{OrePolynomial[{{68*b^2*m11*m22 - 68*d^2*m11*m22, {2, 0}}, 
   {-16*b^2*m11^2 + 16*d^2*m11^2 - 289*b^2*m21^2 + 289*d^2*m21^2 - 
     289*b^2*m22^2 + 289*d^2*m22^2, {1, 1}}, 
   {68*b^2*m11*m22 - 68*d^2*m11*m22, {0, 2}}, 
   {-16*b*m11^2 - 272*b^3*m11^2 + 272*b*d^2*m11^2 - 289*b*m21^2 - 
     1156*b^3*m21^2 + 1156*b*d^2*m21^2 - 136*d*m11*m22 + 1428*b^2*d*m11*m22 - 
     1428*d^3*m11*m22 - 289*b*m22^2 - 1156*b^3*m22^2 + 1156*b*d^2*m22^2, {1, 
    0}}, {16*d*m11^2 - 272*b^2*d*m11^2 + 272*d^3*m11^2 + 289*d*m21^2 - 
     1156*b^2*d*m21^2 + 1156*d^3*m21^2 + 136*b*m11*m22 + 1428*b^3*m11*m22 - 
     1428*b*d^2*m11*m22 + 289*d*m22^2 - 1156*b^2*d*m22^2 + 1156*d^3*m22^2, 
    {0, 1}}, {-4624*b^3*d*m11^2 + 4624*b*d^3*m11^2 - 4624*b^3*d*m21^2 + 
     4624*b*d^3*m21^2 + 2856*b^2*m11*m22 + 4624*b^4*m11*m22 - 
     2856*d^2*m11*m22 - 4624*d^4*m11*m22 - 4624*b^3*d*m22^2 + 
     4624*b*d^3*m22^2, {0, 0}}}, OreAlgebraObject[{Der[d], Der[b]}, Expand, 
   #1 + #2 & , Expand[#1*#2] & , None], DegreeLexicographic], 
 OrePolynomial[{{-256*b^5*m11^4 + 512*b^3*d^2*m11^4 - 256*b*d^4*m11^4 - 
     9248*b^5*m11^2*m21^2 + 18496*b^3*d^2*m11^2*m21^2 - 
     9248*b*d^4*m11^2*m21^2 - 83521*b^5*m21^4 + 167042*b^3*d^2*m21^4 - 
     83521*b*d^4*m21^4 - 1088*b^4*d*m11^3*m22 + 2176*b^2*d^3*m11^3*m22 - 
     1088*d^5*m11^3*m22 - 19652*b^4*d*m11*m21^2*m22 + 
     39304*b^2*d^3*m11*m21^2*m22 - 19652*d^5*m11*m21^2*m22 - 
     167042*b^5*m21^2*m22^2 + 334084*b^3*d^2*m21^2*m22^2 - 
     167042*b*d^4*m21^2*m22^2 - 19652*b^4*d*m11*m22^3 + 
     39304*b^2*d^3*m11*m22^3 - 19652*d^5*m11*m22^3 - 83521*b^5*m22^4 + 
     167042*b^3*d^2*m22^4 - 83521*b*d^4*m22^4, {1, 2}}, 
   {1088*b^5*m11^3*m22 - 2176*b^3*d^2*m11^3*m22 + 1088*b*d^4*m11^3*m22 + 
     19652*b^5*m11*m21^2*m22 - 39304*b^3*d^2*m11*m21^2*m22 + 
     19652*b*d^4*m11*m21^2*m22 + 9248*b^4*d*m11^2*m22^2 - 
     18496*b^2*d^3*m11^2*m22^2 + 9248*d^5*m11^2*m22^2 + 19652*b^5*m11*m22^3 - 
     39304*b^3*d^2*m11*m22^3 + 19652*b*d^4*m11*m22^3, {0, 3}}, 
   {-512*b^4*m11^4 - 8704*b^6*m11^4 + 512*b^2*d^2*m11^4 + 
     17408*b^4*d^2*m11^4 - 8704*b^2*d^4*m11^4 - 18496*b^4*m11^2*m21^2 - 
     194208*b^6*m11^2*m21^2 + 18496*b^2*d^2*m11^2*m21^2 + 
     388416*b^4*d^2*m11^2*m21^2 - 194208*b^2*d^4*m11^2*m21^2 - 
     167042*b^4*m21^4 - 668168*b^6*m21^4 + 167042*b^2*d^2*m21^4 + 
     1336336*b^4*d^2*m21^4 - 668168*b^2*d^4*m21^4 - 4352*b^3*d*m11^3*m22 - 
     36992*b^5*d*m11^3*m22 + 4352*b*d^3*m11^3*m22 + 73984*b^3*d^3*m11^3*m22 - 
     36992*b*d^5*m11^3*m22 - 78608*b^3*d*m11*m21^2*m22 - 
     157216*b^5*d*m11*m21^2*m22 + 78608*b*d^3*m11*m21^2*m22 + 
     314432*b^3*d^3*m11*m21^2*m22 - 157216*b*d^5*m11*m21^2*m22 - 
     9248*b^4*m11^2*m22^2 + 9248*d^4*m11^2*m22^2 - 334084*b^4*m21^2*m22^2 - 
     1336336*b^6*m21^2*m22^2 + 334084*b^2*d^2*m21^2*m22^2 + 
     2672672*b^4*d^2*m21^2*m22^2 - 1336336*b^2*d^4*m21^2*m22^2 - 
     78608*b^3*d*m11*m22^3 - 157216*b^5*d*m11*m22^3 + 78608*b*d^3*m11*m22^3 + 
     314432*b^3*d^3*m11*m22^3 - 157216*b*d^5*m11*m22^3 - 167042*b^4*m22^4 - 
     668168*b^6*m22^4 + 167042*b^2*d^2*m22^4 + 1336336*b^4*d^2*m22^4 - 
     668168*b^2*d^4*m22^4, {1, 1}}, {256*b^3*d*m11^4 - 4352*b^5*d*m11^4 - 
     256*b*d^3*m11^4 + 8704*b^3*d^3*m11^4 - 4352*b*d^5*m11^4 + 
     9248*b^3*d*m11^2*m21^2 - 97104*b^5*d*m11^2*m21^2 - 
     9248*b*d^3*m11^2*m21^2 + 194208*b^3*d^3*m11^2*m21^2 - 
     97104*b*d^5*m11^2*m21^2 + 83521*b^3*d*m21^4 - 334084*b^5*d*m21^4 - 
     83521*b*d^3*m21^4 + 668168*b^3*d^3*m21^4 - 334084*b*d^5*m21^4 + 
     3264*b^4*m11^3*m22 + 41344*b^6*m11^3*m22 - 2176*b^2*d^2*m11^3*m22 - 
     101184*b^4*d^2*m11^3*m22 - 1088*d^4*m11^3*m22 + 
     78336*b^2*d^4*m11^3*m22 - 18496*d^6*m11^3*m22 + 
     58956*b^4*m11*m21^2*m22 + 491300*b^6*m11*m21^2*m22 - 
     39304*b^2*d^2*m11*m21^2*m22 - 1061208*b^4*d^2*m11*m21^2*m22 - 
     19652*d^4*m11*m21^2*m22 + 648516*b^2*d^4*m11*m21^2*m22 - 
     78608*d^6*m11*m21^2*m22 + 27744*b^3*d*m11^2*m22^2 + 
     291312*b^5*d*m11^2*m22^2 - 27744*b*d^3*m11^2*m22^2 - 
     582624*b^3*d^3*m11^2*m22^2 + 291312*b*d^5*m11^2*m22^2 + 
     167042*b^3*d*m21^2*m22^2 - 668168*b^5*d*m21^2*m22^2 - 
     167042*b*d^3*m21^2*m22^2 + 1336336*b^3*d^3*m21^2*m22^2 - 
     668168*b*d^5*m21^2*m22^2 + 58956*b^4*m11*m22^3 + 491300*b^6*m11*m22^3 - 
     39304*b^2*d^2*m11*m22^3 - 1061208*b^4*d^2*m11*m22^3 - 
     19652*d^4*m11*m22^3 + 648516*b^2*d^4*m11*m22^3 - 78608*d^6*m11*m22^3 + 
     83521*b^3*d*m22^4 - 334084*b^5*d*m22^4 - 83521*b*d^3*m22^4 + 
     668168*b^3*d^3*m22^4 - 334084*b*d^5*m22^4, {0, 2}}, 
   {-13056*b^5*m11^4 - 73984*b^7*m11^4 + 256*b*d^2*m11^4 + 
     17408*b^3*d^2*m11^4 + 147968*b^5*d^2*m11^4 - 4352*b*d^4*m11^4 - 
     73984*b^3*d^4*m11^4 - 291312*b^5*m11^2*m21^2 - 628864*b^7*m11^2*m21^2 + 
     9248*b*d^2*m11^2*m21^2 + 388416*b^3*d^2*m11^2*m21^2 + 
     1257728*b^5*d^2*m11^2*m21^2 - 97104*b*d^4*m11^2*m21^2 - 
     628864*b^3*d^4*m11^2*m21^2 - 1002252*b^5*m21^4 - 1336336*b^7*m21^4 + 
     83521*b*d^2*m21^4 + 1336336*b^3*d^2*m21^4 + 2672672*b^5*d^2*m21^4 - 
     334084*b*d^4*m21^4 - 1336336*b^3*d^4*m21^4 - 1088*b^2*d*m11^3*m22 - 
     92480*b^4*d*m11^3*m22 - 314432*b^6*d*m11^3*m22 + 1088*d^3*m11^3*m22 + 
     110976*b^2*d^3*m11^3*m22 + 628864*b^4*d^3*m11^3*m22 - 
     18496*d^5*m11^3*m22 - 314432*b^2*d^5*m11^3*m22 - 
     19652*b^2*d*m11*m21^2*m22 - 393040*b^4*d*m11*m21^2*m22 - 
     314432*b^6*d*m11*m21^2*m22 + 19652*d^3*m11*m21^2*m22 + 
     471648*b^2*d^3*m11*m21^2*m22 + 628864*b^4*d^3*m11*m21^2*m22 - 
     78608*d^5*m11*m21^2*m22 - 314432*b^2*d^5*m11*m21^2*m22 - 
     9248*b^3*m11^2*m22^2 - 97104*b^5*m11^2*m22^2 + 97104*b*d^4*m11^2*m22^2 + 
     73984*b^5*m11^4*m22^2 - 147968*b^3*d^2*m11^4*m22^2 + 
     73984*b*d^4*m11^4*m22^2 - 2004504*b^5*m21^2*m22^2 - 
     2672672*b^7*m21^2*m22^2 + 167042*b*d^2*m21^2*m22^2 + 
     2672672*b^3*d^2*m21^2*m22^2 + 5345344*b^5*d^2*m21^2*m22^2 - 
     668168*b*d^4*m21^2*m22^2 - 2672672*b^3*d^4*m21^2*m22^2 + 
     1336336*b^5*m11^2*m21^2*m22^2 - 2672672*b^3*d^2*m11^2*m21^2*m22^2 + 
     1336336*b*d^4*m11^2*m21^2*m22^2 - 19652*b^2*d*m11*m22^3 - 
     393040*b^4*d*m11*m22^3 - 314432*b^6*d*m11*m22^3 + 19652*d^3*m11*m22^3 + 
     471648*b^2*d^3*m11*m22^3 + 628864*b^4*d^3*m11*m22^3 - 
     78608*d^5*m11*m22^3 - 314432*b^2*d^5*m11*m22^3 + 
     628864*b^4*d*m11^3*m22^3 - 1257728*b^2*d^3*m11^3*m22^3 + 
     628864*d^5*m11^3*m22^3 - 1002252*b^5*m22^4 - 1336336*b^7*m22^4 + 
     83521*b*d^2*m22^4 + 1336336*b^3*d^2*m22^4 + 2672672*b^5*d^2*m22^4 - 
     334084*b*d^4*m22^4 - 1336336*b^3*d^4*m22^4 + 1336336*b^5*m11^2*m22^4 - 
     2672672*b^3*d^2*m11^2*m22^4 + 1336336*b*d^4*m11^2*m22^4, {1, 0}}, 
   {-256*b^2*d*m11^4 - 147968*b^6*d*m11^4 + 295936*b^4*d^3*m11^4 - 
     147968*b^2*d^5*m11^4 - 9248*b^2*d*m11^2*m21^2 - 
     2039184*b^6*d*m11^2*m21^2 + 4078368*b^4*d^3*m11^2*m21^2 - 
     2039184*b^2*d^5*m11^2*m21^2 - 83521*b^2*d*m21^4 - 2672672*b^6*d*m21^4 + 
     5345344*b^4*d^3*m21^4 - 2672672*b^2*d^5*m21^4 + 1088*b^3*m11^3*m22 + 
     109888*b^5*m11^3*m22 + 462400*b^7*m11^3*m22 - 1088*b*d^2*m11^3*m22 - 
     174080*b^3*d^2*m11^3*m22 - 1553664*b^5*d^2*m11^3*m22 + 
     64192*b*d^4*m11^3*m22 + 1720128*b^3*d^4*m11^3*m22 - 
     628864*b*d^6*m11^3*m22 + 19652*b^3*m11*m21^2*m22 + 
     1729376*b^5*m11*m21^2*m22 + 2987104*b^7*m11*m21^2*m22 - 
     19652*b*d^2*m11*m21^2*m22 - 2633368*b^3*d^2*m11*m21^2*m22 - 
     6603072*b^5*d^2*m11*m21^2*m22 + 903992*b*d^4*m11*m21^2*m22 + 
     4244832*b^3*d^4*m11*m21^2*m22 - 628864*b*d^6*m11*m21^2*m22 + 
     18496*b^2*d*m11^2*m22^2 + 776832*b^4*d*m11^2*m22^2 + 
     2668048*b^6*d*m11^2*m22^2 - 9248*d^3*m11^2*m22^2 - 
     1165248*b^2*d^3*m11^2*m22^2 - 5336096*b^4*d^3*m11^2*m22^2 + 
     388416*d^5*m11^2*m22^2 + 2668048*b^2*d^5*m11^2*m22^2 - 
     73984*b^4*d*m11^4*m22^2 + 147968*b^2*d^3*m11^4*m22^2 - 
     73984*d^5*m11^4*m22^2 - 167042*b^2*d*m21^2*m22^2 - 
     5345344*b^6*d*m21^2*m22^2 + 10690688*b^4*d^3*m21^2*m22^2 - 
     5345344*b^2*d^5*m21^2*m22^2 - 1336336*b^4*d*m11^2*m21^2*m22^2 + 
     2672672*b^2*d^3*m11^2*m21^2*m22^2 - 1336336*d^5*m11^2*m21^2*m22^2 + 
     19652*b^3*m11*m22^3 + 1729376*b^5*m11*m22^3 + 2987104*b^7*m11*m22^3 - 
     19652*b*d^2*m11*m22^3 - 2633368*b^3*d^2*m11*m22^3 - 
     6603072*b^5*d^2*m11*m22^3 + 903992*b*d^4*m11*m22^3 + 
     4244832*b^3*d^4*m11*m22^3 - 628864*b*d^6*m11*m22^3 - 
     628864*b^5*m11^3*m22^3 + 1257728*b^3*d^2*m11^3*m22^3 - 
     628864*b*d^4*m11^3*m22^3 - 83521*b^2*d*m22^4 - 2672672*b^6*d*m22^4 + 
     5345344*b^4*d^3*m22^4 - 2672672*b^2*d^5*m22^4 - 
     1336336*b^4*d*m11^2*m22^4 + 2672672*b^2*d^3*m11^2*m22^4 - 
     1336336*d^5*m11^2*m22^4, {0, 1}}, 
   {-147968*b^5*d*m11^4 - 1257728*b^7*d*m11^4 + 221952*b^3*d^3*m11^4 + 
     2515456*b^5*d^3*m11^4 - 73984*b*d^5*m11^4 - 1257728*b^3*d^5*m11^4 - 
     2820640*b^5*d*m11^2*m21^2 - 6603072*b^7*d*m11^2*m21^2 + 
     4230960*b^3*d^3*m11^2*m21^2 + 13206144*b^5*d^3*m11^2*m21^2 - 
     1410320*b*d^5*m11^2*m21^2 - 6603072*b^3*d^5*m11^2*m21^2 - 
     2672672*b^5*d*m21^4 - 5345344*b^7*d*m21^4 + 4009008*b^3*d^3*m21^4 + 
     10690688*b^5*d^3*m21^4 - 1336336*b*d^5*m21^4 - 5345344*b^3*d^5*m21^4 + 
     45696*b^4*m11^3*m22 + 684352*b^6*m11^3*m22 + 1257728*b^8*m11^3*m22 - 
     45696*b^2*d^2*m11^3*m22 - 2164032*b^4*d^2*m11^3*m22 - 
     7860800*b^6*d^2*m11^3*m22 + 1794112*b^2*d^4*m11^3*m22 + 
     11948416*b^4*d^4*m11^3*m22 - 314432*d^6*m11^3*m22 - 
     5345344*b^2*d^6*m11^3*m22 + 825384*b^4*m11*m21^2*m22 + 
     6996112*b^6*m11*m21^2*m22 + 5345344*b^8*m11*m21^2*m22 - 
     825384*b^2*d^2*m11*m21^2*m22 - 12262848*b^4*d^2*m11*m21^2*m22 - 
     11948416*b^6*d^2*m11*m21^2*m22 + 5581168*b^2*d^4*m11*m21^2*m22 + 
     7860800*b^4*d^4*m11*m21^2*m22 - 314432*d^6*m11*m21^2*m22 - 
     1257728*b^2*d^6*m11*m21^2*m22 + 388416*b^3*d*m11^2*m22^2 + 
     3144320*b^5*d*m11^2*m22^2 + 6603072*b^7*d*m11^2*m22^2 - 
     388416*b*d^3*m11^2*m22^2 - 6441232*b^3*d^3*m11^2*m22^2 - 
     13206144*b^5*d^3*m11^2*m22^2 + 3296912*b*d^5*m11^2*m22^2 + 
     6603072*b^3*d^5*m11^2*m22^2 - 5345344*b^5*d*m21^2*m22^2 - 
     10690688*b^7*d*m21^2*m22^2 + 8018016*b^3*d^3*m21^2*m22^2 + 
     21381376*b^5*d^3*m21^2*m22^2 - 2672672*b*d^5*m21^2*m22^2 - 
     10690688*b^3*d^5*m21^2*m22^2 + 825384*b^4*m11*m22^3 + 
     6996112*b^6*m11*m22^3 + 5345344*b^8*m11*m22^3 - 
     825384*b^2*d^2*m11*m22^3 - 12262848*b^4*d^2*m11*m22^3 - 
     11948416*b^6*d^2*m11*m22^3 + 5581168*b^2*d^4*m11*m22^3 + 
     7860800*b^4*d^4*m11*m22^3 - 314432*d^6*m11*m22^3 - 
     1257728*b^2*d^6*m11*m22^3 - 6603072*b^6*m11^3*m22^3 + 
     19809216*b^4*d^2*m11^3*m22^3 - 19809216*b^2*d^4*m11^3*m22^3 + 
     6603072*d^6*m11^3*m22^3 - 2672672*b^5*d*m22^4 - 5345344*b^7*d*m22^4 + 
     4009008*b^3*d^3*m22^4 + 10690688*b^5*d^3*m22^4 - 1336336*b*d^5*m22^4 - 
     5345344*b^3*d^5*m22^4, {0, 0}}}, OreAlgebraObject[{Der[d], Der[b]}, 
   Expand, #1 + #2 & , Expand[#1*#2] & , None], DegreeLexicographic], 
