{OrePolynomial[{{-4*b^2*m11^2*s*s1^2 + 4*d^2*m11^2*s*s1^2 + 
     4*b^2*m11^2*s^3*s1^2 - 4*d^2*m11^2*s^3*s1^2 + 2*b^2*m11*m21*s1*s2 - 
     2*d^2*m11*m21*s1*s2 - 12*b^2*m11*m21*s^2*s1*s2 + 
     12*d^2*m11*m21*s^2*s1*s2 + 2*b^2*m11*m21*s^4*s1*s2 - 
     2*d^2*m11*m21*s^4*s1*s2 + 4*b^2*m21^2*s*s2^2 - 4*d^2*m21^2*s*s2^2 + 
     4*b^2*m22^2*s*s2^2 - 4*d^2*m22^2*s*s2^2 - 4*b^2*m21^2*s^3*s2^2 + 
     4*d^2*m21^2*s^3*s2^2 - 4*b^2*m22^2*s^3*s2^2 + 4*d^2*m22^2*s^3*s2^2, 
    {0, 1, 0}}, {4*b*m11^2*s^2*s1^2 + 4*b*m11^2*s^4*s1^2 + d*m11*m22*s1*s2 - 
     4*b*m11*m21*s*s1*s2 + 3*d*m11*m22*s^2*s1*s2 + 3*d*m11*m22*s^4*s1*s2 + 
     4*b*m11*m21*s^5*s1*s2 + d*m11*m22*s^6*s1*s2 + b*m21^2*s2^2 + 
     b*m22^2*s2^2 - b*m21^2*s^2*s2^2 - b*m22^2*s^2*s2^2 - b*m21^2*s^4*s2^2 - 
     b*m22^2*s^4*s2^2 + b*m21^2*s^6*s2^2 + b*m22^2*s^6*s2^2, {0, 0, 1}}, 
   {8*b*m11^2*s*s1^2 - 4*b*m11*m21*s1*s2 + 2*d*m11*m22*s*s1*s2 + 
     16*b*m11*m21*s^2*s1*s2 + 4*d*m11*m22*s^3*s1*s2 + 4*b*m11*m21*s^4*s1*s2 + 
     2*d*m11*m22*s^5*s1*s2 - 4*b^3*m11^2*s*s1^2*s2 + 
     4*b*d^2*m11^2*s*s1^2*s2 + 4*b^2*d*m11*m22*s*s1^2*s2 - 
     4*d^3*m11*m22*s*s1^2*s2 - 8*b^3*m11*m21*s^2*s1^2*s2 + 
     8*b*d^2*m11*m21*s^2*s1^2*s2 + 4*b^3*m11^2*s^3*s1^2*s2 - 
     4*b*d^2*m11^2*s^3*s1^2*s2 - 4*b^2*d*m11*m22*s^3*s1^2*s2 + 
     4*d^3*m11*m22*s^3*s1^2*s2 - 6*b*m21^2*s*s2^2 - 6*b*m22^2*s*s2^2 + 
     4*b*m21^2*s^3*s2^2 + 4*b*m22^2*s^3*s2^2 + 2*b*m21^2*s^5*s2^2 + 
     2*b*m22^2*s^5*s2^2 + 2*b^3*m11*m21*s1*s2^2 - 2*b*d^2*m11*m21*s1*s2^2 + 
     4*b^3*m21^2*s*s1*s2^2 - 4*b*d^2*m21^2*s*s1*s2^2 - 
     4*b^2*d*m11*m22*s*s1*s2^2 + 4*d^3*m11*m22*s*s1*s2^2 + 
     4*b^3*m22^2*s*s1*s2^2 - 4*b*d^2*m22^2*s*s1*s2^2 - 
     4*b^3*m11*m21*s^2*s1*s2^2 + 4*b*d^2*m11*m21*s^2*s1*s2^2 - 
     4*b^3*m21^2*s^3*s1*s2^2 + 4*b*d^2*m21^2*s^3*s1*s2^2 + 
     4*b^2*d*m11*m22*s^3*s1*s2^2 - 4*d^3*m11*m22*s^3*s1*s2^2 - 
     4*b^3*m22^2*s^3*s1*s2^2 + 4*b*d^2*m22^2*s^3*s1*s2^2 + 
     2*b^3*m11*m21*s^4*s1*s2^2 - 2*b*d^2*m11*m21*s^4*s1*s2^2, {0, 0, 0}}}, 
  OreAlgebraObject[{Der[d], Der[b], Der[s]}, Expand, #1 + #2 & , 
   Expand[#1*#2] & , None], DegreeLexicographic], 
 OrePolynomial[{{-4*b^2*m11^2*s*s1^2 + 4*d^2*m11^2*s*s1^2 + 
     4*b^2*m11^2*s^3*s1^2 - 4*d^2*m11^2*s^3*s1^2 + 2*b^2*m11*m21*s1*s2 - 
     2*d^2*m11*m21*s1*s2 - 12*b^2*m11*m21*s^2*s1*s2 + 
     12*d^2*m11*m21*s^2*s1*s2 + 2*b^2*m11*m21*s^4*s1*s2 - 
     2*d^2*m11*m21*s^4*s1*s2 + 4*b^2*m21^2*s*s2^2 - 4*d^2*m21^2*s*s2^2 + 
     4*b^2*m22^2*s*s2^2 - 4*d^2*m22^2*s*s2^2 - 4*b^2*m21^2*s^3*s2^2 + 
     4*d^2*m21^2*s^3*s2^2 - 4*b^2*m22^2*s^3*s2^2 + 4*d^2*m22^2*s^3*s2^2, 
    {1, 0, 0}}, {d*m11^2*s1^2 - d*m11^2*s^2*s1^2 - d*m11^2*s^4*s1^2 + 
     d*m11^2*s^6*s1^2 + b*m11*m22*s1*s2 + 4*d*m11*m21*s*s1*s2 + 
     3*b*m11*m22*s^2*s1*s2 + 3*b*m11*m22*s^4*s1*s2 - 4*d*m11*m21*s^5*s1*s2 + 
     b*m11*m22*s^6*s1*s2 + 4*d*m21^2*s^2*s2^2 + 4*d*m22^2*s^2*s2^2 + 
     4*d*m21^2*s^4*s2^2 + 4*d*m22^2*s^4*s2^2, {0, 0, 1}}, 
   {-6*d*m11^2*s*s1^2 + 4*d*m11^2*s^3*s1^2 + 2*d*m11^2*s^5*s1^2 + 
     4*d*m11*m21*s1*s2 + 2*b*m11*m22*s*s1*s2 - 16*d*m11*m21*s^2*s1*s2 + 
     4*b*m11*m22*s^3*s1*s2 - 4*d*m11*m21*s^4*s1*s2 + 2*b*m11*m22*s^5*s1*s2 + 
     2*b^2*d*m11*m21*s1^2*s2 - 2*d^3*m11*m21*s1^2*s2 - 
     4*b^2*d*m11^2*s*s1^2*s2 + 4*d^3*m11^2*s*s1^2*s2 + 
     4*b^3*m11*m22*s*s1^2*s2 - 4*b*d^2*m11*m22*s*s1^2*s2 - 
     4*b^2*d*m11*m21*s^2*s1^2*s2 + 4*d^3*m11*m21*s^2*s1^2*s2 + 
     4*b^2*d*m11^2*s^3*s1^2*s2 - 4*d^3*m11^2*s^3*s1^2*s2 - 
     4*b^3*m11*m22*s^3*s1^2*s2 + 4*b*d^2*m11*m22*s^3*s1^2*s2 + 
     2*b^2*d*m11*m21*s^4*s1^2*s2 - 2*d^3*m11*m21*s^4*s1^2*s2 + 
     8*d*m21^2*s*s2^2 + 8*d*m22^2*s*s2^2 + 4*b^2*d*m21^2*s*s1*s2^2 - 
     4*d^3*m21^2*s*s1*s2^2 - 4*b^3*m11*m22*s*s1*s2^2 + 
     4*b*d^2*m11*m22*s*s1*s2^2 + 4*b^2*d*m22^2*s*s1*s2^2 - 
     4*d^3*m22^2*s*s1*s2^2 - 8*b^2*d*m11*m21*s^2*s1*s2^2 + 
     8*d^3*m11*m21*s^2*s1*s2^2 - 4*b^2*d*m21^2*s^3*s1*s2^2 + 
     4*d^3*m21^2*s^3*s1*s2^2 + 4*b^3*m11*m22*s^3*s1*s2^2 - 
     4*b*d^2*m11*m22*s^3*s1*s2^2 - 4*b^2*d*m22^2*s^3*s1*s2^2 + 
     4*d^3*m22^2*s^3*s1*s2^2, {0, 0, 0}}}, 
  OreAlgebraObject[{Der[d], Der[b], Der[s]}, Expand, #1 + #2 & , 
   Expand[#1*#2] & , None], DegreeLexicographic], 
 OrePolynomial[{{-2*d^2*m11^4*s*s1^4 - 8*b^2*m11^4*s^3*s1^4 - 
     6*d^2*m11^4*s^3*s1^4 - 40*b^2*m11^4*s^5*s1^4 - 72*b^2*m11^4*s^7*s1^4 + 
     16*d^2*m11^4*s^7*s1^4 - 40*b^2*m11^4*s^9*s1^4 + 12*d^2*m11^4*s^9*s1^4 + 
     40*b^2*m11^4*s^11*s1^4 - 12*d^2*m11^4*s^11*s1^4 + 
     72*b^2*m11^4*s^13*s1^4 - 16*d^2*m11^4*s^13*s1^4 + 
     40*b^2*m11^4*s^15*s1^4 + 8*b^2*m11^4*s^17*s1^4 + 6*d^2*m11^4*s^17*s1^4 + 
     2*d^2*m11^4*s^19*s1^4 + d^2*m11^3*m21*s1^3*s2 - 
     4*b*d*m11^3*m22*s*s1^3*s2 + 12*b^2*m11^3*m21*s^2*s1^3*s2 - 
     10*d^2*m11^3*m21*s^2*s1^3*s2 - 28*b*d*m11^3*m22*s^3*s1^3*s2 + 
     32*b^2*m11^3*m21*s^4*s1^3*s2 - 51*d^2*m11^3*m21*s^4*s1^3*s2 - 
     80*b*d*m11^3*m22*s^5*s1^3*s2 - 48*b^2*m11^3*m21*s^6*s1^3*s2 - 
     56*d^2*m11^3*m21*s^6*s1^3*s2 - 112*b*d*m11^3*m22*s^7*s1^3*s2 - 
     288*b^2*m11^3*m21*s^8*s1^3*s2 + 50*d^2*m11^3*m21*s^8*s1^3*s2 - 
     56*b*d*m11^3*m22*s^9*s1^3*s2 - 440*b^2*m11^3*m21*s^10*s1^3*s2 + 
     132*d^2*m11^3*m21*s^10*s1^3*s2 + 56*b*d*m11^3*m22*s^11*s1^3*s2 - 
     288*b^2*m11^3*m21*s^12*s1^3*s2 + 50*d^2*m11^3*m21*s^12*s1^3*s2 + 
     112*b*d*m11^3*m22*s^13*s1^3*s2 - 48*b^2*m11^3*m21*s^14*s1^3*s2 - 
     56*d^2*m11^3*m21*s^14*s1^3*s2 + 80*b*d*m11^3*m22*s^15*s1^3*s2 + 
     32*b^2*m11^3*m21*s^16*s1^3*s2 - 51*d^2*m11^3*m21*s^16*s1^3*s2 + 
     28*b*d*m11^3*m22*s^17*s1^3*s2 + 12*b^2*m11^3*m21*s^18*s1^3*s2 - 
     10*d^2*m11^3*m21*s^18*s1^3*s2 + 4*b*d*m11^3*m22*s^19*s1^3*s2 + 
     d^2*m11^3*m21*s^20*s1^3*s2 + 2*b*d*m11^2*m21*m22*s1^2*s2^2 - 
     6*b^2*m11^2*m21^2*s*s1^2*s2^2 + 6*d^2*m11^2*m21^2*s*s1^2*s2^2 - 
     2*b^2*m11^2*m22^2*s*s1^2*s2^2 + 2*d^2*m11^2*m22^2*s*s1^2*s2^2 + 
     4*b*d*m11^2*m21*m22*s^2*s1^2*s2^2 + 6*b^2*m11^2*m21^2*s^3*s1^2*s2^2 - 
     6*d^2*m11^2*m21^2*s^3*s1^2*s2^2 + 2*b^2*m11^2*m22^2*s^3*s1^2*s2^2 - 
     2*d^2*m11^2*m22^2*s^3*s1^2*s2^2 - 38*b*d*m11^2*m21*m22*s^4*s1^2*s2^2 + 
     120*b^2*m11^2*m21^2*s^5*s1^2*s2^2 - 120*d^2*m11^2*m21^2*s^5*s1^2*s2^2 + 
     40*b^2*m11^2*m22^2*s^5*s1^2*s2^2 - 40*d^2*m11^2*m22^2*s^5*s1^2*s2^2 - 
     208*b*d*m11^2*m21*m22*s^6*s1^2*s2^2 + 264*b^2*m11^2*m21^2*s^7*s1^2*
      s2^2 - 264*d^2*m11^2*m21^2*s^7*s1^2*s2^2 + 88*b^2*m11^2*m22^2*s^7*s1^2*
      s2^2 - 88*d^2*m11^2*m22^2*s^7*s1^2*s2^2 - 476*b*d*m11^2*m21*m22*s^8*
      s1^2*s2^2 + 156*b^2*m11^2*m21^2*s^9*s1^2*s2^2 - 
     156*d^2*m11^2*m21^2*s^9*s1^2*s2^2 + 52*b^2*m11^2*m22^2*s^9*s1^2*s2^2 - 
     52*d^2*m11^2*m22^2*s^9*s1^2*s2^2 - 616*b*d*m11^2*m21*m22*s^10*s1^2*
      s2^2 - 156*b^2*m11^2*m21^2*s^11*s1^2*s2^2 + 156*d^2*m11^2*m21^2*s^11*
      s1^2*s2^2 - 52*b^2*m11^2*m22^2*s^11*s1^2*s2^2 + 
     52*d^2*m11^2*m22^2*s^11*s1^2*s2^2 - 476*b*d*m11^2*m21*m22*s^12*s1^2*
      s2^2 - 264*b^2*m11^2*m21^2*s^13*s1^2*s2^2 + 264*d^2*m11^2*m21^2*s^13*
      s1^2*s2^2 - 88*b^2*m11^2*m22^2*s^13*s1^2*s2^2 + 
     88*d^2*m11^2*m22^2*s^13*s1^2*s2^2 - 208*b*d*m11^2*m21*m22*s^14*s1^2*
      s2^2 - 120*b^2*m11^2*m21^2*s^15*s1^2*s2^2 + 120*d^2*m11^2*m21^2*s^15*
      s1^2*s2^2 - 40*b^2*m11^2*m22^2*s^15*s1^2*s2^2 + 
     40*d^2*m11^2*m22^2*s^15*s1^2*s2^2 - 38*b*d*m11^2*m21*m22*s^16*s1^2*
      s2^2 - 6*b^2*m11^2*m21^2*s^17*s1^2*s2^2 + 6*d^2*m11^2*m21^2*s^17*s1^2*
      s2^2 - 2*b^2*m11^2*m22^2*s^17*s1^2*s2^2 + 2*d^2*m11^2*m22^2*s^17*s1^2*
      s2^2 + 4*b*d*m11^2*m21*m22*s^18*s1^2*s2^2 + 6*b^2*m11^2*m21^2*s^19*s1^2*
      s2^2 - 6*d^2*m11^2*m21^2*s^19*s1^2*s2^2 + 2*b^2*m11^2*m22^2*s^19*s1^2*
      s2^2 - 2*d^2*m11^2*m22^2*s^19*s1^2*s2^2 + 2*b*d*m11^2*m21*m22*s^20*s1^2*
      s2^2 + b^2*m11*m21^3*s1*s2^3 + b^2*m11*m21*m22^2*s1*s2^3 + 
     4*b*d*m11*m21^2*m22*s*s1*s2^3 + 4*b*d*m11*m22^3*s*s1*s2^3 - 
     10*b^2*m11*m21^3*s^2*s1*s2^3 + 12*d^2*m11*m21^3*s^2*s1*s2^3 - 
     10*b^2*m11*m21*m22^2*s^2*s1*s2^3 + 12*d^2*m11*m21*m22^2*s^2*s1*s2^3 + 
     28*b*d*m11*m21^2*m22*s^3*s1*s2^3 + 28*b*d*m11*m22^3*s^3*s1*s2^3 - 
     51*b^2*m11*m21^3*s^4*s1*s2^3 + 32*d^2*m11*m21^3*s^4*s1*s2^3 - 
     51*b^2*m11*m21*m22^2*s^4*s1*s2^3 + 32*d^2*m11*m21*m22^2*s^4*s1*s2^3 + 
     80*b*d*m11*m21^2*m22*s^5*s1*s2^3 + 80*b*d*m11*m22^3*s^5*s1*s2^3 - 
     56*b^2*m11*m21^3*s^6*s1*s2^3 - 48*d^2*m11*m21^3*s^6*s1*s2^3 - 
     56*b^2*m11*m21*m22^2*s^6*s1*s2^3 - 48*d^2*m11*m21*m22^2*s^6*s1*s2^3 + 
     112*b*d*m11*m21^2*m22*s^7*s1*s2^3 + 112*b*d*m11*m22^3*s^7*s1*s2^3 + 
     50*b^2*m11*m21^3*s^8*s1*s2^3 - 288*d^2*m11*m21^3*s^8*s1*s2^3 + 
     50*b^2*m11*m21*m22^2*s^8*s1*s2^3 - 288*d^2*m11*m21*m22^2*s^8*s1*s2^3 + 
     56*b*d*m11*m21^2*m22*s^9*s1*s2^3 + 56*b*d*m11*m22^3*s^9*s1*s2^3 + 
     132*b^2*m11*m21^3*s^10*s1*s2^3 - 440*d^2*m11*m21^3*s^10*s1*s2^3 + 
     132*b^2*m11*m21*m22^2*s^10*s1*s2^3 - 440*d^2*m11*m21*m22^2*s^10*s1*
      s2^3 - 56*b*d*m11*m21^2*m22*s^11*s1*s2^3 - 56*b*d*m11*m22^3*s^11*s1*
      s2^3 + 50*b^2*m11*m21^3*s^12*s1*s2^3 - 288*d^2*m11*m21^3*s^12*s1*s2^3 + 
     50*b^2*m11*m21*m22^2*s^12*s1*s2^3 - 288*d^2*m11*m21*m22^2*s^12*s1*s2^3 - 
     112*b*d*m11*m21^2*m22*s^13*s1*s2^3 - 112*b*d*m11*m22^3*s^13*s1*s2^3 - 
     56*b^2*m11*m21^3*s^14*s1*s2^3 - 48*d^2*m11*m21^3*s^14*s1*s2^3 - 
     56*b^2*m11*m21*m22^2*s^14*s1*s2^3 - 48*d^2*m11*m21*m22^2*s^14*s1*s2^3 - 
     80*b*d*m11*m21^2*m22*s^15*s1*s2^3 - 80*b*d*m11*m22^3*s^15*s1*s2^3 - 
     51*b^2*m11*m21^3*s^16*s1*s2^3 + 32*d^2*m11*m21^3*s^16*s1*s2^3 - 
     51*b^2*m11*m21*m22^2*s^16*s1*s2^3 + 32*d^2*m11*m21*m22^2*s^16*s1*s2^3 - 
     28*b*d*m11*m21^2*m22*s^17*s1*s2^3 - 28*b*d*m11*m22^3*s^17*s1*s2^3 - 
     10*b^2*m11*m21^3*s^18*s1*s2^3 + 12*d^2*m11*m21^3*s^18*s1*s2^3 - 
     10*b^2*m11*m21*m22^2*s^18*s1*s2^3 + 12*d^2*m11*m21*m22^2*s^18*s1*s2^3 - 
     4*b*d*m11*m21^2*m22*s^19*s1*s2^3 - 4*b*d*m11*m22^3*s^19*s1*s2^3 + 
     b^2*m11*m21^3*s^20*s1*s2^3 + b^2*m11*m21*m22^2*s^20*s1*s2^3 + 
     2*b^2*m21^4*s*s2^4 + 4*b^2*m21^2*m22^2*s*s2^4 + 2*b^2*m22^4*s*s2^4 + 
     6*b^2*m21^4*s^3*s2^4 + 8*d^2*m21^4*s^3*s2^4 + 12*b^2*m21^2*m22^2*s^3*
      s2^4 + 16*d^2*m21^2*m22^2*s^3*s2^4 + 6*b^2*m22^4*s^3*s2^4 + 
     8*d^2*m22^4*s^3*s2^4 + 40*d^2*m21^4*s^5*s2^4 + 
     80*d^2*m21^2*m22^2*s^5*s2^4 + 40*d^2*m22^4*s^5*s2^4 - 
     16*b^2*m21^4*s^7*s2^4 + 72*d^2*m21^4*s^7*s2^4 - 
     32*b^2*m21^2*m22^2*s^7*s2^4 + 144*d^2*m21^2*m22^2*s^7*s2^4 - 
     16*b^2*m22^4*s^7*s2^4 + 72*d^2*m22^4*s^7*s2^4 - 12*b^2*m21^4*s^9*s2^4 + 
     40*d^2*m21^4*s^9*s2^4 - 24*b^2*m21^2*m22^2*s^9*s2^4 + 
     80*d^2*m21^2*m22^2*s^9*s2^4 - 12*b^2*m22^4*s^9*s2^4 + 
     40*d^2*m22^4*s^9*s2^4 + 12*b^2*m21^4*s^11*s2^4 - 
     40*d^2*m21^4*s^11*s2^4 + 24*b^2*m21^2*m22^2*s^11*s2^4 - 
     80*d^2*m21^2*m22^2*s^11*s2^4 + 12*b^2*m22^4*s^11*s2^4 - 
     40*d^2*m22^4*s^11*s2^4 + 16*b^2*m21^4*s^13*s2^4 - 
     72*d^2*m21^4*s^13*s2^4 + 32*b^2*m21^2*m22^2*s^13*s2^4 - 
     144*d^2*m21^2*m22^2*s^13*s2^4 + 16*b^2*m22^4*s^13*s2^4 - 
     72*d^2*m22^4*s^13*s2^4 - 40*d^2*m21^4*s^15*s2^4 - 
     80*d^2*m21^2*m22^2*s^15*s2^4 - 40*d^2*m22^4*s^15*s2^4 - 
     6*b^2*m21^4*s^17*s2^4 - 8*d^2*m21^4*s^17*s2^4 - 
     12*b^2*m21^2*m22^2*s^17*s2^4 - 16*d^2*m21^2*m22^2*s^17*s2^4 - 
     6*b^2*m22^4*s^17*s2^4 - 8*d^2*m22^4*s^17*s2^4 - 2*b^2*m21^4*s^19*s2^4 - 
     4*b^2*m21^2*m22^2*s^19*s2^4 - 2*b^2*m22^4*s^19*s2^4, {0, 0, 2}}, 
   {2*d^2*m11^4*s1^4 - 8*b^2*m11^4*s^2*s1^4 - 2*d^2*m11^4*s^2*s1^4 - 
     104*b^2*m11^4*s^4*s1^4 - 8*d^2*m11^4*s^4*s1^4 - 360*b^2*m11^4*s^6*s1^4 + 
     24*d^2*m11^4*s^6*s1^4 - 520*b^2*m11^4*s^8*s1^4 + 44*d^2*m11^4*s^8*s1^4 - 
     280*b^2*m11^4*s^10*s1^4 - 28*d^2*m11^4*s^10*s1^4 + 
     72*b^2*m11^4*s^12*s1^4 - 72*d^2*m11^4*s^12*s1^4 + 
     136*b^2*m11^4*s^14*s1^4 - 8*d^2*m11^4*s^14*s1^4 + 
     40*b^2*m11^4*s^16*s1^4 + 34*d^2*m11^4*s^16*s1^4 + 
     14*d^2*m11^4*s^18*s1^4 - 16*b^2*d^2*m11^4*s^2*s1^5 + 
     16*d^4*m11^4*s^2*s1^5 - 64*b^4*m11^4*s^4*s1^5 + 
     80*b^2*d^2*m11^4*s^4*s1^5 - 16*d^4*m11^4*s^4*s1^5 - 
     64*b^4*m11^4*s^6*s1^5 + 112*b^2*d^2*m11^4*s^6*s1^5 - 
     48*d^4*m11^4*s^6*s1^5 + 128*b^4*m11^4*s^8*s1^5 - 
     176*b^2*d^2*m11^4*s^8*s1^5 + 48*d^4*m11^4*s^8*s1^5 + 
     128*b^4*m11^4*s^10*s1^5 - 176*b^2*d^2*m11^4*s^10*s1^5 + 
     48*d^4*m11^4*s^10*s1^5 - 64*b^4*m11^4*s^12*s1^5 + 
     112*b^2*d^2*m11^4*s^12*s1^5 - 48*d^4*m11^4*s^12*s1^5 - 
     64*b^4*m11^4*s^14*s1^5 + 80*b^2*d^2*m11^4*s^14*s1^5 - 
     16*d^4*m11^4*s^14*s1^5 - 16*b^2*d^2*m11^4*s^16*s1^5 + 
     16*d^4*m11^4*s^16*s1^5 + 4*b*d*m11^3*m22*s1^3*s2 + 
     8*b^2*m11^3*m21*s*s1^3*s2 + 14*d^2*m11^3*m21*s*s1^3*s2 - 
     20*b*d*m11^3*m22*s^2*s1^3*s2 + 120*b^2*m11^3*m21*s^3*s1^3*s2 - 
     18*d^2*m11^3*m21*s^3*s1^3*s2 - 224*b*d*m11^3*m22*s^4*s1^3*s2 + 
     232*b^2*m11^3*m21*s^5*s1^3*s2 - 128*d^2*m11^3*m21*s^5*s1^3*s2 - 
     672*b*d*m11^3*m22*s^6*s1^3*s2 - 296*b^2*m11^3*m21*s^7*s1^3*s2 + 
     16*d^2*m11^3*m21*s^7*s1^3*s2 - 952*b*d*m11^3*m22*s^8*s1^3*s2 - 
     1320*b^2*m11^3*m21*s^9*s1^3*s2 + 396*d^2*m11^3*m21*s^9*s1^3*s2 - 
     616*b*d*m11^3*m22*s^10*s1^3*s2 - 1432*b^2*m11^3*m21*s^11*s1^3*s2 + 
     284*d^2*m11^3*m21*s^11*s1^3*s2 - 520*b^2*m11^3*m21*s^13*s1^3*s2 - 
     208*d^2*m11^3*m21*s^13*s1^3*s2 + 256*b*d*m11^3*m22*s^14*s1^3*s2 + 
     72*b^2*m11^3*m21*s^15*s1^3*s2 - 288*d^2*m11^3*m21*s^15*s1^3*s2 + 
     148*b*d*m11^3*m22*s^16*s1^3*s2 + 64*b^2*m11^3*m21*s^17*s1^3*s2 - 
     74*d^2*m11^3*m21*s^17*s1^3*s2 + 28*b*d*m11^3*m22*s^18*s1^3*s2 + 
     6*d^2*m11^3*m21*s^19*s1^3*s2 + 8*b^2*d^2*m11^3*m21*s*s1^4*s2 - 
     8*d^4*m11^3*m21*s*s1^4*s2 + 16*b^2*d^2*m11^4*s^2*s1^4*s2 - 
     16*d^4*m11^4*s^2*s1^4*s2 - 32*b^3*d*m11^3*m22*s^2*s1^4*s2 + 
     32*b*d^3*m11^3*m22*s^2*s1^4*s2 + 96*b^4*m11^3*m21*s^3*s1^4*s2 - 
     208*b^2*d^2*m11^3*m21*s^3*s1^4*s2 + 112*d^4*m11^3*m21*s^3*s1^4*s2 + 
     64*b^4*m11^4*s^4*s1^4*s2 - 80*b^2*d^2*m11^4*s^4*s1^4*s2 + 
     16*d^4*m11^4*s^4*s1^4*s2 - 96*b^3*d*m11^3*m22*s^4*s1^4*s2 + 
     96*b*d^3*m11^3*m22*s^4*s1^4*s2 - 128*b^4*m11^3*m21*s^5*s1^4*s2 + 
