-1/(-d0^2+d1^2)*b0^2*d0^3*g0^4-1/(-d0^2+d1^2)*b0^2*d0^3*g1^4+1/(-d0^2+d1^2)*b0^2*d0^2*d1*g0^3*g1+1/(-d0^2+d1^2)*b0^2*d0^2*d1*g0*g1^3-1/(-d0^2+d1^2)*b0^2*d0*d1^2*g0^3*g1-1/(-d0^2+d1^2)*b0^2*d0*d1^2*g0*g1^3+1/(-d0^2+d1^2)*b0^2*d1^3*g0^4+1/(-d0^2+d1^2)*b0^2*d1^3*g1^4-2/(-d0^2+d1^2)*b0*b1*d0^3*g0^3*g1-2/(-d0^2+d1^2)*b0*b1*d0^3*g0*g1^3+2/(-d0^2+d1^2)*b0*b1*d0^2*d1*g0^4+2/(-d0^2+d1^2)*b0*b1*d0^2*d1*g1^4-2/(-d0^2+d1^2)*b0*b1*d0*d1^2*g0^4-2/(-d0^2+d1^2)*b0*b1*d0*d1^2*g1^4+2/(-d0^2+d1^2)*b0*b1*d1^3*g0^3*g1+2/(-d0^2+d1^2)*b0*b1*d1^3*g0*g1^3-1/(-d0^2+d1^2)*b1^2*d0^3*g0^4-1/(-d0^2+d1^2)*b1^2*d0^3*g1^4+1/(-d0^2+d1^2)*b1^2*d0^2*d1*g0^3*g1+1/(-d0^2+d1^2)*b1^2*d0^2*d1*g0*g1^3-1/(-d0^2+d1^2)*b1^2*d0*d1^2*g0^3*g1-1/(-d0^2+d1^2)*b1^2*d0*d1^2*g0*g1^3+1/(-d0^2+d1^2)*b1^2*d1^3*g0^4+1/(-d0^2+d1^2)*b1^2*d1^3*g1^4,
-3/(-d0^2+d1^2)*b0^2*d0^3*g0^3*g1-3/(-d0^2+d1^2)*b0^2*d0^3*g0*g1^3+6/(-d0^2+d1^2)*b0^2*d0^2*d1*g0^2*g1^2-6/(-d0^2+d1^2)*b0^2*d0*d1^2*g0^2*g1^2+3/(-d0^2+d1^2)*b0^2*d1^3*g0^3*g1+3/(-d0^2+d1^2)*b0^2*d1^3*g0*g1^3-12/(-d0^2+d1^2)*b0*b1*d0^3*g0^2*g1^2+6/(-d0^2+d1^2)*b0*b1*d0^2*d1*g0^3*g1+6/(-d0^2+d1^2)*b0*b1*d0^2*d1*g0*g1^3-6/(-d0^2+d1^2)*b0*b1*d0*d1^2*g0^3*g1-6/(-d0^2+d1^2)*b0*b1*d0*d1^2*g0*g1^3+12/(-d0^2+d1^2)*b0*b1*d1^3*g0^2*g1^2-3/(-d0^2+d1^2)*b1^2*d0^3*g0^3*g1-3/(-d0^2+d1^2)*b1^2*d0^3*g0*g1^3+6/(-d0^2+d1^2)*b1^2*d0^2*d1*g0^2*g1^2-6/(-d0^2+d1^2)*b1^2*d0*d1^2*g0^2*g1^2+3/(-d0^2+d1^2)*b1^2*d1^3*g0^3*g1+3/(-d0^2+d1^2)*b1^2*d1^3*g0*g1^3,
-6/(-d0^2+d1^2)*b0^2*d0^3*g0^2*g1^2+3/(-d0^2+d1^2)*b0^2*d0^2*d1*g0^3*g1+3/(-d0^2+d1^2)*b0^2*d0^2*d1*g0*g1^3-3/(-d0^2+d1^2)*b0^2*d0*d1^2*g0^3*g1-3/(-d0^2+d1^2)*b0^2*d0*d1^2*g0*g1^3+6/(-d0^2+d1^2)*b0^2*d1^3*g0^2*g1^2-6/(-d0^2+d1^2)*b0*b1*d0^3*g0^3*g1-6/(-d0^2+d1^2)*b0*b1*d0^3*g0*g1^3+12/(-d0^2+d1^2)*b0*b1*d0^2*d1*g0^2*g1^2-12/(-d0^2+d1^2)*b0*b1*d0*d1^2*g0^2*g1^2+6/(-d0^2+d1^2)*b0*b1*d1^3*g0^3*g1+6/(-d0^2+d1^2)*b0*b1*d1^3*g0*g1^3-6/(-d0^2+d1^2)*b1^2*d0^3*g0^2*g1^2+3/(-d0^2+d1^2)*b1^2*d0^2*d1*g0^3*g1+3/(-d0^2+d1^2)*b1^2*d0^2*d1*g0*g1^3-3/(-d0^2+d1^2)*b1^2*d0*d1^2*g0^3*g1-3/(-d0^2+d1^2)*b1^2*d0*d1^2*g0*g1^3+6/(-d0^2+d1^2)*b1^2*d1^3*g0^2*g1^2,