 OrePolynomial[{{4456448*b^7*m11^9*m22 - 13369344*b^5*d^2*m11^9*m22 + 
     13369344*b^3*d^4*m11^9*m22 - 4456448*b*d^6*m11^9*m22 + 
     321978368*b^7*m11^7*m21^2*m22 - 965935104*b^5*d^2*m11^7*m21^2*m22 + 
     965935104*b^3*d^4*m11^7*m21^2*m22 - 321978368*b*d^6*m11^7*m21^2*m22 + 
     8723601408*b^7*m11^5*m21^4*m22 - 26170804224*b^5*d^2*m11^5*m21^4*m22 + 
     26170804224*b^3*d^4*m11^5*m21^4*m22 - 8723601408*b*d^6*m11^5*m21^4*m22 + 
     105046700288*b^7*m11^3*m21^6*m22 - 315140100864*b^5*d^2*m11^3*m21^6*
      m22 + 315140100864*b^3*d^4*m11^3*m21^6*m22 - 105046700288*b*d^6*m11^3*
      m21^6*m22 + 474351505988*b^7*m11*m21^8*m22 - 1423054517964*b^5*d^2*m11*
      m21^8*m22 + 1423054517964*b^3*d^4*m11*m21^8*m22 - 
     474351505988*b*d^6*m11*m21^8*m22 + 18939904*b^6*d*m11^8*m22^2 - 
     56819712*b^4*d^3*m11^8*m22^2 + 56819712*b^2*d^5*m11^8*m22^2 - 
     18939904*d^7*m11^8*m22^2 + 1026306048*b^6*d*m11^6*m21^2*m22^2 - 
     3078918144*b^4*d^3*m11^6*m21^2*m22^2 + 3078918144*b^2*d^5*m11^6*m21^2*
      m22^2 - 1026306048*d^7*m11^6*m21^2*m22^2 + 18537652992*b^6*d*m11^4*
      m21^4*m22^2 - 55612958976*b^4*d^3*m11^4*m21^4*m22^2 + 
     55612958976*b^2*d^5*m11^4*m21^4*m22^2 - 18537652992*d^7*m11^4*m21^4*
      m22^2 + 111612119056*b^6*d*m11^2*m21^6*m22^2 - 
     334836357168*b^4*d^3*m11^2*m21^6*m22^2 + 334836357168*b^2*d^5*m11^2*
      m21^6*m22^2 - 111612119056*d^7*m11^2*m21^6*m22^2 - 
     160989184*b^7*m11^7*m22^3 + 482967552*b^5*d^2*m11^7*m22^3 - 
     482967552*b^3*d^4*m11^7*m22^3 + 160989184*b*d^6*m11^7*m22^3 + 
     157570050432*b^7*m11^3*m21^4*m22^3 - 472710151296*b^5*d^2*m11^3*m21^4*
      m22^3 + 472710151296*b^3*d^4*m11^3*m21^4*m22^3 - 
     157570050432*b*d^6*m11^3*m21^4*m22^3 + 1897406023952*b^7*m11*m21^6*
      m22^3 - 5692218071856*b^5*d^2*m11*m21^6*m22^3 + 
     5692218071856*b^3*d^4*m11*m21^6*m22^3 - 1897406023952*b*d^6*m11*m21^6*
      m22^3 - 342102016*b^6*d*m11^6*m22^4 + 1026306048*b^4*d^3*m11^6*m22^4 - 
     1026306048*b^2*d^5*m11^6*m22^4 + 342102016*d^7*m11^6*m22^4 + 
     12358435328*b^6*d*m11^4*m21^2*m22^4 - 37075305984*b^4*d^3*m11^4*m21^2*
      m22^4 + 37075305984*b^2*d^5*m11^4*m21^2*m22^4 - 
     12358435328*d^7*m11^4*m21^2*m22^4 + 334836357168*b^6*d*m11^2*m21^4*
      m22^4 - 1004509071504*b^4*d^3*m11^2*m21^4*m22^4 + 
     1004509071504*b^2*d^5*m11^2*m21^4*m22^4 - 334836357168*d^7*m11^2*m21^4*
      m22^4 + 2907867136*b^7*m11^5*m22^5 - 8723601408*b^5*d^2*m11^5*m22^5 + 
     8723601408*b^3*d^4*m11^5*m22^5 - 2907867136*b*d^6*m11^5*m22^5 + 
     2846109035928*b^7*m11*m21^4*m22^5 - 8538327107784*b^5*d^2*m11*m21^4*
      m22^5 + 8538327107784*b^3*d^4*m11*m21^4*m22^5 - 
     2846109035928*b*d^6*m11*m21^4*m22^5 - 6179217664*b^6*d*m11^4*m22^6 + 
     18537652992*b^4*d^3*m11^4*m22^6 - 18537652992*b^2*d^5*m11^4*m22^6 + 
     6179217664*d^7*m11^4*m22^6 + 334836357168*b^6*d*m11^2*m21^2*m22^6 - 
     1004509071504*b^4*d^3*m11^2*m21^2*m22^6 + 1004509071504*b^2*d^5*m11^2*
      m21^2*m22^6 - 334836357168*d^7*m11^2*m21^2*m22^6 - 
     52523350144*b^7*m11^3*m22^7 + 157570050432*b^5*d^2*m11^3*m22^7 - 
     157570050432*b^3*d^4*m11^3*m22^7 + 52523350144*b*d^6*m11^3*m22^7 + 
     1897406023952*b^7*m11*m21^2*m22^7 - 5692218071856*b^5*d^2*m11*m21^2*
      m22^7 + 5692218071856*b^3*d^4*m11*m21^2*m22^7 - 
     1897406023952*b*d^6*m11*m21^2*m22^7 + 111612119056*b^6*d*m11^2*m22^8 - 
     334836357168*b^4*d^3*m11^2*m22^8 + 334836357168*b^2*d^5*m11^2*m22^8 - 
     111612119056*d^7*m11^2*m22^8 + 474351505988*b^7*m11*m22^9 - 
     1423054517964*b^5*d^2*m11*m22^9 + 1423054517964*b^3*d^4*m11*m22^9 - 
     474351505988*b*d^6*m11*m22^9, {0, 4}}, 
   {4456448*b^6*m11^9*m22 + 187170816*b^8*m11^9*m22 - 
     4456448*b^4*d^2*m11^9*m22 - 561512448*b^6*d^2*m11^9*m22 - 
     4456448*b^2*d^4*m11^9*m22 + 561512448*b^4*d^4*m11^9*m22 + 
     4456448*d^6*m11^9*m22 - 187170816*b^2*d^6*m11^9*m22 + 
     321978368*b^6*m11^7*m21^2*m22 + 13523091456*b^8*m11^7*m21^2*m22 - 
     321978368*b^4*d^2*m11^7*m21^2*m22 - 40569274368*b^6*d^2*m11^7*m21^2*
      m22 - 321978368*b^2*d^4*m11^7*m21^2*m22 + 40569274368*b^4*d^4*m11^7*
      m21^2*m22 + 321978368*d^6*m11^7*m21^2*m22 - 13523091456*b^2*d^6*m11^7*
      m21^2*m22 + 8723601408*b^6*m11^5*m21^4*m22 + 366391259136*b^8*m11^5*
      m21^4*m22 - 8723601408*b^4*d^2*m11^5*m21^4*m22 - 
     1099173777408*b^6*d^2*m11^5*m21^4*m22 - 8723601408*b^2*d^4*m11^5*m21^4*
      m22 + 1099173777408*b^4*d^4*m11^5*m21^4*m22 + 
     8723601408*d^6*m11^5*m21^4*m22 - 366391259136*b^2*d^6*m11^5*m21^4*m22 + 
     105046700288*b^6*m11^3*m21^6*m22 + 4411961412096*b^8*m11^3*m21^6*m22 - 
     105046700288*b^4*d^2*m11^3*m21^6*m22 - 13235884236288*b^6*d^2*m11^3*
      m21^6*m22 - 105046700288*b^2*d^4*m11^3*m21^6*m22 + 
     13235884236288*b^4*d^4*m11^3*m21^6*m22 + 105046700288*d^6*m11^3*m21^6*
      m22 - 4411961412096*b^2*d^6*m11^3*m21^6*m22 + 
     474351505988*b^6*m11*m21^8*m22 + 19922763251496*b^8*m11*m21^8*m22 - 
     474351505988*b^4*d^2*m11*m21^8*m22 - 59768289754488*b^6*d^2*m11*m21^8*
      m22 - 474351505988*b^2*d^4*m11*m21^8*m22 + 59768289754488*b^4*d^4*m11*
      m21^8*m22 + 474351505988*d^6*m11*m21^8*m22 - 19922763251496*b^2*d^6*m11*
      m21^8*m22 + 1287913472*b^7*d*m11^8*m22^2 - 3863740416*b^5*d^3*m11^8*
      m22^2 + 3863740416*b^3*d^5*m11^8*m22^2 - 1287913472*b*d^7*m11^8*m22^2 + 
     51999506432*b^7*d*m11^6*m21^2*m22^2 - 155998519296*b^5*d^3*m11^6*m21^2*
      m22^2 + 155998519296*b^3*d^5*m11^6*m21^2*m22^2 - 
     51999506432*b*d^7*m11^6*m21^2*m22^2 + 617921766400*b^7*d*m11^4*m21^4*
      m22^2 - 1853765299200*b^5*d^3*m11^4*m21^4*m22^2 + 
     1853765299200*b^3*d^5*m11^4*m21^4*m22^2 - 617921766400*b*d^7*m11^4*m21^4*
      m22^2 + 1785793904896*b^7*d*m11^2*m21^6*m22^2 - 
     5357381714688*b^5*d^3*m11^2*m21^6*m22^2 + 5357381714688*b^3*d^5*m11^2*
      m21^6*m22^2 - 1785793904896*b*d^7*m11^2*m21^6*m22^2 - 
     321978368*b^6*m11^7*m22^3 - 4668686336*b^8*m11^7*m22^3 + 
     321978368*b^4*d^2*m11^7*m22^3 + 16098918400*b^6*d^2*m11^7*m22^3 + 
     321978368*b^2*d^4*m11^7*m22^3 - 20284637184*b^4*d^4*m11^7*m22^3 - 
     321978368*d^6*m11^7*m22^3 + 10947264512*b^2*d^6*m11^7*m22^3 - 
     2092859392*d^8*m11^7*m22^3 - 5815734272*b^6*m11^5*m21^2*m22^3 + 
     5815734272*b^4*d^2*m11^5*m21^2*m22^3 + 5815734272*b^2*d^4*m11^5*m21^2*
      m22^3 - 5815734272*d^6*m11^5*m21^2*m22^3 + 105046700288*b^6*m11^3*m21^4*
      m22^3 + 5935138566272*b^8*m11^3*m21^4*m22^3 - 
     105046700288*b^4*d^2*m11^3*m21^4*m22^3 - 18488219250688*b^6*d^2*m11^3*
      m21^4*m22^3 - 105046700288*b^2*d^4*m11^3*m21^4*m22^3 + 
     19853826354432*b^4*d^4*m11^3*m21^4*m22^3 + 105046700288*d^6*m11^3*m21^4*
      m22^3 - 7983549221888*b^2*d^6*m11^3*m21^4*m22^3 + 
     682803551872*d^8*m11^3*m21^4*m22^3 + 1897406023952*b^6*m11*m21^6*m22^3 + 
     79691053005984*b^8*m11*m21^6*m22^3 - 1897406023952*b^4*d^2*m11*m21^6*
      m22^3 - 239073159017952*b^6*d^2*m11*m21^6*m22^3 - 
     1897406023952*b^2*d^4*m11*m21^6*m22^3 + 239073159017952*b^4*d^4*m11*
      m21^6*m22^3 + 1897406023952*d^6*m11*m21^6*m22^3 - 
     79691053005984*b^2*d^6*m11*m21^6*m22^3 - 5473632256*b^7*d*m11^6*m22^4 + 
     16420896768*b^5*d^3*m11^6*m22^4 - 16420896768*b^3*d^5*m11^6*m22^4 + 
     5473632256*b*d^7*m11^6*m22^4 + 197734965248*b^7*d*m11^4*m21^2*m22^4 - 
     593204895744*b^5*d^3*m11^4*m21^2*m22^4 + 593204895744*b^3*d^5*m11^4*
      m21^2*m22^4 - 197734965248*b*d^7*m11^4*m21^2*m22^4 + 
     5357381714688*b^7*d*m11^2*m21^4*m22^4 - 16072145144064*b^5*d^3*m11^2*
      m21^4*m22^4 + 16072145144064*b^3*d^5*m11^2*m21^4*m22^4 - 
     5357381714688*b*d^7*m11^2*m21^4*m22^4 + 8723601408*b^6*m11^5*m22^5 + 
     122130419712*b^8*m11^5*m22^5 - 8723601408*b^4*d^2*m11^5*m22^5 - 
     366391259136*b^6*d^2*m11^5*m22^5 - 8723601408*b^2*d^4*m11^5*m22^5 + 
     366391259136*b^4*d^4*m11^5*m22^5 + 8723601408*d^6*m11^5*m22^5 - 
     122130419712*b^2*d^6*m11^5*m22^5 - 105046700288*b^6*m11^3*m21^2*m22^5 - 
     1365607103744*b^8*m11^3*m21^2*m22^5 + 105046700288*b^4*d^2*m11^3*m21^2*
      m22^5 + 2731214207488*b^6*d^2*m11^3*m21^2*m22^5 + 
     105046700288*b^2*d^4*m11^3*m21^2*m22^5 - 105046700288*d^6*m11^3*m21^2*
      m22^5 - 2731214207488*b^2*d^6*m11^3*m21^2*m22^5 + 
     1365607103744*d^8*m11^3*m21^2*m22^5 + 2846109035928*b^6*m11*m21^4*
      m22^5 + 119536579508976*b^8*m11*m21^4*m22^5 - 
     2846109035928*b^4*d^2*m11*m21^4*m22^5 - 358609738526928*b^6*d^2*m11*
      m21^4*m22^5 - 2846109035928*b^2*d^4*m11*m21^4*m22^5 + 
     358609738526928*b^4*d^4*m11*m21^4*m22^5 + 2846109035928*d^6*m11*m21^4*
      m22^5 - 119536579508976*b^2*d^6*m11*m21^4*m22^5 - 
     420186801152*b^7*d*m11^4*m22^6 + 1260560403456*b^5*d^3*m11^4*m22^6 - 
     1260560403456*b^3*d^5*m11^4*m22^6 + 420186801152*b*d^7*m11^4*m22^6 + 
     5357381714688*b^7*d*m11^2*m21^2*m22^6 - 16072145144064*b^5*d^3*m11^2*
      m21^2*m22^6 + 16072145144064*b^3*d^5*m11^2*m21^2*m22^6 - 
     5357381714688*b*d^7*m11^2*m21^2*m22^6 - 105046700288*b^6*m11^3*m22^7 - 
     2888784257920*b^8*m11^3*m22^7 + 105046700288*b^4*d^2*m11^3*m22^7 + 
     7983549221888*b^6*d^2*m11^3*m22^7 + 105046700288*b^2*d^4*m11^3*m22^7 - 
     6617942118144*b^4*d^4*m11^3*m22^7 - 105046700288*d^6*m11^3*m22^7 + 
     840373602304*b^2*d^6*m11^3*m22^7 + 682803551872*d^8*m11^3*m22^7 + 
     1897406023952*b^6*m11*m21^2*m22^7 + 79691053005984*b^8*m11*m21^2*m22^7 - 
     1897406023952*b^4*d^2*m11*m21^2*m22^7 - 239073159017952*b^6*d^2*m11*
      m21^2*m22^7 - 1897406023952*b^2*d^4*m11*m21^2*m22^7 + 
     239073159017952*b^4*d^4*m11*m21^2*m22^7 + 1897406023952*d^6*m11*m21^2*
      m22^7 - 79691053005984*b^2*d^6*m11*m21^2*m22^7 + 
     1785793904896*b^7*d*m11^2*m22^8 - 5357381714688*b^5*d^3*m11^2*m22^8 + 
     5357381714688*b^3*d^5*m11^2*m22^8 - 1785793904896*b*d^7*m11^2*m22^8 + 
     474351505988*b^6*m11*m22^9 + 19922763251496*b^8*m11*m22^9 - 
     474351505988*b^4*d^2*m11*m22^9 - 59768289754488*b^6*d^2*m11*m22^9 - 
     474351505988*b^2*d^4*m11*m22^9 + 59768289754488*b^4*d^4*m11*m22^9 + 
     474351505988*d^6*m11*m22^9 - 19922763251496*b^2*d^6*m11*m22^9, {0, 3}}, 
   {3145728*b^5*m11^10 - 3145728*b^3*d^2*m11^10 + 284098560*b^5*m11^8*m21^2 + 
     3200843776*b^9*m11^8*m21^2 - 284098560*b^3*d^2*m11^8*m21^2 - 
     9602531328*b^7*d^2*m11^8*m21^2 + 9602531328*b^5*d^4*m11^8*m21^2 - 
     3200843776*b^3*d^6*m11^8*m21^2 + 10263060480*b^5*m11^6*m21^4 + 
     173445722112*b^9*m11^6*m21^4 - 10263060480*b^3*d^2*m11^6*m21^4 - 
     520337166336*b^7*d^2*m11^6*m21^4 + 520337166336*b^5*d^4*m11^6*m21^4 - 
     173445722112*b^3*d^6*m11^6*m21^4 + 185376529920*b^5*m11^4*m21^6 + 
     3132863355648*b^9*m11^4*m21^6 - 185376529920*b^3*d^2*m11^4*m21^6 - 
     9398590066944*b^7*d^2*m11^4*m21^6 + 9398590066944*b^5*d^4*m11^4*m21^6 - 
     3132863355648*b^3*d^6*m11^4*m21^6 + 1674181785840*b^5*m11^2*m21^8 + 
     18862448120464*b^9*m11^2*m21^8 - 1674181785840*b^3*d^2*m11^2*m21^8 - 