     112*b^2*d^2*m11^3*m21*s^5*s1^4*s2 + 16*d^4*m11^3*m21*s^5*s1^4*s2 + 
     64*b^4*m11^4*s^6*s1^4*s2 - 112*b^2*d^2*m11^4*s^6*s1^4*s2 + 
     48*d^4*m11^4*s^6*s1^4*s2 - 32*b^3*d*m11^3*m22*s^6*s1^4*s2 + 
     32*b*d^3*m11^3*m22*s^6*s1^4*s2 - 544*b^4*m11^3*m21*s^7*s1^4*s2 + 
     880*b^2*d^2*m11^3*m21*s^7*s1^4*s2 - 336*d^4*m11^3*m21*s^7*s1^4*s2 - 
     128*b^4*m11^4*s^8*s1^4*s2 + 176*b^2*d^2*m11^4*s^8*s1^4*s2 - 
     48*d^4*m11^4*s^8*s1^4*s2 + 160*b^3*d*m11^3*m22*s^8*s1^4*s2 - 
     160*b*d^3*m11^3*m22*s^8*s1^4*s2 - 128*b^4*m11^4*s^10*s1^4*s2 + 
     176*b^2*d^2*m11^4*s^10*s1^4*s2 - 48*d^4*m11^4*s^10*s1^4*s2 + 
     160*b^3*d*m11^3*m22*s^10*s1^4*s2 - 160*b*d^3*m11^3*m22*s^10*s1^4*s2 + 
     544*b^4*m11^3*m21*s^11*s1^4*s2 - 880*b^2*d^2*m11^3*m21*s^11*s1^4*s2 + 
     336*d^4*m11^3*m21*s^11*s1^4*s2 + 64*b^4*m11^4*s^12*s1^4*s2 - 
     112*b^2*d^2*m11^4*s^12*s1^4*s2 + 48*d^4*m11^4*s^12*s1^4*s2 - 
     32*b^3*d*m11^3*m22*s^12*s1^4*s2 + 32*b*d^3*m11^3*m22*s^12*s1^4*s2 + 
     128*b^4*m11^3*m21*s^13*s1^4*s2 - 112*b^2*d^2*m11^3*m21*s^13*s1^4*s2 - 
     16*d^4*m11^3*m21*s^13*s1^4*s2 + 64*b^4*m11^4*s^14*s1^4*s2 - 
     80*b^2*d^2*m11^4*s^14*s1^4*s2 + 16*d^4*m11^4*s^14*s1^4*s2 - 
     96*b^3*d*m11^3*m22*s^14*s1^4*s2 + 96*b*d^3*m11^3*m22*s^14*s1^4*s2 - 
     96*b^4*m11^3*m21*s^15*s1^4*s2 + 208*b^2*d^2*m11^3*m21*s^15*s1^4*s2 - 
     112*d^4*m11^3*m21*s^15*s1^4*s2 + 16*b^2*d^2*m11^4*s^16*s1^4*s2 - 
     16*d^4*m11^4*s^16*s1^4*s2 - 32*b^3*d*m11^3*m22*s^16*s1^4*s2 + 
     32*b*d^3*m11^3*m22*s^16*s1^4*s2 - 8*b^2*d^2*m11^3*m21*s^17*s1^4*s2 + 
     8*d^4*m11^3*m21*s^17*s1^4*s2 - 2*b^2*m11^2*m21^2*s1^2*s2^2 + 
     2*d^2*m11^2*m21^2*s1^2*s2^2 + 2*b^2*m11^2*m22^2*s1^2*s2^2 - 
     2*d^2*m11^2*m22^2*s1^2*s2^2 + 44*b*d*m11^2*m21*m22*s*s1^2*s2^2 - 
     54*b^2*m11^2*m21^2*s^2*s1^2*s2^2 + 54*d^2*m11^2*m21^2*s^2*s1^2*s2^2 + 
     6*b^2*m11^2*m22^2*s^2*s1^2*s2^2 - 6*d^2*m11^2*m22^2*s^2*s1^2*s2^2 + 
     204*b*d*m11^2*m21*m22*s^3*s1^2*s2^2 + 96*b^2*m11^2*m22^2*s^4*s1^2*s2^2 - 
     96*d^2*m11^2*m22^2*s^4*s1^2*s2^2 + 208*b*d*m11^2*m21*m22*s^5*s1^2*s2^2 + 
     480*b^2*m11^2*m21^2*s^6*s1^2*s2^2 - 480*d^2*m11^2*m21^2*s^6*s1^2*s2^2 + 
     384*b^2*m11^2*m22^2*s^6*s1^2*s2^2 - 384*d^2*m11^2*m22^2*s^6*s1^2*s2^2 - 
     560*b*d*m11^2*m21*m22*s^7*s1^2*s2^2 + 684*b^2*m11^2*m21^2*s^8*s1^2*
      s2^2 - 684*d^2*m11^2*m21^2*s^8*s1^2*s2^2 + 564*b^2*m11^2*m22^2*s^8*s1^2*
      s2^2 - 564*d^2*m11^2*m22^2*s^8*s1^2*s2^2 - 1848*b*d*m11^2*m21*m22*s^9*
      s1^2*s2^2 - 252*b^2*m11^2*m21^2*s^10*s1^2*s2^2 + 
     252*d^2*m11^2*m21^2*s^10*s1^2*s2^2 + 252*b^2*m11^2*m22^2*s^10*s1^2*
      s2^2 - 252*d^2*m11^2*m22^2*s^10*s1^2*s2^2 - 2296*b*d*m11^2*m21*m22*s^11*
      s1^2*s2^2 - 1104*b^2*m11^2*m21^2*s^12*s1^2*s2^2 + 
     1104*d^2*m11^2*m21^2*s^12*s1^2*s2^2 - 144*b^2*m11^2*m22^2*s^12*s1^2*
      s2^2 + 144*d^2*m11^2*m22^2*s^12*s1^2*s2^2 - 1456*b*d*m11^2*m21*m22*s^13*
      s1^2*s2^2 - 720*b^2*m11^2*m21^2*s^14*s1^2*s2^2 + 
     720*d^2*m11^2*m21^2*s^14*s1^2*s2^2 - 144*b^2*m11^2*m22^2*s^14*s1^2*
      s2^2 + 144*d^2*m11^2*m22^2*s^14*s1^2*s2^2 - 432*b*d*m11^2*m21*m22*s^15*
      s1^2*s2^2 - 90*b^2*m11^2*m21^2*s^16*s1^2*s2^2 + 
     90*d^2*m11^2*m21^2*s^16*s1^2*s2^2 - 6*b^2*m11^2*m22^2*s^16*s1^2*s2^2 + 
     6*d^2*m11^2*m22^2*s^16*s1^2*s2^2 - 20*b*d*m11^2*m21*m22*s^17*s1^2*s2^2 + 
     34*b^2*m11^2*m21^2*s^18*s1^2*s2^2 - 34*d^2*m11^2*m21^2*s^18*s1^2*s2^2 + 
     14*b^2*m11^2*m22^2*s^18*s1^2*s2^2 - 14*d^2*m11^2*m22^2*s^18*s1^2*s2^2 + 
     12*b*d*m11^2*m21*m22*s^19*s1^2*s2^2 - 8*b^2*d^2*m11^3*m21*s*s1^3*s2^2 + 
     8*d^4*m11^3*m21*s*s1^3*s2^2 + 16*b^3*d*m11^2*m21*m22*s*s1^3*s2^2 - 
     16*b*d^3*m11^2*m21*m22*s*s1^3*s2^2 - 48*b^4*m11^2*m21^2*s^2*s1^3*s2^2 + 
     96*b^2*d^2*m11^2*m21^2*s^2*s1^3*s2^2 - 48*d^4*m11^2*m21^2*s^2*s1^3*
      s2^2 + 32*b^3*d*m11^3*m22*s^2*s1^3*s2^2 - 32*b*d^3*m11^3*m22*s^2*s1^3*
      s2^2 - 16*b^4*m11^2*m22^2*s^2*s1^3*s2^2 + 32*b^2*d^2*m11^2*m22^2*s^2*
      s1^3*s2^2 - 16*d^4*m11^2*m22^2*s^2*s1^3*s2^2 - 
     96*b^4*m11^3*m21*s^3*s1^3*s2^2 + 208*b^2*d^2*m11^3*m21*s^3*s1^3*s2^2 - 
     112*d^4*m11^3*m21*s^3*s1^3*s2^2 - 32*b^3*d*m11^2*m21*m22*s^3*s1^3*s2^2 + 
     32*b*d^3*m11^2*m21*m22*s^3*s1^3*s2^2 + 240*b^4*m11^2*m21^2*s^4*s1^3*
      s2^2 - 480*b^2*d^2*m11^2*m21^2*s^4*s1^3*s2^2 + 
     240*d^4*m11^2*m21^2*s^4*s1^3*s2^2 + 96*b^3*d*m11^3*m22*s^4*s1^3*s2^2 - 
     96*b*d^3*m11^3*m22*s^4*s1^3*s2^2 + 80*b^4*m11^2*m22^2*s^4*s1^3*s2^2 - 
     160*b^2*d^2*m11^2*m22^2*s^4*s1^3*s2^2 + 80*d^4*m11^2*m22^2*s^4*s1^3*
      s2^2 + 128*b^4*m11^3*m21*s^5*s1^3*s2^2 - 112*b^2*d^2*m11^3*m21*s^5*s1^3*
      s2^2 - 16*d^4*m11^3*m21*s^5*s1^3*s2^2 - 288*b^3*d*m11^2*m21*m22*s^5*
      s1^3*s2^2 + 288*b*d^3*m11^2*m21*m22*s^5*s1^3*s2^2 + 
     336*b^4*m11^2*m21^2*s^6*s1^3*s2^2 - 672*b^2*d^2*m11^2*m21^2*s^6*s1^3*
      s2^2 + 336*d^4*m11^2*m21^2*s^6*s1^3*s2^2 + 32*b^3*d*m11^3*m22*s^6*s1^3*
      s2^2 - 32*b*d^3*m11^3*m22*s^6*s1^3*s2^2 + 112*b^4*m11^2*m22^2*s^6*s1^3*
      s2^2 - 224*b^2*d^2*m11^2*m22^2*s^6*s1^3*s2^2 + 
     112*d^4*m11^2*m22^2*s^6*s1^3*s2^2 + 544*b^4*m11^3*m21*s^7*s1^3*s2^2 - 
     880*b^2*d^2*m11^3*m21*s^7*s1^3*s2^2 + 336*d^4*m11^3*m21*s^7*s1^3*s2^2 - 
     416*b^3*d*m11^2*m21*m22*s^7*s1^3*s2^2 + 416*b*d^3*m11^2*m21*m22*s^7*s1^3*
      s2^2 - 528*b^4*m11^2*m21^2*s^8*s1^3*s2^2 + 1056*b^2*d^2*m11^2*m21^2*s^8*
      s1^3*s2^2 - 528*d^4*m11^2*m21^2*s^8*s1^3*s2^2 - 
     160*b^3*d*m11^3*m22*s^8*s1^3*s2^2 + 160*b*d^3*m11^3*m22*s^8*s1^3*s2^2 - 
     176*b^4*m11^2*m22^2*s^8*s1^3*s2^2 + 352*b^2*d^2*m11^2*m22^2*s^8*s1^3*
      s2^2 - 176*d^4*m11^2*m22^2*s^8*s1^3*s2^2 - 528*b^4*m11^2*m21^2*s^10*
      s1^3*s2^2 + 1056*b^2*d^2*m11^2*m21^2*s^10*s1^3*s2^2 - 
     528*d^4*m11^2*m21^2*s^10*s1^3*s2^2 - 160*b^3*d*m11^3*m22*s^10*s1^3*
      s2^2 + 160*b*d^3*m11^3*m22*s^10*s1^3*s2^2 - 176*b^4*m11^2*m22^2*s^10*
      s1^3*s2^2 + 352*b^2*d^2*m11^2*m22^2*s^10*s1^3*s2^2 - 
     176*d^4*m11^2*m22^2*s^10*s1^3*s2^2 - 544*b^4*m11^3*m21*s^11*s1^3*s2^2 + 
     880*b^2*d^2*m11^3*m21*s^11*s1^3*s2^2 - 336*d^4*m11^3*m21*s^11*s1^3*
      s2^2 + 416*b^3*d*m11^2*m21*m22*s^11*s1^3*s2^2 - 
     416*b*d^3*m11^2*m21*m22*s^11*s1^3*s2^2 + 336*b^4*m11^2*m21^2*s^12*s1^3*
      s2^2 - 672*b^2*d^2*m11^2*m21^2*s^12*s1^3*s2^2 + 
     336*d^4*m11^2*m21^2*s^12*s1^3*s2^2 + 32*b^3*d*m11^3*m22*s^12*s1^3*s2^2 - 
     32*b*d^3*m11^3*m22*s^12*s1^3*s2^2 + 112*b^4*m11^2*m22^2*s^12*s1^3*s2^2 - 
     224*b^2*d^2*m11^2*m22^2*s^12*s1^3*s2^2 + 112*d^4*m11^2*m22^2*s^12*s1^3*
      s2^2 - 128*b^4*m11^3*m21*s^13*s1^3*s2^2 + 112*b^2*d^2*m11^3*m21*s^13*
      s1^3*s2^2 + 16*d^4*m11^3*m21*s^13*s1^3*s2^2 + 
     288*b^3*d*m11^2*m21*m22*s^13*s1^3*s2^2 - 288*b*d^3*m11^2*m21*m22*s^13*
      s1^3*s2^2 + 240*b^4*m11^2*m21^2*s^14*s1^3*s2^2 - 
     480*b^2*d^2*m11^2*m21^2*s^14*s1^3*s2^2 + 240*d^4*m11^2*m21^2*s^14*s1^3*
      s2^2 + 96*b^3*d*m11^3*m22*s^14*s1^3*s2^2 - 96*b*d^3*m11^3*m22*s^14*s1^3*
      s2^2 + 80*b^4*m11^2*m22^2*s^14*s1^3*s2^2 - 160*b^2*d^2*m11^2*m22^2*s^14*
      s1^3*s2^2 + 80*d^4*m11^2*m22^2*s^14*s1^3*s2^2 + 
     96*b^4*m11^3*m21*s^15*s1^3*s2^2 - 208*b^2*d^2*m11^3*m21*s^15*s1^3*s2^2 + 
     112*d^4*m11^3*m21*s^15*s1^3*s2^2 + 32*b^3*d*m11^2*m21*m22*s^15*s1^3*
      s2^2 - 32*b*d^3*m11^2*m21*m22*s^15*s1^3*s2^2 - 
     48*b^4*m11^2*m21^2*s^16*s1^3*s2^2 + 96*b^2*d^2*m11^2*m21^2*s^16*s1^3*
      s2^2 - 48*d^4*m11^2*m21^2*s^16*s1^3*s2^2 + 32*b^3*d*m11^3*m22*s^16*s1^3*
      s2^2 - 32*b*d^3*m11^3*m22*s^16*s1^3*s2^2 - 16*b^4*m11^2*m22^2*s^16*s1^3*
      s2^2 + 32*b^2*d^2*m11^2*m22^2*s^16*s1^3*s2^2 - 
     16*d^4*m11^2*m22^2*s^16*s1^3*s2^2 + 8*b^2*d^2*m11^3*m21*s^17*s1^3*s2^2 - 
     8*d^4*m11^3*m21*s^17*s1^3*s2^2 - 16*b^3*d*m11^2*m21*m22*s^17*s1^3*s2^2 + 
     16*b*d^3*m11^2*m21*m22*s^17*s1^3*s2^2 - 4*b*d*m11*m21^2*m22*s1*s2^3 - 
     4*b*d*m11*m22^3*s1*s2^3 + 14*b^2*m11*m21^3*s*s1*s2^3 + 
     8*d^2*m11*m21^3*s*s1*s2^3 + 14*b^2*m11*m21*m22^2*s*s1*s2^3 + 
     8*d^2*m11*m21*m22^2*s*s1*s2^3 + 20*b*d*m11*m21^2*m22*s^2*s1*s2^3 + 
     20*b*d*m11*m22^3*s^2*s1*s2^3 - 18*b^2*m11*m21^3*s^3*s1*s2^3 + 
     120*d^2*m11*m21^3*s^3*s1*s2^3 - 18*b^2*m11*m21*m22^2*s^3*s1*s2^3 + 
     120*d^2*m11*m21*m22^2*s^3*s1*s2^3 + 224*b*d*m11*m21^2*m22*s^4*s1*s2^3 + 
     224*b*d*m11*m22^3*s^4*s1*s2^3 - 128*b^2*m11*m21^3*s^5*s1*s2^3 + 
     232*d^2*m11*m21^3*s^5*s1*s2^3 - 128*b^2*m11*m21*m22^2*s^5*s1*s2^3 + 
     232*d^2*m11*m21*m22^2*s^5*s1*s2^3 + 672*b*d*m11*m21^2*m22*s^6*s1*s2^3 + 
     672*b*d*m11*m22^3*s^6*s1*s2^3 + 16*b^2*m11*m21^3*s^7*s1*s2^3 - 
     296*d^2*m11*m21^3*s^7*s1*s2^3 + 16*b^2*m11*m21*m22^2*s^7*s1*s2^3 - 
     296*d^2*m11*m21*m22^2*s^7*s1*s2^3 + 952*b*d*m11*m21^2*m22*s^8*s1*s2^3 + 
     952*b*d*m11*m22^3*s^8*s1*s2^3 + 396*b^2*m11*m21^3*s^9*s1*s2^3 - 
     1320*d^2*m11*m21^3*s^9*s1*s2^3 + 396*b^2*m11*m21*m22^2*s^9*s1*s2^3 - 
     1320*d^2*m11*m21*m22^2*s^9*s1*s2^3 + 616*b*d*m11*m21^2*m22*s^10*s1*
      s2^3 + 616*b*d*m11*m22^3*s^10*s1*s2^3 + 284*b^2*m11*m21^3*s^11*s1*
      s2^3 - 1432*d^2*m11*m21^3*s^11*s1*s2^3 + 284*b^2*m11*m21*m22^2*s^11*s1*
      s2^3 - 1432*d^2*m11*m21*m22^2*s^11*s1*s2^3 - 208*b^2*m11*m21^3*s^13*s1*
      s2^3 - 520*d^2*m11*m21^3*s^13*s1*s2^3 - 208*b^2*m11*m21*m22^2*s^13*s1*
      s2^3 - 520*d^2*m11*m21*m22^2*s^13*s1*s2^3 - 256*b*d*m11*m21^2*m22*s^14*
      s1*s2^3 - 256*b*d*m11*m22^3*s^14*s1*s2^3 - 288*b^2*m11*m21^3*s^15*s1*
      s2^3 + 72*d^2*m11*m21^3*s^15*s1*s2^3 - 288*b^2*m11*m21*m22^2*s^15*s1*
      s2^3 + 72*d^2*m11*m21*m22^2*s^15*s1*s2^3 - 148*b*d*m11*m21^2*m22*s^16*
      s1*s2^3 - 148*b*d*m11*m22^3*s^16*s1*s2^3 - 74*b^2*m11*m21^3*s^17*s1*
      s2^3 + 64*d^2*m11*m21^3*s^17*s1*s2^3 - 74*b^2*m11*m21*m22^2*s^17*s1*
      s2^3 + 64*d^2*m11*m21*m22^2*s^17*s1*s2^3 - 28*b*d*m11*m21^2*m22*s^18*s1*
      s2^3 - 28*b*d*m11*m22^3*s^18*s1*s2^3 + 6*b^2*m11*m21^3*s^19*s1*s2^3 + 
     6*b^2*m11*m21*m22^2*s^19*s1*s2^3 + 8*b^4*m11*m21^3*s*s1^2*s2^3 - 
     8*b^2*d^2*m11*m21^3*s*s1^2*s2^3 - 16*b^3*d*m11^2*m21*m22*s*s1^2*s2^3 + 
     16*b*d^3*m11^2*m21*m22*s*s1^2*s2^3 + 8*b^4*m11*m21*m22^2*s*s1^2*s2^3 - 
     8*b^2*d^2*m11*m21*m22^2*s*s1^2*s2^3 + 48*b^4*m11^2*m21^2*s^2*s1^2*s2^3 - 
     96*b^2*d^2*m11^2*m21^2*s^2*s1^2*s2^3 + 48*d^4*m11^2*m21^2*s^2*s1^2*
      s2^3 + 32*b^3*d*m11*m21^2*m22*s^2*s1^2*s2^3 - 
     32*b*d^3*m11*m21^2*m22*s^2*s1^2*s2^3 + 16*b^4*m11^2*m22^2*s^2*s1^2*
      s2^3 - 32*b^2*d^2*m11^2*m22^2*s^2*s1^2*s2^3 + 
     16*d^4*m11^2*m22^2*s^2*s1^2*s2^3 + 32*b^3*d*m11*m22^3*s^2*s1^2*s2^3 - 
     32*b*d^3*m11*m22^3*s^2*s1^2*s2^3 - 112*b^4*m11*m21^3*s^3*s1^2*s2^3 + 
     208*b^2*d^2*m11*m21^3*s^3*s1^2*s2^3 - 96*d^4*m11*m21^3*s^3*s1^2*s2^3 + 
     32*b^3*d*m11^2*m21*m22*s^3*s1^2*s2^3 - 32*b*d^3*m11^2*m21*m22*s^3*s1^2*
      s2^3 - 112*b^4*m11*m21*m22^2*s^3*s1^2*s2^3 + 208*b^2*d^2*m11*m21*m22^2*
      s^3*s1^2*s2^3 - 96*d^4*m11*m21*m22^2*s^3*s1^2*s2^3 - 
     240*b^4*m11^2*m21^2*s^4*s1^2*s2^3 + 480*b^2*d^2*m11^2*m21^2*s^4*s1^2*
      s2^3 - 240*d^4*m11^2*m21^2*s^4*s1^2*s2^3 + 96*b^3*d*m11*m21^2*m22*s^4*
      s1^2*s2^3 - 96*b*d^3*m11*m21^2*m22*s^4*s1^2*s2^3 - 
     80*b^4*m11^2*m22^2*s^4*s1^2*s2^3 + 160*b^2*d^2*m11^2*m22^2*s^4*s1^2*
      s2^3 - 80*d^4*m11^2*m22^2*s^4*s1^2*s2^3 + 96*b^3*d*m11*m22^3*s^4*s1^2*
      s2^3 - 96*b*d^3*m11*m22^3*s^4*s1^2*s2^3 - 16*b^4*m11*m21^3*s^5*s1^2*
      s2^3 - 112*b^2*d^2*m11*m21^3*s^5*s1^2*s2^3 + 128*d^4*m11*m21^3*s^5*s1^2*
      s2^3 + 288*b^3*d*m11^2*m21*m22*s^5*s1^2*s2^3 - 
     288*b*d^3*m11^2*m21*m22*s^5*s1^2*s2^3 - 16*b^4*m11*m21*m22^2*s^5*s1^2*
      s2^3 - 112*b^2*d^2*m11*m21*m22^2*s^5*s1^2*s2^3 + 
     128*d^4*m11*m21*m22^2*s^5*s1^2*s2^3 - 336*b^4*m11^2*m21^2*s^6*s1^2*
      s2^3 + 672*b^2*d^2*m11^2*m21^2*s^6*s1^2*s2^3 - 
     336*d^4*m11^2*m21^2*s^6*s1^2*s2^3 + 32*b^3*d*m11*m21^2*m22*s^6*s1^2*
      s2^3 - 32*b*d^3*m11*m21^2*m22*s^6*s1^2*s2^3 - 
     112*b^4*m11^2*m22^2*s^6*s1^2*s2^3 + 224*b^2*d^2*m11^2*m22^2*s^6*s1^2*
      s2^3 - 112*d^4*m11^2*m22^2*s^6*s1^2*s2^3 + 32*b^3*d*m11*m22^3*s^6*s1^2*
      s2^3 - 32*b*d^3*m11*m22^3*s^6*s1^2*s2^3 + 336*b^4*m11*m21^3*s^7*s1^2*
      s2^3 - 880*b^2*d^2*m11*m21^3*s^7*s1^2*s2^3 + 544*d^4*m11*m21^3*s^7*s1^2*
      s2^3 + 416*b^3*d*m11^2*m21*m22*s^7*s1^2*s2^3 - 
     416*b*d^3*m11^2*m21*m22*s^7*s1^2*s2^3 + 336*b^4*m11*m21*m22^2*s^7*s1^2*
      s2^3 - 880*b^2*d^2*m11*m21*m22^2*s^7*s1^2*s2^3 + 
     544*d^4*m11*m21*m22^2*s^7*s1^2*s2^3 + 528*b^4*m11^2*m21^2*s^8*s1^2*
      s2^3 - 1056*b^2*d^2*m11^2*m21^2*s^8*s1^2*s2^3 + 
     528*d^4*m11^2*m21^2*s^8*s1^2*s2^3 - 160*b^3*d*m11*m21^2*m22*s^8*s1^2*
      s2^3 + 160*b*d^3*m11*m21^2*m22*s^8*s1^2*s2^3 + 
     176*b^4*m11^2*m22^2*s^8*s1^2*s2^3 - 352*b^2*d^2*m11^2*m22^2*s^8*s1^2*
      s2^3 + 176*d^4*m11^2*m22^2*s^8*s1^2*s2^3 - 160*b^3*d*m11*m22^3*s^8*s1^2*
      s2^3 + 160*b*d^3*m11*m22^3*s^8*s1^2*s2^3 + 528*b^4*m11^2*m21^2*s^10*
      s1^2*s2^3 - 1056*b^2*d^2*m11^2*m21^2*s^10*s1^2*s2^3 + 
     528*d^4*m11^2*m21^2*s^10*s1^2*s2^3 - 160*b^3*d*m11*m21^2*m22*s^10*s1^2*
      s2^3 + 160*b*d^3*m11*m21^2*m22*s^10*s1^2*s2^3 + 
     176*b^4*m11^2*m22^2*s^10*s1^2*s2^3 - 352*b^2*d^2*m11^2*m22^2*s^10*s1^2*
      s2^3 + 176*d^4*m11^2*m22^2*s^10*s1^2*s2^3 - 160*b^3*d*m11*m22^3*s^10*
      s1^2*s2^3 + 160*b*d^3*m11*m22^3*s^10*s1^2*s2^3 - 
     336*b^4*m11*m21^3*s^11*s1^2*s2^3 + 880*b^2*d^2*m11*m21^3*s^11*s1^2*
      s2^3 - 544*d^4*m11*m21^3*s^11*s1^2*s2^3 - 416*b^3*d*m11^2*m21*m22*s^11*
      s1^2*s2^3 + 416*b*d^3*m11^2*m21*m22*s^11*s1^2*s2^3 - 
     336*b^4*m11*m21*m22^2*s^11*s1^2*s2^3 + 880*b^2*d^2*m11*m21*m22^2*s^11*
      s1^2*s2^3 - 544*d^4*m11*m21*m22^2*s^11*s1^2*s2^3 - 
     336*b^4*m11^2*m21^2*s^12*s1^2*s2^3 + 672*b^2*d^2*m11^2*m21^2*s^12*s1^2*
      s2^3 - 336*d^4*m11^2*m21^2*s^12*s1^2*s2^3 + 32*b^3*d*m11*m21^2*m22*s^12*
      s1^2*s2^3 - 32*b*d^3*m11*m21^2*m22*s^12*s1^2*s2^3 - 
     112*b^4*m11^2*m22^2*s^12*s1^2*s2^3 + 224*b^2*d^2*m11^2*m22^2*s^12*s1^2*
      s2^3 - 112*d^4*m11^2*m22^2*s^12*s1^2*s2^3 + 32*b^3*d*m11*m22^3*s^12*
      s1^2*s2^3 - 32*b*d^3*m11*m22^3*s^12*s1^2*s2^3 + 
     16*b^4*m11*m21^3*s^13*s1^2*s2^3 + 112*b^2*d^2*m11*m21^3*s^13*s1^2*s2^3 - 
