^2*a3^4*a2^6*a1^6 - 8*x34^2*a3^4*a2^6*a1^6; -- We compute the leadingTerms -- polynomial A toString(leadTerm(1,A)) -- o6 = 8*a6^2*a5^2*a3^2 -- polynomial B toString(leadTerm(1,B)) -- o7 = 4*a6^4*a5^4*a3^4 -- polynomial C toString(leadTerm(1,C)) -- o8 = 8*a6^6*a5^6*a3^6 -- polynomial Q4 toString(leadTerm(1,Q4)) -- o9 = -8*a6^6*a5^4*a3^8