     56587344361392*b^7*d^2*m11^2*m21^8 + 56587344361392*b^5*d^4*m11^2*
      m21^8 - 18862448120464*b^3*d^6*m11^2*m21^8 + 6047981701347*b^5*m21^10 - 
     6047981701347*b^3*d^2*m21^10 + 40108032*b^4*d*m11^9*m22 - 
     40108032*b^2*d^3*m11^9*m22 + 2897805312*b^4*d*m11^7*m21^2*m22 + 
     40810758144*b^8*d*m11^7*m21^2*m22 - 2897805312*b^2*d^3*m11^7*m21^2*m22 - 
     122432274432*b^6*d^3*m11^7*m21^2*m22 + 122432274432*b^4*d^5*m11^7*m21^2*
      m22 - 40810758144*b^2*d^7*m11^7*m21^2*m22 + 78512412672*b^4*d*m11^5*
      m21^4*m22 + 1474288637952*b^8*d*m11^5*m21^4*m22 - 
     78512412672*b^2*d^3*m11^5*m21^4*m22 - 4422865913856*b^6*d^3*m11^5*m21^4*
      m22 + 4422865913856*b^4*d^5*m11^5*m21^4*m22 - 
     1474288637952*b^2*d^7*m11^5*m21^4*m22 + 945420302592*b^4*d*m11^3*m21^6*
      m22 + 13314669261504*b^8*d*m11^3*m21^6*m22 - 945420302592*b^2*d^3*m11^3*
      m21^6*m22 - 39944007784512*b^6*d^3*m11^3*m21^6*m22 + 
     39944007784512*b^4*d^5*m11^3*m21^6*m22 - 13314669261504*b^2*d^7*m11^3*
      m21^6*m22 + 4269163553892*b^4*d*m11*m21^8*m22 - 
     4269163553892*b^2*d^3*m11*m21^8*m22 - 18939904*b^5*m11^8*m22^2 - 
     492437504*b^7*m11^8*m22^2 - 3200843776*b^9*m11^8*m22^2 + 
     170459136*b^3*d^2*m11^8*m22^2 + 492437504*b^5*d^2*m11^8*m22^2 + 
     9602531328*b^7*d^2*m11^8*m22^2 - 151519232*b*d^4*m11^8*m22^2 + 
     492437504*b^3*d^4*m11^8*m22^2 - 9602531328*b^5*d^4*m11^8*m22^2 - 
     492437504*b*d^6*m11^8*m22^2 + 3200843776*b^3*d^6*m11^8*m22^2 + 
     303038464*b^7*m11^10*m22^2 - 909115392*b^5*d^2*m11^10*m22^2 + 
     909115392*b^3*d^4*m11^10*m22^2 - 303038464*b*d^6*m11^10*m22^2 + 
     4105224192*b^5*m11^6*m21^2*m22^2 - 8894652416*b^7*m11^6*m21^2*m22^2 + 
     346891444224*b^9*m11^6*m21^2*m22^2 + 4105224192*b^3*d^2*m11^6*m21^2*
      m22^2 + 8894652416*b^5*d^2*m11^6*m21^2*m22^2 - 
     925043851264*b^7*d^2*m11^6*m21^2*m22^2 - 8210448384*b*d^4*m11^6*m21^2*
      m22^2 + 8894652416*b^3*d^4*m11^6*m21^2*m22^2 + 
     693782888448*b^5*d^4*m11^6*m21^2*m22^2 - 8894652416*b*d^6*m11^6*m21^2*
      m22^2 - 115630481408*b*d^8*m11^6*m21^2*m22^2 + 
     21894529024*b^7*m11^8*m21^2*m22^2 - 65683587072*b^5*d^2*m11^8*m21^2*
      m22^2 + 65683587072*b^3*d^4*m11^8*m21^2*m22^2 - 
     21894529024*b*d^6*m11^8*m21^2*m22^2 + 259527141888*b^5*m11^4*m21^4*
      m22^2 + 160659659264*b^7*m11^4*m21^4*m22^2 + 9398590066944*b^9*m11^4*
      m21^4*m22^2 - 111225917952*b^3*d^2*m11^4*m21^4*m22^2 - 
     160659659264*b^5*d^2*m11^4*m21^4*m22^2 - 26107194630400*b^7*d^2*m11^4*
      m21^4*m22^2 - 148301223936*b*d^4*m11^4*m21^4*m22^2 - 
     160659659264*b^3*d^4*m11^4*m21^4*m22^2 + 21930043489536*b^5*d^4*m11^4*
      m21^4*m22^2 + 160659659264*b*d^6*m11^4*m21^4*m22^2 - 
     3132863355648*b^3*d^6*m11^4*m21^4*m22^2 - 2088575570432*b*d^8*m11^4*
      m21^4*m22^2 + 593204895744*b^7*m11^6*m21^4*m22^2 - 
     1779614687232*b^5*d^2*m11^6*m21^4*m22^2 + 1779614687232*b^3*d^4*m11^6*
      m21^4*m22^2 - 593204895744*b*d^6*m11^6*m21^4*m22^2 + 
     4910933238464*b^5*m11^2*m21^6*m22^2 + 2901915095456*b^7*m11^2*m21^6*
      m22^2 + 37724896240928*b^9*m11^2*m21^6*m22^2 - 
     4018036286016*b^3*d^2*m11^2*m21^6*m22^2 - 2901915095456*b^5*d^2*m11^2*
      m21^6*m22^2 - 113174688722784*b^7*d^2*m11^2*m21^6*m22^2 - 
     892896952448*b*d^4*m11^2*m21^6*m22^2 - 2901915095456*b^3*d^4*m11^2*m21^6*
      m22^2 + 113174688722784*b^5*d^4*m11^2*m21^6*m22^2 + 
     2901915095456*b*d^6*m11^2*m21^6*m22^2 - 37724896240928*b^3*d^6*m11^2*
      m21^6*m22^2 + 7143175619584*b^7*m11^4*m21^6*m22^2 - 
     21429526858752*b^5*d^2*m11^4*m21^6*m22^2 + 21429526858752*b^3*d^4*m11^4*
      m21^6*m22^2 - 7143175619584*b*d^6*m11^4*m21^6*m22^2 + 
     30239908506735*b^5*m21^8*m22^2 - 30239908506735*b^3*d^2*m21^8*m22^2 + 
     32255902407184*b^7*m11^2*m21^8*m22^2 - 96767707221552*b^5*d^2*m11^2*
      m21^8*m22^2 + 96767707221552*b^3*d^4*m11^2*m21^8*m22^2 - 
     32255902407184*b*d^6*m11^2*m21^8*m22^2 - 643956736*b^4*d*m11^7*m22^3 - 
     8371437568*b^6*d*m11^7*m22^3 + 13603586048*b^8*d*m11^7*m22^3 + 
     965935104*b^2*d^3*m11^7*m22^3 + 12557156352*b^4*d^3*m11^7*m22^3 - 
     40810758144*b^6*d^3*m11^7*m22^3 - 321978368*d^5*m11^7*m22^3 + 
     40810758144*b^4*d^5*m11^7*m22^3 - 4185718784*d^7*m11^7*m22^3 - 
     13603586048*b^2*d^7*m11^7*m22^3 + 1287913472*b^6*d*m11^9*m22^3 - 
     3863740416*b^4*d^3*m11^9*m22^3 + 3863740416*b^2*d^5*m11^9*m22^3 - 
     1287913472*d^7*m11^9*m22^3 + 29078671360*b^4*d*m11^5*m21^2*m22^3 + 
     2948577275904*b^8*d*m11^5*m21^2*m22^3 - 17447202816*b^2*d^3*m11^5*m21^2*
      m22^3 - 8845731827712*b^6*d^3*m11^5*m21^2*m22^3 - 
     11631468544*d^5*m11^5*m21^2*m22^3 + 8845731827712*b^4*d^5*m11^5*m21^2*
      m22^3 - 2948577275904*b^2*d^7*m11^5*m21^2*m22^3 + 
     69788811264*b^6*d*m11^7*m21^2*m22^3 - 209366433792*b^4*d^3*m11^7*m21^2*
      m22^3 + 209366433792*b^2*d^5*m11^7*m21^2*m22^3 - 
     69788811264*d^7*m11^7*m21^2*m22^3 + 1680747204608*b^4*d*m11^3*m21^4*
      m22^3 + 2731214207488*b^6*d*m11^3*m21^4*m22^3 + 
     31067561610176*b^8*d*m11^3*m21^4*m22^3 - 1575700504320*b^2*d^3*m11^3*
      m21^4*m22^3 - 4096821311232*b^4*d^3*m11^3*m21^4*m22^3 - 
     93202684830528*b^6*d^3*m11^3*m21^4*m22^3 - 105046700288*d^5*m11^3*m21^4*
      m22^3 + 93202684830528*b^4*d^5*m11^3*m21^4*m22^3 + 
     1365607103744*d^7*m11^3*m21^4*m22^3 - 31067561610176*b^2*d^7*m11^3*m21^4*
      m22^3 + 1260560403456*b^6*d*m11^5*m21^4*m22^3 - 
     3781681210368*b^4*d^3*m11^5*m21^4*m22^3 + 3781681210368*b^2*d^5*m11^5*
      m21^4*m22^3 - 1260560403456*d^7*m11^5*m21^4*m22^3 + 
     17076654215568*b^4*d*m11*m21^6*m22^3 - 17076654215568*b^2*d^3*m11*m21^6*
      m22^3 + 7589624095808*b^6*d*m11^3*m21^6*m22^3 - 
     22768872287424*b^4*d^3*m11^3*m21^6*m22^3 + 22768872287424*b^2*d^5*m11^3*
      m21^6*m22^3 - 7589624095808*d^7*m11^3*m21^6*m22^3 - 
     684204032*b^5*m11^6*m22^4 - 26683957248*b^7*m11^6*m22^4 + 
     173445722112*b^9*m11^6*m22^4 - 2052612096*b^3*d^2*m11^6*m22^4 + 
     26683957248*b^5*d^2*m11^6*m22^4 - 404706684928*b^7*d^2*m11^6*m22^4 + 
     2736816128*b*d^4*m11^6*m22^4 + 26683957248*b^3*d^4*m11^6*m22^4 + 
     173445722112*b^5*d^4*m11^6*m22^4 - 26683957248*b*d^6*m11^6*m22^4 + 
     173445722112*b^3*d^6*m11^6*m22^4 - 115630481408*b*d^8*m11^6*m22^4 - 
     10947264512*b^7*m11^8*m22^4 + 32841793536*b^5*d^2*m11^8*m22^4 - 
     32841793536*b^3*d^4*m11^8*m22^4 + 10947264512*b*d^6*m11^8*m22^4 + 
     61792176640*b^5*m11^4*m21^2*m22^4 + 642638637056*b^7*m11^4*m21^2*m22^4 + 
     9398590066944*b^9*m11^4*m21^2*m22^4 + 37075305984*b^3*d^2*m11^4*m21^2*
      m22^4 - 642638637056*b^5*d^2*m11^4*m21^2*m22^4 - 
     24018619059968*b^7*d^2*m11^4*m21^2*m22^4 - 98867482624*b*d^4*m11^4*m21^2*
      m22^4 - 642638637056*b^3*d^4*m11^4*m21^2*m22^4 + 
     15664316778240*b^5*d^4*m11^4*m21^2*m22^4 + 642638637056*b*d^6*m11^4*
      m21^2*m22^4 + 3132863355648*b^3*d^6*m11^4*m21^2*m22^4 - 
     4177151140864*b*d^8*m11^4*m21^2*m22^4 + 4687709000352*b^5*m11^2*m21^4*
      m22^4 + 8705745286368*b^7*m11^2*m21^4*m22^4 - 
     2009018143008*b^3*d^2*m11^2*m21^4*m22^4 - 8705745286368*b^5*d^2*m11^2*
      m21^4*m22^4 - 2678690857344*b*d^4*m11^2*m21^4*m22^4 - 
     8705745286368*b^3*d^4*m11^2*m21^4*m22^4 + 8705745286368*b*d^6*m11^2*
      m21^4*m22^4 + 10714763429376*b^7*m11^4*m21^4*m22^4 - 
     32144290288128*b^5*d^2*m11^4*m21^4*m22^4 + 32144290288128*b^3*d^4*m11^4*
      m21^4*m22^4 - 10714763429376*b*d^6*m11^4*m21^4*m22^4 + 
     60479817013470*b^5*m21^6*m22^4 - 60479817013470*b^3*d^2*m21^6*m22^4 + 
     129023609628736*b^7*m11^2*m21^6*m22^4 - 387070828886208*b^5*d^2*m11^2*
      m21^6*m22^4 + 387070828886208*b^3*d^4*m11^2*m21^6*m22^4 - 
     129023609628736*b*d^6*m11^2*m21^6*m22^4 - 2907867136*b^4*d*m11^5*m22^5 + 
     1474288637952*b^8*d*m11^5*m22^5 - 8723601408*b^2*d^3*m11^5*m22^5 - 
     4422865913856*b^6*d^3*m11^5*m22^5 + 11631468544*d^5*m11^5*m22^5 + 
     4422865913856*b^4*d^5*m11^5*m22^5 - 1474288637952*b^2*d^7*m11^5*m22^5 - 
     23262937088*b^6*d*m11^7*m22^5 + 69788811264*b^4*d^3*m11^7*m22^5 - 
     69788811264*b^2*d^5*m11^7*m22^5 + 23262937088*d^7*m11^7*m22^5 + 
     525233501440*b^4*d*m11^3*m21^2*m22^5 + 5462428414976*b^6*d*m11^3*m21^2*
      m22^5 + 22191115435840*b^8*d*m11^3*m21^2*m22^5 - 
     315140100864*b^2*d^3*m11^3*m21^2*m22^5 - 8193642622464*b^4*d^3*m11^3*
      m21^2*m22^5 - 66573346307520*b^6*d^3*m11^3*m21^2*m22^5 - 
     210093400576*d^5*m11^3*m21^2*m22^5 + 66573346307520*b^4*d^5*m11^3*m21^2*
      m22^5 + 2731214207488*d^7*m11^3*m21^2*m22^5 - 
     22191115435840*b^2*d^7*m11^3*m21^2*m22^5 + 840373602304*b^6*d*m11^5*
      m21^2*m22^5 - 2521120806912*b^4*d^3*m11^5*m21^2*m22^5 + 
     2521120806912*b^2*d^5*m11^5*m21^2*m22^5 - 840373602304*d^7*m11^5*m21^2*
      m22^5 + 25614981323352*b^4*d*m11*m21^4*m22^5 - 
     25614981323352*b^2*d^3*m11*m21^4*m22^5 + 22768872287424*b^6*d*m11^3*
      m21^4*m22^5 - 68306616862272*b^4*d^3*m11^3*m21^4*m22^5 + 
     68306616862272*b^2*d^5*m11^3*m21^4*m22^5 - 22768872287424*d^7*m11^3*
      m21^4*m22^5 - 12358435328*b^5*m11^4*m22^6 + 481978977792*b^7*m11^4*
      m22^6 + 3132863355648*b^9*m11^4*m22^6 - 37075305984*b^3*d^2*m11^4*
      m22^6 - 481978977792*b^5*d^2*m11^4*m22^6 - 7310014496512*b^7*d^2*m11^4*
      m22^6 + 49433741312*b*d^4*m11^4*m22^6 - 481978977792*b^3*d^4*m11^4*
      m22^6 + 3132863355648*b^5*d^4*m11^4*m22^6 + 481978977792*b*d^6*m11^4*
      m22^6 + 3132863355648*b^3*d^6*m11^4*m22^6 - 2088575570432*b*d^8*m11^4*
      m22^6 + 197734965248*b^7*m11^6*m22^6 - 593204895744*b^5*d^2*m11^6*
      m22^6 + 593204895744*b^3*d^4*m11^6*m22^6 - 197734965248*b*d^6*m11^6*
      m22^6 + 1339345428672*b^5*m11^2*m21^2*m22^6 + 
     8705745286368*b^7*m11^2*m21^2*m22^6 - 37724896240928*b^9*m11^2*m21^2*
      m22^6 + 1339345428672*b^3*d^2*m11^2*m21^2*m22^6 - 
     8705745286368*b^5*d^2*m11^2*m21^2*m22^6 + 113174688722784*b^7*d^2*m11^2*
      m21^2*m22^6 - 2678690857344*b*d^4*m11^2*m21^2*m22^6 - 
     8705745286368*b^3*d^4*m11^2*m21^2*m22^6 - 113174688722784*b^5*d^4*m11^2*
      m21^2*m22^6 + 8705745286368*b*d^6*m11^2*m21^2*m22^6 + 
     37724896240928*b^3*d^6*m11^2*m21^2*m22^6 + 60479817013470*b^5*m21^4*
      m22^6 - 60479817013470*b^3*d^2*m21^4*m22^6 + 193535414443104*b^7*m11^2*
      m21^4*m22^6 - 580606243329312*b^5*d^2*m11^2*m21^4*m22^6 + 
     580606243329312*b^3*d^4*m11^2*m21^4*m22^6 - 193535414443104*b*d^6*m11^2*
      m21^4*m22^6 - 210093400576*b^4*d*m11^3*m22^7 + 
     2731214207488*b^6*d*m11^3*m22^7 + 4438223087168*b^8*d*m11^3*m22^7 + 
     315140100864*b^2*d^3*m11^3*m22^7 - 4096821311232*b^4*d^3*m11^3*m22^7 - 
     13314669261504*b^6*d^3*m11^3*m22^7 - 105046700288*d^5*m11^3*m22^7 + 
     13314669261504*b^4*d^5*m11^3*m22^7 + 1365607103744*d^7*m11^3*m22^7 - 
     4438223087168*b^2*d^7*m11^3*m22^7 - 420186801152*b^6*d*m11^5*m22^7 + 
     1260560403456*b^4*d^3*m11^5*m22^7 - 1260560403456*b^2*d^5*m11^5*m22^7 + 
     420186801152*d^7*m11^5*m22^7 + 17076654215568*b^4*d*m11*m21^2*m22^7 - 