     128*d^4*m11*m21^3*s^13*s1^2*s2^3 - 288*b^3*d*m11^2*m21*m22*s^13*s1^2*
      s2^3 + 288*b*d^3*m11^2*m21*m22*s^13*s1^2*s2^3 + 
     16*b^4*m11*m21*m22^2*s^13*s1^2*s2^3 + 112*b^2*d^2*m11*m21*m22^2*s^13*
      s1^2*s2^3 - 128*d^4*m11*m21*m22^2*s^13*s1^2*s2^3 - 
     240*b^4*m11^2*m21^2*s^14*s1^2*s2^3 + 480*b^2*d^2*m11^2*m21^2*s^14*s1^2*
      s2^3 - 240*d^4*m11^2*m21^2*s^14*s1^2*s2^3 + 96*b^3*d*m11*m21^2*m22*s^14*
      s1^2*s2^3 - 96*b*d^3*m11*m21^2*m22*s^14*s1^2*s2^3 - 
     80*b^4*m11^2*m22^2*s^14*s1^2*s2^3 + 160*b^2*d^2*m11^2*m22^2*s^14*s1^2*
      s2^3 - 80*d^4*m11^2*m22^2*s^14*s1^2*s2^3 + 96*b^3*d*m11*m22^3*s^14*s1^2*
      s2^3 - 96*b*d^3*m11*m22^3*s^14*s1^2*s2^3 + 112*b^4*m11*m21^3*s^15*s1^2*
      s2^3 - 208*b^2*d^2*m11*m21^3*s^15*s1^2*s2^3 + 
     96*d^4*m11*m21^3*s^15*s1^2*s2^3 - 32*b^3*d*m11^2*m21*m22*s^15*s1^2*
      s2^3 + 32*b*d^3*m11^2*m21*m22*s^15*s1^2*s2^3 + 
     112*b^4*m11*m21*m22^2*s^15*s1^2*s2^3 - 208*b^2*d^2*m11*m21*m22^2*s^15*
      s1^2*s2^3 + 96*d^4*m11*m21*m22^2*s^15*s1^2*s2^3 + 
     48*b^4*m11^2*m21^2*s^16*s1^2*s2^3 - 96*b^2*d^2*m11^2*m21^2*s^16*s1^2*
      s2^3 + 48*d^4*m11^2*m21^2*s^16*s1^2*s2^3 + 32*b^3*d*m11*m21^2*m22*s^16*
      s1^2*s2^3 - 32*b*d^3*m11*m21^2*m22*s^16*s1^2*s2^3 + 
     16*b^4*m11^2*m22^2*s^16*s1^2*s2^3 - 32*b^2*d^2*m11^2*m22^2*s^16*s1^2*
      s2^3 + 16*d^4*m11^2*m22^2*s^16*s1^2*s2^3 + 32*b^3*d*m11*m22^3*s^16*s1^2*
      s2^3 - 32*b*d^3*m11*m22^3*s^16*s1^2*s2^3 - 8*b^4*m11*m21^3*s^17*s1^2*
      s2^3 + 8*b^2*d^2*m11*m21^3*s^17*s1^2*s2^3 + 16*b^3*d*m11^2*m21*m22*s^17*
      s1^2*s2^3 - 16*b*d^3*m11^2*m21*m22*s^17*s1^2*s2^3 - 
     8*b^4*m11*m21*m22^2*s^17*s1^2*s2^3 + 8*b^2*d^2*m11*m21*m22^2*s^17*s1^2*
      s2^3 - 2*b^2*m21^4*s2^4 - 4*b^2*m21^2*m22^2*s2^4 - 2*b^2*m22^4*s2^4 + 
     2*b^2*m21^4*s^2*s2^4 + 8*d^2*m21^4*s^2*s2^4 + 4*b^2*m21^2*m22^2*s^2*
      s2^4 + 16*d^2*m21^2*m22^2*s^2*s2^4 + 2*b^2*m22^4*s^2*s2^4 + 
     8*d^2*m22^4*s^2*s2^4 + 8*b^2*m21^4*s^4*s2^4 + 104*d^2*m21^4*s^4*s2^4 + 
     16*b^2*m21^2*m22^2*s^4*s2^4 + 208*d^2*m21^2*m22^2*s^4*s2^4 + 
     8*b^2*m22^4*s^4*s2^4 + 104*d^2*m22^4*s^4*s2^4 - 24*b^2*m21^4*s^6*s2^4 + 
     360*d^2*m21^4*s^6*s2^4 - 48*b^2*m21^2*m22^2*s^6*s2^4 + 
     720*d^2*m21^2*m22^2*s^6*s2^4 - 24*b^2*m22^4*s^6*s2^4 + 
     360*d^2*m22^4*s^6*s2^4 - 44*b^2*m21^4*s^8*s2^4 + 
     520*d^2*m21^4*s^8*s2^4 - 88*b^2*m21^2*m22^2*s^8*s2^4 + 
     1040*d^2*m21^2*m22^2*s^8*s2^4 - 44*b^2*m22^4*s^8*s2^4 + 
     520*d^2*m22^4*s^8*s2^4 + 28*b^2*m21^4*s^10*s2^4 + 
     280*d^2*m21^4*s^10*s2^4 + 56*b^2*m21^2*m22^2*s^10*s2^4 + 
     560*d^2*m21^2*m22^2*s^10*s2^4 + 28*b^2*m22^4*s^10*s2^4 + 
     280*d^2*m22^4*s^10*s2^4 + 72*b^2*m21^4*s^12*s2^4 - 
     72*d^2*m21^4*s^12*s2^4 + 144*b^2*m21^2*m22^2*s^12*s2^4 - 
     144*d^2*m21^2*m22^2*s^12*s2^4 + 72*b^2*m22^4*s^12*s2^4 - 
     72*d^2*m22^4*s^12*s2^4 + 8*b^2*m21^4*s^14*s2^4 - 
     136*d^2*m21^4*s^14*s2^4 + 16*b^2*m21^2*m22^2*s^14*s2^4 - 
     272*d^2*m21^2*m22^2*s^14*s2^4 + 8*b^2*m22^4*s^14*s2^4 - 
     136*d^2*m22^4*s^14*s2^4 - 34*b^2*m21^4*s^16*s2^4 - 
     40*d^2*m21^4*s^16*s2^4 - 68*b^2*m21^2*m22^2*s^16*s2^4 - 
     80*d^2*m21^2*m22^2*s^16*s2^4 - 34*b^2*m22^4*s^16*s2^4 - 
     40*d^2*m22^4*s^16*s2^4 - 14*b^2*m21^4*s^18*s2^4 - 
     28*b^2*m21^2*m22^2*s^18*s2^4 - 14*b^2*m22^4*s^18*s2^4 - 
     8*b^4*m11*m21^3*s*s1*s2^4 + 8*b^2*d^2*m11*m21^3*s*s1*s2^4 - 
     8*b^4*m11*m21*m22^2*s*s1*s2^4 + 8*b^2*d^2*m11*m21*m22^2*s*s1*s2^4 + 
     16*b^4*m21^4*s^2*s1*s2^4 - 16*b^2*d^2*m21^4*s^2*s1*s2^4 - 
     32*b^3*d*m11*m21^2*m22*s^2*s1*s2^4 + 32*b*d^3*m11*m21^2*m22*s^2*s1*
      s2^4 + 32*b^4*m21^2*m22^2*s^2*s1*s2^4 - 32*b^2*d^2*m21^2*m22^2*s^2*s1*
      s2^4 - 32*b^3*d*m11*m22^3*s^2*s1*s2^4 + 32*b*d^3*m11*m22^3*s^2*s1*
      s2^4 + 16*b^4*m22^4*s^2*s1*s2^4 - 16*b^2*d^2*m22^4*s^2*s1*s2^4 + 
     112*b^4*m11*m21^3*s^3*s1*s2^4 - 208*b^2*d^2*m11*m21^3*s^3*s1*s2^4 + 
     96*d^4*m11*m21^3*s^3*s1*s2^4 + 112*b^4*m11*m21*m22^2*s^3*s1*s2^4 - 
     208*b^2*d^2*m11*m21*m22^2*s^3*s1*s2^4 + 96*d^4*m11*m21*m22^2*s^3*s1*
      s2^4 - 16*b^4*m21^4*s^4*s1*s2^4 + 80*b^2*d^2*m21^4*s^4*s1*s2^4 - 
     64*d^4*m21^4*s^4*s1*s2^4 - 96*b^3*d*m11*m21^2*m22*s^4*s1*s2^4 + 
     96*b*d^3*m11*m21^2*m22*s^4*s1*s2^4 - 32*b^4*m21^2*m22^2*s^4*s1*s2^4 + 
     160*b^2*d^2*m21^2*m22^2*s^4*s1*s2^4 - 128*d^4*m21^2*m22^2*s^4*s1*s2^4 - 
     96*b^3*d*m11*m22^3*s^4*s1*s2^4 + 96*b*d^3*m11*m22^3*s^4*s1*s2^4 - 
     16*b^4*m22^4*s^4*s1*s2^4 + 80*b^2*d^2*m22^4*s^4*s1*s2^4 - 
     64*d^4*m22^4*s^4*s1*s2^4 + 16*b^4*m11*m21^3*s^5*s1*s2^4 + 
     112*b^2*d^2*m11*m21^3*s^5*s1*s2^4 - 128*d^4*m11*m21^3*s^5*s1*s2^4 + 
     16*b^4*m11*m21*m22^2*s^5*s1*s2^4 + 112*b^2*d^2*m11*m21*m22^2*s^5*s1*
      s2^4 - 128*d^4*m11*m21*m22^2*s^5*s1*s2^4 - 48*b^4*m21^4*s^6*s1*s2^4 + 
     112*b^2*d^2*m21^4*s^6*s1*s2^4 - 64*d^4*m21^4*s^6*s1*s2^4 - 
     32*b^3*d*m11*m21^2*m22*s^6*s1*s2^4 + 32*b*d^3*m11*m21^2*m22*s^6*s1*
      s2^4 - 96*b^4*m21^2*m22^2*s^6*s1*s2^4 + 224*b^2*d^2*m21^2*m22^2*s^6*s1*
      s2^4 - 128*d^4*m21^2*m22^2*s^6*s1*s2^4 - 32*b^3*d*m11*m22^3*s^6*s1*
      s2^4 + 32*b*d^3*m11*m22^3*s^6*s1*s2^4 - 48*b^4*m22^4*s^6*s1*s2^4 + 
     112*b^2*d^2*m22^4*s^6*s1*s2^4 - 64*d^4*m22^4*s^6*s1*s2^4 - 
     336*b^4*m11*m21^3*s^7*s1*s2^4 + 880*b^2*d^2*m11*m21^3*s^7*s1*s2^4 - 
     544*d^4*m11*m21^3*s^7*s1*s2^4 - 336*b^4*m11*m21*m22^2*s^7*s1*s2^4 + 
     880*b^2*d^2*m11*m21*m22^2*s^7*s1*s2^4 - 544*d^4*m11*m21*m22^2*s^7*s1*
      s2^4 + 48*b^4*m21^4*s^8*s1*s2^4 - 176*b^2*d^2*m21^4*s^8*s1*s2^4 + 
     128*d^4*m21^4*s^8*s1*s2^4 + 160*b^3*d*m11*m21^2*m22*s^8*s1*s2^4 - 
     160*b*d^3*m11*m21^2*m22*s^8*s1*s2^4 + 96*b^4*m21^2*m22^2*s^8*s1*s2^4 - 
     352*b^2*d^2*m21^2*m22^2*s^8*s1*s2^4 + 256*d^4*m21^2*m22^2*s^8*s1*s2^4 + 
     160*b^3*d*m11*m22^3*s^8*s1*s2^4 - 160*b*d^3*m11*m22^3*s^8*s1*s2^4 + 
     48*b^4*m22^4*s^8*s1*s2^4 - 176*b^2*d^2*m22^4*s^8*s1*s2^4 + 
     128*d^4*m22^4*s^8*s1*s2^4 + 48*b^4*m21^4*s^10*s1*s2^4 - 
     176*b^2*d^2*m21^4*s^10*s1*s2^4 + 128*d^4*m21^4*s^10*s1*s2^4 + 
     160*b^3*d*m11*m21^2*m22*s^10*s1*s2^4 - 160*b*d^3*m11*m21^2*m22*s^10*s1*
      s2^4 + 96*b^4*m21^2*m22^2*s^10*s1*s2^4 - 352*b^2*d^2*m21^2*m22^2*s^10*
      s1*s2^4 + 256*d^4*m21^2*m22^2*s^10*s1*s2^4 + 160*b^3*d*m11*m22^3*s^10*
      s1*s2^4 - 160*b*d^3*m11*m22^3*s^10*s1*s2^4 + 48*b^4*m22^4*s^10*s1*
      s2^4 - 176*b^2*d^2*m22^4*s^10*s1*s2^4 + 128*d^4*m22^4*s^10*s1*s2^4 + 
     336*b^4*m11*m21^3*s^11*s1*s2^4 - 880*b^2*d^2*m11*m21^3*s^11*s1*s2^4 + 
     544*d^4*m11*m21^3*s^11*s1*s2^4 + 336*b^4*m11*m21*m22^2*s^11*s1*s2^4 - 
     880*b^2*d^2*m11*m21*m22^2*s^11*s1*s2^4 + 544*d^4*m11*m21*m22^2*s^11*s1*
      s2^4 - 48*b^4*m21^4*s^12*s1*s2^4 + 112*b^2*d^2*m21^4*s^12*s1*s2^4 - 
     64*d^4*m21^4*s^12*s1*s2^4 - 32*b^3*d*m11*m21^2*m22*s^12*s1*s2^4 + 
     32*b*d^3*m11*m21^2*m22*s^12*s1*s2^4 - 96*b^4*m21^2*m22^2*s^12*s1*s2^4 + 
     224*b^2*d^2*m21^2*m22^2*s^12*s1*s2^4 - 128*d^4*m21^2*m22^2*s^12*s1*
      s2^4 - 32*b^3*d*m11*m22^3*s^12*s1*s2^4 + 32*b*d^3*m11*m22^3*s^12*s1*
      s2^4 - 48*b^4*m22^4*s^12*s1*s2^4 + 112*b^2*d^2*m22^4*s^12*s1*s2^4 - 
     64*d^4*m22^4*s^12*s1*s2^4 - 16*b^4*m11*m21^3*s^13*s1*s2^4 - 
     112*b^2*d^2*m11*m21^3*s^13*s1*s2^4 + 128*d^4*m11*m21^3*s^13*s1*s2^4 - 
     16*b^4*m11*m21*m22^2*s^13*s1*s2^4 - 112*b^2*d^2*m11*m21*m22^2*s^13*s1*
      s2^4 + 128*d^4*m11*m21*m22^2*s^13*s1*s2^4 - 16*b^4*m21^4*s^14*s1*s2^4 + 
     80*b^2*d^2*m21^4*s^14*s1*s2^4 - 64*d^4*m21^4*s^14*s1*s2^4 - 
     96*b^3*d*m11*m21^2*m22*s^14*s1*s2^4 + 96*b*d^3*m11*m21^2*m22*s^14*s1*
      s2^4 - 32*b^4*m21^2*m22^2*s^14*s1*s2^4 + 160*b^2*d^2*m21^2*m22^2*s^14*
      s1*s2^4 - 128*d^4*m21^2*m22^2*s^14*s1*s2^4 - 96*b^3*d*m11*m22^3*s^14*s1*
      s2^4 + 96*b*d^3*m11*m22^3*s^14*s1*s2^4 - 16*b^4*m22^4*s^14*s1*s2^4 + 
     80*b^2*d^2*m22^4*s^14*s1*s2^4 - 64*d^4*m22^4*s^14*s1*s2^4 - 
     112*b^4*m11*m21^3*s^15*s1*s2^4 + 208*b^2*d^2*m11*m21^3*s^15*s1*s2^4 - 
     96*d^4*m11*m21^3*s^15*s1*s2^4 - 112*b^4*m11*m21*m22^2*s^15*s1*s2^4 + 
     208*b^2*d^2*m11*m21*m22^2*s^15*s1*s2^4 - 96*d^4*m11*m21*m22^2*s^15*s1*
      s2^4 + 16*b^4*m21^4*s^16*s1*s2^4 - 16*b^2*d^2*m21^4*s^16*s1*s2^4 - 
     32*b^3*d*m11*m21^2*m22*s^16*s1*s2^4 + 32*b*d^3*m11*m21^2*m22*s^16*s1*
      s2^4 + 32*b^4*m21^2*m22^2*s^16*s1*s2^4 - 32*b^2*d^2*m21^2*m22^2*s^16*s1*
      s2^4 - 32*b^3*d*m11*m22^3*s^16*s1*s2^4 + 32*b*d^3*m11*m22^3*s^16*s1*
      s2^4 + 16*b^4*m22^4*s^16*s1*s2^4 - 16*b^2*d^2*m22^4*s^16*s1*s2^4 + 
     8*b^4*m11*m21^3*s^17*s1*s2^4 - 8*b^2*d^2*m11*m21^3*s^17*s1*s2^4 + 
     8*b^4*m11*m21*m22^2*s^17*s1*s2^4 - 8*b^2*d^2*m11*m21*m22^2*s^17*s1*
      s2^4 - 16*b^4*m21^4*s^2*s2^5 + 16*b^2*d^2*m21^4*s^2*s2^5 - 
     32*b^4*m21^2*m22^2*s^2*s2^5 + 32*b^2*d^2*m21^2*m22^2*s^2*s2^5 - 
     16*b^4*m22^4*s^2*s2^5 + 16*b^2*d^2*m22^4*s^2*s2^5 + 
     16*b^4*m21^4*s^4*s2^5 - 80*b^2*d^2*m21^4*s^4*s2^5 + 
     64*d^4*m21^4*s^4*s2^5 + 32*b^4*m21^2*m22^2*s^4*s2^5 - 
     160*b^2*d^2*m21^2*m22^2*s^4*s2^5 + 128*d^4*m21^2*m22^2*s^4*s2^5 + 
     16*b^4*m22^4*s^4*s2^5 - 80*b^2*d^2*m22^4*s^4*s2^5 + 
     64*d^4*m22^4*s^4*s2^5 + 48*b^4*m21^4*s^6*s2^5 - 
     112*b^2*d^2*m21^4*s^6*s2^5 + 64*d^4*m21^4*s^6*s2^5 + 
     96*b^4*m21^2*m22^2*s^6*s2^5 - 224*b^2*d^2*m21^2*m22^2*s^6*s2^5 + 
     128*d^4*m21^2*m22^2*s^6*s2^5 + 48*b^4*m22^4*s^6*s2^5 - 
     112*b^2*d^2*m22^4*s^6*s2^5 + 64*d^4*m22^4*s^6*s2^5 - 
     48*b^4*m21^4*s^8*s2^5 + 176*b^2*d^2*m21^4*s^8*s2^5 - 
     128*d^4*m21^4*s^8*s2^5 - 96*b^4*m21^2*m22^2*s^8*s2^5 + 
     352*b^2*d^2*m21^2*m22^2*s^8*s2^5 - 256*d^4*m21^2*m22^2*s^8*s2^5 - 
     48*b^4*m22^4*s^8*s2^5 + 176*b^2*d^2*m22^4*s^8*s2^5 - 
     128*d^4*m22^4*s^8*s2^5 - 48*b^4*m21^4*s^10*s2^5 + 
     176*b^2*d^2*m21^4*s^10*s2^5 - 128*d^4*m21^4*s^10*s2^5 - 
     96*b^4*m21^2*m22^2*s^10*s2^5 + 352*b^2*d^2*m21^2*m22^2*s^10*s2^5 - 
     256*d^4*m21^2*m22^2*s^10*s2^5 - 48*b^4*m22^4*s^10*s2^5 + 
     176*b^2*d^2*m22^4*s^10*s2^5 - 128*d^4*m22^4*s^10*s2^5 + 
     48*b^4*m21^4*s^12*s2^5 - 112*b^2*d^2*m21^4*s^12*s2^5 + 
     64*d^4*m21^4*s^12*s2^5 + 96*b^4*m21^2*m22^2*s^12*s2^5 - 
     224*b^2*d^2*m21^2*m22^2*s^12*s2^5 + 128*d^4*m21^2*m22^2*s^12*s2^5 + 
     48*b^4*m22^4*s^12*s2^5 - 112*b^2*d^2*m22^4*s^12*s2^5 + 
     64*d^4*m22^4*s^12*s2^5 + 16*b^4*m21^4*s^14*s2^5 - 
     80*b^2*d^2*m21^4*s^14*s2^5 + 64*d^4*m21^4*s^14*s2^5 + 
     32*b^4*m21^2*m22^2*s^14*s2^5 - 160*b^2*d^2*m21^2*m22^2*s^14*s2^5 + 
     128*d^4*m21^2*m22^2*s^14*s2^5 + 16*b^4*m22^4*s^14*s2^5 - 
     80*b^2*d^2*m22^4*s^14*s2^5 + 64*d^4*m22^4*s^14*s2^5 - 
     16*b^4*m21^4*s^16*s2^5 + 16*b^2*d^2*m21^4*s^16*s2^5 - 
     32*b^4*m21^2*m22^2*s^16*s2^5 + 32*b^2*d^2*m21^2*m22^2*s^16*s2^5 - 
     16*b^4*m22^4*s^16*s2^5 + 16*b^2*d^2*m22^4*s^16*s2^5, {0, 0, 1}}, 
   {-32*b^2*m11^4*s^3*s1^4 - 192*b^2*m11^4*s^5*s1^4 + 16*d^2*m11^4*s^5*s1^4 - 
     416*b^2*m11^4*s^7*s1^4 + 32*d^2*m11^4*s^7*s1^4 - 
     384*b^2*m11^4*s^9*s1^4 - 16*d^2*m11^4*s^9*s1^4 - 
     96*b^2*m11^4*s^11*s1^4 - 64*d^2*m11^4*s^11*s1^4 + 
     64*b^2*m11^4*s^13*s1^4 - 16*d^2*m11^4*s^13*s1^4 + 
     32*b^2*m11^4*s^15*s1^4 + 32*d^2*m11^4*s^15*s1^4 + 
     16*d^2*m11^4*s^17*s1^4 - 64*b^4*m11^4*s^3*s1^5 + 
     96*b^2*d^2*m11^4*s^3*s1^5 - 32*d^4*m11^4*s^3*s1^5 - 
     64*b^4*m11^4*s^5*s1^5 + 64*b^2*d^2*m11^4*s^5*s1^5 + 
     128*b^4*m11^4*s^7*s1^5 - 224*b^2*d^2*m11^4*s^7*s1^5 + 
     96*d^4*m11^4*s^7*s1^5 + 128*b^4*m11^4*s^9*s1^5 - 
     128*b^2*d^2*m11^4*s^9*s1^5 - 64*b^4*m11^4*s^11*s1^5 + 
     160*b^2*d^2*m11^4*s^11*s1^5 - 96*d^4*m11^4*s^11*s1^5 - 
     64*b^4*m11^4*s^13*s1^5 + 64*b^2*d^2*m11^4*s^13*s1^5 - 
     32*b^2*d^2*m11^4*s^15*s1^5 + 32*d^4*m11^4*s^15*s1^5 - 
     32*b^4*d^2*m11^4*s^3*s1^6 + 64*b^2*d^4*m11^4*s^3*s1^6 - 
     32*d^6*m11^4*s^3*s1^6 + 32*b^4*m11^6*s^3*s1^6 - 
     64*b^2*d^2*m11^6*s^3*s1^6 + 32*d^4*m11^6*s^3*s1^6 - 
     128*b^6*m11^4*s^5*s1^6 + 416*b^4*d^2*m11^4*s^5*s1^6 - 
     448*b^2*d^4*m11^4*s^5*s1^6 + 160*d^6*m11^4*s^5*s1^6 - 
     32*b^4*m11^6*s^5*s1^6 + 64*b^2*d^2*m11^6*s^5*s1^6 - 
     32*d^4*m11^6*s^5*s1^6 + 384*b^6*m11^4*s^7*s1^6 - 
     1088*b^4*d^2*m11^4*s^7*s1^6 + 1024*b^2*d^4*m11^4*s^7*s1^6 - 
     320*d^6*m11^4*s^7*s1^6 - 64*b^4*m11^6*s^7*s1^6 + 
     128*b^2*d^2*m11^6*s^7*s1^6 - 64*d^4*m11^6*s^7*s1^6 - 
     384*b^6*m11^4*s^9*s1^6 + 1088*b^4*d^2*m11^4*s^9*s1^6 - 
     1024*b^2*d^4*m11^4*s^9*s1^6 + 320*d^6*m11^4*s^9*s1^6 + 
     64*b^4*m11^6*s^9*s1^6 - 128*b^2*d^2*m11^6*s^9*s1^6 + 
     64*d^4*m11^6*s^9*s1^6 + 128*b^6*m11^4*s^11*s1^6 - 
     416*b^4*d^2*m11^4*s^11*s1^6 + 448*b^2*d^4*m11^4*s^11*s1^6 - 
     160*d^6*m11^4*s^11*s1^6 + 32*b^4*m11^6*s^11*s1^6 - 
     64*b^2*d^2*m11^6*s^11*s1^6 + 32*d^4*m11^6*s^11*s1^6 + 
     32*b^4*d^2*m11^4*s^13*s1^6 - 64*b^2*d^4*m11^4*s^13*s1^6 + 
     32*d^6*m11^4*s^13*s1^6 - 32*b^4*m11^6*s^13*s1^6 + 
     64*b^2*d^2*m11^6*s^13*s1^6 - 32*d^4*m11^6*s^13*s1^6 + 
     2*d^2*m11^3*m21*s1^3*s2 + 40*b^2*m11^3*m21*s^2*s1^3*s2 - 
     2*d^2*m11^3*m21*s^2*s1^3*s2 - 64*b*d*m11^3*m22*s^3*s1^3*s2 + 
     168*b^2*m11^3*m21*s^4*s1^3*s2 - 48*d^2*m11^3*m21*s^4*s1^3*s2 - 
     352*b*d*m11^3*m22*s^5*s1^3*s2 + 40*b^2*m11^3*m21*s^6*s1^3*s2 - 
     768*b*d*m11^3*m22*s^7*s1^3*s2 - 664*b^2*m11^3*m21*s^8*s1^3*s2 + 
     260*d^2*m11^3*m21*s^8*s1^3*s2 - 800*b*d*m11^3*m22*s^9*s1^3*s2 - 
     1096*b^2*m11^3*m21*s^10*s1^3*s2 + 268*d^2*m11^3*m21*s^10*s1^3*s2 - 
     320*b*d*m11^3*m22*s^11*s1^3*s2 - 584*b^2*m11^3*m21*s^12*s1^3*s2 - 
     128*d^2*m11^3*m21*s^12*s1^3*s2 + 96*b*d*m11^3*m22*s^13*s1^3*s2 - 
     8*b^2*m11^3*m21*s^14*s1^3*s2 - 272*d^2*m11^3*m21*s^14*s1^3*s2 + 
     128*b*d*m11^3*m22*s^15*s1^3*s2 + 56*b^2*m11^3*m21*s^16*s1^3*s2 - 
     86*d^2*m11^3*m21*s^16*s1^3*s2 + 32*b*d*m11^3*m22*s^17*s1^3*s2 + 
     6*d^2*m11^3*m21*s^18*s1^3*s2 + 4*b^2*d^2*m11^3*m21*s1^4*s2 - 
     4*d^4*m11^3*m21*s1^4*s2 + 80*b^4*m11^3*m21*s^2*s1^4*s2 - 
     112*b^2*d^2*m11^3*m21*s^2*s1^4*s2 + 32*d^4*m11^3*m21*s^2*s1^4*s2 + 
     64*b^4*m11^4*s^3*s1^4*s2 - 96*b^2*d^2*m11^4*s^3*s1^4*s2 + 
     32*d^4*m11^4*s^3*s1^4*s2 - 64*b^3*d*m11^3*m22*s^3*s1^4*s2 + 