-1/(-d0^2+d1^2)*b0^2*d0^3*g0^3*g1-1/(-d0^2+d1^2)*b0^2*d0^3*g0*g1^3+1/(-d0^2+d1^2)*b0^2*d0^2*d1*g0^4+1/(-d0^2+d1^2)*b0^2*d0^2*d1*g1^4-1/(-d0^2+d1^2)*b0^2*d0*d1^2*g0^4-1/(-d0^2+d1^2)*b0^2*d0*d1^2*g1^4+1/(-d0^2+d1^2)*b0^2*d1^3*g0^3*g1+1/(-d0^2+d1^2)*b0^2*d1^3*g0*g1^3-2/(-d0^2+d1^2)*b0*b1*d0^3*g0^4-2/(-d0^2+d1^2)*b0*b1*d0^3*g1^4+2/(-d0^2+d1^2)*b0*b1*d0^2*d1*g0^3*g1+2/(-d0^2+d1^2)*b0*b1*d0^2*d1*g0*g1^3-2/(-d0^2+d1^2)*b0*b1*d0*d1^2*g0^3*g1-2/(-d0^2+d1^2)*b0*b1*d0*d1^2*g0*g1^3+2/(-d0^2+d1^2)*b0*b1*d1^3*g0^4+2/(-d0^2+d1^2)*b0*b1*d1^3*g1^4-1/(-d0^2+d1^2)*b1^2*d0^3*g0^3*g1-1/(-d0^2+d1^2)*b1^2*d0^3*g0*g1^3+1/(-d0^2+d1^2)*b1^2*d0^2*d1*g0^4+1/(-d0^2+d1^2)*b1^2*d0^2*d1*g1^4-1/(-d0^2+d1^2)*b1^2*d0*d1^2*g0^4-1/(-d0^2+d1^2)*b1^2*d0*d1^2*g1^4+1/(-d0^2+d1^2)*b1^2*d1^3*g0^3*g1+1/(-d0^2+d1^2)*b1^2*d1^3*g0*g1^3,
-2/(-d0^2+d1^2)*b0^2*d0^2*d1*g0^4-2/(-d0^2+d1^2)*b0^2*d0^2*d1*g0^3*g1-2/(-d0^2+d1^2)*b0^2*d0^2*d1*g0*g1^3-2/(-d0^2+d1^2)*b0^2*d0^2*d1*g1^4+2/(-d0^2+d1^2)*b0^2*d0*d1^2*g0^4+2/(-d0^2+d1^2)*b0^2*d0*d1^2*g0^3*g1+2/(-d0^2+d1^2)*b0^2*d0*d1^2*g0*g1^3+2/(-d0^2+d1^2)*b0^2*d0*d1^2*g1^4-4/(-d0^2+d1^2)*b0*b1*d0^2*d1*g0^4-4/(-d0^2+d1^2)*b0*b1*d0^2*d1*g0^3*g1-4/(-d0^2+d1^2)*b0*b1*d0^2*d1*g0*g1^3-4/(-d0^2+d1^2)*b0*b1*d0^2*d1*g1^4+4/(-d0^2+d1^2)*b0*b1*d0*d1^2*g0^4+4/(-d0^2+d1^2)*b0*b1*d0*d1^2*g0^3*g1+4/(-d0^2+d1^2)*b0*b1*d0*d1^2*g0*g1^3+4/(-d0^2+d1^2)*b0*b1*d0*d1^2*g1^4-2/(-d0^2+d1^2)*b1^2*d0^2*d1*g0^4-2/(-d0^2+d1^2)*b1^2*d0^2*d1*g0^3*g1-2/(-d0^2+d1^2)*b1^2*d0^2*d1*g0*g1^3-2/(-d0^2+d1^2)*b1^2*d0^2*d1*g1^4+2/(-d0^2+d1^2)*b1^2*d0*d1^2*g0^4+2/(-d0^2+d1^2)*b1^2*d0*d1^2*g0^3*g1+2/(-d0^2+d1^2)*b1^2*d0*d1^2*g0*g1^3+2/(-d0^2+d1^2)*b1^2*d0*d1^2*g1^4,
-6/(-d0^2+d1^2)*b0^2*d0^2*d1*g0^3*g1-12/(-d0^2+d1^2)*b0^2*d0^2*d1*g0^2*g1^2-6/(-d0^2+d1^2)*b0^2*d0^2*d1*g0*g1^3+6/(-d0^2+d1^2)*b0^2*d0*d1^2*g0^3*g1+12/(-d0^2+d1^2)*b0^2*d0*d1^2*g0^2*g1^2+6/(-d0^2+d1^2)*b0^2*d0*d1^2*g0*g1^3-12/(-d0^2+d1^2)*b0*b1*d0^2*d1*g0^3*g1-24/(-d0^2+d1^2)*b0*b1*d0^2*d1*g0^2*g1^2-12/(-d0^2+d1^2)*b0*b1*d0^2*d1*g0*g1^3+12/(-d0^2+d1^2)*b0*b1*d0*d1^2*g0^3*g1+24/(-d0^2+d1^2)*b0*b1*d0*d1^2*g0^2*g1^2+12/(-d0^2+d1^2)*b0*b1*d0*d1^2*g0*g1^3-6/(-d0^2+d1^2)*b1^2*d0^2*d1*g0^3*g1-12/(-d0^2+d1^2)*b1^2*d0^2*d1*g0^2*g1^2-6/(-d0^2+d1^2)*b1^2*d0^2*d1*g0*g1^3+6/(-d0^2+d1^2)*b1^2*d0*d1^2*g0^3*g1+12/(-d0^2+d1^2)*b1^2*d0*d1^2*g0^2*g1^2+6/(-d0^2+d1^2)*b1^2*d0*d1^2*g0*g1^3