     17076654215568*b^2*d^3*m11*m21^2*m22^7 + 22768872287424*b^6*d*m11^3*
      m21^2*m22^7 - 68306616862272*b^4*d^3*m11^3*m21^2*m22^7 + 
     68306616862272*b^2*d^5*m11^3*m21^2*m22^7 - 22768872287424*d^7*m11^3*
      m21^2*m22^7 - 111612119056*b^5*m11^2*m22^8 + 2901915095456*b^7*m11^2*
      m22^8 - 18862448120464*b^9*m11^2*m22^8 + 1004509071504*b^3*d^2*m11^2*
      m22^8 - 2901915095456*b^5*d^2*m11^2*m22^8 + 56587344361392*b^7*d^2*
      m11^2*m22^8 - 892896952448*b*d^4*m11^2*m22^8 - 
     2901915095456*b^3*d^4*m11^2*m22^8 - 56587344361392*b^5*d^4*m11^2*m22^8 + 
     2901915095456*b*d^6*m11^2*m22^8 + 18862448120464*b^3*d^6*m11^2*m22^8 - 
     3571587809792*b^7*m11^4*m22^8 + 10714763429376*b^5*d^2*m11^4*m22^8 - 
     10714763429376*b^3*d^4*m11^4*m22^8 + 3571587809792*b*d^6*m11^4*m22^8 + 
     30239908506735*b^5*m21^2*m22^8 - 30239908506735*b^3*d^2*m21^2*m22^8 + 
     129023609628736*b^7*m11^2*m21^2*m22^8 - 387070828886208*b^5*d^2*m11^2*
      m21^2*m22^8 + 387070828886208*b^3*d^4*m11^2*m21^2*m22^8 - 
     129023609628736*b*d^6*m11^2*m21^2*m22^8 + 4269163553892*b^4*d*m11*
      m22^9 - 4269163553892*b^2*d^3*m11*m22^9 + 7589624095808*b^6*d*m11^3*
      m22^9 - 22768872287424*b^4*d^3*m11^3*m22^9 + 22768872287424*b^2*d^5*
      m11^3*m22^9 - 7589624095808*d^7*m11^3*m22^9 + 
     6047981701347*b^5*m22^10 - 6047981701347*b^3*d^2*m22^10 + 
     32255902407184*b^7*m11^2*m22^10 - 96767707221552*b^5*d^2*m11^2*m22^10 + 
     96767707221552*b^3*d^4*m11^2*m22^10 - 32255902407184*b*d^6*m11^2*m22^10, 
    {1, 1}}, {-35651584*b^5*m11^9*m22 + 450101248*b^7*m11^9*m22 + 
     2571370496*b^9*m11^9*m22 + 26738688*b^3*d^2*m11^9*m22 - 
     1011613696*b^5*d^2*m11^9*m22 - 7714111488*b^7*d^2*m11^9*m22 + 
     8912896*b*d^4*m11^9*m22 + 672923648*b^3*d^4*m11^9*m22 + 
     7714111488*b^5*d^4*m11^9*m22 - 111411200*b*d^6*m11^9*m22 - 
     2571370496*b^3*d^6*m11^9*m22 - 71303168*b^7*m11^11*m22 + 
     213909504*b^5*d^2*m11^11*m22 - 213909504*b^3*d^4*m11^11*m22 + 
     71303168*b*d^6*m11^11*m22 - 2575826944*b^5*m11^7*m21^2*m22 + 
     31473385472*b^7*m11^7*m21^2*m22 + 172177932288*b^9*m11^7*m21^2*m22 + 
     1931870208*b^3*d^2*m11^7*m21^2*m22 - 72042659840*b^5*d^2*m11^7*m21^2*
      m22 - 502930210816*b^7*d^2*m11^7*m21^2*m22 + 643956736*b*d^4*m11^7*
      m21^2*m22 + 49665163264*b^3*d^4*m11^7*m21^2*m22 + 
     475723038720*b^5*d^4*m11^7*m21^2*m22 - 9095888896*b*d^6*m11^7*m21^2*
      m22 - 131367174144*b^3*d^6*m11^7*m21^2*m22 - 13603586048*b*d^8*m11^7*
      m21^2*m22 - 6439567360*b^7*m11^9*m21^2*m22 + 19318702080*b^5*d^2*m11^9*
      m21^2*m22 - 19318702080*b^3*d^4*m11^9*m21^2*m22 + 
     6439567360*b*d^6*m11^9*m21^2*m22 - 69788811264*b^5*m11^5*m21^4*m22 + 
     824380333056*b^7*m11^5*m21^4*m22 + 4542088466432*b^9*m11^5*m21^4*m22 + 
     52341608448*b^3*d^2*m11^5*m21^4*m22 - 1923554110464*b^5*d^2*m11^5*m21^4*
      m22 - 13134835853312*b^7*d^2*m11^5*m21^4*m22 + 
     17447202816*b*d^4*m11^5*m21^4*m22 + 1373967221760*b^3*d^4*m11^5*m21^4*
      m22 + 12151976761344*b^5*d^4*m11^5*m21^4*m22 - 
     274793444352*b*d^6*m11^5*m21^4*m22 - 3067799828480*b^3*d^6*m11^5*m21^4*
      m22 - 491429545984*b*d^8*m11^5*m21^4*m22 - 232629370880*b^7*m11^7*m21^4*
      m22 + 697888112640*b^5*d^2*m11^7*m21^4*m22 - 697888112640*b^3*d^4*m11^7*
      m21^4*m22 + 232629370880*b*d^6*m11^7*m21^4*m22 - 
     840373602304*b^5*m11^3*m21^6*m22 + 9585511401280*b^7*m11^3*m21^6*m22 + 
     56173722979008*b^9*m11^3*m21^6*m22 + 630280201728*b^3*d^2*m11^3*m21^6*
      m22 - 22821395637568*b^5*d^2*m11^3*m21^6*m22 - 
     164082945849856*b^7*d^2*m11^3*m21^6*m22 + 210093400576*b*d^4*m11^3*m21^6*
      m22 + 16886257071296*b^3*d^4*m11^3*m21^6*m22 + 
     155206499675520*b^5*d^4*m11^3*m21^6*m22 - 3650372835008*b*d^6*m11^3*
      m21^6*m22 - 42859053717504*b^3*d^6*m11^3*m21^6*m22 - 
     4438223087168*b*d^8*m11^3*m21^6*m22 - 4201868011520*b^7*m11^5*m21^6*
      m22 + 12605604034560*b^5*d^2*m11^5*m21^6*m22 - 
     12605604034560*b^3*d^4*m11^5*m21^6*m22 + 4201868011520*b*d^6*m11^5*m21^6*
      m22 - 3794812047904*b^5*m11*m21^8*m22 + 41742932526944*b^7*m11*m21^8*
      m22 + 273700818955076*b^9*m11*m21^8*m22 + 2846109035928*b^3*d^2*m11*
      m21^8*m22 - 101511222281432*b^5*d^2*m11*m21^8*m22 - 
     821102456865228*b^7*d^2*m11*m21^8*m22 + 948703011976*b*d^4*m11*m21^8*
      m22 + 77793646982032*b^3*d^4*m11*m21^8*m22 + 821102456865228*b^5*d^4*
      m11*m21^8*m22 - 18025357227544*b*d^6*m11*m21^8*m22 - 
     273700818955076*b^3*d^6*m11*m21^8*m22 - 37948120479040*b^7*m11^3*m21^8*
      m22 + 113844361437120*b^5*d^2*m11^3*m21^8*m22 - 
     113844361437120*b^3*d^4*m11^3*m21^8*m22 + 37948120479040*b*d^6*m11^3*
      m21^8*m22 - 137087585230532*b^7*m11*m21^10*m22 + 
     411262755691596*b^5*d^2*m11*m21^10*m22 - 411262755691596*b^3*d^4*m11*
      m21^10*m22 + 137087585230532*b*d^6*m11*m21^10*m22 - 
     208338944*b^4*d*m11^8*m22^2 + 2178088960*b^6*d*m11^8*m22^2 + 
     23239262208*b^8*d*m11^8*m22^2 + 113639424*b^2*d^3*m11^8*m22^2 - 
     5056954368*b^4*d^3*m11^8*m22^2 - 69717786624*b^6*d^3*m11^8*m22^2 + 
     94699520*d^5*m11^8*m22^2 + 3579641856*b^2*d^5*m11^8*m22^2 + 
     69717786624*b^4*d^5*m11^8*m22^2 - 700776448*d^7*m11^8*m22^2 - 
     23239262208*b^2*d^7*m11^8*m22^2 - 303038464*b^6*d*m11^10*m22^2 + 
     909115392*b^4*d^3*m11^10*m22^2 - 909115392*b^2*d^5*m11^10*m22^2 + 
     303038464*d^7*m11^10*m22^2 - 11289366528*b^4*d*m11^6*m21^2*m22^2 + 
     82446585856*b^6*d*m11^6*m21^2*m22^2 + 872360140800*b^8*d*m11^6*m21^2*
      m22^2 + 6157836288*b^2*d^3*m11^6*m21^2*m22^2 - 
     220655800320*b^4*d^3*m11^6*m21^2*m22^2 - 2559265181696*b^6*d^3*m11^6*
      m21^2*m22^2 + 5131530240*d^5*m11^6*m21^2*m22^2 + 
     193971843072*b^2*d^5*m11^6*m21^2*m22^2 + 2443634700288*b^4*d^5*m11^6*
      m21^2*m22^2 - 55762628608*d^7*m11^6*m21^2*m22^2 - 
     698914418688*b^2*d^7*m11^6*m21^2*m22^2 - 57815240704*d^9*m11^6*m21^2*
      m22^2 - 21894529024*b^6*d*m11^8*m21^2*m22^2 + 
     65683587072*b^4*d^3*m11^8*m21^2*m22^2 - 65683587072*b^2*d^5*m11^8*m21^2*
      m22^2 + 21894529024*d^7*m11^8*m21^2*m22^2 - 203914182912*b^4*d*m11^4*
      m21^4*m22^2 + 846552819968*b^6*d*m11^4*m21^4*m22^2 + 
     5635446509568*b^8*d*m11^4*m21^4*m22^2 + 111225917952*b^2*d^3*m11^4*m21^4*
      m22^2 - 3021637437696*b^4*d^3*m11^4*m21^4*m22^2 - 
     15862051743488*b^6*d^3*m11^4*m21^4*m22^2 + 92688264960*d^5*m11^4*m21^4*
      m22^2 + 3503616415488*b^2*d^5*m11^4*m21^4*m22^2 + 
     13773476173056*b^4*d^5*m11^4*m21^4*m22^2 - 1328531797760*d^7*m11^4*m21^4*
      m22^2 - 2502583153920*b^2*d^7*m11^4*m21^4*m22^2 - 
     1044287785216*d^9*m11^4*m21^4*m22^2 - 593204895744*b^6*d*m11^6*m21^4*
      m22^2 + 1779614687232*b^4*d^3*m11^6*m21^4*m22^2 - 
     1779614687232*b^2*d^5*m11^6*m21^4*m22^2 + 593204895744*d^7*m11^6*m21^4*
      m22^2 - 1227733309616*b^4*d*m11^2*m21^6*m22^2 + 
     1227733309616*b^6*d*m11^2*m21^6*m22^2 - 45872580932016*b^8*d*m11^2*m21^6*
      m22^2 + 669672714336*b^2*d^3*m11^2*m21^6*m22^2 - 
     12388945215216*b^4*d^3*m11^2*m21^6*m22^2 + 137617742796048*b^6*d^3*m11^2*
      m21^6*m22^2 + 558060595280*d^5*m11^2*m21^6*m22^2 + 
     21094690501584*b^2*d^5*m11^2*m21^6*m22^2 - 137617742796048*b^4*d^5*m11^2*
      m21^6*m22^2 - 9933478595984*d^7*m11^2*m21^6*m22^2 + 
     45872580932016*b^2*d^7*m11^2*m21^6*m22^2 - 7143175619584*b^6*d*m11^4*
      m21^6*m22^2 + 21429526858752*b^4*d^3*m11^4*m21^6*m22^2 - 
     21429526858752*b^2*d^5*m11^4*m21^6*m22^2 + 7143175619584*d^7*m11^4*m21^6*
      m22^2 - 32255902407184*b^6*d*m11^2*m21^8*m22^2 + 
     96767707221552*b^4*d^3*m11^2*m21^8*m22^2 - 96767707221552*b^2*d^5*m11^2*
      m21^8*m22^2 + 32255902407184*d^7*m11^2*m21^8*m22^2 + 
     804945920*b^5*m11^7*m22^3 - 12959629312*b^7*m11^7*m22^3 - 
     26965688320*b^9*m11^7*m22^3 - 965935104*b^3*d^2*m11^7*m22^3 + 
     29058547712*b^5*d^2*m11^7*m22^3 + 146822135808*b^7*d^2*m11^7*m22^3 + 
     160989184*b*d^4*m11^7*m22^3 - 19238207488*b^3*d^4*m11^7*m22^3 - 
     278672277504*b^5*d^4*m11^7*m22^3 + 3139289088*b*d^6*m11^7*m22^3 + 
     224740900864*b^3*d^6*m11^7*m22^3 - 65925070848*b*d^8*m11^7*m22^3 + 
     1287913472*b^7*m11^9*m22^3 - 3863740416*b^5*d^2*m11^9*m22^3 + 
     3863740416*b^3*d^4*m11^9*m22^3 - 1287913472*b*d^6*m11^9*m22^3 - 
     17447202816*b^5*m11^5*m21^2*m22^3 - 183195629568*b^7*m11^5*m21^2*m22^3 - 
     982859091968*b^9*m11^5*m21^2*m22^3 + 183195629568*b^5*d^2*m11^5*m21^2*
      m22^3 + 3931436367872*b^7*d^2*m11^5*m21^2*m22^3 + 
     17447202816*b*d^4*m11^5*m21^2*m22^3 + 183195629568*b^3*d^4*m11^5*m21^2*
      m22^3 - 5897154551808*b^5*d^4*m11^5*m21^2*m22^3 - 
     183195629568*b*d^6*m11^5*m21^2*m22^3 + 3931436367872*b^3*d^6*m11^5*m21^2*
      m22^3 - 982859091968*b*d^8*m11^5*m21^2*m22^3 - 
     46525874176*b^7*m11^7*m21^2*m22^3 + 139577622528*b^5*d^2*m11^7*m21^2*
      m22^3 - 139577622528*b^3*d^4*m11^7*m21^2*m22^3 + 
     46525874176*b*d^6*m11^7*m21^2*m22^3 - 1418130453888*b^5*m11^3*m21^4*
      m22^3 + 10163268252864*b^7*m11^3*m21^4*m22^3 + 
     60533161040960*b^9*m11^3*m21^4*m22^3 + 945420302592*b^3*d^2*m11^3*m21^4*
      m22^3 - 28651487503552*b^5*d^2*m11^3*m21^4*m22^3 - 
     194231348832512*b^7*d^2*m11^3*m21^4*m22^3 + 472710151296*b*d^4*m11^3*
      m21^4*m22^3 + 26813170248512*b^3*d^4*m11^3*m21^4*m22^3 + 
     219495080251776*b^5*d^4*m11^3*m21^4*m22^3 - 8324950997824*b*d^6*m11^3*
      m21^4*m22^3 - 98428758169856*b^3*d^6*m11^3*m21^4*m22^3 + 
     12631865709632*b*d^8*m11^3*m21^4*m22^3 - 5042241613824*b^7*m11^5*m21^4*
      m22^3 + 15126724841472*b^5*d^2*m11^5*m21^4*m22^3 - 
     15126724841472*b^3*d^4*m11^5*m21^4*m22^3 + 5042241613824*b*d^6*m11^5*
      m21^4*m22^3 - 15179248191616*b^5*m11*m21^6*m22^3 + 
     166971730107776*b^7*m11*m21^6*m22^3 + 1094803275820304*b^9*m11*m21^6*
      m22^3 + 11384436143712*b^3*d^2*m11*m21^6*m22^3 - 
     406044889125728*b^5*d^2*m11*m21^6*m22^3 - 3284409827460912*b^7*d^2*m11*
      m21^6*m22^3 + 3794812047904*b*d^4*m11*m21^6*m22^3 + 
     311174587928128*b^3*d^4*m11*m21^6*m22^3 + 3284409827460912*b^5*d^4*m11*
      m21^6*m22^3 - 72101428910176*b*d^6*m11*m21^6*m22^3 - 
     1094803275820304*b^3*d^6*m11*m21^6*m22^3 - 106254737341312*b^7*m11^3*
      m21^6*m22^3 + 318764212023936*b^5*d^2*m11^3*m21^6*m22^3 - 
     318764212023936*b^3*d^4*m11^3*m21^6*m22^3 + 106254737341312*b*d^6*m11^3*
      m21^6*m22^3 - 685437926152660*b^7*m11*m21^8*m22^3 + 
     2056313778457980*b^5*d^2*m11*m21^8*m22^3 - 2056313778457980*b^3*d^4*m11*
      m21^8*m22^3 + 685437926152660*b*d^6*m11*m21^8*m22^3 + 
     3763122176*b^4*d*m11^6*m22^4 + 14026182656*b^6*d*m11^6*m22^4 + 
     82788687872*b^8*d*m11^6*m22^4 - 2052612096*b^2*d^3*m11^6*m22^4 - 
     15394590720*b^4*d^3*m11^6*m22^4 - 190550822912*b^6*d^3*m11^6*m22^4 - 
     1710510080*d^5*m11^6*m22^4 - 11289366528*b^2*d^5*m11^6*m22^4 + 
     74920341504*b^4*d^5*m11^6*m22^4 + 12657774592*d^7*m11^6*m22^4 + 