     64*b*d^3*m11^3*m22*s^3*s1^4*s2 - 96*b^4*m11^3*m21*s^4*s1^4*s2 + 
     256*b^2*d^2*m11^3*m21*s^4*s1^4*s2 - 160*d^4*m11^3*m21*s^4*s1^4*s2 + 
     64*b^4*m11^4*s^5*s1^4*s2 - 64*b^2*d^2*m11^4*s^5*s1^4*s2 - 
     128*b^3*d*m11^3*m22*s^5*s1^4*s2 + 128*b*d^3*m11^3*m22*s^5*s1^4*s2 - 
     272*b^4*m11^3*m21*s^6*s1^4*s2 + 528*b^2*d^2*m11^3*m21*s^6*s1^4*s2 - 
     256*d^4*m11^3*m21*s^6*s1^4*s2 - 128*b^4*m11^4*s^7*s1^4*s2 + 
     224*b^2*d^2*m11^4*s^7*s1^4*s2 - 96*d^4*m11^4*s^7*s1^4*s2 + 
     64*b^3*d*m11^3*m22*s^7*s1^4*s2 - 64*b*d^3*m11^3*m22*s^7*s1^4*s2 + 
     448*b^4*m11^3*m21*s^8*s1^4*s2 - 792*b^2*d^2*m11^3*m21*s^8*s1^4*s2 + 
     344*d^4*m11^3*m21*s^8*s1^4*s2 - 128*b^4*m11^4*s^9*s1^4*s2 + 
     128*b^2*d^2*m11^4*s^9*s1^4*s2 + 256*b^3*d*m11^3*m22*s^9*s1^4*s2 - 
     256*b*d^3*m11^3*m22*s^9*s1^4*s2 + 816*b^4*m11^3*m21*s^10*s1^4*s2 - 
     1232*b^2*d^2*m11^3*m21*s^10*s1^4*s2 + 416*d^4*m11^3*m21*s^10*s1^4*s2 + 
     64*b^4*m11^4*s^11*s1^4*s2 - 160*b^2*d^2*m11^4*s^11*s1^4*s2 + 
     96*d^4*m11^4*s^11*s1^4*s2 + 64*b^3*d*m11^3*m22*s^11*s1^4*s2 - 
     64*b*d^3*m11^3*m22*s^11*s1^4*s2 + 160*b^4*m11^3*m21*s^12*s1^4*s2 + 
     32*b^2*d^2*m11^3*m21*s^12*s1^4*s2 - 192*d^4*m11^3*m21*s^12*s1^4*s2 + 
     64*b^4*m11^4*s^13*s1^4*s2 - 64*b^2*d^2*m11^4*s^13*s1^4*s2 - 
     128*b^3*d*m11^3*m22*s^13*s1^4*s2 + 128*b*d^3*m11^3*m22*s^13*s1^4*s2 - 
     112*b^4*m11^3*m21*s^14*s1^4*s2 + 304*b^2*d^2*m11^3*m21*s^14*s1^4*s2 - 
     192*d^4*m11^3*m21*s^14*s1^4*s2 + 32*b^2*d^2*m11^4*s^15*s1^4*s2 - 
     32*d^4*m11^4*s^15*s1^4*s2 - 64*b^3*d*m11^3*m22*s^15*s1^4*s2 + 
     64*b*d^3*m11^3*m22*s^15*s1^4*s2 - 12*b^2*d^2*m11^3*m21*s^16*s1^4*s2 + 
     12*d^4*m11^3*m21*s^16*s1^4*s2 + 16*b^4*d^2*m11^3*m21*s^2*s1^5*s2 - 
     32*b^2*d^4*m11^3*m21*s^2*s1^5*s2 + 16*d^6*m11^3*m21*s^2*s1^5*s2 - 
     48*b^4*m11^5*m21*s^2*s1^5*s2 + 96*b^2*d^2*m11^5*m21*s^2*s1^5*s2 - 
     48*d^4*m11^5*m21*s^2*s1^5*s2 + 64*b^4*d^2*m11^4*s^3*s1^5*s2 - 
     128*b^2*d^4*m11^4*s^3*s1^5*s2 + 64*d^6*m11^4*s^3*s1^5*s2 - 
     64*b^5*d*m11^3*m22*s^3*s1^5*s2 + 128*b^3*d^3*m11^3*m22*s^3*s1^5*s2 - 
     64*b*d^5*m11^3*m22*s^3*s1^5*s2 + 192*b^6*m11^3*m21*s^4*s1^5*s2 - 
     672*b^4*d^2*m11^3*m21*s^4*s1^5*s2 + 768*b^2*d^4*m11^3*m21*s^4*s1^5*s2 - 
     288*d^6*m11^3*m21*s^4*s1^5*s2 + 288*b^4*m11^5*m21*s^4*s1^5*s2 - 
     576*b^2*d^2*m11^5*m21*s^4*s1^5*s2 + 288*d^4*m11^5*m21*s^4*s1^5*s2 + 
     256*b^6*m11^4*s^5*s1^5*s2 - 832*b^4*d^2*m11^4*s^5*s1^5*s2 + 
     896*b^2*d^4*m11^4*s^5*s1^5*s2 - 320*d^6*m11^4*s^5*s1^5*s2 + 
     64*b^5*d*m11^3*m22*s^5*s1^5*s2 - 128*b^3*d^3*m11^3*m22*s^5*s1^5*s2 + 
     64*b*d^5*m11^3*m22*s^5*s1^5*s2 - 1024*b^6*m11^3*m21*s^6*s1^5*s2 + 
     3056*b^4*d^2*m11^3*m21*s^6*s1^5*s2 - 3040*b^2*d^4*m11^3*m21*s^6*s1^5*
      s2 + 1008*d^6*m11^3*m21*s^6*s1^5*s2 + 48*b^4*m11^5*m21*s^6*s1^5*s2 - 
     96*b^2*d^2*m11^5*m21*s^6*s1^5*s2 + 48*d^4*m11^5*m21*s^6*s1^5*s2 - 
     768*b^6*m11^4*s^7*s1^5*s2 + 2176*b^4*d^2*m11^4*s^7*s1^5*s2 - 
     2048*b^2*d^4*m11^4*s^7*s1^5*s2 + 640*d^6*m11^4*s^7*s1^5*s2 + 
     128*b^5*d*m11^3*m22*s^7*s1^5*s2 - 256*b^3*d^3*m11^3*m22*s^7*s1^5*s2 + 
     128*b*d^5*m11^3*m22*s^7*s1^5*s2 + 1664*b^6*m11^3*m21*s^8*s1^5*s2 - 
     4800*b^4*d^2*m11^3*m21*s^8*s1^5*s2 + 4608*b^2*d^4*m11^3*m21*s^8*s1^5*
      s2 - 1472*d^6*m11^3*m21*s^8*s1^5*s2 - 576*b^4*m11^5*m21*s^8*s1^5*s2 + 
     1152*b^2*d^2*m11^5*m21*s^8*s1^5*s2 - 576*d^4*m11^5*m21*s^8*s1^5*s2 + 
     768*b^6*m11^4*s^9*s1^5*s2 - 2176*b^4*d^2*m11^4*s^9*s1^5*s2 + 
     2048*b^2*d^4*m11^4*s^9*s1^5*s2 - 640*d^6*m11^4*s^9*s1^5*s2 - 
     128*b^5*d*m11^3*m22*s^9*s1^5*s2 + 256*b^3*d^3*m11^3*m22*s^9*s1^5*s2 - 
     128*b*d^5*m11^3*m22*s^9*s1^5*s2 - 1024*b^6*m11^3*m21*s^10*s1^5*s2 + 
     3056*b^4*d^2*m11^3*m21*s^10*s1^5*s2 - 3040*b^2*d^4*m11^3*m21*s^10*s1^5*
      s2 + 1008*d^6*m11^3*m21*s^10*s1^5*s2 + 48*b^4*m11^5*m21*s^10*s1^5*s2 - 
     96*b^2*d^2*m11^5*m21*s^10*s1^5*s2 + 48*d^4*m11^5*m21*s^10*s1^5*s2 - 
     256*b^6*m11^4*s^11*s1^5*s2 + 832*b^4*d^2*m11^4*s^11*s1^5*s2 - 
     896*b^2*d^4*m11^4*s^11*s1^5*s2 + 320*d^6*m11^4*s^11*s1^5*s2 - 
     64*b^5*d*m11^3*m22*s^11*s1^5*s2 + 128*b^3*d^3*m11^3*m22*s^11*s1^5*s2 - 
     64*b*d^5*m11^3*m22*s^11*s1^5*s2 + 192*b^6*m11^3*m21*s^12*s1^5*s2 - 
     672*b^4*d^2*m11^3*m21*s^12*s1^5*s2 + 768*b^2*d^4*m11^3*m21*s^12*s1^5*
      s2 - 288*d^6*m11^3*m21*s^12*s1^5*s2 + 288*b^4*m11^5*m21*s^12*s1^5*s2 - 
     576*b^2*d^2*m11^5*m21*s^12*s1^5*s2 + 288*d^4*m11^5*m21*s^12*s1^5*s2 - 
     64*b^4*d^2*m11^4*s^13*s1^5*s2 + 128*b^2*d^4*m11^4*s^13*s1^5*s2 - 
     64*d^6*m11^4*s^13*s1^5*s2 + 64*b^5*d*m11^3*m22*s^13*s1^5*s2 - 
     128*b^3*d^3*m11^3*m22*s^13*s1^5*s2 + 64*b*d^5*m11^3*m22*s^13*s1^5*s2 + 
     16*b^4*d^2*m11^3*m21*s^14*s1^5*s2 - 32*b^2*d^4*m11^3*m21*s^14*s1^5*s2 + 
     16*d^6*m11^3*m21*s^14*s1^5*s2 - 48*b^4*m11^5*m21*s^14*s1^5*s2 + 
     96*b^2*d^2*m11^5*m21*s^14*s1^5*s2 - 48*d^4*m11^5*m21*s^14*s1^5*s2 + 
     4*b*d*m11^2*m21*m22*s1^2*s2^2 - 16*b^2*m11^2*m21^2*s*s1^2*s2^2 + 
     16*d^2*m11^2*m21^2*s*s1^2*s2^2 + 76*b*d*m11^2*m21*m22*s^2*s1^2*s2^2 - 
     32*b^2*m11^2*m21^2*s^3*s1^2*s2^2 + 32*d^2*m11^2*m21^2*s^3*s1^2*s2^2 + 
     32*b^2*m11^2*m22^2*s^3*s1^2*s2^2 - 32*d^2*m11^2*m22^2*s^3*s1^2*s2^2 + 
     240*b*d*m11^2*m21*m22*s^4*s1^2*s2^2 + 176*b^2*m11^2*m21^2*s^5*s1^2*
      s2^2 - 176*d^2*m11^2*m21^2*s^5*s1^2*s2^2 + 208*b^2*m11^2*m22^2*s^5*s1^2*
      s2^2 - 208*d^2*m11^2*m22^2*s^5*s1^2*s2^2 + 80*b*d*m11^2*m21*m22*s^6*
      s1^2*s2^2 + 448*b^2*m11^2*m21^2*s^7*s1^2*s2^2 - 
     448*d^2*m11^2*m21^2*s^7*s1^2*s2^2 + 448*b^2*m11^2*m22^2*s^7*s1^2*s2^2 - 
     448*d^2*m11^2*m22^2*s^7*s1^2*s2^2 - 808*b*d*m11^2*m21*m22*s^8*s1^2*
      s2^2 - 16*b^2*m11^2*m21^2*s^9*s1^2*s2^2 + 16*d^2*m11^2*m21^2*s^9*s1^2*
      s2^2 + 368*b^2*m11^2*m22^2*s^9*s1^2*s2^2 - 368*d^2*m11^2*m22^2*s^9*s1^2*
      s2^2 - 1656*b*d*m11^2*m21*m22*s^10*s1^2*s2^2 - 
     800*b^2*m11^2*m21^2*s^11*s1^2*s2^2 + 800*d^2*m11^2*m21^2*s^11*s1^2*
      s2^2 + 32*b^2*m11^2*m22^2*s^11*s1^2*s2^2 - 32*d^2*m11^2*m22^2*s^11*s1^2*
      s2^2 - 1424*b*d*m11^2*m21*m22*s^12*s1^2*s2^2 - 
     688*b^2*m11^2*m21^2*s^13*s1^2*s2^2 + 688*d^2*m11^2*m21^2*s^13*s1^2*
      s2^2 - 80*b^2*m11^2*m22^2*s^13*s1^2*s2^2 + 80*d^2*m11^2*m22^2*s^13*s1^2*
      s2^2 - 560*b*d*m11^2*m21*m22*s^14*s1^2*s2^2 - 
     128*b^2*m11^2*m21^2*s^15*s1^2*s2^2 + 128*d^2*m11^2*m21^2*s^15*s1^2*
      s2^2 - 60*b*d*m11^2*m21*m22*s^16*s1^2*s2^2 + 32*b^2*m11^2*m21^2*s^17*
      s1^2*s2^2 - 32*d^2*m11^2*m21^2*s^17*s1^2*s2^2 + 
     16*b^2*m11^2*m22^2*s^17*s1^2*s2^2 - 16*d^2*m11^2*m22^2*s^17*s1^2*s2^2 + 
     12*b*d*m11^2*m21*m22*s^18*s1^2*s2^2 - 4*b^2*d^2*m11^3*m21*s1^3*s2^2 + 
     4*d^4*m11^3*m21*s1^3*s2^2 + 8*b^3*d*m11^2*m21*m22*s1^3*s2^2 - 
     8*b*d^3*m11^2*m21*m22*s1^3*s2^2 - 32*b^4*m11^2*m21^2*s*s1^3*s2^2 + 
     64*b^2*d^2*m11^2*m21^2*s*s1^3*s2^2 - 32*d^4*m11^2*m21^2*s*s1^3*s2^2 - 
     80*b^4*m11^3*m21*s^2*s1^3*s2^2 + 112*b^2*d^2*m11^3*m21*s^2*s1^3*s2^2 - 
     32*d^4*m11^3*m21*s^2*s1^3*s2^2 + 96*b^3*d*m11^2*m21*m22*s^2*s1^3*s2^2 - 
     96*b*d^3*m11^2*m21*m22*s^2*s1^3*s2^2 + 128*b^4*m11^2*m21^2*s^3*s1^3*
      s2^2 - 256*b^2*d^2*m11^2*m21^2*s^3*s1^3*s2^2 + 
     128*d^4*m11^2*m21^2*s^3*s1^3*s2^2 + 64*b^3*d*m11^3*m22*s^3*s1^3*s2^2 - 
     64*b*d^3*m11^3*m22*s^3*s1^3*s2^2 + 96*b^4*m11^2*m22^2*s^3*s1^3*s2^2 - 
     192*b^2*d^2*m11^2*m22^2*s^3*s1^3*s2^2 + 96*d^4*m11^2*m22^2*s^3*s1^3*
      s2^2 + 96*b^4*m11^3*m21*s^4*s1^3*s2^2 - 256*b^2*d^2*m11^3*m21*s^4*s1^3*
      s2^2 + 160*d^4*m11^3*m21*s^4*s1^3*s2^2 + 128*b^3*d*m11^2*m21*m22*s^4*
      s1^3*s2^2 - 128*b*d^3*m11^2*m21*m22*s^4*s1^3*s2^2 - 
     96*b^4*m11^2*m21^2*s^5*s1^3*s2^2 + 192*b^2*d^2*m11^2*m21^2*s^5*s1^3*
      s2^2 - 96*d^4*m11^2*m21^2*s^5*s1^3*s2^2 + 128*b^3*d*m11^3*m22*s^5*s1^3*
      s2^2 - 128*b*d^3*m11^3*m22*s^5*s1^3*s2^2 + 64*b^4*m11^2*m22^2*s^5*s1^3*
      s2^2 - 128*b^2*d^2*m11^2*m22^2*s^5*s1^3*s2^2 + 
     64*d^4*m11^2*m22^2*s^5*s1^3*s2^2 + 272*b^4*m11^3*m21*s^6*s1^3*s2^2 - 
     528*b^2*d^2*m11^3*m21*s^6*s1^3*s2^2 + 256*d^4*m11^3*m21*s^6*s1^3*s2^2 - 
     32*b^3*d*m11^2*m21*m22*s^6*s1^3*s2^2 + 32*b*d^3*m11^2*m21*m22*s^6*s1^3*
      s2^2 - 832*b^4*m11^2*m21^2*s^7*s1^3*s2^2 + 1664*b^2*d^2*m11^2*m21^2*s^7*
      s1^3*s2^2 - 832*d^4*m11^2*m21^2*s^7*s1^3*s2^2 - 
     64*b^3*d*m11^3*m22*s^7*s1^3*s2^2 + 64*b*d^3*m11^3*m22*s^7*s1^3*s2^2 - 
     224*b^4*m11^2*m22^2*s^7*s1^3*s2^2 + 448*b^2*d^2*m11^2*m22^2*s^7*s1^3*
      s2^2 - 224*d^4*m11^2*m22^2*s^7*s1^3*s2^2 - 448*b^4*m11^3*m21*s^8*s1^3*
      s2^2 + 792*b^2*d^2*m11^3*m21*s^8*s1^3*s2^2 - 344*d^4*m11^3*m21*s^8*s1^3*
      s2^2 + 208*b^3*d*m11^2*m21*m22*s^8*s1^3*s2^2 - 
     208*b*d^3*m11^2*m21*m22*s^8*s1^3*s2^2 - 224*b^4*m11^2*m21^2*s^9*s1^3*
      s2^2 + 448*b^2*d^2*m11^2*m21^2*s^9*s1^3*s2^2 - 
     224*d^4*m11^2*m21^2*s^9*s1^3*s2^2 - 256*b^3*d*m11^3*m22*s^9*s1^3*s2^2 + 
     256*b*d^3*m11^3*m22*s^9*s1^3*s2^2 - 128*b^4*m11^2*m22^2*s^9*s1^3*s2^2 + 
     256*b^2*d^2*m11^2*m22^2*s^9*s1^3*s2^2 - 128*d^4*m11^2*m22^2*s^9*s1^3*
      s2^2 - 816*b^4*m11^3*m21*s^10*s1^3*s2^2 + 1232*b^2*d^2*m11^3*m21*s^10*
      s1^3*s2^2 - 416*d^4*m11^3*m21*s^10*s1^3*s2^2 + 
     800*b^3*d*m11^2*m21*m22*s^10*s1^3*s2^2 - 800*b*d^3*m11^2*m21*m22*s^10*
      s1^3*s2^2 + 768*b^4*m11^2*m21^2*s^11*s1^3*s2^2 - 
     1536*b^2*d^2*m11^2*m21^2*s^11*s1^3*s2^2 + 768*d^4*m11^2*m21^2*s^11*s1^3*
      s2^2 - 64*b^3*d*m11^3*m22*s^11*s1^3*s2^2 + 64*b*d^3*m11^3*m22*s^11*s1^3*
      s2^2 + 160*b^4*m11^2*m22^2*s^11*s1^3*s2^2 - 320*b^2*d^2*m11^2*m22^2*
      s^11*s1^3*s2^2 + 160*d^4*m11^2*m22^2*s^11*s1^3*s2^2 - 
     160*b^4*m11^3*m21*s^12*s1^3*s2^2 - 32*b^2*d^2*m11^3*m21*s^12*s1^3*s2^2 + 
     192*d^4*m11^3*m21*s^12*s1^3*s2^2 + 704*b^3*d*m11^2*m21*m22*s^12*s1^3*
      s2^2 - 704*b*d^3*m11^2*m21*m22*s^12*s1^3*s2^2 + 
     352*b^4*m11^2*m21^2*s^13*s1^3*s2^2 - 704*b^2*d^2*m11^2*m21^2*s^13*s1^3*
      s2^2 + 352*d^4*m11^2*m21^2*s^13*s1^3*s2^2 + 128*b^3*d*m11^3*m22*s^13*
      s1^3*s2^2 - 128*b*d^3*m11^3*m22*s^13*s1^3*s2^2 + 
     64*b^4*m11^2*m22^2*s^13*s1^3*s2^2 - 128*b^2*d^2*m11^2*m22^2*s^13*s1^3*
      s2^2 + 64*d^4*m11^2*m22^2*s^13*s1^3*s2^2 + 112*b^4*m11^3*m21*s^14*s1^3*
      s2^2 - 304*b^2*d^2*m11^3*m21*s^14*s1^3*s2^2 + 
     192*d^4*m11^3*m21*s^14*s1^3*s2^2 + 160*b^3*d*m11^2*m21*m22*s^14*s1^3*
      s2^2 - 160*b*d^3*m11^2*m21*m22*s^14*s1^3*s2^2 - 
     64*b^4*m11^2*m21^2*s^15*s1^3*s2^2 + 128*b^2*d^2*m11^2*m21^2*s^15*s1^3*
      s2^2 - 64*d^4*m11^2*m21^2*s^15*s1^3*s2^2 + 64*b^3*d*m11^3*m22*s^15*s1^3*
      s2^2 - 64*b*d^3*m11^3*m22*s^15*s1^3*s2^2 - 32*b^4*m11^2*m22^2*s^15*s1^3*
      s2^2 + 64*b^2*d^2*m11^2*m22^2*s^15*s1^3*s2^2 - 
     32*d^4*m11^2*m22^2*s^15*s1^3*s2^2 + 12*b^2*d^2*m11^3*m21*s^16*s1^3*
      s2^2 - 12*d^4*m11^3*m21*s^16*s1^3*s2^2 - 24*b^3*d*m11^2*m21*m22*s^16*
      s1^3*s2^2 + 24*b*d^3*m11^2*m21*m22*s^16*s1^3*s2^2 + 
     24*b^4*m11^4*m21^2*s*s1^4*s2^2 - 48*b^2*d^2*m11^4*m21^2*s*s1^4*s2^2 + 
     24*d^4*m11^4*m21^2*s*s1^4*s2^2 - 32*b^4*d^2*m11^3*m21*s^2*s1^4*s2^2 + 
     64*b^2*d^4*m11^3*m21*s^2*s1^4*s2^2 - 32*d^6*m11^3*m21*s^2*s1^4*s2^2 + 
     32*b^5*d*m11^2*m21*m22*s^2*s1^4*s2^2 - 64*b^3*d^3*m11^2*m21*m22*s^2*s1^4*
      s2^2 + 32*b*d^5*m11^2*m21*m22*s^2*s1^4*s2^2 - 
     32*b^4*d^2*m11^4*s^3*s1^4*s2^2 + 64*b^2*d^4*m11^4*s^3*s1^4*s2^2 - 
     32*d^6*m11^4*s^3*s1^4*s2^2 - 96*b^6*m11^2*m21^2*s^3*s1^4*s2^2 + 
     288*b^4*d^2*m11^2*m21^2*s^3*s1^4*s2^2 - 288*b^2*d^4*m11^2*m21^2*s^3*s1^4*
      s2^2 + 96*d^6*m11^2*m21^2*s^3*s1^4*s2^2 - 360*b^4*m11^4*m21^2*s^3*s1^4*
      s2^2 + 720*b^2*d^2*m11^4*m21^2*s^3*s1^4*s2^2 - 
     360*d^4*m11^4*m21^2*s^3*s1^4*s2^2 + 128*b^5*d*m11^3*m22*s^3*s1^4*s2^2 - 
     256*b^3*d^3*m11^3*m22*s^3*s1^4*s2^2 + 128*b*d^5*m11^3*m22*s^3*s1^4*
      s2^2 - 32*b^6*m11^2*m22^2*s^3*s1^4*s2^2 + 96*b^4*d^2*m11^2*m22^2*s^3*
      s1^4*s2^2 - 96*b^2*d^4*m11^2*m22^2*s^3*s1^4*s2^2 + 
     32*d^6*m11^2*m22^2*s^3*s1^4*s2^2 - 96*b^4*m11^4*m22^2*s^3*s1^4*s2^2 + 
     192*b^2*d^2*m11^4*m22^2*s^3*s1^4*s2^2 - 96*d^4*m11^4*m22^2*s^3*s1^4*
      s2^2 - 384*b^6*m11^3*m21*s^4*s1^4*s2^2 + 1344*b^4*d^2*m11^3*m21*s^4*
      s1^4*s2^2 - 1536*b^2*d^4*m11^3*m21*s^4*s1^4*s2^2 + 
     576*d^6*m11^3*m21*s^4*s1^4*s2^2 - 192*b^5*d*m11^2*m21*m22*s^4*s1^4*
      s2^2 + 384*b^3*d^3*m11^2*m21*m22*s^4*s1^4*s2^2 - 
     192*b*d^5*m11^2*m21*m22*s^4*s1^4*s2^2 - 128*b^6*m11^4*s^5*s1^4*s2^2 + 
     416*b^4*d^2*m11^4*s^5*s1^4*s2^2 - 448*b^2*d^4*m11^4*s^5*s1^4*s2^2 + 
     160*d^6*m11^4*s^5*s1^4*s2^2 + 864*b^6*m11^2*m21^2*s^5*s1^4*s2^2 - 
     2592*b^4*d^2*m11^2*m21^2*s^5*s1^4*s2^2 + 2592*b^2*d^4*m11^2*m21^2*s^5*
      s1^4*s2^2 - 864*d^6*m11^2*m21^2*s^5*s1^4*s2^2 + 
     696*b^4*m11^4*m21^2*s^5*s1^4*s2^2 - 1392*b^2*d^2*m11^4*m21^2*s^5*s1^4*
      s2^2 + 696*d^4*m11^4*m21^2*s^5*s1^4*s2^2 - 128*b^5*d*m11^3*m22*s^5*s1^4*
      s2^2 + 256*b^3*d^3*m11^3*m22*s^5*s1^4*s2^2 - 128*b*d^5*m11^3*m22*s^5*
      s1^4*s2^2 + 288*b^6*m11^2*m22^2*s^5*s1^4*s2^2 - 
     864*b^4*d^2*m11^2*m22^2*s^5*s1^4*s2^2 + 864*b^2*d^4*m11^2*m22^2*s^5*s1^4*
      s2^2 - 288*d^6*m11^2*m22^2*s^5*s1^4*s2^2 + 96*b^4*m11^4*m22^2*s^5*s1^4*
      s2^2 - 192*b^2*d^2*m11^4*m22^2*s^5*s1^4*s2^2 + 
     96*d^4*m11^4*m22^2*s^5*s1^4*s2^2 + 2048*b^6*m11^3*m21*s^6*s1^4*s2^2 - 
     6112*b^4*d^2*m11^3*m21*s^6*s1^4*s2^2 + 6080*b^2*d^4*m11^3*m21*s^6*s1^4*
      s2^2 - 2016*d^6*m11^3*m21*s^6*s1^4*s2^2 - 32*b^5*d*m11^2*m21*m22*s^6*
      s1^4*s2^2 + 64*b^3*d^3*m11^2*m21*m22*s^6*s1^4*s2^2 - 
     32*b*d^5*m11^2*m21*m22*s^6*s1^4*s2^2 + 384*b^6*m11^4*s^7*s1^4*s2^2 - 
     1088*b^4*d^2*m11^4*s^7*s1^4*s2^2 + 1024*b^2*d^4*m11^4*s^7*s1^4*s2^2 - 
     320*d^6*m11^4*s^7*s1^4*s2^2 - 2112*b^6*m11^2*m21^2*s^7*s1^4*s2^2 + 
     6336*b^4*d^2*m11^2*m21^2*s^7*s1^4*s2^2 - 6336*b^2*d^4*m11^2*m21^2*s^7*
      s1^4*s2^2 + 2112*d^6*m11^2*m21^2*s^7*s1^4*s2^2 + 
     1080*b^4*m11^4*m21^2*s^7*s1^4*s2^2 - 2160*b^2*d^2*m11^4*m21^2*s^7*s1^4*
      s2^2 + 1080*d^4*m11^4*m21^2*s^7*s1^4*s2^2 - 256*b^5*d*m11^3*m22*s^7*
      s1^4*s2^2 + 512*b^3*d^3*m11^3*m22*s^7*s1^4*s2^2 - 
