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(-2*x1*x2*x0^5-2*x1*x2^5*x0+20/3*x1*x2^3*x0^3)*qi+(-2*x2^2*x0^5+1/7*x0^7-x1^2*x0^5+5/3*x2^4*x0^3-5*x1^2*x2^4*x0+10*x1^2*x2^2*x0^3)*qj-x2*x0^6+x1^2*x2^5-x2^5*x0^2+5*x1^2*x2*x0^4+10/3*x2^3*x0^4-10*x1^2*x2^3*x0^2
(-2*x1*x3*x2^4*x0+4*x3*x1*x2^2*x0^3-2/5*x3*x1*x0^5)*qi+(4*x3*x1^2*x2*x0^3+4/3*x3*x2^3*x0^3-4/5*x3*x2*x0^5-4*x3*x1^2*x2^3*x0)*qj+(1/35*x0^7+2*x1^2*x2^2*x0^3-1/5*x1^2*x0^5-x1^2*x2^4*x0-2/5*x2^2*x0^5+1/3*x2^4*x0^3)*qk+x1^2*x3*x0^4+x1^2*x2^4*x3-6*x1^2*x2^2*x3*x0^2-1/5*x3*x0^6-x2^4*x3*x0^2+2*x2^2*x3*x0^4
(-2*x3^2*x1*x2^3*x0-2/5*x1*x2*x0^5+2/3*x1*x2^3*x0^3+2*x3^2*x1*x2*x0^3)*qi+(-1/5*x3^2*x0^5-1/5*x2^2*x0^5-1/5*x1^2*x0^5+x3^2*x2^2*x0^3+1/35*x0^7+x1^2*x2^2*x0^3-3*x3^2*x1^2*x2^2*x0+x3^2*x1^2*x0^3)*qj+(2/3*x3*x2^3*x0^3-2*x3*x1^2*x2^3*x0+2*x3*x1^2*x2*x0^3-2/5*x3*x2*x0^5)*qk+x2*x3^2*x0^4-1/5*x2*x0^6+x1^2*x2*x0^4-x1^2*x2^3*x0^2+1/3*x2^3*x0^4-3*x1^2*x2*x3^2*x0^2-x2^3*x3^2*x0^2+x1^2*x2^3*x3^2
(2*x3*x1*x2^2*x0^3+2/3*x3^3*x1*x0^3-2/5*x3*x1*x0^5-2*x1*x2^2*x3^3*x0)*qi+(-2/5*x3*x2*x0^5-2*x1^2*x2*x3^3*x0+2*x3*x1^2*x2*x0^3+2/3*x3^3*x2*x0^3)*qj+(-1/5*x3^2*x0^5-1/5*x2^2*x0^5-1/5*x1^2*x0^5+x3^2*x2^2*x0^3+1/35*x0^7+x1^2*x2^2*x0^3-3*x3^2*x1^2*x2^2*x0+x3^2*x1^2*x0^3)*qk-x2^2*x3^3*x0^2+x2^2*x3*x0^4+x1^2*x2^2*x3^3+x1^2*x3*x0^4-x1^2*x3^3*x0^2-1/5*x3*x0^6-3*x1^2*x2^2*x3*x0^2+1/3*x3^3*x0^4
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(20/3*x3^3*x1*x0^3-2*x3*x1*x0^5-2*x3^5*x1*x0)*qi+(5/3*x3^4*x0^3+1/7*x0^7-2*x3^2*x0^5-x1^2*x0^5-5*x1^2*x3^4*x0+10*x3^2*x1^2*x0^3)*qk-10*x1^2*x3^3*x0^2-x3^5*x0^2+x1^2*x3^5+5*x1^2*x3*x0^4+10/3*x3^3*x0^4-x3*x0^6
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(-x3*x2*x0^5+10/3*x3^3*x2*x0^3-x3^5*x2*x0)*qi+(10/3*x3^3*x1*x0^3-x3*x1*x0^5-x3^5*x1*x0)*qj+(-5*x3^4*x1*x2*x0+10*x3^2*x1*x2*x0^3-x1*x2*x0^5)*qk+5*x1*x2*x3*x0^4-10*x1*x2*x3^3*x0^2+x1*x2*x3^5
(1/7*x0^7-x0*x3^6+5*x3^4*x0^3-3*x3^2*x0^5)*qi+(-6*x3^5*x1*x0+20*x3^3*x1*x0^3-6*x3*x1*x0^5)*qk+x1*x3^6-15*x1*x3^4*x0^2+15*x1*x3^2*x0^4-x1*x0^6
x2^7-21*x2^5*x0^2+35*x2^3*x0^4-7*x2*x0^6-7*qj*x2^6*x0+35*qj*x2^4*x0^3-21*qj*x2^2*x0^5+qj*x0^7
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(-12/5*x3*x2*x0^5-4*x3^3*x2^3*x0+4*x3*x2^3*x0^3+4*x3^3*x2*x0^3)*qj+(-6/5*x2^2*x0^5+x2^4*x0^3+6*x3^2*x2^2*x0^3-3*x3^2*x2^4*x0+3/35*x0^7-3/5*x3^2*x0^5)*qk+6*x2^2*x3*x0^4-3*x2^4*x3*x0^2+x2^4*x3^3+x3^3*x0^4-6*x2^2*x3^3*x0^2-3/5*x3*x0^6
(x3^4*x0^3-6/5*x3^2*x0^5-3/5*x2^2*x0^5+3/35*x0^7+6*x3^2*x2^2*x0^3-3*x2^2*x3^4*x0)*qj+(-12/5*x3*x2*x0^5-4*x3^3*x2^3*x0+4*x3*x2^3*x0^3+4*x3^3*x2*x0^3)*qk+6*x2*x3^2*x0^4-3/5*x2*x0^6-3*x2*x3^4*x0^2+x2^3*x3^4+x2^3*x0^4-6*x2^3*x3^2*x0^2
(20/3*x3^3*x2*x0^3-2*x3*x2*x0^5-2*x3^5*x2*x0)*qj+(-5*x2^2*x3^4*x0+10*x3^2*x2^2*x0^3+5/3*x3^4*x0^3-x2^2*x0^5+1/7*x0^7-2*x3^2*x0^5)*qk-x3^5*x0^2-x3*x0^6+x2^2*x3^5-10*x2^2*x3^3*x0^2+5*x2^2*x3*x0^4+10/3*x3^3*x0^4
(1/7*x0^7-x0*x3^6+5*x3^4*x0^3-3*x3^2*x0^5)*qj+(-6*x3^5*x2*x0+20*x3^3*x2*x0^3-6*x3*x2*x0^5)*qk+x2*x3^6-15*x2*x3^4*x0^2+15*x2*x3^2*x0^4-x2*x0^6
x3^7-21*x3^5*x0^2+35*x3^3*x0^4-7*x3*x0^6-7*qk*x0*x3^6+35*qk*x3^4*x0^3-21*qk*x3^2*x0^5+qk*x0^7