     90657034240*b^2*d^7*m11^6*m22^4 - 57815240704*d^9*m11^6*m22^4 - 
     135942788608*b^4*d*m11^4*m21^2*m22^4 - 185376529920*b^6*d*m11^4*m21^2*
      m22^4 - 2990741349376*b^8*d*m11^4*m21^2*m22^4 + 
     74150611968*b^2*d^3*m11^4*m21^2*m22^4 - 407828365824*b^4*d^3*m11^4*m21^2*
      m22^4 + 11060799618560*b^6*d^3*m11^4*m21^2*m22^4 + 
     61792176640*d^5*m11^4*m21^2*m22^4 + 1371786321408*b^2*d^5*m11^4*m21^2*
      m22^4 - 15237950759424*b^4*d^5*m11^4*m21^2*m22^4 - 
     778581425664*d^7*m11^4*m21^2*m22^4 + 9256468060672*b^2*d^7*m11^4*m21^2*
      m22^4 - 2088575570432*d^9*m11^4*m21^2*m22^4 - 
     395469930496*b^6*d*m11^6*m21^2*m22^4 + 1186409791488*b^4*d^3*m11^6*m21^2*
      m22^4 - 1186409791488*b^2*d^5*m11^6*m21^2*m22^4 + 
     395469930496*d^7*m11^6*m21^2*m22^4 - 3683199928848*b^4*d*m11^2*m21^4*
      m22^4 + 3683199928848*b^6*d*m11^2*m21^4*m22^4 - 
     137617742796048*b^8*d*m11^2*m21^4*m22^4 + 2009018143008*b^2*d^3*m11^2*
      m21^4*m22^4 - 37166835645648*b^4*d^3*m11^2*m21^4*m22^4 + 
     412853228388144*b^6*d^3*m11^2*m21^4*m22^4 + 1674181785840*d^5*m11^2*
      m21^4*m22^4 + 63284071504752*b^2*d^5*m11^2*m21^4*m22^4 - 
     412853228388144*b^4*d^5*m11^2*m21^4*m22^4 - 29800435787952*d^7*m11^2*
      m21^4*m22^4 + 137617742796048*b^2*d^7*m11^2*m21^4*m22^4 - 
     14286351239168*b^6*d*m11^4*m21^4*m22^4 + 42859053717504*b^4*d^3*m11^4*
      m21^4*m22^4 - 42859053717504*b^2*d^5*m11^4*m21^4*m22^4 + 
     14286351239168*d^7*m11^4*m21^4*m22^4 - 129023609628736*b^6*d*m11^2*m21^6*
      m22^4 + 387070828886208*b^4*d^3*m11^2*m21^6*m22^4 - 
     387070828886208*b^2*d^5*m11^2*m21^6*m22^4 + 129023609628736*d^7*m11^2*
      m21^6*m22^4 - 5815734272*b^5*m11^5*m22^5 + 457989073920*b^7*m11^5*
      m22^5 + 1186409791488*b^9*m11^5*m22^5 + 17447202816*b^3*d^2*m11^5*
      m22^5 - 824380333056*b^5*d^2*m11^5*m22^5 - 3067799828480*b^7*d^2*m11^5*
      m22^5 - 11631468544*b*d^4*m11^5*m22^5 + 274793444352*b^3*d^4*m11^5*
      m22^5 + 2084940736512*b^5*d^4*m11^5*m22^5 + 91597814784*b*d^6*m11^5*
      m22^5 + 287878846464*b^3*d^6*m11^5*m22^5 - 491429545984*b*d^8*m11^5*
      m22^5 - 315140100864*b^5*m11^3*m21^2*m22^5 - 8429997698112*b^7*m11^3*
      m21^2*m22^5 - 47454846855104*b^9*m11^3*m21^2*m22^5 + 
     11161211905600*b^5*d^2*m11^3*m21^2*m22^5 + 103786139884544*b^7*d^2*m11^3*
      m21^2*m22^5 + 315140100864*b*d^4*m11^3*m21^2*m22^5 + 
     2967569283136*b^3*d^4*m11^3*m21^2*m22^5 - 26629338523008*b^5*d^4*m11^3*
      m21^2*m22^5 - 5698783490624*b*d^6*m11^3*m21^2*m22^5 - 
     68280355187200*b^3*d^6*m11^3*m21^2*m22^5 + 38578400680768*b*d^8*m11^3*
      m21^2*m22^5 - 840373602304*b^7*m11^5*m21^2*m22^5 + 
     2521120806912*b^5*d^2*m11^5*m21^2*m22^5 - 2521120806912*b^3*d^4*m11^5*
      m21^2*m22^5 + 840373602304*b*d^6*m11^5*m21^2*m22^5 - 
     22768872287424*b^5*m11*m21^4*m22^5 + 250457595161664*b^7*m11*m21^4*
      m22^5 + 1642204913730456*b^9*m11*m21^4*m22^5 + 
     17076654215568*b^3*d^2*m11*m21^4*m22^5 - 609067333688592*b^5*d^2*m11*
      m21^4*m22^5 - 4926614741191368*b^7*d^2*m11*m21^4*m22^5 + 
     5692218071856*b*d^4*m11*m21^4*m22^5 + 466761881892192*b^3*d^4*m11*m21^4*
      m22^5 + 4926614741191368*b^5*d^4*m11*m21^4*m22^5 - 
     108152143365264*b*d^6*m11*m21^4*m22^5 - 1642204913730456*b^3*d^6*m11*
      m21^4*m22^5 - 91075489149696*b^7*m11^3*m21^4*m22^5 + 
     273226467449088*b^5*d^2*m11^3*m21^4*m22^5 - 273226467449088*b^3*d^4*
      m11^3*m21^4*m22^5 + 91075489149696*b*d^6*m11^3*m21^4*m22^5 - 
     1370875852305320*b^7*m11*m21^6*m22^5 + 4112627556915960*b^5*d^2*m11*
      m21^6*m22^5 - 4112627556915960*b^3*d^4*m11*m21^6*m22^5 + 
     1370875852305320*b*d^6*m11*m21^6*m22^5 + 67971394304*b^4*d*m11^4*m22^6 - 
     1031929349888*b^6*d*m11^4*m22^6 - 8626187858944*b^8*d*m11^4*m22^6 - 
     37075305984*b^2*d^3*m11^4*m22^6 + 2613809071872*b^4*d^3*m11^4*m22^6 + 
     26922851362048*b^6*d^3*m11^4*m22^6 - 30896088320*d^5*m11^4*m22^6 - 
     2131830094080*b^2*d^5*m11^4*m22^6 - 29011426932480*b^4*d^5*m11^4*m22^6 + 
     549950372096*d^7*m11^4*m22^6 + 11759051214592*b^2*d^7*m11^4*m22^6 - 
     1044287785216*d^9*m11^4*m22^6 + 197734965248*b^6*d*m11^6*m22^6 - 
     593204895744*b^4*d^3*m11^6*m22^6 + 593204895744*b^2*d^5*m11^6*m22^6 - 
     197734965248*d^7*m11^6*m22^6 - 3683199928848*b^4*d*m11^2*m21^2*m22^6 + 
     3683199928848*b^6*d*m11^2*m21^2*m22^6 - 137617742796048*b^8*d*m11^2*
      m21^2*m22^6 + 2009018143008*b^2*d^3*m11^2*m21^2*m22^6 - 
     37166835645648*b^4*d^3*m11^2*m21^2*m22^6 + 412853228388144*b^6*d^3*m11^2*
      m21^2*m22^6 + 1674181785840*d^5*m11^2*m21^2*m22^6 + 
     63284071504752*b^2*d^5*m11^2*m21^2*m22^6 - 412853228388144*b^4*d^5*m11^2*
      m21^2*m22^6 - 29800435787952*d^7*m11^2*m21^2*m22^6 + 
     137617742796048*b^2*d^7*m11^2*m21^2*m22^6 - 7143175619584*b^6*d*m11^4*
      m21^2*m22^6 + 21429526858752*b^4*d^3*m11^4*m21^2*m22^6 - 
     21429526858752*b^2*d^5*m11^4*m21^2*m22^6 + 7143175619584*d^7*m11^4*m21^2*
      m22^6 - 193535414443104*b^6*d*m11^2*m21^4*m22^6 + 
     580606243329312*b^4*d^3*m11^2*m21^4*m22^6 - 580606243329312*b^2*d^5*
      m11^2*m21^4*m22^6 + 193535414443104*d^7*m11^2*m21^4*m22^6 + 
     262616750720*b^5*m11^3*m22^7 - 9007754549696*b^7*m11^3*m22^7 - 
     51814284917056*b^9*m11^3*m22^7 - 315140100864*b^3*d^2*m11^3*m22^7 + 
     16991303771584*b^5*d^2*m11^3*m22^7 + 133934542867200*b^7*d^2*m11^3*
      m22^7 + 52523350144*b*d^4*m11^3*m22^7 - 6959343894080*b^3*d^4*m11^3*
      m22^7 - 90917919099264*b^5*d^4*m11^3*m22^7 - 1024205327808*b*d^6*m11^3*
      m22^7 - 12710650734848*b^3*d^6*m11^3*m22^7 + 21508311883968*b*d^8*m11^3*
      m22^7 - 15179248191616*b^5*m11*m21^2*m22^7 + 166971730107776*b^7*m11*
      m21^2*m22^7 + 1094803275820304*b^9*m11*m21^2*m22^7 + 
     11384436143712*b^3*d^2*m11*m21^2*m22^7 - 406044889125728*b^5*d^2*m11*
      m21^2*m22^7 - 3284409827460912*b^7*d^2*m11*m21^2*m22^7 + 
     3794812047904*b*d^4*m11*m21^2*m22^7 + 311174587928128*b^3*d^4*m11*m21^2*
      m22^7 + 3284409827460912*b^5*d^4*m11*m21^2*m22^7 - 
     72101428910176*b*d^6*m11*m21^2*m22^7 - 1094803275820304*b^3*d^6*m11*
      m21^2*m22^7 - 15179248191616*b^7*m11^3*m21^2*m22^7 + 
     45537744574848*b^5*d^2*m11^3*m21^2*m22^7 - 45537744574848*b^3*d^4*m11^3*
      m21^2*m22^7 + 15179248191616*b*d^6*m11^3*m21^2*m22^7 - 
     1370875852305320*b^7*m11*m21^4*m22^7 + 4112627556915960*b^5*d^2*m11*
      m21^4*m22^7 - 4112627556915960*b^3*d^4*m11*m21^4*m22^7 + 
     1370875852305320*b*d^6*m11*m21^4*m22^7 - 1227733309616*b^4*d*m11^2*
      m22^8 + 1227733309616*b^6*d*m11^2*m22^8 - 45872580932016*b^8*d*m11^2*
      m22^8 + 669672714336*b^2*d^3*m11^2*m22^8 - 12388945215216*b^4*d^3*m11^2*
      m22^8 + 137617742796048*b^6*d^3*m11^2*m22^8 + 
     558060595280*d^5*m11^2*m22^8 + 21094690501584*b^2*d^5*m11^2*m22^8 - 
     137617742796048*b^4*d^5*m11^2*m22^8 - 9933478595984*d^7*m11^2*m22^8 + 
     45872580932016*b^2*d^7*m11^2*m22^8 - 129023609628736*b^6*d*m11^2*m21^2*
      m22^8 + 387070828886208*b^4*d^3*m11^2*m21^2*m22^8 - 
     387070828886208*b^2*d^5*m11^2*m21^2*m22^8 + 129023609628736*d^7*m11^2*
      m21^2*m22^8 - 3794812047904*b^5*m11*m22^9 + 41742932526944*b^7*m11*
      m22^9 + 273700818955076*b^9*m11*m22^9 + 2846109035928*b^3*d^2*m11*
      m22^9 - 101511222281432*b^5*d^2*m11*m22^9 - 821102456865228*b^7*d^2*m11*
      m22^9 + 948703011976*b*d^4*m11*m22^9 + 77793646982032*b^3*d^4*m11*
      m22^9 + 821102456865228*b^5*d^4*m11*m22^9 - 18025357227544*b*d^6*m11*
      m22^9 - 273700818955076*b^3*d^6*m11*m22^9 + 7589624095808*b^7*m11^3*
      m22^9 - 22768872287424*b^5*d^2*m11^3*m22^9 + 22768872287424*b^3*d^4*
      m11^3*m22^9 - 7589624095808*b*d^6*m11^3*m22^9 - 
     685437926152660*b^7*m11*m21^2*m22^9 + 2056313778457980*b^5*d^2*m11*m21^2*
      m22^9 - 2056313778457980*b^3*d^4*m11*m21^2*m22^9 + 
     685437926152660*b*d^6*m11*m21^2*m22^9 - 32255902407184*b^6*d*m11^2*
      m22^10 + 96767707221552*b^4*d^3*m11^2*m22^10 - 
     96767707221552*b^2*d^5*m11^2*m22^10 + 32255902407184*d^7*m11^2*m22^10 - 
     137087585230532*b^7*m11*m22^11 + 411262755691596*b^5*d^2*m11*m22^11 - 
     411262755691596*b^3*d^4*m11*m22^11 + 137087585230532*b*d^6*m11*m22^11, 
    {0, 2}}, {3145728*b^4*m11^10 + 53477376*b^6*m11^10 - 
     53477376*b^4*d^2*m11^10 + 284098560*b^4*m11^8*m21^2 + 
     4091019264*b^6*m11^8*m21^2 + 3200843776*b^8*m11^8*m21^2 + 
     54414344192*b^10*m11^8*m21^2 - 4091019264*b^4*d^2*m11^8*m21^2 - 
     6401687552*b^6*d^2*m11^8*m21^2 - 163243032576*b^8*d^2*m11^8*m21^2 + 
     3200843776*b^4*d^4*m11^8*m21^2 + 163243032576*b^6*d^4*m11^8*m21^2 - 
     54414344192*b^4*d^6*m11^8*m21^2 + 10263060480*b^4*m11^6*m21^4 + 
     121104113664*b^6*m11^6*m21^4 + 173445722112*b^8*m11^6*m21^4 + 
     2196979146752*b^10*m11^6*m21^4 - 121104113664*b^4*d^2*m11^6*m21^4 - 
     346891444224*b^6*d^2*m11^6*m21^4 - 6590937440256*b^8*d^2*m11^6*m21^4 + 
     173445722112*b^4*d^4*m11^6*m21^4 + 6590937440256*b^6*d^4*m11^6*m21^4 - 
     2196979146752*b^4*d^6*m11^6*m21^4 + 185376529920*b^4*m11^4*m21^6 + 
     1705464075264*b^6*m11^4*m21^6 + 3132863355648*b^8*m11^4*m21^6 + 
     26107194630400*b^10*m11^4*m21^6 - 1705464075264*b^4*d^2*m11^4*m21^6 - 
     6265726711296*b^6*d^2*m11^4*m21^6 - 78321583891200*b^8*d^2*m11^4*m21^6 + 
     3132863355648*b^4*d^4*m11^4*m21^6 + 78321583891200*b^6*d^4*m11^4*m21^6 - 
     26107194630400*b^4*d^6*m11^4*m21^6 + 1674181785840*b^4*m11^2*m21^8 + 
     11049599786544*b^6*m11^2*m21^8 + 18862448120464*b^8*m11^2*m21^8 + 
     75449792481856*b^10*m11^2*m21^8 - 11049599786544*b^4*d^2*m11^2*m21^8 - 
     37724896240928*b^6*d^2*m11^2*m21^8 - 226349377445568*b^8*d^2*m11^2*
      m21^8 + 18862448120464*b^4*d^4*m11^2*m21^8 + 226349377445568*b^6*d^4*
      m11^2*m21^8 - 75449792481856*b^4*d^6*m11^2*m21^8 + 
     6047981701347*b^4*m21^10 + 24191926805388*b^6*m21^10 - 
     24191926805388*b^4*d^2*m21^10 + 13369344*b^3*d*m11^9*m22 + 
     508035072*b^5*d*m11^9*m22 - 508035072*b^3*d^3*m11^9*m22 + 
     965935104*b^3*d*m11^7*m21^2*m22 + 33566244864*b^5*d*m11^7*m21^2*m22 + 
     68017930240*b^7*d*m11^7*m21^2*m22 + 516936269824*b^9*d*m11^7*m21^2*m22 - 
     33566244864*b^3*d^3*m11^7*m21^2*m22 - 136035860480*b^5*d^3*m11^7*m21^2*
      m22 - 1550808809472*b^7*d^3*m11^7*m21^2*m22 + 
     68017930240*b^3*d^5*m11^7*m21^2*m22 + 1550808809472*b^5*d^5*m11^7*m21^2*
      m22 - 516936269824*b^3*d^7*m11^7*m21^2*m22 + 26170804224*b^3*d*m11^5*
      m21^4*m22 + 824380333056*b^5*d*m11^5*m21^4*m22 + 
     2457147729920*b^7*d*m11^5*m21^4*m22 + 15480030698496*b^9*d*m11^5*m21^4*
      m22 - 824380333056*b^3*d^3*m11^5*m21^4*m22 - 4914295459840*b^5*d^3*
      m11^5*m21^4*m22 - 46440092095488*b^7*d^3*m11^5*m21^4*m22 + 
     2457147729920*b^3*d^5*m11^5*m21^4*m22 + 46440092095488*b^5*d^5*m11^5*
      m21^4*m22 - 15480030698496*b^3*d^7*m11^5*m21^4*m22 + 
     315140100864*b^3*d*m11^3*m21^6*m22 + 8902707849408*b^5*d*m11^3*m21^6*
      m22 + 22191115435840*b^7*d*m11^3*m21^6*m22 + 110955577179200*b^9*d*