     256*b*d^5*m11^3*m22*s^7*s1^4*s2^2 - 704*b^6*m11^2*m22^2*s^7*s1^4*s2^2 + 
     2112*b^4*d^2*m11^2*m22^2*s^7*s1^4*s2^2 - 2112*b^2*d^4*m11^2*m22^2*s^7*
      s1^4*s2^2 + 704*d^6*m11^2*m22^2*s^7*s1^4*s2^2 + 
     192*b^4*m11^4*m22^2*s^7*s1^4*s2^2 - 384*b^2*d^2*m11^4*m22^2*s^7*s1^4*
      s2^2 + 192*d^4*m11^4*m22^2*s^7*s1^4*s2^2 - 3328*b^6*m11^3*m21*s^8*s1^4*
      s2^2 + 9600*b^4*d^2*m11^3*m21*s^8*s1^4*s2^2 - 
     9216*b^2*d^4*m11^3*m21*s^8*s1^4*s2^2 + 2944*d^6*m11^3*m21*s^8*s1^4*
      s2^2 + 384*b^5*d*m11^2*m21*m22*s^8*s1^4*s2^2 - 
     768*b^3*d^3*m11^2*m21*m22*s^8*s1^4*s2^2 + 384*b*d^5*m11^2*m21*m22*s^8*
      s1^4*s2^2 - 384*b^6*m11^4*s^9*s1^4*s2^2 + 1088*b^4*d^2*m11^4*s^9*s1^4*
      s2^2 - 1024*b^2*d^4*m11^4*s^9*s1^4*s2^2 + 320*d^6*m11^4*s^9*s1^4*s2^2 + 
     2112*b^6*m11^2*m21^2*s^9*s1^4*s2^2 - 6336*b^4*d^2*m11^2*m21^2*s^9*s1^4*
      s2^2 + 6336*b^2*d^4*m11^2*m21^2*s^9*s1^4*s2^2 - 
     2112*d^6*m11^2*m21^2*s^9*s1^4*s2^2 - 1080*b^4*m11^4*m21^2*s^9*s1^4*
      s2^2 + 2160*b^2*d^2*m11^4*m21^2*s^9*s1^4*s2^2 - 
     1080*d^4*m11^4*m21^2*s^9*s1^4*s2^2 + 256*b^5*d*m11^3*m22*s^9*s1^4*s2^2 - 
     512*b^3*d^3*m11^3*m22*s^9*s1^4*s2^2 + 256*b*d^5*m11^3*m22*s^9*s1^4*
      s2^2 + 704*b^6*m11^2*m22^2*s^9*s1^4*s2^2 - 2112*b^4*d^2*m11^2*m22^2*s^9*
      s1^4*s2^2 + 2112*b^2*d^4*m11^2*m22^2*s^9*s1^4*s2^2 - 
     704*d^6*m11^2*m22^2*s^9*s1^4*s2^2 - 192*b^4*m11^4*m22^2*s^9*s1^4*s2^2 + 
     384*b^2*d^2*m11^4*m22^2*s^9*s1^4*s2^2 - 192*d^4*m11^4*m22^2*s^9*s1^4*
      s2^2 + 2048*b^6*m11^3*m21*s^10*s1^4*s2^2 - 6112*b^4*d^2*m11^3*m21*s^10*
      s1^4*s2^2 + 6080*b^2*d^4*m11^3*m21*s^10*s1^4*s2^2 - 
     2016*d^6*m11^3*m21*s^10*s1^4*s2^2 - 32*b^5*d*m11^2*m21*m22*s^10*s1^4*
      s2^2 + 64*b^3*d^3*m11^2*m21*m22*s^10*s1^4*s2^2 - 
     32*b*d^5*m11^2*m21*m22*s^10*s1^4*s2^2 + 128*b^6*m11^4*s^11*s1^4*s2^2 - 
     416*b^4*d^2*m11^4*s^11*s1^4*s2^2 + 448*b^2*d^4*m11^4*s^11*s1^4*s2^2 - 
     160*d^6*m11^4*s^11*s1^4*s2^2 - 864*b^6*m11^2*m21^2*s^11*s1^4*s2^2 + 
     2592*b^4*d^2*m11^2*m21^2*s^11*s1^4*s2^2 - 2592*b^2*d^4*m11^2*m21^2*s^11*
      s1^4*s2^2 + 864*d^6*m11^2*m21^2*s^11*s1^4*s2^2 - 
     696*b^4*m11^4*m21^2*s^11*s1^4*s2^2 + 1392*b^2*d^2*m11^4*m21^2*s^11*s1^4*
      s2^2 - 696*d^4*m11^4*m21^2*s^11*s1^4*s2^2 + 128*b^5*d*m11^3*m22*s^11*
      s1^4*s2^2 - 256*b^3*d^3*m11^3*m22*s^11*s1^4*s2^2 + 
     128*b*d^5*m11^3*m22*s^11*s1^4*s2^2 - 288*b^6*m11^2*m22^2*s^11*s1^4*
      s2^2 + 864*b^4*d^2*m11^2*m22^2*s^11*s1^4*s2^2 - 
     864*b^2*d^4*m11^2*m22^2*s^11*s1^4*s2^2 + 288*d^6*m11^2*m22^2*s^11*s1^4*
      s2^2 - 96*b^4*m11^4*m22^2*s^11*s1^4*s2^2 + 192*b^2*d^2*m11^4*m22^2*s^11*
      s1^4*s2^2 - 96*d^4*m11^4*m22^2*s^11*s1^4*s2^2 - 
     384*b^6*m11^3*m21*s^12*s1^4*s2^2 + 1344*b^4*d^2*m11^3*m21*s^12*s1^4*
      s2^2 - 1536*b^2*d^4*m11^3*m21*s^12*s1^4*s2^2 + 
     576*d^6*m11^3*m21*s^12*s1^4*s2^2 - 192*b^5*d*m11^2*m21*m22*s^12*s1^4*
      s2^2 + 384*b^3*d^3*m11^2*m21*m22*s^12*s1^4*s2^2 - 
     192*b*d^5*m11^2*m21*m22*s^12*s1^4*s2^2 + 32*b^4*d^2*m11^4*s^13*s1^4*
      s2^2 - 64*b^2*d^4*m11^4*s^13*s1^4*s2^2 + 32*d^6*m11^4*s^13*s1^4*s2^2 + 
     96*b^6*m11^2*m21^2*s^13*s1^4*s2^2 - 288*b^4*d^2*m11^2*m21^2*s^13*s1^4*
      s2^2 + 288*b^2*d^4*m11^2*m21^2*s^13*s1^4*s2^2 - 
     96*d^6*m11^2*m21^2*s^13*s1^4*s2^2 + 360*b^4*m11^4*m21^2*s^13*s1^4*s2^2 - 
     720*b^2*d^2*m11^4*m21^2*s^13*s1^4*s2^2 + 360*d^4*m11^4*m21^2*s^13*s1^4*
      s2^2 - 128*b^5*d*m11^3*m22*s^13*s1^4*s2^2 + 256*b^3*d^3*m11^3*m22*s^13*
      s1^4*s2^2 - 128*b*d^5*m11^3*m22*s^13*s1^4*s2^2 + 
     32*b^6*m11^2*m22^2*s^13*s1^4*s2^2 - 96*b^4*d^2*m11^2*m22^2*s^13*s1^4*
      s2^2 + 96*b^2*d^4*m11^2*m22^2*s^13*s1^4*s2^2 - 
     32*d^6*m11^2*m22^2*s^13*s1^4*s2^2 + 96*b^4*m11^4*m22^2*s^13*s1^4*s2^2 - 
     192*b^2*d^2*m11^4*m22^2*s^13*s1^4*s2^2 + 96*d^4*m11^4*m22^2*s^13*s1^4*
      s2^2 - 32*b^4*d^2*m11^3*m21*s^14*s1^4*s2^2 + 64*b^2*d^4*m11^3*m21*s^14*
      s1^4*s2^2 - 32*d^6*m11^3*m21*s^14*s1^4*s2^2 + 
     32*b^5*d*m11^2*m21*m22*s^14*s1^4*s2^2 - 64*b^3*d^3*m11^2*m21*m22*s^14*
      s1^4*s2^2 + 32*b*d^5*m11^2*m21*m22*s^14*s1^4*s2^2 - 
     24*b^4*m11^4*m21^2*s^15*s1^4*s2^2 + 48*b^2*d^2*m11^4*m21^2*s^15*s1^4*
      s2^2 - 24*d^4*m11^4*m21^2*s^15*s1^4*s2^2 + 2*b^2*m11*m21^3*s1*s2^3 + 
     2*b^2*m11*m21*m22^2*s1*s2^3 - 2*b^2*m11*m21^3*s^2*s1*s2^3 + 
     40*d^2*m11*m21^3*s^2*s1*s2^3 - 2*b^2*m11*m21*m22^2*s^2*s1*s2^3 + 
     40*d^2*m11*m21*m22^2*s^2*s1*s2^3 + 64*b*d*m11*m21^2*m22*s^3*s1*s2^3 + 
     64*b*d*m11*m22^3*s^3*s1*s2^3 - 48*b^2*m11*m21^3*s^4*s1*s2^3 + 
     168*d^2*m11*m21^3*s^4*s1*s2^3 - 48*b^2*m11*m21*m22^2*s^4*s1*s2^3 + 
     168*d^2*m11*m21*m22^2*s^4*s1*s2^3 + 352*b*d*m11*m21^2*m22*s^5*s1*s2^3 + 
     352*b*d*m11*m22^3*s^5*s1*s2^3 + 40*d^2*m11*m21^3*s^6*s1*s2^3 + 
     40*d^2*m11*m21*m22^2*s^6*s1*s2^3 + 768*b*d*m11*m21^2*m22*s^7*s1*s2^3 + 
     768*b*d*m11*m22^3*s^7*s1*s2^3 + 260*b^2*m11*m21^3*s^8*s1*s2^3 - 
     664*d^2*m11*m21^3*s^8*s1*s2^3 + 260*b^2*m11*m21*m22^2*s^8*s1*s2^3 - 
     664*d^2*m11*m21*m22^2*s^8*s1*s2^3 + 800*b*d*m11*m21^2*m22*s^9*s1*s2^3 + 
     800*b*d*m11*m22^3*s^9*s1*s2^3 + 268*b^2*m11*m21^3*s^10*s1*s2^3 - 
     1096*d^2*m11*m21^3*s^10*s1*s2^3 + 268*b^2*m11*m21*m22^2*s^10*s1*s2^3 - 
     1096*d^2*m11*m21*m22^2*s^10*s1*s2^3 + 320*b*d*m11*m21^2*m22*s^11*s1*
      s2^3 + 320*b*d*m11*m22^3*s^11*s1*s2^3 - 128*b^2*m11*m21^3*s^12*s1*
      s2^3 - 584*d^2*m11*m21^3*s^12*s1*s2^3 - 128*b^2*m11*m21*m22^2*s^12*s1*
      s2^3 - 584*d^2*m11*m21*m22^2*s^12*s1*s2^3 - 96*b*d*m11*m21^2*m22*s^13*
      s1*s2^3 - 96*b*d*m11*m22^3*s^13*s1*s2^3 - 272*b^2*m11*m21^3*s^14*s1*
      s2^3 - 8*d^2*m11*m21^3*s^14*s1*s2^3 - 272*b^2*m11*m21*m22^2*s^14*s1*
      s2^3 - 8*d^2*m11*m21*m22^2*s^14*s1*s2^3 - 128*b*d*m11*m21^2*m22*s^15*s1*
      s2^3 - 128*b*d*m11*m22^3*s^15*s1*s2^3 - 86*b^2*m11*m21^3*s^16*s1*s2^3 + 
     56*d^2*m11*m21^3*s^16*s1*s2^3 - 86*b^2*m11*m21*m22^2*s^16*s1*s2^3 + 
     56*d^2*m11*m21*m22^2*s^16*s1*s2^3 - 32*b*d*m11*m21^2*m22*s^17*s1*s2^3 - 
     32*b*d*m11*m22^3*s^17*s1*s2^3 + 6*b^2*m11*m21^3*s^18*s1*s2^3 + 
     6*b^2*m11*m21*m22^2*s^18*s1*s2^3 + 4*b^4*m11*m21^3*s1^2*s2^3 - 
     4*b^2*d^2*m11*m21^3*s1^2*s2^3 - 8*b^3*d*m11^2*m21*m22*s1^2*s2^3 + 
     8*b*d^3*m11^2*m21*m22*s1^2*s2^3 + 4*b^4*m11*m21*m22^2*s1^2*s2^3 - 
     4*b^2*d^2*m11*m21*m22^2*s1^2*s2^3 + 32*b^4*m11^2*m21^2*s*s1^2*s2^3 - 
     64*b^2*d^2*m11^2*m21^2*s*s1^2*s2^3 + 32*d^4*m11^2*m21^2*s*s1^2*s2^3 - 
     32*b^4*m11*m21^3*s^2*s1^2*s2^3 + 112*b^2*d^2*m11*m21^3*s^2*s1^2*s2^3 - 
     80*d^4*m11*m21^3*s^2*s1^2*s2^3 - 96*b^3*d*m11^2*m21*m22*s^2*s1^2*s2^3 + 
     96*b*d^3*m11^2*m21*m22*s^2*s1^2*s2^3 - 32*b^4*m11*m21*m22^2*s^2*s1^2*
      s2^3 + 112*b^2*d^2*m11*m21*m22^2*s^2*s1^2*s2^3 - 
     80*d^4*m11*m21*m22^2*s^2*s1^2*s2^3 - 128*b^4*m11^2*m21^2*s^3*s1^2*s2^3 + 
     256*b^2*d^2*m11^2*m21^2*s^3*s1^2*s2^3 - 128*d^4*m11^2*m21^2*s^3*s1^2*
      s2^3 + 64*b^3*d*m11*m21^2*m22*s^3*s1^2*s2^3 - 
     64*b*d^3*m11*m21^2*m22*s^3*s1^2*s2^3 - 96*b^4*m11^2*m22^2*s^3*s1^2*
      s2^3 + 192*b^2*d^2*m11^2*m22^2*s^3*s1^2*s2^3 - 
     96*d^4*m11^2*m22^2*s^3*s1^2*s2^3 + 64*b^3*d*m11*m22^3*s^3*s1^2*s2^3 - 
     64*b*d^3*m11*m22^3*s^3*s1^2*s2^3 + 160*b^4*m11*m21^3*s^4*s1^2*s2^3 - 
     256*b^2*d^2*m11*m21^3*s^4*s1^2*s2^3 + 96*d^4*m11*m21^3*s^4*s1^2*s2^3 - 
     128*b^3*d*m11^2*m21*m22*s^4*s1^2*s2^3 + 128*b*d^3*m11^2*m21*m22*s^4*s1^2*
      s2^3 + 160*b^4*m11*m21*m22^2*s^4*s1^2*s2^3 - 256*b^2*d^2*m11*m21*m22^2*
      s^4*s1^2*s2^3 + 96*d^4*m11*m21*m22^2*s^4*s1^2*s2^3 + 
     96*b^4*m11^2*m21^2*s^5*s1^2*s2^3 - 192*b^2*d^2*m11^2*m21^2*s^5*s1^2*
      s2^3 + 96*d^4*m11^2*m21^2*s^5*s1^2*s2^3 + 128*b^3*d*m11*m21^2*m22*s^5*
      s1^2*s2^3 - 128*b*d^3*m11*m21^2*m22*s^5*s1^2*s2^3 - 
     64*b^4*m11^2*m22^2*s^5*s1^2*s2^3 + 128*b^2*d^2*m11^2*m22^2*s^5*s1^2*
      s2^3 - 64*d^4*m11^2*m22^2*s^5*s1^2*s2^3 + 128*b^3*d*m11*m22^3*s^5*s1^2*
      s2^3 - 128*b*d^3*m11*m22^3*s^5*s1^2*s2^3 + 256*b^4*m11*m21^3*s^6*s1^2*
      s2^3 - 528*b^2*d^2*m11*m21^3*s^6*s1^2*s2^3 + 272*d^4*m11*m21^3*s^6*s1^2*
      s2^3 + 32*b^3*d*m11^2*m21*m22*s^6*s1^2*s2^3 - 
     32*b*d^3*m11^2*m21*m22*s^6*s1^2*s2^3 + 256*b^4*m11*m21*m22^2*s^6*s1^2*
      s2^3 - 528*b^2*d^2*m11*m21*m22^2*s^6*s1^2*s2^3 + 
     272*d^4*m11*m21*m22^2*s^6*s1^2*s2^3 + 832*b^4*m11^2*m21^2*s^7*s1^2*
      s2^3 - 1664*b^2*d^2*m11^2*m21^2*s^7*s1^2*s2^3 + 
     832*d^4*m11^2*m21^2*s^7*s1^2*s2^3 - 64*b^3*d*m11*m21^2*m22*s^7*s1^2*
      s2^3 + 64*b*d^3*m11*m21^2*m22*s^7*s1^2*s2^3 + 
     224*b^4*m11^2*m22^2*s^7*s1^2*s2^3 - 448*b^2*d^2*m11^2*m22^2*s^7*s1^2*
      s2^3 + 224*d^4*m11^2*m22^2*s^7*s1^2*s2^3 - 64*b^3*d*m11*m22^3*s^7*s1^2*
      s2^3 + 64*b*d^3*m11*m22^3*s^7*s1^2*s2^3 - 344*b^4*m11*m21^3*s^8*s1^2*
      s2^3 + 792*b^2*d^2*m11*m21^3*s^8*s1^2*s2^3 - 448*d^4*m11*m21^3*s^8*s1^2*
      s2^3 - 208*b^3*d*m11^2*m21*m22*s^8*s1^2*s2^3 + 
     208*b*d^3*m11^2*m21*m22*s^8*s1^2*s2^3 - 344*b^4*m11*m21*m22^2*s^8*s1^2*
      s2^3 + 792*b^2*d^2*m11*m21*m22^2*s^8*s1^2*s2^3 - 
     448*d^4*m11*m21*m22^2*s^8*s1^2*s2^3 + 224*b^4*m11^2*m21^2*s^9*s1^2*
      s2^3 - 448*b^2*d^2*m11^2*m21^2*s^9*s1^2*s2^3 + 
     224*d^4*m11^2*m21^2*s^9*s1^2*s2^3 - 256*b^3*d*m11*m21^2*m22*s^9*s1^2*
      s2^3 + 256*b*d^3*m11*m21^2*m22*s^9*s1^2*s2^3 + 
     128*b^4*m11^2*m22^2*s^9*s1^2*s2^3 - 256*b^2*d^2*m11^2*m22^2*s^9*s1^2*
      s2^3 + 128*d^4*m11^2*m22^2*s^9*s1^2*s2^3 - 256*b^3*d*m11*m22^3*s^9*s1^2*
      s2^3 + 256*b*d^3*m11*m22^3*s^9*s1^2*s2^3 - 416*b^4*m11*m21^3*s^10*s1^2*
      s2^3 + 1232*b^2*d^2*m11*m21^3*s^10*s1^2*s2^3 - 
     816*d^4*m11*m21^3*s^10*s1^2*s2^3 - 800*b^3*d*m11^2*m21*m22*s^10*s1^2*
      s2^3 + 800*b*d^3*m11^2*m21*m22*s^10*s1^2*s2^3 - 
     416*b^4*m11*m21*m22^2*s^10*s1^2*s2^3 + 1232*b^2*d^2*m11*m21*m22^2*s^10*
      s1^2*s2^3 - 816*d^4*m11*m21*m22^2*s^10*s1^2*s2^3 - 
     768*b^4*m11^2*m21^2*s^11*s1^2*s2^3 + 1536*b^2*d^2*m11^2*m21^2*s^11*s1^2*
      s2^3 - 768*d^4*m11^2*m21^2*s^11*s1^2*s2^3 - 64*b^3*d*m11*m21^2*m22*s^11*
      s1^2*s2^3 + 64*b*d^3*m11*m21^2*m22*s^11*s1^2*s2^3 - 
     160*b^4*m11^2*m22^2*s^11*s1^2*s2^3 + 320*b^2*d^2*m11^2*m22^2*s^11*s1^2*
      s2^3 - 160*d^4*m11^2*m22^2*s^11*s1^2*s2^3 - 64*b^3*d*m11*m22^3*s^11*
      s1^2*s2^3 + 64*b*d^3*m11*m22^3*s^11*s1^2*s2^3 + 
     192*b^4*m11*m21^3*s^12*s1^2*s2^3 - 32*b^2*d^2*m11*m21^3*s^12*s1^2*s2^3 - 
     160*d^4*m11*m21^3*s^12*s1^2*s2^3 - 704*b^3*d*m11^2*m21*m22*s^12*s1^2*
      s2^3 + 704*b*d^3*m11^2*m21*m22*s^12*s1^2*s2^3 + 
     192*b^4*m11*m21*m22^2*s^12*s1^2*s2^3 - 32*b^2*d^2*m11*m21*m22^2*s^12*
      s1^2*s2^3 - 160*d^4*m11*m21*m22^2*s^12*s1^2*s2^3 - 
     352*b^4*m11^2*m21^2*s^13*s1^2*s2^3 + 704*b^2*d^2*m11^2*m21^2*s^13*s1^2*
      s2^3 - 352*d^4*m11^2*m21^2*s^13*s1^2*s2^3 + 128*b^3*d*m11*m21^2*m22*
      s^13*s1^2*s2^3 - 128*b*d^3*m11*m21^2*m22*s^13*s1^2*s2^3 - 
     64*b^4*m11^2*m22^2*s^13*s1^2*s2^3 + 128*b^2*d^2*m11^2*m22^2*s^13*s1^2*
      s2^3 - 64*d^4*m11^2*m22^2*s^13*s1^2*s2^3 + 128*b^3*d*m11*m22^3*s^13*
      s1^2*s2^3 - 128*b*d^3*m11*m22^3*s^13*s1^2*s2^3 + 
     192*b^4*m11*m21^3*s^14*s1^2*s2^3 - 304*b^2*d^2*m11*m21^3*s^14*s1^2*
      s2^3 + 112*d^4*m11*m21^3*s^14*s1^2*s2^3 - 160*b^3*d*m11^2*m21*m22*s^14*
      s1^2*s2^3 + 160*b*d^3*m11^2*m21*m22*s^14*s1^2*s2^3 + 
     192*b^4*m11*m21*m22^2*s^14*s1^2*s2^3 - 304*b^2*d^2*m11*m21*m22^2*s^14*
      s1^2*s2^3 + 112*d^4*m11*m21*m22^2*s^14*s1^2*s2^3 + 
     64*b^4*m11^2*m21^2*s^15*s1^2*s2^3 - 128*b^2*d^2*m11^2*m21^2*s^15*s1^2*
      s2^3 + 64*d^4*m11^2*m21^2*s^15*s1^2*s2^3 + 64*b^3*d*m11*m21^2*m22*s^15*
      s1^2*s2^3 - 64*b*d^3*m11*m21^2*m22*s^15*s1^2*s2^3 + 
     32*b^4*m11^2*m22^2*s^15*s1^2*s2^3 - 64*b^2*d^2*m11^2*m22^2*s^15*s1^2*
      s2^3 + 32*d^4*m11^2*m22^2*s^15*s1^2*s2^3 + 64*b^3*d*m11*m22^3*s^15*s1^2*
      s2^3 - 64*b*d^3*m11*m22^3*s^15*s1^2*s2^3 - 12*b^4*m11*m21^3*s^16*s1^2*
      s2^3 + 12*b^2*d^2*m11*m21^3*s^16*s1^2*s2^3 + 24*b^3*d*m11^2*m21*m22*
      s^16*s1^2*s2^3 - 24*b*d^3*m11^2*m21*m22*s^16*s1^2*s2^3 - 
     12*b^4*m11*m21*m22^2*s^16*s1^2*s2^3 + 12*b^2*d^2*m11*m21*m22^2*s^16*s1^2*
      s2^3 - 4*b^4*m11^3*m21^3*s1^3*s2^3 + 8*b^2*d^2*m11^3*m21^3*s1^3*s2^3 - 
     4*d^4*m11^3*m21^3*s1^3*s2^3 + 16*b^4*d^2*m11^3*m21*s^2*s1^3*s2^3 - 
     32*b^2*d^4*m11^3*m21*s^2*s1^3*s2^3 + 16*d^6*m11^3*m21*s^2*s1^3*s2^3 + 
     16*b^6*m11*m21^3*s^2*s1^3*s2^3 - 32*b^4*d^2*m11*m21^3*s^2*s1^3*s2^3 + 
     16*b^2*d^4*m11*m21^3*s^2*s1^3*s2^3 + 160*b^4*m11^3*m21^3*s^2*s1^3*s2^3 - 
     320*b^2*d^2*m11^3*m21^3*s^2*s1^3*s2^3 + 160*d^4*m11^3*m21^3*s^2*s1^3*
      s2^3 - 64*b^5*d*m11^2*m21*m22*s^2*s1^3*s2^3 + 
     128*b^3*d^3*m11^2*m21*m22*s^2*s1^3*s2^3 - 64*b*d^5*m11^2*m21*m22*s^2*
      s1^3*s2^3 + 16*b^6*m11*m21*m22^2*s^2*s1^3*s2^3 - 
     32*b^4*d^2*m11*m21*m22^2*s^2*s1^3*s2^3 + 16*b^2*d^4*m11*m21*m22^2*s^2*
      s1^3*s2^3 + 96*b^4*m11^3*m21*m22^2*s^2*s1^3*s2^3 - 
     192*b^2*d^2*m11^3*m21*m22^2*s^2*s1^3*s2^3 + 96*d^4*m11^3*m21*m22^2*s^2*
      s1^3*s2^3 + 192*b^6*m11^2*m21^2*s^3*s1^3*s2^3 - 
     576*b^4*d^2*m11^2*m21^2*s^3*s1^3*s2^3 + 576*b^2*d^4*m11^2*m21^2*s^3*s1^3*
      s2^3 - 192*d^6*m11^2*m21^2*s^3*s1^3*s2^3 - 64*b^5*d*m11^3*m22*s^3*s1^3*
      s2^3 + 128*b^3*d^3*m11^3*m22*s^3*s1^3*s2^3 - 64*b*d^5*m11^3*m22*s^3*
      s1^3*s2^3 + 64*b^5*d*m11*m21^2*m22*s^3*s1^3*s2^3 - 
     128*b^3*d^3*m11*m21^2*m22*s^3*s1^3*s2^3 + 64*b*d^5*m11*m21^2*m22*s^3*
      s1^3*s2^3 + 64*b^6*m11^2*m22^2*s^3*s1^3*s2^3 - 
     192*b^4*d^2*m11^2*m22^2*s^3*s1^3*s2^3 + 192*b^2*d^4*m11^2*m22^2*s^3*s1^3*
      s2^3 - 64*d^6*m11^2*m22^2*s^3*s1^3*s2^3 + 64*b^5*d*m11*m22^3*s^3*s1^3*
      s2^3 - 128*b^3*d^3*m11*m22^3*s^3*s1^3*s2^3 + 64*b*d^5*m11*m22^3*s^3*
      s1^3*s2^3 + 192*b^6*m11^3*m21*s^4*s1^3*s2^3 - 
     672*b^4*d^2*m11^3*m21*s^4*s1^3*s2^3 + 768*b^2*d^4*m11^3*m21*s^4*s1^3*
      s2^3 - 288*d^6*m11^3*m21*s^4*s1^3*s2^3 - 288*b^6*m11*m21^3*s^4*s1^3*
      s2^3 + 768*b^4*d^2*m11*m21^3*s^4*s1^3*s2^3 - 672*b^2*d^4*m11*m21^3*s^4*
      s1^3*s2^3 + 192*d^6*m11*m21^3*s^4*s1^3*s2^3 - 
     880*b^4*m11^3*m21^3*s^4*s1^3*s2^3 + 1760*b^2*d^2*m11^3*m21^3*s^4*s1^3*
      s2^3 - 880*d^4*m11^3*m21^3*s^4*s1^3*s2^3 + 384*b^5*d*m11^2*m21*m22*s^4*
      s1^3*s2^3 - 768*b^3*d^3*m11^2*m21*m22*s^4*s1^3*s2^3 + 
     384*b*d^5*m11^2*m21*m22*s^4*s1^3*s2^3 - 288*b^6*m11*m21*m22^2*s^4*s1^3*
      s2^3 + 768*b^4*d^2*m11*m21*m22^2*s^4*s1^3*s2^3 - 
     672*b^2*d^4*m11*m21*m22^2*s^4*s1^3*s2^3 + 192*d^6*m11*m21*m22^2*s^4*s1^3*
      s2^3 - 576*b^4*m11^3*m21*m22^2*s^4*s1^3*s2^3 + 
     1152*b^2*d^2*m11^3*m21*m22^2*s^4*s1^3*s2^3 - 576*d^4*m11^3*m21*m22^2*s^4*
      s1^3*s2^3 - 1728*b^6*m11^2*m21^2*s^5*s1^3*s2^3 + 
     5184*b^4*d^2*m11^2*m21^2*s^5*s1^3*s2^3 - 5184*b^2*d^4*m11^2*m21^2*s^5*
      s1^3*s2^3 + 1728*d^6*m11^2*m21^2*s^5*s1^3*s2^3 + 
     64*b^5*d*m11^3*m22*s^5*s1^3*s2^3 - 128*b^3*d^3*m11^3*m22*s^5*s1^3*s2^3 + 
     64*b*d^5*m11^3*m22*s^5*s1^3*s2^3 - 64*b^5*d*m11*m21^2*m22*s^5*s1^3*
      s2^3 + 128*b^3*d^3*m11*m21^2*m22*s^5*s1^3*s2^3 - 
     64*b*d^5*m11*m21^2*m22*s^5*s1^3*s2^3 - 576*b^6*m11^2*m22^2*s^5*s1^3*
      s2^3 + 1728*b^4*d^2*m11^2*m22^2*s^5*s1^3*s2^3 - 
     1728*b^2*d^4*m11^2*m22^2*s^5*s1^3*s2^3 + 576*d^6*m11^2*m22^2*s^5*s1^3*
      s2^3 - 64*b^5*d*m11*m22^3*s^5*s1^3*s2^3 + 128*b^3*d^3*m11*m22^3*s^5*
      s1^3*s2^3 - 64*b*d^5*m11*m22^3*s^5*s1^3*s2^3 - 
     1024*b^6*m11^3*m21*s^6*s1^3*s2^3 + 3056*b^4*d^2*m11^3*m21*s^6*s1^3*
      s2^3 - 3040*b^2*d^4*m11^3*m21*s^6*s1^3*s2^3 + 
     1008*d^6*m11^3*m21*s^6*s1^3*s2^3 + 1008*b^6*m11*m21^3*s^6*s1^3*s2^3 - 
     3040*b^4*d^2*m11*m21^3*s^6*s1^3*s2^3 + 3056*b^2*d^4*m11*m21^3*s^6*s1^3*
      s2^3 - 1024*d^6*m11*m21^3*s^6*s1^3*s2^3 + 96*b^4*m11^3*m21^3*s^6*s1^3*
      s2^3 - 192*b^2*d^2*m11^3*m21^3*s^6*s1^3*s2^3 + 
     96*d^4*m11^3*m21^3*s^6*s1^3*s2^3 + 64*b^5*d*m11^2*m21*m22*s^6*s1^3*
      s2^3 - 128*b^3*d^3*m11^2*m21*m22*s^6*s1^3*s2^3 + 
     64*b*d^5*m11^2*m21*m22*s^6*s1^3*s2^3 + 1008*b^6*m11*m21*m22^2*s^6*s1^3*
      s2^3 - 3040*b^4*d^2*m11*m21*m22^2*s^6*s1^3*s2^3 + 
     3056*b^2*d^4*m11*m21*m22^2*s^6*s1^3*s2^3 - 1024*d^6*m11*m21*m22^2*s^6*
      s1^3*s2^3 - 96*b^4*m11^3*m21*m22^2*s^6*s1^3*s2^3 + 
     192*b^2*d^2*m11^3*m21*m22^2*s^6*s1^3*s2^3 - 96*d^4*m11^3*m21*m22^2*s^6*
      s1^3*s2^3 + 4224*b^6*m11^2*m21^2*s^7*s1^3*s2^3 - 
     12672*b^4*d^2*m11^2*m21^2*s^7*s1^3*s2^3 + 12672*b^2*d^4*m11^2*m21^2*s^7*
      s1^3*s2^3 - 4224*d^6*m11^2*m21^2*s^7*s1^3*s2^3 + 
     128*b^5*d*m11^3*m22*s^7*s1^3*s2^3 - 256*b^3*d^3*m11^3*m22*s^7*s1^3*
      s2^3 + 128*b*d^5*m11^3*m22*s^7*s1^3*s2^3 - 128*b^5*d*m11*m21^2*m22*s^7*
      s1^3*s2^3 + 256*b^3*d^3*m11*m21^2*m22*s^7*s1^3*s2^3 - 
     128*b*d^5*m11*m21^2*m22*s^7*s1^3*s2^3 + 1408*b^6*m11^2*m22^2*s^7*s1^3*
      s2^3 - 4224*b^4*d^2*m11^2*m22^2*s^7*s1^3*s2^3 + 
     4224*b^2*d^4*m11^2*m22^2*s^7*s1^3*s2^3 - 1408*d^6*m11^2*m22^2*s^7*s1^3*
      s2^3 - 128*b^5*d*m11*m22^3*s^7*s1^3*s2^3 + 256*b^3*d^3*m11*m22^3*s^7*
      s1^3*s2^3 - 128*b*d^5*m11*m22^3*s^7*s1^3*s2^3 + 
     1664*b^6*m11^3*m21*s^8*s1^3*s2^3 - 4800*b^4*d^2*m11^3*m21*s^8*s1^3*
      s2^3 + 4608*b^2*d^4*m11^3*m21*s^8*s1^3*s2^3 - 
     1472*d^6*m11^3*m21*s^8*s1^3*s2^3 - 1472*b^6*m11*m21^3*s^8*s1^3*s2^3 + 
     4608*b^4*d^2*m11*m21^3*s^8*s1^3*s2^3 - 4800*b^2*d^4*m11*m21^3*s^8*s1^3*
      s2^3 + 1664*d^6*m11*m21^3*s^8*s1^3*s2^3 + 2280*b^4*m11^3*m21^3*s^8*s1^3*
      s2^3 - 4560*b^2*d^2*m11^3*m21^3*s^8*s1^3*s2^3 + 
     2280*d^4*m11^3*m21^3*s^8*s1^3*s2^3 - 768*b^5*d*m11^2*m21*m22*s^8*s1^3*
      s2^3 + 1536*b^3*d^3*m11^2*m21*m22*s^8*s1^3*s2^3 - 
     768*b*d^5*m11^2*m21*m22*s^8*s1^3*s2^3 - 1472*b^6*m11*m21*m22^2*s^8*s1^3*
      s2^3 + 4608*b^4*d^2*m11*m21*m22^2*s^8*s1^3*s2^3 - 
     4800*b^2*d^4*m11*m21*m22^2*s^8*s1^3*s2^3 + 1664*d^6*m11*m21*m22^2*s^8*
      s1^3*s2^3 + 1152*b^4*m11^3*m21*m22^2*s^8*s1^3*s2^3 - 
     2304*b^2*d^2*m11^3*m21*m22^2*s^8*s1^3*s2^3 + 1152*d^4*m11^3*m21*m22^2*
      s^8*s1^3*s2^3 - 4224*b^6*m11^2*m21^2*s^9*s1^3*s2^3 + 
     12672*b^4*d^2*m11^2*m21^2*s^9*s1^3*s2^3 - 12672*b^2*d^4*m11^2*m21^2*s^9*
      s1^3*s2^3 + 4224*d^6*m11^2*m21^2*s^9*s1^3*s2^3 - 
     128*b^5*d*m11^3*m22*s^9*s1^3*s2^3 + 256*b^3*d^3*m11^3*m22*s^9*s1^3*
      s2^3 - 128*b*d^5*m11^3*m22*s^9*s1^3*s2^3 + 128*b^5*d*m11*m21^2*m22*s^9*
      s1^3*s2^3 - 256*b^3*d^3*m11*m21^2*m22*s^9*s1^3*s2^3 + 
     128*b*d^5*m11*m21^2*m22*s^9*s1^3*s2^3 - 1408*b^6*m11^2*m22^2*s^9*s1^3*
      s2^3 + 4224*b^4*d^2*m11^2*m22^2*s^9*s1^3*s2^3 - 
     4224*b^2*d^4*m11^2*m22^2*s^9*s1^3*s2^3 + 1408*d^6*m11^2*m22^2*s^9*s1^3*
      s2^3 + 128*b^5*d*m11*m22^3*s^9*s1^3*s2^3 - 256*b^3*d^3*m11*m22^3*s^9*
      s1^3*s2^3 + 128*b*d^5*m11*m22^3*s^9*s1^3*s2^3 - 
     1024*b^6*m11^3*m21*s^10*s1^3*s2^3 + 3056*b^4*d^2*m11^3*m21*s^10*s1^3*
      s2^3 - 3040*b^2*d^4*m11^3*m21*s^10*s1^3*s2^3 + 
     1008*d^6*m11^3*m21*s^10*s1^3*s2^3 + 1008*b^6*m11*m21^3*s^10*s1^3*s2^3 - 
     3040*b^4*d^2*m11*m21^3*s^10*s1^3*s2^3 + 3056*b^2*d^4*m11*m21^3*s^10*s1^3*
      s2^3 - 1024*d^6*m11*m21^3*s^10*s1^3*s2^3 + 96*b^4*m11^3*m21^3*s^10*s1^3*
      s2^3 - 192*b^2*d^2*m11^3*m21^3*s^10*s1^3*s2^3 + 
     96*d^4*m11^3*m21^3*s^10*s1^3*s2^3 + 64*b^5*d*m11^2*m21*m22*s^10*s1^3*
      s2^3 - 128*b^3*d^3*m11^2*m21*m22*s^10*s1^3*s2^3 + 
     64*b*d^5*m11^2*m21*m22*s^10*s1^3*s2^3 + 1008*b^6*m11*m21*m22^2*s^10*s1^3*
      s2^3 - 3040*b^4*d^2*m11*m21*m22^2*s^10*s1^3*s2^3 + 
     3056*b^2*d^4*m11*m21*m22^2*s^10*s1^3*s2^3 - 1024*d^6*m11*m21*m22^2*s^10*
      s1^3*s2^3 - 96*b^4*m11^3*m21*m22^2*s^10*s1^3*s2^3 + 
     192*b^2*d^2*m11^3*m21*m22^2*s^10*s1^3*s2^3 - 96*d^4*m11^3*m21*m22^2*s^10*
      s1^3*s2^3 + 1728*b^6*m11^2*m21^2*s^11*s1^3*s2^3 - 
     5184*b^4*d^2*m11^2*m21^2*s^11*s1^3*s2^3 + 5184*b^2*d^4*m11^2*m21^2*s^11*
      s1^3*s2^3 - 1728*d^6*m11^2*m21^2*s^11*s1^3*s2^3 - 
     64*b^5*d*m11^3*m22*s^11*s1^3*s2^3 + 128*b^3*d^3*m11^3*m22*s^11*s1^3*
      s2^3 - 64*b*d^5*m11^3*m22*s^11*s1^3*s2^3 + 64*b^5*d*m11*m21^2*m22*s^11*
      s1^3*s2^3 - 128*b^3*d^3*m11*m21^2*m22*s^11*s1^3*s2^3 + 
     64*b*d^5*m11*m21^2*m22*s^11*s1^3*s2^3 + 576*b^6*m11^2*m22^2*s^11*s1^3*
      s2^3 - 1728*b^4*d^2*m11^2*m22^2*s^11*s1^3*s2^3 + 
     1728*b^2*d^4*m11^2*m22^2*s^11*s1^3*s2^3 - 576*d^6*m11^2*m22^2*s^11*s1^3*
      s2^3 + 64*b^5*d*m11*m22^3*s^11*s1^3*s2^3 - 128*b^3*d^3*m11*m22^3*s^11*
      s1^3*s2^3 + 64*b*d^5*m11*m22^3*s^11*s1^3*s2^3 + 
     192*b^6*m11^3*m21*s^12*s1^3*s2^3 - 672*b^4*d^2*m11^3*m21*s^12*s1^3*
      s2^3 + 768*b^2*d^4*m11^3*m21*s^12*s1^3*s2^3 - 
     288*d^6*m11^3*m21*s^12*s1^3*s2^3 - 288*b^6*m11*m21^3*s^12*s1^3*s2^3 + 
     768*b^4*d^2*m11*m21^3*s^12*s1^3*s2^3 - 672*b^2*d^4*m11*m21^3*s^12*s1^3*
      s2^3 + 192*d^6*m11*m21^3*s^12*s1^3*s2^3 - 880*b^4*m11^3*m21^3*s^12*s1^3*
      s2^3 + 1760*b^2*d^2*m11^3*m21^3*s^12*s1^3*s2^3 - 
     880*d^4*m11^3*m21^3*s^12*s1^3*s2^3 + 384*b^5*d*m11^2*m21*m22*s^12*s1^3*
      s2^3 - 768*b^3*d^3*m11^2*m21*m22*s^12*s1^3*s2^3 + 
     384*b*d^5*m11^2*m21*m22*s^12*s1^3*s2^3 - 288*b^6*m11*m21*m22^2*s^12*s1^3*
      s2^3 + 768*b^4*d^2*m11*m21*m22^2*s^12*s1^3*s2^3 - 
     672*b^2*d^4*m11*m21*m22^2*s^12*s1^3*s2^3 + 192*d^6*m11*m21*m22^2*s^12*
      s1^3*s2^3 - 576*b^4*m11^3*m21*m22^2*s^12*s1^3*s2^3 + 
     1152*b^2*d^2*m11^3*m21*m22^2*s^12*s1^3*s2^3 - 576*d^4*m11^3*m21*m22^2*
      s^12*s1^3*s2^3 - 192*b^6*m11^2*m21^2*s^13*s1^3*s2^3 + 
     576*b^4*d^2*m11^2*m21^2*s^13*s1^3*s2^3 - 576*b^2*d^4*m11^2*m21^2*s^13*
      s1^3*s2^3 + 192*d^6*m11^2*m21^2*s^13*s1^3*s2^3 + 
     64*b^5*d*m11^3*m22*s^13*s1^3*s2^3 - 128*b^3*d^3*m11^3*m22*s^13*s1^3*
      s2^3 + 64*b*d^5*m11^3*m22*s^13*s1^3*s2^3 - 64*b^5*d*m11*m21^2*m22*s^13*
      s1^3*s2^3 + 128*b^3*d^3*m11*m21^2*m22*s^13*s1^3*s2^3 - 
     64*b*d^5*m11*m21^2*m22*s^13*s1^3*s2^3 - 64*b^6*m11^2*m22^2*s^13*s1^3*
      s2^3 + 192*b^4*d^2*m11^2*m22^2*s^13*s1^3*s2^3 - 
     192*b^2*d^4*m11^2*m22^2*s^13*s1^3*s2^3 + 64*d^6*m11^2*m22^2*s^13*s1^3*
      s2^3 - 64*b^5*d*m11*m22^3*s^13*s1^3*s2^3 + 128*b^3*d^3*m11*m22^3*s^13*
      s1^3*s2^3 - 64*b*d^5*m11*m22^3*s^13*s1^3*s2^3 + 
     16*b^4*d^2*m11^3*m21*s^14*s1^3*s2^3 - 32*b^2*d^4*m11^3*m21*s^14*s1^3*
      s2^3 + 16*d^6*m11^3*m21*s^14*s1^3*s2^3 + 16*b^6*m11*m21^3*s^14*s1^3*
      s2^3 - 32*b^4*d^2*m11*m21^3*s^14*s1^3*s2^3 + 16*b^2*d^4*m11*m21^3*s^14*
      s1^3*s2^3 + 160*b^4*m11^3*m21^3*s^14*s1^3*s2^3 - 
     320*b^2*d^2*m11^3*m21^3*s^14*s1^3*s2^3 + 160*d^4*m11^3*m21^3*s^14*s1^3*
      s2^3 - 64*b^5*d*m11^2*m21*m22*s^14*s1^3*s2^3 + 
     128*b^3*d^3*m11^2*m21*m22*s^14*s1^3*s2^3 - 64*b*d^5*m11^2*m21*m22*s^14*
      s1^3*s2^3 + 16*b^6*m11*m21*m22^2*s^14*s1^3*s2^3 - 
     32*b^4*d^2*m11*m21*m22^2*s^14*s1^3*s2^3 + 16*b^2*d^4*m11*m21*m22^2*s^14*
      s1^3*s2^3 + 96*b^4*m11^3*m21*m22^2*s^14*s1^3*s2^3 - 
     192*b^2*d^2*m11^3*m21*m22^2*s^14*s1^3*s2^3 + 96*d^4*m11^3*m21*m22^2*s^14*
      s1^3*s2^3 - 4*b^4*m11^3*m21^3*s^16*s1^3*s2^3 + 
     8*b^2*d^2*m11^3*m21^3*s^16*s1^3*s2^3 - 4*d^4*m11^3*m21^3*s^16*s1^3*
      s2^3 + 32*d^2*m21^4*s^3*s2^4 + 64*d^2*m21^2*m22^2*s^3*s2^4 + 
     32*d^2*m22^4*s^3*s2^4 - 16*b^2*m21^4*s^5*s2^4 + 192*d^2*m21^4*s^5*s2^4 - 
     32*b^2*m21^2*m22^2*s^5*s2^4 + 384*d^2*m21^2*m22^2*s^5*s2^4 - 
     16*b^2*m22^4*s^5*s2^4 + 192*d^2*m22^4*s^5*s2^4 - 32*b^2*m21^4*s^7*s2^4 + 
     416*d^2*m21^4*s^7*s2^4 - 64*b^2*m21^2*m22^2*s^7*s2^4 + 
     832*d^2*m21^2*m22^2*s^7*s2^4 - 32*b^2*m22^4*s^7*s2^4 + 
     416*d^2*m22^4*s^7*s2^4 + 16*b^2*m21^4*s^9*s2^4 + 
     384*d^2*m21^4*s^9*s2^4 + 32*b^2*m21^2*m22^2*s^9*s2^4 + 
     768*d^2*m21^2*m22^2*s^9*s2^4 + 16*b^2*m22^4*s^9*s2^4 + 
     384*d^2*m22^4*s^9*s2^4 + 64*b^2*m21^4*s^11*s2^4 + 
     96*d^2*m21^4*s^11*s2^4 + 128*b^2*m21^2*m22^2*s^11*s2^4 + 
     192*d^2*m21^2*m22^2*s^11*s2^4 + 64*b^2*m22^4*s^11*s2^4 + 
     96*d^2*m22^4*s^11*s2^4 + 16*b^2*m21^4*s^13*s2^4 - 
     64*d^2*m21^4*s^13*s2^4 + 32*b^2*m21^2*m22^2*s^13*s2^4 - 
     128*d^2*m21^2*m22^2*s^13*s2^4 + 16*b^2*m22^4*s^13*s2^4 - 
     64*d^2*m22^4*s^13*s2^4 - 32*b^2*m21^4*s^15*s2^4 - 
     32*d^2*m21^4*s^15*s2^4 - 64*b^2*m21^2*m22^2*s^15*s2^4 - 
     64*d^2*m21^2*m22^2*s^15*s2^4 - 32*b^2*m22^4*s^15*s2^4 - 
     32*d^2*m22^4*s^15*s2^4 - 16*b^2*m21^4*s^17*s2^4 - 
     32*b^2*m21^2*m22^2*s^17*s2^4 - 16*b^2*m22^4*s^17*s2^4 - 
     4*b^4*m11*m21^3*s1*s2^4 + 4*b^2*d^2*m11*m21^3*s1*s2^4 - 
     4*b^4*m11*m21*m22^2*s1*s2^4 + 4*b^2*d^2*m11*m21*m22^2*s1*s2^4 + 
     32*b^4*m11*m21^3*s^2*s1*s2^4 - 112*b^2*d^2*m11*m21^3*s^2*s1*s2^4 + 
     80*d^4*m11*m21^3*s^2*s1*s2^4 + 32*b^4*m11*m21*m22^2*s^2*s1*s2^4 - 
     112*b^2*d^2*m11*m21*m22^2*s^2*s1*s2^4 + 80*d^4*m11*m21*m22^2*s^2*s1*
      s2^4 - 32*b^4*m21^4*s^3*s1*s2^4 + 96*b^2*d^2*m21^4*s^3*s1*s2^4 - 
     64*d^4*m21^4*s^3*s1*s2^4 - 64*b^3*d*m11*m21^2*m22*s^3*s1*s2^4 + 
     64*b*d^3*m11*m21^2*m22*s^3*s1*s2^4 - 64*b^4*m21^2*m22^2*s^3*s1*s2^4 + 
     192*b^2*d^2*m21^2*m22^2*s^3*s1*s2^4 - 128*d^4*m21^2*m22^2*s^3*s1*s2^4 - 
     64*b^3*d*m11*m22^3*s^3*s1*s2^4 + 64*b*d^3*m11*m22^3*s^3*s1*s2^4 - 
     32*b^4*m22^4*s^3*s1*s2^4 + 96*b^2*d^2*m22^4*s^3*s1*s2^4 - 
     64*d^4*m22^4*s^3*s1*s2^4 - 160*b^4*m11*m21^3*s^4*s1*s2^4 + 
     256*b^2*d^2*m11*m21^3*s^4*s1*s2^4 - 96*d^4*m11*m21^3*s^4*s1*s2^4 - 
     160*b^4*m11*m21*m22^2*s^4*s1*s2^4 + 256*b^2*d^2*m11*m21*m22^2*s^4*s1*
      s2^4 - 96*d^4*m11*m21*m22^2*s^4*s1*s2^4 + 64*b^2*d^2*m21^4*s^5*s1*
      s2^4 - 64*d^4*m21^4*s^5*s1*s2^4 - 128*b^3*d*m11*m21^2*m22*s^5*s1*s2^4 + 
     128*b*d^3*m11*m21^2*m22*s^5*s1*s2^4 + 128*b^2*d^2*m21^2*m22^2*s^5*s1*
      s2^4 - 128*d^4*m21^2*m22^2*s^5*s1*s2^4 - 128*b^3*d*m11*m22^3*s^5*s1*
      s2^4 + 128*b*d^3*m11*m22^3*s^5*s1*s2^4 + 64*b^2*d^2*m22^4*s^5*s1*s2^4 - 
     64*d^4*m22^4*s^5*s1*s2^4 - 256*b^4*m11*m21^3*s^6*s1*s2^4 + 
     528*b^2*d^2*m11*m21^3*s^6*s1*s2^4 - 272*d^4*m11*m21^3*s^6*s1*s2^4 - 
     256*b^4*m11*m21*m22^2*s^6*s1*s2^4 + 528*b^2*d^2*m11*m21*m22^2*s^6*s1*
      s2^4 - 272*d^4*m11*m21*m22^2*s^6*s1*s2^4 + 96*b^4*m21^4*s^7*s1*s2^4 - 
     224*b^2*d^2*m21^4*s^7*s1*s2^4 + 128*d^4*m21^4*s^7*s1*s2^4 + 
     64*b^3*d*m11*m21^2*m22*s^7*s1*s2^4 - 64*b*d^3*m11*m21^2*m22*s^7*s1*
      s2^4 + 192*b^4*m21^2*m22^2*s^7*s1*s2^4 - 448*b^2*d^2*m21^2*m22^2*s^7*s1*
      s2^4 + 256*d^4*m21^2*m22^2*s^7*s1*s2^4 + 64*b^3*d*m11*m22^3*s^7*s1*
      s2^4 - 64*b*d^3*m11*m22^3*s^7*s1*s2^4 + 96*b^4*m22^4*s^7*s1*s2^4 - 
     224*b^2*d^2*m22^4*s^7*s1*s2^4 + 128*d^4*m22^4*s^7*s1*s2^4 + 
     344*b^4*m11*m21^3*s^8*s1*s2^4 - 792*b^2*d^2*m11*m21^3*s^8*s1*s2^4 + 
     448*d^4*m11*m21^3*s^8*s1*s2^4 + 344*b^4*m11*m21*m22^2*s^8*s1*s2^4 - 
     792*b^2*d^2*m11*m21*m22^2*s^8*s1*s2^4 + 448*d^4*m11*m21*m22^2*s^8*s1*
      s2^4 - 128*b^2*d^2*m21^4*s^9*s1*s2^4 + 128*d^4*m21^4*s^9*s1*s2^4 + 
     256*b^3*d*m11*m21^2*m22*s^9*s1*s2^4 - 256*b*d^3*m11*m21^2*m22*s^9*s1*
      s2^4 - 256*b^2*d^2*m21^2*m22^2*s^9*s1*s2^4 + 256*d^4*m21^2*m22^2*s^9*s1*
      s2^4 + 256*b^3*d*m11*m22^3*s^9*s1*s2^4 - 256*b*d^3*m11*m22^3*s^9*s1*
      s2^4 - 128*b^2*d^2*m22^4*s^9*s1*s2^4 + 128*d^4*m22^4*s^9*s1*s2^4 + 
     416*b^4*m11*m21^3*s^10*s1*s2^4 - 1232*b^2*d^2*m11*m21^3*s^10*s1*s2^4 + 
     816*d^4*m11*m21^3*s^10*s1*s2^4 + 416*b^4*m11*m21*m22^2*s^10*s1*s2^4 - 
     1232*b^2*d^2*m11*m21*m22^2*s^10*s1*s2^4 + 816*d^4*m11*m21*m22^2*s^10*s1*
      s2^4 - 96*b^4*m21^4*s^11*s1*s2^4 + 160*b^2*d^2*m21^4*s^11*s1*s2^4 - 
     64*d^4*m21^4*s^11*s1*s2^4 + 64*b^3*d*m11*m21^2*m22*s^11*s1*s2^4 - 
     64*b*d^3*m11*m21^2*m22*s^11*s1*s2^4 - 192*b^4*m21^2*m22^2*s^11*s1*s2^4 + 
     320*b^2*d^2*m21^2*m22^2*s^11*s1*s2^4 - 128*d^4*m21^2*m22^2*s^11*s1*
      s2^4 + 64*b^3*d*m11*m22^3*s^11*s1*s2^4 - 64*b*d^3*m11*m22^3*s^11*s1*
      s2^4 - 96*b^4*m22^4*s^11*s1*s2^4 + 160*b^2*d^2*m22^4*s^11*s1*s2^4 - 
     64*d^4*m22^4*s^11*s1*s2^4 - 192*b^4*m11*m21^3*s^12*s1*s2^4 + 
     32*b^2*d^2*m11*m21^3*s^12*s1*s2^4 + 160*d^4*m11*m21^3*s^12*s1*s2^4 - 
     192*b^4*m11*m21*m22^2*s^12*s1*s2^4 + 32*b^2*d^2*m11*m21*m22^2*s^12*s1*
      s2^4 + 160*d^4*m11*m21*m22^2*s^12*s1*s2^4 + 64*b^2*d^2*m21^4*s^13*s1*
      s2^4 - 64*d^4*m21^4*s^13*s1*s2^4 - 128*b^3*d*m11*m21^2*m22*s^13*s1*
      s2^4 + 128*b*d^3*m11*m21^2*m22*s^13*s1*s2^4 + 
     128*b^2*d^2*m21^2*m22^2*s^13*s1*s2^4 - 128*d^4*m21^2*m22^2*s^13*s1*
      s2^4 - 128*b^3*d*m11*m22^3*s^13*s1*s2^4 + 128*b*d^3*m11*m22^3*s^13*s1*