      m11^3*m21^6*m22 - 8902707849408*b^3*d^3*m11^3*m21^6*m22 - 
     44382230871680*b^5*d^3*m11^3*m21^6*m22 - 332866731537600*b^7*d^3*m11^3*
      m21^6*m22 + 22191115435840*b^3*d^5*m11^3*m21^6*m22 + 
     332866731537600*b^5*d^5*m11^3*m21^6*m22 - 110955577179200*b^3*d^7*m11^3*
      m21^6*m22 + 1423054517964*b^3*d*m11*m21^8*m22 + 
     35576362949100*b^5*d*m11*m21^8*m22 - 35576362949100*b^3*d^3*m11*m21^8*
      m22 - 18939904*b^4*m11^8*m22^2 - 1553072128*b^6*m11^8*m22^2 - 
     11572281344*b^8*m11^8*m22^2 - 54414344192*b^10*m11^8*m22^2 + 
     18939904*b^2*d^2*m11^8*m22^2 + 3882680320*b^4*d^2*m11^8*m22^2 + 
     21174812672*b^6*d^2*m11^8*m22^2 + 163243032576*b^8*d^2*m11^8*m22^2 - 
     18939904*d^4*m11^8*m22^2 - 2822045696*b^2*d^4*m11^8*m22^2 - 
     7632781312*b^4*d^4*m11^8*m22^2 - 163243032576*b^6*d^4*m11^8*m22^2 + 
     492437504*d^6*m11^8*m22^2 - 1969750016*b^2*d^6*m11^8*m22^2 + 
     54414344192*b^4*d^6*m11^8*m22^2 - 606076928*b^6*m11^10*m22^2 + 
     5151653888*b^8*m11^10*m22^2 + 1515192320*b^4*d^2*m11^10*m22^2 - 
     15454961664*b^6*d^2*m11^10*m22^2 - 1212153856*b^2*d^4*m11^10*m22^2 + 
     15454961664*b^4*d^4*m11^10*m22^2 + 303038464*d^6*m11^10*m22^2 - 
     5151653888*b^2*d^6*m11^10*m22^2 + 4105224192*b^4*m11^6*m21^2*m22^2 + 
     25315549184*b^6*m11^6*m21^2*m22^2 + 426943315968*b^8*m11^6*m21^2*m22^2 + 
     4393958293504*b^10*m11^6*m21^2*m22^2 + 1026306048*b^2*d^2*m11^6*m21^2*
      m22^2 + 74236137472*b^4*d^2*m11^6*m21^2*m22^2 - 
     716019519488*b^6*d^2*m11^6*m21^2*m22^2 - 11967754825728*b^8*d^2*m11^6*
      m21^2*m22^2 - 1026306048*d^4*m11^6*m21^2*m22^2 - 
     108446339072*b^2*d^4*m11^6*m21^2*m22^2 + 93393850368*b^4*d^4*m11^6*m21^2*
      m22^2 + 9539514716160*b^6*d^4*m11^6*m21^2*m22^2 + 
     8894652416*d^6*m11^6*m21^2*m22^2 + 253497593856*b^2*d^6*m11^6*m21^2*
      m22^2 - 751598129152*b^4*d^6*m11^6*m21^2*m22^2 - 
     57815240704*d^8*m11^6*m21^2*m22^2 - 1214120054784*b^2*d^8*m11^6*m21^2*
      m22^2 - 43789058048*b^6*m11^8*m21^2*m22^2 + 301049774080*b^8*m11^8*
      m21^2*m22^2 + 109472645120*b^4*d^2*m11^8*m21^2*m22^2 - 
     903149322240*b^6*d^2*m11^8*m21^2*m22^2 - 87578116096*b^2*d^4*m11^8*m21^2*
      m22^2 + 903149322240*b^4*d^4*m11^8*m21^2*m22^2 + 
     21894529024*d^6*m11^8*m21^2*m22^2 - 301049774080*b^2*d^6*m11^8*m21^2*
      m22^2 + 259527141888*b^4*m11^4*m21^4*m22^2 + 2805364819456*b^6*m11^4*
      m21^4*m22^2 + 14218379844864*b^8*m11^4*m21^4*m22^2 + 
     78321583891200*b^10*m11^4*m21^4*m22^2 + 18537652992*b^2*d^2*m11^4*m21^4*
      m22^2 - 1489191457024*b^4*d^2*m11^4*m21^4*m22^2 - 
     22572682126592*b^6*d^2*m11^4*m21^4*m22^2 - 213034708184064*b^8*d^2*m11^4*
      m21^4*m22^2 - 18537652992*d^4*m11^4*m21^4*m22^2 - 
     1155513703168*b^2*d^4*m11^4*m21^4*m22^2 + 1445936933376*b^4*d^4*m11^4*
      m21^4*m22^2 + 169174621204992*b^6*d^4*m11^4*m21^4*m22^2 - 
     160659659264*d^6*m11^4*m21^4*m22^2 + 7952653133568*b^2*d^6*m11^4*m21^4*
      m22^2 - 12531453422592*b^4*d^6*m11^4*m21^4*m22^2 - 
     1044287785216*d^8*m11^4*m21^4*m22^2 - 21930043489536*b^2*d^8*m11^4*m21^4*
      m22^2 - 1186409791488*b^6*m11^6*m21^4*m22^2 + 
     6228651405312*b^8*m11^6*m21^4*m22^2 + 2966024478720*b^4*d^2*m11^6*m21^4*
      m22^2 - 18685954215936*b^6*d^2*m11^6*m21^4*m22^2 - 
     2372819582976*b^2*d^4*m11^6*m21^4*m22^2 + 18685954215936*b^4*d^4*m11^6*
      m21^4*m22^2 + 593204895744*d^6*m11^6*m21^4*m22^2 - 
     6228651405312*b^2*d^6*m11^6*m21^4*m22^2 + 4910933238464*b^4*m11^2*m21^6*
      m22^2 + 39957138622048*b^6*m11^2*m21^6*m22^2 + 
     49332556622752*b^8*m11^2*m21^6*m22^2 + 150899584963712*b^10*m11^2*m21^6*
      m22^2 + 111612119056*b^2*d^2*m11^2*m21^6*m22^2 - 
     34934593264528*b^4*d^2*m11^2*m21^6*m22^2 - 49332556622752*b^6*d^2*m11^2*
      m21^6*m22^2 - 452698754891136*b^8*d^2*m11^2*m21^6*m22^2 - 
     111612119056*d^4*m11^2*m21^6*m22^2 - 2120630262064*b^2*d^4*m11^2*m21^6*
      m22^2 - 49332556622752*b^4*d^4*m11^2*m21^6*m22^2 + 
     452698754891136*b^6*d^4*m11^2*m21^6*m22^2 - 2901915095456*d^6*m11^2*
      m21^6*m22^2 + 49332556622752*b^2*d^6*m11^2*m21^6*m22^2 - 
     150899584963712*b^4*d^6*m11^2*m21^6*m22^2 - 14286351239168*b^6*m11^4*
      m21^6*m22^2 + 51788023241984*b^8*m11^4*m21^6*m22^2 + 
     35715878097920*b^4*d^2*m11^4*m21^6*m22^2 - 155364069725952*b^6*d^2*m11^4*
      m21^6*m22^2 - 28572702478336*b^2*d^4*m11^4*m21^6*m22^2 + 
     155364069725952*b^4*d^4*m11^4*m21^6*m22^2 + 7143175619584*d^6*m11^4*
      m21^6*m22^2 - 51788023241984*b^2*d^6*m11^4*m21^6*m22^2 + 
     30239908506735*b^4*m21^8*m22^2 + 120959634026940*b^6*m21^8*m22^2 - 
     120959634026940*b^4*d^2*m21^8*m22^2 - 64511804814368*b^6*m11^2*m21^8*
      m22^2 + 129023609628736*b^8*m11^2*m21^8*m22^2 + 
     161279512035920*b^4*d^2*m11^2*m21^8*m22^2 - 387070828886208*b^6*d^2*
      m11^2*m21^8*m22^2 - 129023609628736*b^2*d^4*m11^2*m21^8*m22^2 + 
     387070828886208*b^4*d^4*m11^2*m21^8*m22^2 + 32255902407184*d^6*m11^2*
      m21^8*m22^2 - 129023609628736*b^2*d^6*m11^2*m21^8*m22^2 + 
     160989184*b^3*d*m11^7*m22^3 - 18272272384*b^5*d*m11^7*m22^3 - 
     101503680512*b^7*d*m11^7*m22^3 + 54414344192*b^9*d*m11^7*m22^3 + 
     160989184*b*d^3*m11^7*m22^3 + 21653045248*b^3*d^3*m11^7*m22^3 + 
     159057313792*b^5*d^3*m11^7*m22^3 - 163243032576*b^7*d^3*m11^7*m22^3 - 
     3380772864*b*d^5*m11^7*m22^3 - 13603586048*b^3*d^5*m11^7*m22^3 + 
     163243032576*b^5*d^5*m11^7*m22^3 - 43950047232*b*d^7*m11^7*m22^3 - 
     54414344192*b^3*d^7*m11^7*m22^3 - 3863740416*b^5*d*m11^9*m22^3 + 
     38637404160*b^7*d*m11^9*m22^3 + 7727480832*b^3*d^3*m11^9*m22^3 - 
     115912212480*b^5*d^3*m11^9*m22^3 - 3863740416*b*d^5*m11^9*m22^3 + 
     115912212480*b^3*d^5*m11^9*m22^3 - 38637404160*b*d^7*m11^9*m22^3 + 
     23262937088*b^3*d*m11^5*m21^2*m22^3 + 305326049280*b^5*d*m11^5*m21^2*
      m22^3 + 5405725005824*b^7*d*m11^5*m21^2*m22^3 + 
     30960061396992*b^9*d*m11^5*m21^2*m22^3 + 5815734272*b*d^3*m11^5*m21^2*
      m22^3 - 183195629568*b^3*d^3*m11^5*m21^2*m22^3 - 
     11302879557632*b^5*d^3*m11^5*m21^2*m22^3 - 92880184190976*b^7*d^3*m11^5*
      m21^2*m22^3 - 122130419712*b*d^5*m11^5*m21^2*m22^3 + 
     6388584097792*b^3*d^5*m11^5*m21^2*m22^3 + 92880184190976*b^5*d^5*m11^5*
      m21^2*m22^3 - 491429545984*b*d^7*m11^5*m21^2*m22^3 - 
     30960061396992*b^3*d^7*m11^5*m21^2*m22^3 - 209366433792*b^5*d*m11^7*
      m21^2*m22^3 + 1186409791488*b^7*d*m11^7*m21^2*m22^3 + 
     418732867584*b^3*d^3*m11^7*m21^2*m22^3 - 3559229374464*b^5*d^3*m11^7*
      m21^2*m22^3 - 209366433792*b*d^5*m11^7*m21^2*m22^3 + 
     3559229374464*b^3*d^5*m11^7*m21^2*m22^3 - 1186409791488*b*d^7*m11^7*
      m21^2*m22^3 + 682803551872*b^3*d*m11^3*m21^4*m22^3 + 
     19354854528064*b^5*d*m11^3*m21^4*m22^3 + 68621756963136*b^7*d*m11^3*
      m21^4*m22^3 + 297360946840256*b^9*d*m11^3*m21^4*m22^3 + 
     52523350144*b*d^3*m11^3*m21^4*m22^3 - 18251864175040*b^3*d^3*m11^3*m21^4*
      m22^3 - 122904639336960*b^5*d^3*m11^3*m21^4*m22^3 - 
     892082840520768*b^7*d^3*m11^3*m21^4*m22^3 - 1102990353024*b*d^5*m11^3*
      m21^4*m22^3 + 39944007784512*b^3*d^5*m11^3*m21^4*m22^3 + 
     892082840520768*b^5*d^5*m11^3*m21^4*m22^3 + 14338874589312*b*d^7*m11^3*
      m21^4*m22^3 - 297360946840256*b^3*d^7*m11^3*m21^4*m22^3 - 
     3781681210368*b^5*d*m11^5*m21^4*m22^3 + 5042241613824*b^7*d*m11^5*m21^4*
      m22^3 + 7563362420736*b^3*d^3*m11^5*m21^4*m22^3 - 
     15126724841472*b^5*d^3*m11^5*m21^4*m22^3 - 3781681210368*b*d^5*m11^5*
      m21^4*m22^3 + 15126724841472*b^3*d^5*m11^5*m21^4*m22^3 - 
     5042241613824*b*d^7*m11^5*m21^4*m22^3 + 5692218071856*b^3*d*m11*m21^6*
      m22^3 + 142305451796400*b^5*d*m11*m21^6*m22^3 - 
     142305451796400*b^3*d^3*m11*m21^6*m22^3 - 22768872287424*b^5*d*m11^3*
      m21^6*m22^3 - 68306616862272*b^7*d*m11^3*m21^6*m22^3 + 
     45537744574848*b^3*d^3*m11^3*m21^6*m22^3 + 204919850586816*b^5*d^3*m11^3*
      m21^6*m22^3 - 22768872287424*b*d^5*m11^3*m21^6*m22^3 - 
     204919850586816*b^3*d^5*m11^3*m21^6*m22^3 + 68306616862272*b*d^7*m11^3*
      m21^6*m22^3 - 684204032*b^4*m11^6*m22^4 - 20526120960*b^6*m11^6*m22^4 - 
     48920588288*b^8*m11^6*m22^4 + 2196979146752*b^10*m11^6*m22^4 - 
     342102016*b^2*d^2*m11^6*m22^4 - 48236384256*b^4*d^2*m11^6*m22^4 - 
     66709893120*b^6*d^2*m11^6*m22^4 - 5376817385472*b^8*d^2*m11^6*m22^4 + 
     342102016*d^4*m11^6*m22^4 + 77657157632*b^2*d^4*m11^6*m22^4 + 
     222366310400*b^4*d^4*m11^6*m22^4 + 2948577275904*b^6*d^4*m11^6*m22^4 - 
     8894652416*d^6*m11^6*m22^4 - 48920588288*b^2*d^6*m11^6*m22^4 + 
     1445381017600*b^4*d^6*m11^6*m22^4 - 57815240704*d^8*m11^6*m22^4 - 
     1214120054784*b^2*d^8*m11^6*m22^4 + 10947264512*b^6*m11^8*m22^4 + 
     27368161280*b^8*m11^8*m22^4 - 43789058048*b^4*d^2*m11^8*m22^4 - 
     10947264512*b^6*d^2*m11^8*m22^4 + 54736322560*b^2*d^4*m11^8*m22^4 - 
     131367174144*b^4*d^4*m11^8*m22^4 - 21894529024*d^6*m11^8*m22^4 + 
     186103496704*b^2*d^6*m11^8*m22^4 - 71157219328*d^8*m11^8*m22^4 + 
     61792176640*b^4*m11^4*m21^2*m22^4 + 1211126662144*b^6*m11^4*m21^2*
      m22^4 + 20323446896896*b^8*m11^4*m21^2*m22^4 + 
     78321583891200*b^10*m11^4*m21^2*m22^4 + 12358435328*b^2*d^2*m11^4*m21^2*
      m22^4 + 308960883200*b^4*d^2*m11^4*m21^2*m22^4 - 
     27633461393408*b^6*d^2*m11^4*m21^2*m22^4 - 191104664694528*b^8*d^2*m11^4*
      m21^2*m22^4 - 12358435328*d^4*m11^4*m21^2*m22^4 - 
     1520087545344*b^2*d^4*m11^4*m21^2*m22^4 - 7791993474304*b^4*d^4*m11^4*
      m21^2*m22^4 + 103384490736384*b^6*d^4*m11^4*m21^2*m22^4 + 
     17190583541248*b^2*d^6*m11^4*m21^2*m22^4 + 53258677046016*b^4*d^6*m11^4*
      m21^2*m22^4 - 2088575570432*d^8*m11^4*m21^2*m22^4 - 
     43860086979072*b^2*d^8*m11^4*m21^2*m22^4 - 395469930496*b^6*m11^6*m21^2*
      m22^4 + 395469930496*b^4*d^2*m11^6*m21^2*m22^4 + 
     395469930496*b^2*d^4*m11^6*m21^2*m22^4 - 395469930496*d^6*m11^6*m21^2*
      m22^4 + 4687709000352*b^4*m11^2*m21^4*m22^4 + 
     53573817146880*b^6*m11^2*m21^4*m22^4 + 34822981145472*b^8*m11^2*m21^4*
      m22^4 + 334836357168*b^2*d^2*m11^2*m21^4*m22^4 - 
     38506181074320*b^4*d^2*m11^2*m21^4*m22^4 + 78351707577312*b^6*d^2*m11^2*
      m21^4*m22^4 - 334836357168*d^4*m11^2*m21^4*m22^4 - 
     6361890786192*b^2*d^4*m11^2*m21^4*m22^4 - 261172358591040*b^4*d^4*m11^2*
      m21^4*m22^4 - 8705745286368*d^6*m11^2*m21^4*m22^4 + 
     147997669868256*b^2*d^6*m11^2*m21^4*m22^4 - 25001114668544*b^6*m11^4*
      m21^4*m22^4 + 19643732953856*b^8*m11^4*m21^4*m22^4 + 
     57145404956672*b^4*d^2*m11^4*m21^4*m22^4 - 82146519625216*b^6*d^2*m11^4*
      m21^4*m22^4 - 39287465907712*b^2*d^4*m11^4*m21^4*m22^4 + 
     128577161152512*b^4*d^4*m11^4*m21^4*m22^4 + 7143175619584*d^6*m11^4*
      m21^4*m22^4 - 89289695244800*b^2*d^6*m11^4*m21^4*m22^4 + 
     23215320763648*d^8*m11^4*m21^4*m22^4 + 60479817013470*b^4*m21^6*m22^4 + 
     241919268053880*b^6*m21^6*m22^4 - 241919268053880*b^4*d^2*m21^6*m22^4 - 