      s2^4 + 64*b^2*d^2*m22^4*s^13*s1*s2^4 - 64*d^4*m22^4*s^13*s1*s2^4 - 
     192*b^4*m11*m21^3*s^14*s1*s2^4 + 304*b^2*d^2*m11*m21^3*s^14*s1*s2^4 - 
     112*d^4*m11*m21^3*s^14*s1*s2^4 - 192*b^4*m11*m21*m22^2*s^14*s1*s2^4 + 
     304*b^2*d^2*m11*m21*m22^2*s^14*s1*s2^4 - 112*d^4*m11*m21*m22^2*s^14*s1*
      s2^4 + 32*b^4*m21^4*s^15*s1*s2^4 - 32*b^2*d^2*m21^4*s^15*s1*s2^4 - 
     64*b^3*d*m11*m21^2*m22*s^15*s1*s2^4 + 64*b*d^3*m11*m21^2*m22*s^15*s1*
      s2^4 + 64*b^4*m21^2*m22^2*s^15*s1*s2^4 - 64*b^2*d^2*m21^2*m22^2*s^15*s1*
      s2^4 - 64*b^3*d*m11*m22^3*s^15*s1*s2^4 + 64*b*d^3*m11*m22^3*s^15*s1*
      s2^4 + 32*b^4*m22^4*s^15*s1*s2^4 - 32*b^2*d^2*m22^4*s^15*s1*s2^4 + 
     12*b^4*m11*m21^3*s^16*s1*s2^4 - 12*b^2*d^2*m11*m21^3*s^16*s1*s2^4 + 
     12*b^4*m11*m21*m22^2*s^16*s1*s2^4 - 12*b^2*d^2*m11*m21*m22^2*s^16*s1*
      s2^4 - 24*b^4*m11^2*m21^4*s*s1^2*s2^4 + 48*b^2*d^2*m11^2*m21^4*s*s1^2*
      s2^4 - 24*d^4*m11^2*m21^4*s*s1^2*s2^4 - 24*b^4*m11^2*m21^2*m22^2*s*s1^2*
      s2^4 + 48*b^2*d^2*m11^2*m21^2*m22^2*s*s1^2*s2^4 - 
     24*d^4*m11^2*m21^2*m22^2*s*s1^2*s2^4 - 32*b^6*m11*m21^3*s^2*s1^2*s2^4 + 
     64*b^4*d^2*m11*m21^3*s^2*s1^2*s2^4 - 32*b^2*d^4*m11*m21^3*s^2*s1^2*
      s2^4 + 32*b^5*d*m11^2*m21*m22*s^2*s1^2*s2^4 - 
     64*b^3*d^3*m11^2*m21*m22*s^2*s1^2*s2^4 + 32*b*d^5*m11^2*m21*m22*s^2*s1^2*
      s2^4 - 32*b^6*m11*m21*m22^2*s^2*s1^2*s2^4 + 64*b^4*d^2*m11*m21*m22^2*
      s^2*s1^2*s2^4 - 32*b^2*d^4*m11*m21*m22^2*s^2*s1^2*s2^4 - 
     96*b^6*m11^2*m21^2*s^3*s1^2*s2^4 + 288*b^4*d^2*m11^2*m21^2*s^3*s1^2*
      s2^4 - 288*b^2*d^4*m11^2*m21^2*s^3*s1^2*s2^4 + 
     96*d^6*m11^2*m21^2*s^3*s1^2*s2^4 + 32*b^6*m21^4*s^3*s1^2*s2^4 - 
     64*b^4*d^2*m21^4*s^3*s1^2*s2^4 + 32*b^2*d^4*m21^4*s^3*s1^2*s2^4 + 
     360*b^4*m11^2*m21^4*s^3*s1^2*s2^4 - 720*b^2*d^2*m11^2*m21^4*s^3*s1^2*
      s2^4 + 360*d^4*m11^2*m21^4*s^3*s1^2*s2^4 - 128*b^5*d*m11*m21^2*m22*s^3*
      s1^2*s2^4 + 256*b^3*d^3*m11*m21^2*m22*s^3*s1^2*s2^4 - 
     128*b*d^5*m11*m21^2*m22*s^3*s1^2*s2^4 - 32*b^6*m11^2*m22^2*s^3*s1^2*
      s2^4 + 96*b^4*d^2*m11^2*m22^2*s^3*s1^2*s2^4 - 
     96*b^2*d^4*m11^2*m22^2*s^3*s1^2*s2^4 + 32*d^6*m11^2*m22^2*s^3*s1^2*
      s2^4 + 64*b^6*m21^2*m22^2*s^3*s1^2*s2^4 - 128*b^4*d^2*m21^2*m22^2*s^3*
      s1^2*s2^4 + 64*b^2*d^4*m21^2*m22^2*s^3*s1^2*s2^4 + 
     456*b^4*m11^2*m21^2*m22^2*s^3*s1^2*s2^4 - 912*b^2*d^2*m11^2*m21^2*m22^2*
      s^3*s1^2*s2^4 + 456*d^4*m11^2*m21^2*m22^2*s^3*s1^2*s2^4 - 
     128*b^5*d*m11*m22^3*s^3*s1^2*s2^4 + 256*b^3*d^3*m11*m22^3*s^3*s1^2*
      s2^4 - 128*b*d^5*m11*m22^3*s^3*s1^2*s2^4 + 32*b^6*m22^4*s^3*s1^2*s2^4 - 
     64*b^4*d^2*m22^4*s^3*s1^2*s2^4 + 32*b^2*d^4*m22^4*s^3*s1^2*s2^4 + 
     96*b^4*m11^2*m22^4*s^3*s1^2*s2^4 - 192*b^2*d^2*m11^2*m22^4*s^3*s1^2*
      s2^4 + 96*d^4*m11^2*m22^4*s^3*s1^2*s2^4 + 576*b^6*m11*m21^3*s^4*s1^2*
      s2^4 - 1536*b^4*d^2*m11*m21^3*s^4*s1^2*s2^4 + 
     1344*b^2*d^4*m11*m21^3*s^4*s1^2*s2^4 - 384*d^6*m11*m21^3*s^4*s1^2*s2^4 - 
     192*b^5*d*m11^2*m21*m22*s^4*s1^2*s2^4 + 384*b^3*d^3*m11^2*m21*m22*s^4*
      s1^2*s2^4 - 192*b*d^5*m11^2*m21*m22*s^4*s1^2*s2^4 + 
     576*b^6*m11*m21*m22^2*s^4*s1^2*s2^4 - 1536*b^4*d^2*m11*m21*m22^2*s^4*
      s1^2*s2^4 + 1344*b^2*d^4*m11*m21*m22^2*s^4*s1^2*s2^4 - 
     384*d^6*m11*m21*m22^2*s^4*s1^2*s2^4 + 864*b^6*m11^2*m21^2*s^5*s1^2*
      s2^4 - 2592*b^4*d^2*m11^2*m21^2*s^5*s1^2*s2^4 + 
     2592*b^2*d^4*m11^2*m21^2*s^5*s1^2*s2^4 - 864*d^6*m11^2*m21^2*s^5*s1^2*
      s2^4 - 160*b^6*m21^4*s^5*s1^2*s2^4 + 448*b^4*d^2*m21^4*s^5*s1^2*s2^4 - 
     416*b^2*d^4*m21^4*s^5*s1^2*s2^4 + 128*d^6*m21^4*s^5*s1^2*s2^4 - 
     696*b^4*m11^2*m21^4*s^5*s1^2*s2^4 + 1392*b^2*d^2*m11^2*m21^4*s^5*s1^2*
      s2^4 - 696*d^4*m11^2*m21^4*s^5*s1^2*s2^4 + 128*b^5*d*m11*m21^2*m22*s^5*
      s1^2*s2^4 - 256*b^3*d^3*m11*m21^2*m22*s^5*s1^2*s2^4 + 
     128*b*d^5*m11*m21^2*m22*s^5*s1^2*s2^4 + 288*b^6*m11^2*m22^2*s^5*s1^2*
      s2^4 - 864*b^4*d^2*m11^2*m22^2*s^5*s1^2*s2^4 + 
     864*b^2*d^4*m11^2*m22^2*s^5*s1^2*s2^4 - 288*d^6*m11^2*m22^2*s^5*s1^2*
      s2^4 - 320*b^6*m21^2*m22^2*s^5*s1^2*s2^4 + 896*b^4*d^2*m21^2*m22^2*s^5*
      s1^2*s2^4 - 832*b^2*d^4*m21^2*m22^2*s^5*s1^2*s2^4 + 
     256*d^6*m21^2*m22^2*s^5*s1^2*s2^4 - 792*b^4*m11^2*m21^2*m22^2*s^5*s1^2*
      s2^4 + 1584*b^2*d^2*m11^2*m21^2*m22^2*s^5*s1^2*s2^4 - 
     792*d^4*m11^2*m21^2*m22^2*s^5*s1^2*s2^4 + 128*b^5*d*m11*m22^3*s^5*s1^2*
      s2^4 - 256*b^3*d^3*m11*m22^3*s^5*s1^2*s2^4 + 128*b*d^5*m11*m22^3*s^5*
      s1^2*s2^4 - 160*b^6*m22^4*s^5*s1^2*s2^4 + 448*b^4*d^2*m22^4*s^5*s1^2*
      s2^4 - 416*b^2*d^4*m22^4*s^5*s1^2*s2^4 + 128*d^6*m22^4*s^5*s1^2*s2^4 - 
     96*b^4*m11^2*m22^4*s^5*s1^2*s2^4 + 192*b^2*d^2*m11^2*m22^4*s^5*s1^2*
      s2^4 - 96*d^4*m11^2*m22^4*s^5*s1^2*s2^4 - 2016*b^6*m11*m21^3*s^6*s1^2*
      s2^4 + 6080*b^4*d^2*m11*m21^3*s^6*s1^2*s2^4 - 
     6112*b^2*d^4*m11*m21^3*s^6*s1^2*s2^4 + 2048*d^6*m11*m21^3*s^6*s1^2*
      s2^4 - 32*b^5*d*m11^2*m21*m22*s^6*s1^2*s2^4 + 
     64*b^3*d^3*m11^2*m21*m22*s^6*s1^2*s2^4 - 32*b*d^5*m11^2*m21*m22*s^6*s1^2*
      s2^4 - 2016*b^6*m11*m21*m22^2*s^6*s1^2*s2^4 + 
     6080*b^4*d^2*m11*m21*m22^2*s^6*s1^2*s2^4 - 6112*b^2*d^4*m11*m21*m22^2*
      s^6*s1^2*s2^4 + 2048*d^6*m11*m21*m22^2*s^6*s1^2*s2^4 - 
     2112*b^6*m11^2*m21^2*s^7*s1^2*s2^4 + 6336*b^4*d^2*m11^2*m21^2*s^7*s1^2*
      s2^4 - 6336*b^2*d^4*m11^2*m21^2*s^7*s1^2*s2^4 + 
     2112*d^6*m11^2*m21^2*s^7*s1^2*s2^4 + 320*b^6*m21^4*s^7*s1^2*s2^4 - 
     1024*b^4*d^2*m21^4*s^7*s1^2*s2^4 + 1088*b^2*d^4*m21^4*s^7*s1^2*s2^4 - 
     384*d^6*m21^4*s^7*s1^2*s2^4 - 1080*b^4*m11^2*m21^4*s^7*s1^2*s2^4 + 
     2160*b^2*d^2*m11^2*m21^4*s^7*s1^2*s2^4 - 1080*d^4*m11^2*m21^4*s^7*s1^2*
      s2^4 + 256*b^5*d*m11*m21^2*m22*s^7*s1^2*s2^4 - 
     512*b^3*d^3*m11*m21^2*m22*s^7*s1^2*s2^4 + 256*b*d^5*m11*m21^2*m22*s^7*
      s1^2*s2^4 - 704*b^6*m11^2*m22^2*s^7*s1^2*s2^4 + 
     2112*b^4*d^2*m11^2*m22^2*s^7*s1^2*s2^4 - 2112*b^2*d^4*m11^2*m22^2*s^7*
      s1^2*s2^4 + 704*d^6*m11^2*m22^2*s^7*s1^2*s2^4 + 
     640*b^6*m21^2*m22^2*s^7*s1^2*s2^4 - 2048*b^4*d^2*m21^2*m22^2*s^7*s1^2*
      s2^4 + 2176*b^2*d^4*m21^2*m22^2*s^7*s1^2*s2^4 - 
     768*d^6*m21^2*m22^2*s^7*s1^2*s2^4 - 1272*b^4*m11^2*m21^2*m22^2*s^7*s1^2*
      s2^4 + 2544*b^2*d^2*m11^2*m21^2*m22^2*s^7*s1^2*s2^4 - 
     1272*d^4*m11^2*m21^2*m22^2*s^7*s1^2*s2^4 + 256*b^5*d*m11*m22^3*s^7*s1^2*
      s2^4 - 512*b^3*d^3*m11*m22^3*s^7*s1^2*s2^4 + 256*b*d^5*m11*m22^3*s^7*
      s1^2*s2^4 + 320*b^6*m22^4*s^7*s1^2*s2^4 - 1024*b^4*d^2*m22^4*s^7*s1^2*
      s2^4 + 1088*b^2*d^4*m22^4*s^7*s1^2*s2^4 - 384*d^6*m22^4*s^7*s1^2*s2^4 - 
     192*b^4*m11^2*m22^4*s^7*s1^2*s2^4 + 384*b^2*d^2*m11^2*m22^4*s^7*s1^2*
      s2^4 - 192*d^4*m11^2*m22^4*s^7*s1^2*s2^4 + 2944*b^6*m11*m21^3*s^8*s1^2*
      s2^4 - 9216*b^4*d^2*m11*m21^3*s^8*s1^2*s2^4 + 
     9600*b^2*d^4*m11*m21^3*s^8*s1^2*s2^4 - 3328*d^6*m11*m21^3*s^8*s1^2*
      s2^4 + 384*b^5*d*m11^2*m21*m22*s^8*s1^2*s2^4 - 
     768*b^3*d^3*m11^2*m21*m22*s^8*s1^2*s2^4 + 384*b*d^5*m11^2*m21*m22*s^8*
      s1^2*s2^4 + 2944*b^6*m11*m21*m22^2*s^8*s1^2*s2^4 - 
     9216*b^4*d^2*m11*m21*m22^2*s^8*s1^2*s2^4 + 9600*b^2*d^4*m11*m21*m22^2*
      s^8*s1^2*s2^4 - 3328*d^6*m11*m21*m22^2*s^8*s1^2*s2^4 + 
     2112*b^6*m11^2*m21^2*s^9*s1^2*s2^4 - 6336*b^4*d^2*m11^2*m21^2*s^9*s1^2*
      s2^4 + 6336*b^2*d^4*m11^2*m21^2*s^9*s1^2*s2^4 - 
     2112*d^6*m11^2*m21^2*s^9*s1^2*s2^4 - 320*b^6*m21^4*s^9*s1^2*s2^4 + 
     1024*b^4*d^2*m21^4*s^9*s1^2*s2^4 - 1088*b^2*d^4*m21^4*s^9*s1^2*s2^4 + 
     384*d^6*m21^4*s^9*s1^2*s2^4 + 1080*b^4*m11^2*m21^4*s^9*s1^2*s2^4 - 
     2160*b^2*d^2*m11^2*m21^4*s^9*s1^2*s2^4 + 1080*d^4*m11^2*m21^4*s^9*s1^2*
      s2^4 - 256*b^5*d*m11*m21^2*m22*s^9*s1^2*s2^4 + 
     512*b^3*d^3*m11*m21^2*m22*s^9*s1^2*s2^4 - 256*b*d^5*m11*m21^2*m22*s^9*
      s1^2*s2^4 + 704*b^6*m11^2*m22^2*s^9*s1^2*s2^4 - 
     2112*b^4*d^2*m11^2*m22^2*s^9*s1^2*s2^4 + 2112*b^2*d^4*m11^2*m22^2*s^9*
      s1^2*s2^4 - 704*d^6*m11^2*m22^2*s^9*s1^2*s2^4 - 
     640*b^6*m21^2*m22^2*s^9*s1^2*s2^4 + 2048*b^4*d^2*m21^2*m22^2*s^9*s1^2*
      s2^4 - 2176*b^2*d^4*m21^2*m22^2*s^9*s1^2*s2^4 + 
     768*d^6*m21^2*m22^2*s^9*s1^2*s2^4 + 1272*b^4*m11^2*m21^2*m22^2*s^9*s1^2*
      s2^4 - 2544*b^2*d^2*m11^2*m21^2*m22^2*s^9*s1^2*s2^4 + 
     1272*d^4*m11^2*m21^2*m22^2*s^9*s1^2*s2^4 - 256*b^5*d*m11*m22^3*s^9*s1^2*
      s2^4 + 512*b^3*d^3*m11*m22^3*s^9*s1^2*s2^4 - 256*b*d^5*m11*m22^3*s^9*
      s1^2*s2^4 - 320*b^6*m22^4*s^9*s1^2*s2^4 + 1024*b^4*d^2*m22^4*s^9*s1^2*
      s2^4 - 1088*b^2*d^4*m22^4*s^9*s1^2*s2^4 + 384*d^6*m22^4*s^9*s1^2*s2^4 + 
     192*b^4*m11^2*m22^4*s^9*s1^2*s2^4 - 384*b^2*d^2*m11^2*m22^4*s^9*s1^2*
      s2^4 + 192*d^4*m11^2*m22^4*s^9*s1^2*s2^4 - 2016*b^6*m11*m21^3*s^10*s1^2*
      s2^4 + 6080*b^4*d^2*m11*m21^3*s^10*s1^2*s2^4 - 
     6112*b^2*d^4*m11*m21^3*s^10*s1^2*s2^4 + 2048*d^6*m11*m21^3*s^10*s1^2*
      s2^4 - 32*b^5*d*m11^2*m21*m22*s^10*s1^2*s2^4 + 
     64*b^3*d^3*m11^2*m21*m22*s^10*s1^2*s2^4 - 32*b*d^5*m11^2*m21*m22*s^10*
      s1^2*s2^4 - 2016*b^6*m11*m21*m22^2*s^10*s1^2*s2^4 + 
     6080*b^4*d^2*m11*m21*m22^2*s^10*s1^2*s2^4 - 6112*b^2*d^4*m11*m21*m22^2*
      s^10*s1^2*s2^4 + 2048*d^6*m11*m21*m22^2*s^10*s1^2*s2^4 - 
     864*b^6*m11^2*m21^2*s^11*s1^2*s2^4 + 2592*b^4*d^2*m11^2*m21^2*s^11*s1^2*
      s2^4 - 2592*b^2*d^4*m11^2*m21^2*s^11*s1^2*s2^4 + 
     864*d^6*m11^2*m21^2*s^11*s1^2*s2^4 + 160*b^6*m21^4*s^11*s1^2*s2^4 - 
     448*b^4*d^2*m21^4*s^11*s1^2*s2^4 + 416*b^2*d^4*m21^4*s^11*s1^2*s2^4 - 
     128*d^6*m21^4*s^11*s1^2*s2^4 + 696*b^4*m11^2*m21^4*s^11*s1^2*s2^4 - 
     1392*b^2*d^2*m11^2*m21^4*s^11*s1^2*s2^4 + 696*d^4*m11^2*m21^4*s^11*s1^2*
      s2^4 - 128*b^5*d*m11*m21^2*m22*s^11*s1^2*s2^4 + 
     256*b^3*d^3*m11*m21^2*m22*s^11*s1^2*s2^4 - 128*b*d^5*m11*m21^2*m22*s^11*
      s1^2*s2^4 - 288*b^6*m11^2*m22^2*s^11*s1^2*s2^4 + 
     864*b^4*d^2*m11^2*m22^2*s^11*s1^2*s2^4 - 864*b^2*d^4*m11^2*m22^2*s^11*
      s1^2*s2^4 + 288*d^6*m11^2*m22^2*s^11*s1^2*s2^4 + 
     320*b^6*m21^2*m22^2*s^11*s1^2*s2^4 - 896*b^4*d^2*m21^2*m22^2*s^11*s1^2*
      s2^4 + 832*b^2*d^4*m21^2*m22^2*s^11*s1^2*s2^4 - 
     256*d^6*m21^2*m22^2*s^11*s1^2*s2^4 + 792*b^4*m11^2*m21^2*m22^2*s^11*s1^2*
      s2^4 - 1584*b^2*d^2*m11^2*m21^2*m22^2*s^11*s1^2*s2^4 + 
     792*d^4*m11^2*m21^2*m22^2*s^11*s1^2*s2^4 - 128*b^5*d*m11*m22^3*s^11*s1^2*
      s2^4 + 256*b^3*d^3*m11*m22^3*s^11*s1^2*s2^4 - 
     128*b*d^5*m11*m22^3*s^11*s1^2*s2^4 + 160*b^6*m22^4*s^11*s1^2*s2^4 - 
     448*b^4*d^2*m22^4*s^11*s1^2*s2^4 + 416*b^2*d^4*m22^4*s^11*s1^2*s2^4 - 
     128*d^6*m22^4*s^11*s1^2*s2^4 + 96*b^4*m11^2*m22^4*s^11*s1^2*s2^4 - 
     192*b^2*d^2*m11^2*m22^4*s^11*s1^2*s2^4 + 96*d^4*m11^2*m22^4*s^11*s1^2*
      s2^4 + 576*b^6*m11*m21^3*s^12*s1^2*s2^4 - 1536*b^4*d^2*m11*m21^3*s^12*
      s1^2*s2^4 + 1344*b^2*d^4*m11*m21^3*s^12*s1^2*s2^4 - 
     384*d^6*m11*m21^3*s^12*s1^2*s2^4 - 192*b^5*d*m11^2*m21*m22*s^12*s1^2*
      s2^4 + 384*b^3*d^3*m11^2*m21*m22*s^12*s1^2*s2^4 - 
     192*b*d^5*m11^2*m21*m22*s^12*s1^2*s2^4 + 576*b^6*m11*m21*m22^2*s^12*s1^2*
      s2^4 - 1536*b^4*d^2*m11*m21*m22^2*s^12*s1^2*s2^4 + 
     1344*b^2*d^4*m11*m21*m22^2*s^12*s1^2*s2^4 - 384*d^6*m11*m21*m22^2*s^12*
      s1^2*s2^4 + 96*b^6*m11^2*m21^2*s^13*s1^2*s2^4 - 
     288*b^4*d^2*m11^2*m21^2*s^13*s1^2*s2^4 + 288*b^2*d^4*m11^2*m21^2*s^13*
      s1^2*s2^4 - 96*d^6*m11^2*m21^2*s^13*s1^2*s2^4 - 
     32*b^6*m21^4*s^13*s1^2*s2^4 + 64*b^4*d^2*m21^4*s^13*s1^2*s2^4 - 
     32*b^2*d^4*m21^4*s^13*s1^2*s2^4 - 360*b^4*m11^2*m21^4*s^13*s1^2*s2^4 + 
     720*b^2*d^2*m11^2*m21^4*s^13*s1^2*s2^4 - 360*d^4*m11^2*m21^4*s^13*s1^2*
      s2^4 + 128*b^5*d*m11*m21^2*m22*s^13*s1^2*s2^4 - 
     256*b^3*d^3*m11*m21^2*m22*s^13*s1^2*s2^4 + 128*b*d^5*m11*m21^2*m22*s^13*
      s1^2*s2^4 + 32*b^6*m11^2*m22^2*s^13*s1^2*s2^4 - 
     96*b^4*d^2*m11^2*m22^2*s^13*s1^2*s2^4 + 96*b^2*d^4*m11^2*m22^2*s^13*s1^2*
      s2^4 - 32*d^6*m11^2*m22^2*s^13*s1^2*s2^4 - 64*b^6*m21^2*m22^2*s^13*s1^2*
      s2^4 + 128*b^4*d^2*m21^2*m22^2*s^13*s1^2*s2^4 - 
     64*b^2*d^4*m21^2*m22^2*s^13*s1^2*s2^4 - 456*b^4*m11^2*m21^2*m22^2*s^13*
      s1^2*s2^4 + 912*b^2*d^2*m11^2*m21^2*m22^2*s^13*s1^2*s2^4 - 
     456*d^4*m11^2*m21^2*m22^2*s^13*s1^2*s2^4 + 128*b^5*d*m11*m22^3*s^13*s1^2*
      s2^4 - 256*b^3*d^3*m11*m22^3*s^13*s1^2*s2^4 + 
     128*b*d^5*m11*m22^3*s^13*s1^2*s2^4 - 32*b^6*m22^4*s^13*s1^2*s2^4 + 
     64*b^4*d^2*m22^4*s^13*s1^2*s2^4 - 32*b^2*d^4*m22^4*s^13*s1^2*s2^4 - 
     96*b^4*m11^2*m22^4*s^13*s1^2*s2^4 + 192*b^2*d^2*m11^2*m22^4*s^13*s1^2*
      s2^4 - 96*d^4*m11^2*m22^4*s^13*s1^2*s2^4 - 32*b^6*m11*m21^3*s^14*s1^2*
      s2^4 + 64*b^4*d^2*m11*m21^3*s^14*s1^2*s2^4 - 32*b^2*d^4*m11*m21^3*s^14*
      s1^2*s2^4 + 32*b^5*d*m11^2*m21*m22*s^14*s1^2*s2^4 - 
     64*b^3*d^3*m11^2*m21*m22*s^14*s1^2*s2^4 + 32*b*d^5*m11^2*m21*m22*s^14*
      s1^2*s2^4 - 32*b^6*m11*m21*m22^2*s^14*s1^2*s2^4 + 
     64*b^4*d^2*m11*m21*m22^2*s^14*s1^2*s2^4 - 32*b^2*d^4*m11*m21*m22^2*s^14*
      s1^2*s2^4 + 24*b^4*m11^2*m21^4*s^15*s1^2*s2^4 - 
     48*b^2*d^2*m11^2*m21^4*s^15*s1^2*s2^4 + 24*d^4*m11^2*m21^4*s^15*s1^2*
      s2^4 + 24*b^4*m11^2*m21^2*m22^2*s^15*s1^2*s2^4 - 
     48*b^2*d^2*m11^2*m21^2*m22^2*s^15*s1^2*s2^4 + 24*d^4*m11^2*m21^2*m22^2*
      s^15*s1^2*s2^4 + 32*b^4*m21^4*s^3*s2^5 - 96*b^2*d^2*m21^4*s^3*s2^5 + 
     64*d^4*m21^4*s^3*s2^5 + 64*b^4*m21^2*m22^2*s^3*s2^5 - 
     192*b^2*d^2*m21^2*m22^2*s^3*s2^5 + 128*d^4*m21^2*m22^2*s^3*s2^5 + 
     32*b^4*m22^4*s^3*s2^5 - 96*b^2*d^2*m22^4*s^3*s2^5 + 
     64*d^4*m22^4*s^3*s2^5 - 64*b^2*d^2*m21^4*s^5*s2^5 + 
     64*d^4*m21^4*s^5*s2^5 - 128*b^2*d^2*m21^2*m22^2*s^5*s2^5 + 
     128*d^4*m21^2*m22^2*s^5*s2^5 - 64*b^2*d^2*m22^4*s^5*s2^5 + 
     64*d^4*m22^4*s^5*s2^5 - 96*b^4*m21^4*s^7*s2^5 + 
     224*b^2*d^2*m21^4*s^7*s2^5 - 128*d^4*m21^4*s^7*s2^5 - 
     192*b^4*m21^2*m22^2*s^7*s2^5 + 448*b^2*d^2*m21^2*m22^2*s^7*s2^5 - 
     256*d^4*m21^2*m22^2*s^7*s2^5 - 96*b^4*m22^4*s^7*s2^5 + 
     224*b^2*d^2*m22^4*s^7*s2^5 - 128*d^4*m22^4*s^7*s2^5 + 
     128*b^2*d^2*m21^4*s^9*s2^5 - 128*d^4*m21^4*s^9*s2^5 + 
     256*b^2*d^2*m21^2*m22^2*s^9*s2^5 - 256*d^4*m21^2*m22^2*s^9*s2^5 + 
     128*b^2*d^2*m22^4*s^9*s2^5 - 128*d^4*m22^4*s^9*s2^5 + 
     96*b^4*m21^4*s^11*s2^5 - 160*b^2*d^2*m21^4*s^11*s2^5 + 
     64*d^4*m21^4*s^11*s2^5 + 192*b^4*m21^2*m22^2*s^11*s2^5 - 
     320*b^2*d^2*m21^2*m22^2*s^11*s2^5 + 128*d^4*m21^2*m22^2*s^11*s2^5 + 
     96*b^4*m22^4*s^11*s2^5 - 160*b^2*d^2*m22^4*s^11*s2^5 + 
     64*d^4*m22^4*s^11*s2^5 - 64*b^2*d^2*m21^4*s^13*s2^5 + 
     64*d^4*m21^4*s^13*s2^5 - 128*b^2*d^2*m21^2*m22^2*s^13*s2^5 + 
     128*d^4*m21^2*m22^2*s^13*s2^5 - 64*b^2*d^2*m22^4*s^13*s2^5 + 
     64*d^4*m22^4*s^13*s2^5 - 32*b^4*m21^4*s^15*s2^5 + 
     32*b^2*d^2*m21^4*s^15*s2^5 - 64*b^4*m21^2*m22^2*s^15*s2^5 + 
     64*b^2*d^2*m21^2*m22^2*s^15*s2^5 - 32*b^4*m22^4*s^15*s2^5 + 
     32*b^2*d^2*m22^4*s^15*s2^5 + 16*b^6*m11*m21^3*s^2*s1*s2^5 - 
     32*b^4*d^2*m11*m21^3*s^2*s1*s2^5 + 16*b^2*d^4*m11*m21^3*s^2*s1*s2^5 - 
     48*b^4*m11*m21^5*s^2*s1*s2^5 + 96*b^2*d^2*m11*m21^5*s^2*s1*s2^5 - 
     48*d^4*m11*m21^5*s^2*s1*s2^5 + 16*b^6*m11*m21*m22^2*s^2*s1*s2^5 - 
     32*b^4*d^2*m11*m21*m22^2*s^2*s1*s2^5 + 16*b^2*d^4*m11*m21*m22^2*s^2*s1*
      s2^5 - 96*b^4*m11*m21^3*m22^2*s^2*s1*s2^5 + 192*b^2*d^2*m11*m21^3*m22^2*
      s^2*s1*s2^5 - 96*d^4*m11*m21^3*m22^2*s^2*s1*s2^5 - 
     48*b^4*m11*m21*m22^4*s^2*s1*s2^5 + 96*b^2*d^2*m11*m21*m22^4*s^2*s1*
      s2^5 - 48*d^4*m11*m21*m22^4*s^2*s1*s2^5 - 64*b^6*m21^4*s^3*s1*s2^5 + 
     128*b^4*d^2*m21^4*s^3*s1*s2^5 - 64*b^2*d^4*m21^4*s^3*s1*s2^5 + 
     64*b^5*d*m11*m21^2*m22*s^3*s1*s2^5 - 128*b^3*d^3*m11*m21^2*m22*s^3*s1*
      s2^5 + 64*b*d^5*m11*m21^2*m22*s^3*s1*s2^5 - 128*b^6*m21^2*m22^2*s^3*s1*
      s2^5 + 256*b^4*d^2*m21^2*m22^2*s^3*s1*s2^5 - 128*b^2*d^4*m21^2*m22^2*
      s^3*s1*s2^5 + 64*b^5*d*m11*m22^3*s^3*s1*s2^5 - 
     128*b^3*d^3*m11*m22^3*s^3*s1*s2^5 + 64*b*d^5*m11*m22^3*s^3*s1*s2^5 - 
     64*b^6*m22^4*s^3*s1*s2^5 + 128*b^4*d^2*m22^4*s^3*s1*s2^5 - 
     64*b^2*d^4*m22^4*s^3*s1*s2^5 - 288*b^6*m11*m21^3*s^4*s1*s2^5 + 
     768*b^4*d^2*m11*m21^3*s^4*s1*s2^5 - 672*b^2*d^4*m11*m21^3*s^4*s1*s2^5 + 
     192*d^6*m11*m21^3*s^4*s1*s2^5 + 288*b^4*m11*m21^5*s^4*s1*s2^5 - 
     576*b^2*d^2*m11*m21^5*s^4*s1*s2^5 + 288*d^4*m11*m21^5*s^4*s1*s2^5 - 
     288*b^6*m11*m21*m22^2*s^4*s1*s2^5 + 768*b^4*d^2*m11*m21*m22^2*s^4*s1*
      s2^5 - 672*b^2*d^4*m11*m21*m22^2*s^4*s1*s2^5 + 
     192*d^6*m11*m21*m22^2*s^4*s1*s2^5 + 576*b^4*m11*m21^3*m22^2*s^4*s1*
      s2^5 - 1152*b^2*d^2*m11*m21^3*m22^2*s^4*s1*s2^5 + 
     576*d^4*m11*m21^3*m22^2*s^4*s1*s2^5 + 288*b^4*m11*m21*m22^4*s^4*s1*
      s2^5 - 576*b^2*d^2*m11*m21*m22^4*s^4*s1*s2^5 + 
     288*d^4*m11*m21*m22^4*s^4*s1*s2^5 + 320*b^6*m21^4*s^5*s1*s2^5 - 
     896*b^4*d^2*m21^4*s^5*s1*s2^5 + 832*b^2*d^4*m21^4*s^5*s1*s2^5 - 
     256*d^6*m21^4*s^5*s1*s2^5 - 64*b^5*d*m11*m21^2*m22*s^5*s1*s2^5 + 
     128*b^3*d^3*m11*m21^2*m22*s^5*s1*s2^5 - 64*b*d^5*m11*m21^2*m22*s^5*s1*
      s2^5 + 640*b^6*m21^2*m22^2*s^5*s1*s2^5 - 1792*b^4*d^2*m21^2*m22^2*s^5*
      s1*s2^5 + 1664*b^2*d^4*m21^2*m22^2*s^5*s1*s2^5 - 
     512*d^6*m21^2*m22^2*s^5*s1*s2^5 - 64*b^5*d*m11*m22^3*s^5*s1*s2^5 + 
     128*b^3*d^3*m11*m22^3*s^5*s1*s2^5 - 64*b*d^5*m11*m22^3*s^5*s1*s2^5 + 
     320*b^6*m22^4*s^5*s1*s2^5 - 896*b^4*d^2*m22^4*s^5*s1*s2^5 + 
     832*b^2*d^4*m22^4*s^5*s1*s2^5 - 256*d^6*m22^4*s^5*s1*s2^5 + 
     1008*b^6*m11*m21^3*s^6*s1*s2^5 - 3040*b^4*d^2*m11*m21^3*s^6*s1*s2^5 + 
     3056*b^2*d^4*m11*m21^3*s^6*s1*s2^5 - 1024*d^6*m11*m21^3*s^6*s1*s2^5 + 
     48*b^4*m11*m21^5*s^6*s1*s2^5 - 96*b^2*d^2*m11*m21^5*s^6*s1*s2^5 + 
     48*d^4*m11*m21^5*s^6*s1*s2^5 + 1008*b^6*m11*m21*m22^2*s^6*s1*s2^5 - 
     3040*b^4*d^2*m11*m21*m22^2*s^6*s1*s2^5 + 3056*b^2*d^4*m11*m21*m22^2*s^6*
      s1*s2^5 - 1024*d^6*m11*m21*m22^2*s^6*s1*s2^5 + 
     96*b^4*m11*m21^3*m22^2*s^6*s1*s2^5 - 192*b^2*d^2*m11*m21^3*m22^2*s^6*s1*
      s2^5 + 96*d^4*m11*m21^3*m22^2*s^6*s1*s2^5 + 48*b^4*m11*m21*m22^4*s^6*s1*
      s2^5 - 96*b^2*d^2*m11*m21*m22^4*s^6*s1*s2^5 + 
     48*d^4*m11*m21*m22^4*s^6*s1*s2^5 - 640*b^6*m21^4*s^7*s1*s2^5 + 
     2048*b^4*d^2*m21^4*s^7*s1*s2^5 - 2176*b^2*d^4*m21^4*s^7*s1*s2^5 + 
     768*d^6*m21^4*s^7*s1*s2^5 - 128*b^5*d*m11*m21^2*m22*s^7*s1*s2^5 + 
     256*b^3*d^3*m11*m21^2*m22*s^7*s1*s2^5 - 128*b*d^5*m11*m21^2*m22*s^7*s1*
      s2^5 - 1280*b^6*m21^2*m22^2*s^7*s1*s2^5 + 4096*b^4*d^2*m21^2*m22^2*s^7*
      s1*s2^5 - 4352*b^2*d^4*m21^2*m22^2*s^7*s1*s2^5 + 
     1536*d^6*m21^2*m22^2*s^7*s1*s2^5 - 128*b^5*d*m11*m22^3*s^7*s1*s2^5 + 
     256*b^3*d^3*m11*m22^3*s^7*s1*s2^5 - 128*b*d^5*m11*m22^3*s^7*s1*s2^5 - 
     640*b^6*m22^4*s^7*s1*s2^5 + 2048*b^4*d^2*m22^4*s^7*s1*s2^5 - 
     2176*b^2*d^4*m22^4*s^7*s1*s2^5 + 768*d^6*m22^4*s^7*s1*s2^5 - 
     1472*b^6*m11*m21^3*s^8*s1*s2^5 + 4608*b^4*d^2*m11*m21^3*s^8*s1*s2^5 - 
     4800*b^2*d^4*m11*m21^3*s^8*s1*s2^5 + 1664*d^6*m11*m21^3*s^8*s1*s2^5 - 
     576*b^4*m11*m21^5*s^8*s1*s2^5 + 1152*b^2*d^2*m11*m21^5*s^8*s1*s2^5 - 
     576*d^4*m11*m21^5*s^8*s1*s2^5 - 1472*b^6*m11*m21*m22^2*s^8*s1*s2^5 + 
     4608*b^4*d^2*m11*m21*m22^2*s^8*s1*s2^5 - 4800*b^2*d^4*m11*m21*m22^2*s^8*
      s1*s2^5 + 1664*d^6*m11*m21*m22^2*s^8*s1*s2^5 - 
     1152*b^4*m11*m21^3*m22^2*s^8*s1*s2^5 + 2304*b^2*d^2*m11*m21^3*m22^2*s^8*
      s1*s2^5 - 1152*d^4*m11*m21^3*m22^2*s^8*s1*s2^5 - 
     576*b^4*m11*m21*m22^4*s^8*s1*s2^5 + 1152*b^2*d^2*m11*m21*m22^4*s^8*s1*
      s2^5 - 576*d^4*m11*m21*m22^4*s^8*s1*s2^5 + 640*b^6*m21^4*s^9*s1*s2^5 - 
     2048*b^4*d^2*m21^4*s^9*s1*s2^5 + 2176*b^2*d^4*m21^4*s^9*s1*s2^5 - 
     768*d^6*m21^4*s^9*s1*s2^5 + 128*b^5*d*m11*m21^2*m22*s^9*s1*s2^5 - 
     256*b^3*d^3*m11*m21^2*m22*s^9*s1*s2^5 + 128*b*d^5*m11*m21^2*m22*s^9*s1*
      s2^5 + 1280*b^6*m21^2*m22^2*s^9*s1*s2^5 - 4096*b^4*d^2*m21^2*m22^2*s^9*
      s1*s2^5 + 4352*b^2*d^4*m21^2*m22^2*s^9*s1*s2^5 - 
     1536*d^6*m21^2*m22^2*s^9*s1*s2^5 + 128*b^5*d*m11*m22^3*s^9*s1*s2^5 - 
     256*b^3*d^3*m11*m22^3*s^9*s1*s2^5 + 128*b*d^5*m11*m22^3*s^9*s1*s2^5 + 
     640*b^6*m22^4*s^9*s1*s2^5 - 2048*b^4*d^2*m22^4*s^9*s1*s2^5 + 
     2176*b^2*d^4*m22^4*s^9*s1*s2^5 - 768*d^6*m22^4*s^9*s1*s2^5 + 
     1008*b^6*m11*m21^3*s^10*s1*s2^5 - 3040*b^4*d^2*m11*m21^3*s^10*s1*s2^5 + 
     3056*b^2*d^4*m11*m21^3*s^10*s1*s2^5 - 1024*d^6*m11*m21^3*s^10*s1*s2^5 + 
     48*b^4*m11*m21^5*s^10*s1*s2^5 - 96*b^2*d^2*m11*m21^5*s^10*s1*s2^5 + 
     48*d^4*m11*m21^5*s^10*s1*s2^5 + 1008*b^6*m11*m21*m22^2*s^10*s1*s2^5 - 
     3040*b^4*d^2*m11*m21*m22^2*s^10*s1*s2^5 + 3056*b^2*d^4*m11*m21*m22^2*
      s^10*s1*s2^5 - 1024*d^6*m11*m21*m22^2*s^10*s1*s2^5 + 
     96*b^4*m11*m21^3*m22^2*s^10*s1*s2^5 - 192*b^2*d^2*m11*m21^3*m22^2*s^10*
      s1*s2^5 + 96*d^4*m11*m21^3*m22^2*s^10*s1*s2^5 + 
     48*b^4*m11*m21*m22^4*s^10*s1*s2^5 - 96*b^2*d^2*m11*m21*m22^4*s^10*s1*
      s2^5 + 48*d^4*m11*m21*m22^4*s^10*s1*s2^5 - 320*b^6*m21^4*s^11*s1*s2^5 + 
     896*b^4*d^2*m21^4*s^11*s1*s2^5 - 832*b^2*d^4*m21^4*s^11*s1*s2^5 + 
     256*d^6*m21^4*s^11*s1*s2^5 + 64*b^5*d*m11*m21^2*m22*s^11*s1*s2^5 - 
     128*b^3*d^3*m11*m21^2*m22*s^11*s1*s2^5 + 64*b*d^5*m11*m21^2*m22*s^11*s1*
      s2^5 - 640*b^6*m21^2*m22^2*s^11*s1*s2^5 + 1792*b^4*d^2*m21^2*m22^2*s^11*
      s1*s2^5 - 1664*b^2*d^4*m21^2*m22^2*s^11*s1*s2^5 + 
     512*d^6*m21^2*m22^2*s^11*s1*s2^5 + 64*b^5*d*m11*m22^3*s^11*s1*s2^5 - 
     128*b^3*d^3*m11*m22^3*s^11*s1*s2^5 + 64*b*d^5*m11*m22^3*s^11*s1*s2^5 - 
     320*b^6*m22^4*s^11*s1*s2^5 + 896*b^4*d^2*m22^4*s^11*s1*s2^5 - 
     832*b^2*d^4*m22^4*s^11*s1*s2^5 + 256*d^6*m22^4*s^11*s1*s2^5 - 
     288*b^6*m11*m21^3*s^12*s1*s2^5 + 768*b^4*d^2*m11*m21^3*s^12*s1*s2^5 - 
     672*b^2*d^4*m11*m21^3*s^12*s1*s2^5 + 192*d^6*m11*m21^3*s^12*s1*s2^5 + 
     288*b^4*m11*m21^5*s^12*s1*s2^5 - 576*b^2*d^2*m11*m21^5*s^12*s1*s2^5 + 
     288*d^4*m11*m21^5*s^12*s1*s2^5 - 288*b^6*m11*m21*m22^2*s^12*s1*s2^5 + 
     768*b^4*d^2*m11*m21*m22^2*s^12*s1*s2^5 - 672*b^2*d^4*m11*m21*m22^2*s^12*
      s1*s2^5 + 192*d^6*m11*m21*m22^2*s^12*s1*s2^5 + 
     576*b^4*m11*m21^3*m22^2*s^12*s1*s2^5 - 1152*b^2*d^2*m11*m21^3*m22^2*s^12*
      s1*s2^5 + 576*d^4*m11*m21^3*m22^2*s^12*s1*s2^5 + 
     288*b^4*m11*m21*m22^4*s^12*s1*s2^5 - 576*b^2*d^2*m11*m21*m22^4*s^12*s1*
      s2^5 + 288*d^4*m11*m21*m22^4*s^12*s1*s2^5 + 64*b^6*m21^4*s^13*s1*s2^5 - 
     128*b^4*d^2*m21^4*s^13*s1*s2^5 + 64*b^2*d^4*m21^4*s^13*s1*s2^5 - 
     64*b^5*d*m11*m21^2*m22*s^13*s1*s2^5 + 128*b^3*d^3*m11*m21^2*m22*s^13*s1*
      s2^5 - 64*b*d^5*m11*m21^2*m22*s^13*s1*s2^5 + 128*b^6*m21^2*m22^2*s^13*
      s1*s2^5 - 256*b^4*d^2*m21^2*m22^2*s^13*s1*s2^5 + 
     128*b^2*d^4*m21^2*m22^2*s^13*s1*s2^5 - 64*b^5*d*m11*m22^3*s^13*s1*s2^5 + 
     128*b^3*d^3*m11*m22^3*s^13*s1*s2^5 - 64*b*d^5*m11*m22^3*s^13*s1*s2^5 + 
     64*b^6*m22^4*s^13*s1*s2^5 - 128*b^4*d^2*m22^4*s^13*s1*s2^5 + 
     64*b^2*d^4*m22^4*s^13*s1*s2^5 + 16*b^6*m11*m21^3*s^14*s1*s2^5 - 
     32*b^4*d^2*m11*m21^3*s^14*s1*s2^5 + 16*b^2*d^4*m11*m21^3*s^14*s1*s2^5 - 
     48*b^4*m11*m21^5*s^14*s1*s2^5 + 96*b^2*d^2*m11*m21^5*s^14*s1*s2^5 - 
     48*d^4*m11*m21^5*s^14*s1*s2^5 + 16*b^6*m11*m21*m22^2*s^14*s1*s2^5 - 
     32*b^4*d^2*m11*m21*m22^2*s^14*s1*s2^5 + 16*b^2*d^4*m11*m21*m22^2*s^14*s1*
      s2^5 - 96*b^4*m11*m21^3*m22^2*s^14*s1*s2^5 + 192*b^2*d^2*m11*m21^3*
      m22^2*s^14*s1*s2^5 - 96*d^4*m11*m21^3*m22^2*s^14*s1*s2^5 - 
     48*b^4*m11*m21*m22^4*s^14*s1*s2^5 + 96*b^2*d^2*m11*m21*m22^4*s^14*s1*
      s2^5 - 48*d^4*m11*m21*m22^4*s^14*s1*s2^5 + 32*b^6*m21^4*s^3*s2^6 - 
     64*b^4*d^2*m21^4*s^3*s2^6 + 32*b^2*d^4*m21^4*s^3*s2^6 - 
     32*b^4*m21^6*s^3*s2^6 + 64*b^2*d^2*m21^6*s^3*s2^6 - 
     32*d^4*m21^6*s^3*s2^6 + 64*b^6*m21^2*m22^2*s^3*s2^6 - 
     128*b^4*d^2*m21^2*m22^2*s^3*s2^6 + 64*b^2*d^4*m21^2*m22^2*s^3*s2^6 - 
     96*b^4*m21^4*m22^2*s^3*s2^6 + 192*b^2*d^2*m21^4*m22^2*s^3*s2^6 - 
     96*d^4*m21^4*m22^2*s^3*s2^6 + 32*b^6*m22^4*s^3*s2^6 - 
     64*b^4*d^2*m22^4*s^3*s2^6 + 32*b^2*d^4*m22^4*s^3*s2^6 - 
     96*b^4*m21^2*m22^4*s^3*s2^6 + 192*b^2*d^2*m21^2*m22^4*s^3*s2^6 - 
     96*d^4*m21^2*m22^4*s^3*s2^6 - 32*b^4*m22^6*s^3*s2^6 + 
     64*b^2*d^2*m22^6*s^3*s2^6 - 32*d^4*m22^6*s^3*s2^6 - 
     160*b^6*m21^4*s^5*s2^6 + 448*b^4*d^2*m21^4*s^5*s2^6 - 
     416*b^2*d^4*m21^4*s^5*s2^6 + 128*d^6*m21^4*s^5*s2^6 + 
     32*b^4*m21^6*s^5*s2^6 - 64*b^2*d^2*m21^6*s^5*s2^6 + 
     32*d^4*m21^6*s^5*s2^6 - 320*b^6*m21^2*m22^2*s^5*s2^6 + 
     896*b^4*d^2*m21^2*m22^2*s^5*s2^6 - 832*b^2*d^4*m21^2*m22^2*s^5*s2^6 + 
     256*d^6*m21^2*m22^2*s^5*s2^6 + 96*b^4*m21^4*m22^2*s^5*s2^6 - 
     192*b^2*d^2*m21^4*m22^2*s^5*s2^6 + 96*d^4*m21^4*m22^2*s^5*s2^6 - 
     160*b^6*m22^4*s^5*s2^6 + 448*b^4*d^2*m22^4*s^5*s2^6 - 
     416*b^2*d^4*m22^4*s^5*s2^6 + 128*d^6*m22^4*s^5*s2^6 + 
     96*b^4*m21^2*m22^4*s^5*s2^6 - 192*b^2*d^2*m21^2*m22^4*s^5*s2^6 + 
     96*d^4*m21^2*m22^4*s^5*s2^6 + 32*b^4*m22^6*s^5*s2^6 - 
     64*b^2*d^2*m22^6*s^5*s2^6 + 32*d^4*m22^6*s^5*s2^6 + 
     320*b^6*m21^4*s^7*s2^6 - 1024*b^4*d^2*m21^4*s^7*s2^6 + 
     1088*b^2*d^4*m21^4*s^7*s2^6 - 384*d^6*m21^4*s^7*s2^6 + 
     64*b^4*m21^6*s^7*s2^6 - 128*b^2*d^2*m21^6*s^7*s2^6 + 
     64*d^4*m21^6*s^7*s2^6 + 640*b^6*m21^2*m22^2*s^7*s2^6 - 
     2048*b^4*d^2*m21^2*m22^2*s^7*s2^6 + 2176*b^2*d^4*m21^2*m22^2*s^7*s2^6 - 
     768*d^6*m21^2*m22^2*s^7*s2^6 + 192*b^4*m21^4*m22^2*s^7*s2^6 - 
     384*b^2*d^2*m21^4*m22^2*s^7*s2^6 + 192*d^4*m21^4*m22^2*s^7*s2^6 + 
     320*b^6*m22^4*s^7*s2^6 - 1024*b^4*d^2*m22^4*s^7*s2^6 + 
     1088*b^2*d^4*m22^4*s^7*s2^6 - 384*d^6*m22^4*s^7*s2^6 + 
     192*b^4*m21^2*m22^4*s^7*s2^6 - 384*b^2*d^2*m21^2*m22^4*s^7*s2^6 + 
     192*d^4*m21^2*m22^4*s^7*s2^6 + 64*b^4*m22^6*s^7*s2^6 - 
     128*b^2*d^2*m22^6*s^7*s2^6 + 64*d^4*m22^6*s^7*s2^6 - 
     320*b^6*m21^4*s^9*s2^6 + 1024*b^4*d^2*m21^4*s^9*s2^6 - 
     1088*b^2*d^4*m21^4*s^9*s2^6 + 384*d^6*m21^4*s^9*s2^6 - 
     64*b^4*m21^6*s^9*s2^6 + 128*b^2*d^2*m21^6*s^9*s2^6 - 
     64*d^4*m21^6*s^9*s2^6 - 640*b^6*m21^2*m22^2*s^9*s2^6 + 
     2048*b^4*d^2*m21^2*m22^2*s^9*s2^6 - 2176*b^2*d^4*m21^2*m22^2*s^9*s2^6 + 
     768*d^6*m21^2*m22^2*s^9*s2^6 - 192*b^4*m21^4*m22^2*s^9*s2^6 + 
     384*b^2*d^2*m21^4*m22^2*s^9*s2^6 - 192*d^4*m21^4*m22^2*s^9*s2^6 - 
     320*b^6*m22^4*s^9*s2^6 + 1024*b^4*d^2*m22^4*s^9*s2^6 - 
     1088*b^2*d^4*m22^4*s^9*s2^6 + 384*d^6*m22^4*s^9*s2^6 - 
     192*b^4*m21^2*m22^4*s^9*s2^6 + 384*b^2*d^2*m21^2*m22^4*s^9*s2^6 - 
     192*d^4*m21^2*m22^4*s^9*s2^6 - 64*b^4*m22^6*s^9*s2^6 + 
     128*b^2*d^2*m22^6*s^9*s2^6 - 64*d^4*m22^6*s^9*s2^6 + 
     160*b^6*m21^4*s^11*s2^6 - 448*b^4*d^2*m21^4*s^11*s2^6 + 
     416*b^2*d^4*m21^4*s^11*s2^6 - 128*d^6*m21^4*s^11*s2^6 - 
     32*b^4*m21^6*s^11*s2^6 + 64*b^2*d^2*m21^6*s^11*s2^6 - 
     32*d^4*m21^6*s^11*s2^6 + 320*b^6*m21^2*m22^2*s^11*s2^6 - 
     896*b^4*d^2*m21^2*m22^2*s^11*s2^6 + 832*b^2*d^4*m21^2*m22^2*s^11*s2^6 - 
     256*d^6*m21^2*m22^2*s^11*s2^6 - 96*b^4*m21^4*m22^2*s^11*s2^6 + 
     192*b^2*d^2*m21^4*m22^2*s^11*s2^6 - 96*d^4*m21^4*m22^2*s^11*s2^6 + 
     160*b^6*m22^4*s^11*s2^6 - 448*b^4*d^2*m22^4*s^11*s2^6 + 
     416*b^2*d^4*m22^4*s^11*s2^6 - 128*d^6*m22^4*s^11*s2^6 - 
     96*b^4*m21^2*m22^4*s^11*s2^6 + 192*b^2*d^2*m21^2*m22^4*s^11*s2^6 - 
     96*d^4*m21^2*m22^4*s^11*s2^6 - 32*b^4*m22^6*s^11*s2^6 + 
     64*b^2*d^2*m22^6*s^11*s2^6 - 32*d^4*m22^6*s^11*s2^6 - 
     32*b^6*m21^4*s^13*s2^6 + 64*b^4*d^2*m21^4*s^13*s2^6 - 
     32*b^2*d^4*m21^4*s^13*s2^6 + 32*b^4*m21^6*s^13*s2^6 - 
     64*b^2*d^2*m21^6*s^13*s2^6 + 32*d^4*m21^6*s^13*s2^6 - 
     64*b^6*m21^2*m22^2*s^13*s2^6 + 128*b^4*d^2*m21^2*m22^2*s^13*s2^6 - 
     64*b^2*d^4*m21^2*m22^2*s^13*s2^6 + 96*b^4*m21^4*m22^2*s^13*s2^6 - 
     192*b^2*d^2*m21^4*m22^2*s^13*s2^6 + 96*d^4*m21^4*m22^2*s^13*s2^6 - 
     32*b^6*m22^4*s^13*s2^6 + 64*b^4*d^2*m22^4*s^13*s2^6 - 
     32*b^2*d^4*m22^4*s^13*s2^6 + 96*b^4*m21^2*m22^4*s^13*s2^6 - 
     192*b^2*d^2*m21^2*m22^4*s^13*s2^6 + 96*d^4*m21^2*m22^4*s^13*s2^6 + 
     32*b^4*m22^6*s^13*s2^6 - 64*b^2*d^2*m22^6*s^13*s2^6 + 
     32*d^4*m22^6*s^13*s2^6, {0, 0, 0}}}, OreAlgebraObject[
   {Der[d], Der[b], Der[s]}, Expand, #1 + #2 & , Expand[#1*#2] & , None], 
  DegreeLexicographic]}