     258047219257472*b^6*m11^2*m21^6*m22^4 + 516094438514944*b^8*m11^2*m21^6*
      m22^4 + 645118048143680*b^4*d^2*m11^2*m21^6*m22^4 - 
     1548283315544832*b^6*d^2*m11^2*m21^6*m22^4 - 516094438514944*b^2*d^4*
      m11^2*m21^6*m22^4 + 1548283315544832*b^4*d^4*m11^2*m21^6*m22^4 + 
     129023609628736*d^6*m11^2*m21^6*m22^4 - 516094438514944*b^2*d^6*m11^2*
      m21^6*m22^4 - 14539335680*b^3*d*m11^5*m22^5 - 
     30532604928*b^5*d*m11^5*m22^5 + 2948577275904*b^7*d*m11^5*m22^5 + 
     15480030698496*b^9*d*m11^5*m22^5 - 5815734272*b*d^3*m11^5*m22^5 - 
     91597814784*b^3*d^3*m11^5*m22^5 - 6388584097792*b^5*d^3*m11^5*m22^5 - 
     46440092095488*b^7*d^3*m11^5*m22^5 + 122130419712*b*d^5*m11^5*m22^5 + 
     3931436367872*b^3*d^5*m11^5*m22^5 + 46440092095488*b^5*d^5*m11^5*m22^5 - 
     491429545984*b*d^7*m11^5*m22^5 - 15480030698496*b^3*d^7*m11^5*m22^5 + 
     69788811264*b^5*d*m11^7*m22^5 + 814202798080*b^7*d*m11^7*m22^5 - 
     139577622528*b^3*d^3*m11^7*m22^5 - 2442608394240*b^5*d^3*m11^7*m22^5 + 
     69788811264*b*d^5*m11^7*m22^5 + 2442608394240*b^3*d^5*m11^7*m22^5 - 
     814202798080*b*d^7*m11^7*m22^5 + 420186801152*b^3*d*m11^3*m21^2*m22^5 + 
     12001585507904*b^5*d*m11^3*m21^2*m22^5 + 70670167618752*b^7*d*m11^3*
      m21^2*m22^5 + 261855162142912*b^9*d*m11^3*m21^2*m22^5 + 
     105046700288*b*d^3*m11^3*m21^2*m22^5 - 9795604801856*b^3*d^3*m11^3*m21^2*
      m22^5 - 112662586058880*b^5*d^3*m11^3*m21^2*m22^5 - 
     785565486428736*b^7*d^3*m11^3*m21^2*m22^5 - 2205980706048*b*d^5*m11^3*
      m21^2*m22^5 + 13314669261504*b^3*d^5*m11^3*m21^2*m22^5 + 
     785565486428736*b^5*d^5*m11^3*m21^2*m22^5 + 28677749178624*b*d^7*m11^3*
      m21^2*m22^5 - 261855162142912*b^3*d^7*m11^3*m21^2*m22^5 - 
     2521120806912*b^5*d*m11^5*m21^2*m22^5 - 18488219250688*b^7*d*m11^5*m21^2*
      m22^5 + 5042241613824*b^3*d^3*m11^5*m21^2*m22^5 + 
     55464657752064*b^5*d^3*m11^5*m21^2*m22^5 - 2521120806912*b*d^5*m11^5*
      m21^2*m22^5 - 55464657752064*b^3*d^5*m11^5*m21^2*m22^5 + 
     18488219250688*b*d^7*m11^5*m21^2*m22^5 + 8538327107784*b^3*d*m11*m21^4*
      m22^5 + 213458177694600*b^5*d*m11*m21^4*m22^5 - 
     213458177694600*b^3*d^3*m11*m21^4*m22^5 - 68306616862272*b^5*d*m11^3*
      m21^4*m22^5 - 204919850586816*b^7*d*m11^3*m21^4*m22^5 + 
     136613233724544*b^3*d^3*m11^3*m21^4*m22^5 + 614759551760448*b^5*d^3*
      m11^3*m21^4*m22^5 - 68306616862272*b*d^5*m11^3*m21^4*m22^5 - 
     614759551760448*b^3*d^5*m11^3*m21^4*m22^5 + 204919850586816*b*d^7*m11^3*
      m21^4*m22^5 - 12358435328*b^4*m11^4*m22^6 + 111225917952*b^6*m11^4*
      m22^6 + 9237930407680*b^8*m11^4*m22^6 + 26107194630400*b^10*m11^4*
      m22^6 - 6179217664*b^2*d^2*m11^4*m22^6 + 92688264960*b^4*d^2*m11^4*
      m22^6 - 11326505978112*b^6*d^2*m11^4*m22^6 - 56391540401664*b^8*d^2*
      m11^4*m22^6 + 6179217664*d^4*m11^4*m22^6 - 364573842176*b^2*d^4*m11^4*
      m22^6 - 6105067052032*b^4*d^4*m11^4*m22^6 + 12531453422592*b^6*d^4*
      m11^4*m22^6 + 160659659264*d^6*m11^4*m22^6 + 9237930407680*b^2*d^6*
      m11^4*m22^6 + 39682935838208*b^4*d^6*m11^4*m22^6 - 
     1044287785216*d^8*m11^4*m22^6 - 21930043489536*b^2*d^8*m11^4*m22^6 + 
     2076217135104*b^8*m11^6*m22^6 + 593204895744*b^4*d^2*m11^6*m22^6 - 
     6228651405312*b^6*d^2*m11^6*m22^6 - 1186409791488*b^2*d^4*m11^6*m22^6 + 
     6228651405312*b^4*d^4*m11^6*m22^6 + 593204895744*d^6*m11^6*m22^6 - 
     2076217135104*b^2*d^6*m11^6*m22^6 + 1339345428672*b^4*m11^2*m21^2*
      m22^6 + 31474617573792*b^6*m11^2*m21^2*m22^6 - 
     2901915095456*b^8*m11^2*m21^2*m22^6 - 150899584963712*b^10*m11^2*m21^2*
      m22^6 + 334836357168*b^2*d^2*m11^2*m21^2*m22^6 - 
     16406981501232*b^4*d^2*m11^2*m21^2*m22^6 + 153801500059168*b^6*d^2*m11^2*
      m21^2*m22^6 + 452698754891136*b^8*d^2*m11^2*m21^2*m22^6 - 
     334836357168*d^4*m11^2*m21^2*m22^6 - 6361890786192*b^2*d^4*m11^2*m21^2*
      m22^6 - 298897254831968*b^4*d^4*m11^2*m21^2*m22^6 - 
     452698754891136*b^6*d^4*m11^2*m21^2*m22^6 - 8705745286368*d^6*m11^2*
      m21^2*m22^6 + 147997669868256*b^2*d^6*m11^2*m21^2*m22^6 + 
     150899584963712*b^4*d^6*m11^2*m21^2*m22^6 - 7143175619584*b^6*m11^4*
      m21^2*m22^6 - 116076603818240*b^8*m11^4*m21^2*m22^6 + 
     7143175619584*b^4*d^2*m11^4*m21^2*m22^6 + 301799169927424*b^6*d^2*m11^4*
      m21^2*m22^6 + 7143175619584*b^2*d^4*m11^4*m21^2*m22^6 - 
     208937886872832*b^4*d^4*m11^4*m21^2*m22^6 - 7143175619584*d^6*m11^4*
      m21^2*m22^6 - 23215320763648*b^2*d^6*m11^4*m21^2*m22^6 + 
     46430641527296*d^8*m11^4*m21^2*m22^6 + 60479817013470*b^4*m21^4*m22^6 + 
     241919268053880*b^6*m21^4*m22^6 - 241919268053880*b^4*d^2*m21^4*m22^6 - 
     387070828886208*b^6*m11^2*m21^4*m22^6 + 774141657772416*b^8*m11^2*m21^4*
      m22^6 + 967677072215520*b^4*d^2*m11^2*m21^4*m22^6 - 
     2322424973317248*b^6*d^2*m11^2*m21^4*m22^6 - 774141657772416*b^2*d^4*
      m11^2*m21^4*m22^6 + 2322424973317248*b^4*d^4*m11^2*m21^4*m22^6 + 
     193535414443104*d^6*m11^2*m21^4*m22^6 - 774141657772416*b^2*d^6*m11^2*
      m21^4*m22^6 + 52523350144*b^3*d*m11^3*m22^7 + 
     1549438829248*b^5*d*m11^3*m22^7 + 24239526091456*b^7*d*m11^3*m22^7 + 
     75449792481856*b^9*d*m11^3*m22^7 + 52523350144*b*d^3*m11^3*m22^7 - 
     446448476224*b^3*d^3*m11^3*m22^7 - 34140177593600*b^5*d^3*m11^3*m22^7 - 
     226349377445568*b^7*d^3*m11^3*m22^7 - 1102990353024*b*d^5*m11^3*m22^7 - 
     4438223087168*b^3*d^5*m11^3*m22^7 + 226349377445568*b^5*d^5*m11^3*
      m22^7 + 14338874589312*b*d^7*m11^3*m22^7 - 75449792481856*b^3*d^7*m11^3*
      m22^7 + 1260560403456*b^5*d*m11^5*m22^7 - 23530460864512*b^7*d*m11^5*
      m22^7 - 2521120806912*b^3*d^3*m11^5*m22^7 + 70591382593536*b^5*d^3*
      m11^5*m22^7 + 1260560403456*b*d^5*m11^5*m22^7 - 
     70591382593536*b^3*d^5*m11^5*m22^7 + 23530460864512*b*d^7*m11^5*m22^7 + 
     5692218071856*b^3*d*m11*m21^2*m22^7 + 142305451796400*b^5*d*m11*m21^2*
      m22^7 - 142305451796400*b^3*d^3*m11*m21^2*m22^7 - 
     68306616862272*b^5*d*m11^3*m21^2*m22^7 - 204919850586816*b^7*d*m11^3*
      m21^2*m22^7 + 136613233724544*b^3*d^3*m11^3*m21^2*m22^7 + 
     614759551760448*b^5*d^3*m11^3*m21^2*m22^7 - 68306616862272*b*d^5*m11^3*
      m21^2*m22^7 - 614759551760448*b^3*d^5*m11^3*m21^2*m22^7 + 
     204919850586816*b*d^7*m11^3*m21^2*m22^7 - 111612119056*b^4*m11^2*m22^8 + 
     6808339262416*b^6*m11^2*m22^8 - 7254787738640*b^8*m11^2*m22^8 - 
     75449792481856*b^10*m11^2*m22^8 + 111612119056*b^2*d^2*m11^2*m22^8 - 
     1785793904896*b^4*d^2*m11^2*m22^8 + 63842132100032*b^6*d^2*m11^2*m22^8 + 
     226349377445568*b^8*d^2*m11^2*m22^8 - 111612119056*d^4*m11^2*m22^8 - 
     2120630262064*b^2*d^4*m11^2*m22^8 - 105919900984144*b^4*d^4*m11^2*
      m22^8 - 226349377445568*b^6*d^4*m11^2*m22^8 - 
     2901915095456*d^6*m11^2*m22^8 + 49332556622752*b^2*d^6*m11^2*m22^8 + 
     75449792481856*b^4*d^6*m11^2*m22^8 + 3571587809792*b^6*m11^4*m22^8 - 
     83932313530112*b^8*m11^4*m22^8 - 14286351239168*b^4*d^2*m11^4*m22^8 + 
     228581619826688*b^6*d^2*m11^4*m22^8 + 17857939048960*b^2*d^4*m11^4*
      m22^8 - 182150978299392*b^4*d^4*m11^4*m22^8 - 
     7143175619584*d^6*m11^4*m22^8 + 14286351239168*b^2*d^6*m11^4*m22^8 + 
     23215320763648*d^8*m11^4*m22^8 + 30239908506735*b^4*m21^2*m22^8 + 
     120959634026940*b^6*m21^2*m22^8 - 120959634026940*b^4*d^2*m21^2*m22^8 - 
     258047219257472*b^6*m11^2*m21^2*m22^8 + 516094438514944*b^8*m11^2*m21^2*
      m22^8 + 645118048143680*b^4*d^2*m11^2*m21^2*m22^8 - 
     1548283315544832*b^6*d^2*m11^2*m21^2*m22^8 - 516094438514944*b^2*d^4*
      m11^2*m21^2*m22^8 + 1548283315544832*b^4*d^4*m11^2*m21^2*m22^8 + 
     129023609628736*d^6*m11^2*m21^2*m22^8 - 516094438514944*b^2*d^6*m11^2*
      m21^2*m22^8 + 1423054517964*b^3*d*m11*m22^9 + 
     35576362949100*b^5*d*m11*m22^9 - 35576362949100*b^3*d^3*m11*m22^9 - 
     22768872287424*b^5*d*m11^3*m22^9 - 68306616862272*b^7*d*m11^3*m22^9 + 
     45537744574848*b^3*d^3*m11^3*m22^9 + 204919850586816*b^5*d^3*m11^3*
      m22^9 - 22768872287424*b*d^5*m11^3*m22^9 - 204919850586816*b^3*d^5*
      m11^3*m22^9 + 68306616862272*b*d^7*m11^3*m22^9 + 
     6047981701347*b^4*m22^10 + 24191926805388*b^6*m22^10 - 
     24191926805388*b^4*d^2*m22^10 - 64511804814368*b^6*m11^2*m22^10 + 
     129023609628736*b^8*m11^2*m22^10 + 161279512035920*b^4*d^2*m11^2*
      m22^10 - 387070828886208*b^6*d^2*m11^2*m22^10 - 
     129023609628736*b^2*d^4*m11^2*m22^10 + 387070828886208*b^4*d^4*m11^2*
      m22^10 + 32255902407184*d^6*m11^2*m22^10 - 129023609628736*b^2*d^6*
      m11^2*m22^10, {1, 0}}, {-3145728*b^3*d*m11^10 + 53477376*b^5*d*m11^10 - 
     53477376*b^3*d^3*m11^10 - 284098560*b^3*d*m11^8*m21^2 + 
     4091019264*b^5*d*m11^8*m21^2 - 3200843776*b^7*d*m11^8*m21^2 + 
     54414344192*b^9*d*m11^8*m21^2 - 4091019264*b^3*d^3*m11^8*m21^2 + 
     6401687552*b^5*d^3*m11^8*m21^2 - 163243032576*b^7*d^3*m11^8*m21^2 - 
     3200843776*b^3*d^5*m11^8*m21^2 + 163243032576*b^5*d^5*m11^8*m21^2 - 
     54414344192*b^3*d^7*m11^8*m21^2 - 10263060480*b^3*d*m11^6*m21^4 + 
     121104113664*b^5*d*m11^6*m21^4 - 173445722112*b^7*d*m11^6*m21^4 + 
     2196979146752*b^9*d*m11^6*m21^4 - 121104113664*b^3*d^3*m11^6*m21^4 + 
     346891444224*b^5*d^3*m11^6*m21^4 - 6590937440256*b^7*d^3*m11^6*m21^4 - 
     173445722112*b^3*d^5*m11^6*m21^4 + 6590937440256*b^5*d^5*m11^6*m21^4 - 
     2196979146752*b^3*d^7*m11^6*m21^4 - 185376529920*b^3*d*m11^4*m21^6 + 
     1705464075264*b^5*d*m11^4*m21^6 - 3132863355648*b^7*d*m11^4*m21^6 + 
     26107194630400*b^9*d*m11^4*m21^6 - 1705464075264*b^3*d^3*m11^4*m21^6 + 
     6265726711296*b^5*d^3*m11^4*m21^6 - 78321583891200*b^7*d^3*m11^4*m21^6 - 
     3132863355648*b^3*d^5*m11^4*m21^6 + 78321583891200*b^5*d^5*m11^4*m21^6 - 
     26107194630400*b^3*d^7*m11^4*m21^6 - 1674181785840*b^3*d*m11^2*m21^8 + 
     11049599786544*b^5*d*m11^2*m21^8 - 18862448120464*b^7*d*m11^2*m21^8 + 
     75449792481856*b^9*d*m11^2*m21^8 - 11049599786544*b^3*d^3*m11^2*m21^8 + 
     37724896240928*b^5*d^3*m11^2*m21^8 - 226349377445568*b^7*d^3*m11^2*
      m21^8 - 18862448120464*b^3*d^5*m11^2*m21^8 + 226349377445568*b^5*d^5*
      m11^2*m21^8 - 75449792481856*b^3*d^7*m11^2*m21^8 - 
     6047981701347*b^3*d*m21^10 + 24191926805388*b^5*d*m21^10 - 
     24191926805388*b^3*d^3*m21^10 - 17825792*b^4*m11^9*m22 - 
     579338240*b^6*m11^9*m22 + 7036731392*b^8*m11^9*m22 + 
     12727615488*b^10*m11^9*m22 + 13369344*b^2*d^2*m11^9*m22 + 
     958136320*b^4*d^2*m11^9*m22 - 17322213376*b^6*d^2*m11^9*m22 - 
     38182846464*b^8*d^2*m11^9*m22 - 8912896*d^4*m11^9*m22 - 
     490209280*b^2*d^4*m11^9*m22 + 13534232576*b^4*d^4*m11^9*m22 + 
     38182846464*b^6*d^4*m11^9*m22 + 111411200*d^6*m11^9*m22 - 
     3248750592*b^2*d^6*m11^9*m22 - 12727615488*b^4*d^6*m11^9*m22 + 
     71303168*b^6*m11^11*m22 - 2424307712*b^8*m11^11*m22 - 
     213909504*b^4*d^2*m11^11*m22 + 7272923136*b^6*d^2*m11^11*m22 + 
     213909504*b^2*d^4*m11^11*m22 - 7272923136*b^4*d^4*m11^11*m22 - 
     71303168*d^6*m11^11*m22 + 2424307712*b^2*d^6*m11^11*m22 - 
     1287913472*b^4*m11^7*m21^2*m22 - 42903617536*b^6*m11^7*m21^2*m22 + 
     472825233408*b^8*m11^7*m21^2*m22 + 633894912000*b^10*m11^7*m21^2*m22 + 
     965935104*b^2*d^2*m11^7*m21^2*m22 + 65039630336*b^4*d^2*m11^7*m21^2*
      m22 - 1215951306752*b^6*d^2*m11^7*m21^2*m22 - 
     1099073159168*b^8*d^2*m11^7*m21^2*m22 - 643956736*d^4*m11^7*m21^2*m22 - 
     31231901696*b^2*d^4*m11^7*m21^2*m22 + 1027030499328*b^4*d^4*m11^7*m21^2*
      m22 - 506149994496*b^6*d^4*m11^7*m21^2*m22 + 9095888896*d^6*m11^7*m21^2*
      m22 - 297508012032*b^2*d^6*m11^7*m21^2*m22 + 1773939818496*b^4*d^6*
      m11^7*m21^2*m22 + 13603586048*d^8*m11^7*m21^2*m22 - 
     802611576832*b^2*d^8*m11^7*m21^2*m22 + 6439567360*b^6*m11^9*m21^2*m22 - 
     185459539968*b^8*m11^9*m21^2*m22 - 19318702080*b^4*d^2*m11^9*m21^2*m22 + 
     556378619904*b^6*d^2*m11^9*m21^2*m22 + 19318702080*b^2*d^4*m11^9*m21^2*
      m22 - 556378619904*b^4*d^4*m11^9*m21^2*m22 - 6439567360*d^6*m11^9*m21^2*
      m22 + 185459539968*b^2*d^6*m11^9*m21^2*m22 - 34894405632*b^4*m11^5*
      m21^4*m22 - 1190771592192*b^6*m11^5*m21^4*m22 + 
     12092365485056*b^8*m11^5*m21^4*m22 + 14594585155584*b^10*m11^5*m21^4*
      m22 + 26170804224*b^2*d^2*m11^5*m21^4*m22 + 1648760666112*b^4*d^2*m11^5*
      m21^4*m22 - 32226437534720*b^6*d^2*m11^5*m21^4*m22 - 
     17983704302592*b^8*d^2*m11^5*m21^4*m22 - 17447202816*d^4*m11^5*m21^4*
      m22 - 732782518272*b^2*d^4*m11^5*m21^4*m22 + 28667208160256*b^4*d^4*
      m11^5*m21^4*m22 - 33616398025728*b^6*d^4*m11^5*m21^4*m22 + 
     274793444352*d^6*m11^5*m21^4*m22 - 9024565656576*b^2*d^6*m11^5*m21^4*
      m22 + 62805568336896*b^4*d^6*m11^5*m21^4*m22 + 
     491429545984*d^8*m11^5*m21^4*m22 - 25800051164160*b^2*d^8*m11^5*m21^4*
      m22 + 232629370880*b^6*m11^7*m21^4*m22 - 5490053152768*b^8*m11^7*m21^4*
      m22 - 697888112640*b^4*d^2*m11^7*m21^4*m22 + 16470159458304*b^6*d^2*
      m11^7*m21^4*m22 + 697888112640*b^2*d^4*m11^7*m21^4*m22 - 
     16470159458304*b^4*d^4*m11^7*m21^4*m22 - 232629370880*d^6*m11^7*m21^4*
      m22 + 5490053152768*b^2*d^6*m11^7*m21^4*m22 - 
     420186801152*b^4*m11^3*m21^6*m22 - 14680276365248*b^6*m11^3*m21^6*m22 + 
     139922204783616*b^8*m11^3*m21^6*m22 + 206810691192000*b^10*m11^3*m21^6*
      m22 + 315140100864*b^2*d^2*m11^3*m21^6*m22 + 18488219250688*b^4*d^2*
      m11^3*m21^6*m22 - 382369989048320*b^6*d^2*m11^3*m21^6*m22 - 
     416273811566272*b^8*d^2*m11^3*m21^6*m22 - 210093400576*d^4*m11^3*m21^6*
      m22 - 7458315720448*b^2*d^4*m11^3*m21^6*m22 + 
     349411586832960*b^4*d^4*m11^3*m21^6*m22 + 7957287546816*b^6*d^4*m11^3*
      m21^6*m22 + 3650372835008*d^6*m11^3*m21^6*m22 - 
     111402025655424*b^2*d^6*m11^3*m21^6*m22 + 405664094837184*b^4*d^6*m11^3*
      m21^6*m22 + 4438223087168*d^8*m11^3*m21^6*m22 - 
     204158262009728*b^2*d^8*m11^3*m21^6*m22 + 4201868011520*b^6*m11^5*m21^6*
      m22 - 77314371411968*b^8*m11^5*m21^6*m22 - 12605604034560*b^4*d^2*m11^5*
      m21^6*m22 + 231943114235904*b^6*d^2*m11^5*m21^6*m22 + 
     12605604034560*b^2*d^4*m11^5*m21^6*m22 - 231943114235904*b^4*d^4*m11^5*
      m21^6*m22 - 4201868011520*d^6*m11^5*m21^6*m22 + 
     77314371411968*b^2*d^6*m11^5*m21^6*m22 - 1897406023952*b^4*m11*m21^8*
      m22 - 67832265356284*b^6*m11*m21^8*m22 + 619503066820328*b^8*m11*m21^8*
      m22 + 1354747901101728*b^10*m11*m21^8*m22 + 1423054517964*b^2*d^2*m11*
      m21^8*m22 + 77319295476044*b^4*d^2*m11*m21^8*m22 - 
     1714306342640632*b^6*d^2*m11*m21^8*m22 - 4064243703305184*b^8*d^2*m11*
      m21^8*m22 - 948703011976*d^4*m11*m21^8*m22 - 27512387347304*b^2*d^4*m11*
      m21^8*m22 + 1570103484820280*b^4*d^4*m11*m21^8*m22 + 
     4064243703305184*b^6*d^4*m11*m21^8*m22 + 18025357227544*d^6*m11*m21^8*
      m22 - 475300208999976*b^2*d^6*m11*m21^8*m22 - 
     1354747901101728*b^4*d^6*m11*m21^8*m22 + 37948120479040*b^6*m11^3*m21^8*
      m22 - 500915190323328*b^8*m11^3*m21^8*m22 - 113844361437120*b^4*d^2*
      m11^3*m21^8*m22 + 1502745570969984*b^6*d^2*m11^3*m21^8*m22 + 
     113844361437120*b^2*d^4*m11^3*m21^8*m22 - 1502745570969984*b^4*d^4*m11^3*
      m21^8*m22 - 37948120479040*d^6*m11^3*m21^8*m22 + 
     500915190323328*b^2*d^6*m11^3*m21^8*m22 + 137087585230532*b^6*m11*m21^10*
      m22 - 1096700681844256*b^8*m11*m21^10*m22 - 411262755691596*b^4*d^2*m11*
      m21^10*m22 + 3290102045532768*b^6*d^2*m11*m21^10*m22 + 
     411262755691596*b^2*d^4*m11*m21^10*m22 - 3290102045532768*b^4*d^4*m11*
      m21^10*m22 - 137087585230532*d^6*m11*m21^10*m22 + 
     1096700681844256*b^2*d^6*m11*m21^10*m22 - 75759616*b^3*d*m11^8*m22^2 - 
     4943314944*b^5*d*m11^8*m22^2 + 49679368192*b^7*d*m11^8*m22^2 + 
     74528522240*b^9*d*m11^8*m22^2 + 94699520*b*d^3*m11^8*m22^2 + 
     4791795712*b^3*d^3*m11^8*m22^2 - 131556573184*b^5*d^3*m11^8*m22^2 - 
     223585566720*b^7*d^3*m11^8*m22^2 + 151519232*b*d^5*m11^8*m22^2 + 
     114075041792*b^3*d^5*m11^8*m22^2 + 223585566720*b^5*d^5*m11^8*m22^2 - 
     32197836800*b*d^7*m11^8*m22^2 - 74528522240*b^3*d^7*m11^8*m22^2 + 
     303038464*b^5*d*m11^10*m22^2 - 13030653952*b^7*d*m11^10*m22^2 - 
     606076928*b^3*d^3*m11^10*m22^2 + 39091961856*b^5*d^3*m11^10*m22^2 + 
     303038464*b*d^5*m11^10*m22^2 - 39091961856*b^3*d^5*m11^10*m22^2 + 
     13030653952*b*d^7*m11^10*m22^2 - 9236754432*b^3*d*m11^6*m21^2*m22^2 - 
     193971843072*b^5*d*m11^6*m21^2*m22^2 + 1571274559488*b^7*d*m11^6*m21^2*
      m22^2 + 9891195588608*b^9*d*m11^6*m21^2*m22^2 + 
     5131530240*b*d^3*m11^6*m21^2*m22^2 + 176866742272*b^3*d^3*m11^6*m21^2*
      m22^2 - 4455878758400*b^5*d^3*m11^6*m21^2*m22^2 - 
     27245346656256*b^7*d^3*m11^6*m21^2*m22^2 + 17105100800*b*d^5*m11^6*m21^2*
      m22^2 + 4197933838336*b^3*d^5*m11^6*m21^2*m22^2 + 
     22388866437120*b^5*d^5*m11^6*m21^2*m22^2 - 1313329639424*b*d^7*m11^6*
      m21^2*m22^2 - 2606475259904*b^3*d^7*m11^6*m21^2*m22^2 - 
     2428240109568*b*d^9*m11^6*m21^2*m22^2 + 21894529024*b^5*d*m11^8*m21^2*
      m22^2 - 585678651392*b^7*d*m11^8*m21^2*m22^2 - 
     43789058048*b^3*d^3*m11^8*m21^2*m22^2 + 1757035954176*b^5*d^3*m11^8*
      m21^2*m22^2 + 21894529024*b*d^5*m11^8*m21^2*m22^2 - 
     1757035954176*b^3*d^5*m11^8*m21^2*m22^2 + 585678651392*b*d^7*m11^8*m21^2*
      m22^2 - 352215406848*b^3*d*m11^4*m21^4*m22^2 - 
     1798152340224*b^5*d*m11^4*m21^4*m22^2 + 5005166307840*b^7*d*m11^4*m21^4*
      m22^2 + 84914809138688*b^9*d*m11^4*m21^4*m22^2 + 
     92688264960*b*d^3*m11^4*m21^4*m22^2 + 1328531797760*b^3*d^3*m11^4*m21^4*
      m22^2 - 26984643538688*b^5*d^3*m11^4*m21^4*m22^2 - 
     210884340436992*b^7*d^3*m11^4*m21^4*m22^2 + 469620542464*b*d^5*m11^4*
      m21^4*m22^2 + 38953788153856*b^3*d^5*m11^4*m21^4*m22^2 + 
     123164166478848*b^5*d^5*m11^4*m21^4*m22^2 - 16974310923008*b*d^7*m11^4*
      m21^4*m22^2 + 46665451798528*b^3*d^7*m11^4*m21^4*m22^2 - 
     43860086979072*b*d^9*m11^4*m21^4*m22^2 + 593204895744*b^5*d*m11^6*m21^4*
      m22^2 - 6228651405312*b^7*d*m11^6*m21^4*m22^2 - 
     1186409791488*b^3*d^3*m11^6*m21^4*m22^2 + 18685954215936*b^5*d^3*m11^6*
      m21^4*m22^2 + 593204895744*b*d^5*m11^6*m21^4*m22^2 - 
     18685954215936*b^3*d^5*m11^6*m21^4*m22^2 + 6228651405312*b*d^7*m11^6*
      m21^4*m22^2 - 5468993833744*b^3*d*m11^2*m21^6*m22^2 + 
     8370908929200*b^5*d*m11^2*m21^6*m22^2 - 129470058104960*b^7*d*m11^2*
      m21^6*m22^2 - 763650118581152*b^9*d*m11^2*m21^6*m22^2 + 
     558060595280*b*d^3*m11^2*m21^6*m22^2 - 12165720977104*b^3*d^3*m11^2*
      m21^6*m22^2 + 191079947823872*b^5*d^3*m11^2*m21^6*m22^2 + 
     2290950355743456*b^7*d^3*m11^2*m21^6*m22^2 + 3794812047904*b*d^5*m11^2*
      m21^6*m22^2 + 6250278667136*b^3*d^5*m11^2*m21^6*m22^2 - 
     2290950355743456*b^5*d^5*m11^2*m21^6*m22^2 - 67860168386048*b*d^7*m11^2*
      m21^6*m22^2 + 763650118581152*b^3*d^7*m11^2*m21^6*m22^2 + 
     7143175619584*b^5*d*m11^4*m21^6*m22^2 + 41073259812608*b^7*d*m11^4*m21^6*
      m22^2 - 14286351239168*b^3*d^3*m11^4*m21^6*m22^2 - 
     123219779437824*b^5*d^3*m11^4*m21^6*m22^2 + 7143175619584*b*d^5*m11^4*
      m21^6*m22^2 + 123219779437824*b^3*d^5*m11^4*m21^6*m22^2 - 
     41073259812608*b*d^7*m11^4*m21^6*m22^2 - 30239908506735*b^3*d*m21^8*
      m22^2 + 120959634026940*b^5*d*m21^8*m22^2 - 120959634026940*b^3*d^3*
      m21^8*m22^2 + 32255902407184*b^5*d*m11^2*m21^8*m22^2 + 
     709629852958048*b^7*d*m11^2*m21^8*m22^2 - 64511804814368*b^3*d^3*m11^2*
      m21^8*m22^2 - 2128889558874144*b^5*d^3*m11^2*m21^8*m22^2 + 
     32255902407184*b*d^5*m11^2*m21^8*m22^2 + 2128889558874144*b^3*d^5*m11^2*
      m21^8*m22^2 - 709629852958048*b*d^7*m11^2*m21^8*m22^2 + 
     482967552*b^4*m11^7*m22^3 + 9900834816*b^6*m11^7*m22^3 - 
     58922041344*b^8*m11^7*m22^3 + 144004825088*b^10*m11^7*m22^3 - 
     1126924288*b^2*d^2*m11^7*m22^3 - 21089583104*b^4*d^2*m11^7*m22^3 + 
     147949060096*b^6*d^2*m11^7*m22^3 + 226189803520*b^8*d^2*m11^7*m22^3 + 
     321978368*d^4*m11^7*m22^3 + 23665410048*b^2*d^4*m11^7*m22^3 - 
     229007114240*b^4*d^4*m11^7*m22^3 - 1542598361088*b^6*d^4*m11^7*m22^3 - 
     12476661760*d^6*m11^7*m22^3 + 249855213568*b^2*d^6*m11^7*m22^3 + 
     1830608011264*b^4*d^6*m11^7*m22^3 - 109875118080*d^8*m11^7*m22^3 - 
     658204278784*b^2*d^8*m11^7*m22^3 + 1287913472*b^6*m11^9*m22^3 + 
     27046182912*b^8*m11^9*m22^3 - 92729769984*b^6*d^2*m11^9*m22^3 - 
     3863740416*b^2*d^4*m11^9*m22^3 + 115912212480*b^4*d^4*m11^9*m22^3 + 
     2575826944*d^6*m11^9*m22^3 - 61819846656*b^2*d^6*m11^9*m22^3 + 
     11591221248*d^8*m11^9*m22^3 - 5815734272*b^4*m11^5*m21^2*m22^3 - 
     549586888704*b^6*m11^5*m21^2*m22^3 - 2660698429440*b^8*m11^5*m21^2*
      m22^3 - 20640040931328*b^10*m11^5*m21^2*m22^3 - 
     23262937088*b^2*d^2*m11^5*m21^2*m22^3 + 488521678848*b^4*d^2*m11^5*m21^2*
      m22^3 + 3152127975424*b^6*d^2*m11^5*m21^2*m22^3 + 
     113520225122304*b^8*d^2*m11^5*m21^2*m22^3 + 366391259136*b^2*d^4*m11^5*
      m21^2*m22^3 + 2169268883456*b^4*d^4*m11^5*m21^2*m22^3 - 
     216720429778944*b^6*d^4*m11^5*m21^2*m22^3 - 305326049280*d^6*m11^5*m21^2*
      m22^3 - 3152127975424*b^2*d^6*m11^5*m21^2*m22^3 + 
     175440347916288*b^4*d^6*m11^5*m21^2*m22^3 + 491429545984*d^8*m11^5*m21^2*
      m22^3 - 51600102328320*b^2*d^8*m11^5*m21^2*m22^3 + 
     186103496704*b^6*m11^7*m21^2*m22^3 - 1279461539840*b^8*m11^7*m21^2*
      m22^3 - 348944056320*b^4*d^2*m11^7*m21^2*m22^3 + 
     4117539864576*b^6*d^2*m11^7*m21^2*m22^3 + 139577622528*b^2*d^4*m11^7*
      m21^2*m22^3 - 4675850354688*b^4*d^4*m11^7*m21^2*m22^3 + 
     23262937088*d^6*m11^7*m21^2*m22^3 + 2116927275008*b^2*d^6*m11^7*m21^2*
      m22^3 - 279155245056*d^8*m11^7*m21^2*m22^3 - 682803551872*b^4*m11^3*
      m21^4*m22^3 - 28178777352256*b^6*m11^3*m21^4*m22^3 + 
     117232117521408*b^8*m11^3*m21^4*m22^3 + 66625869657664*b^10*m11^3*m21^4*
      m22^3 + 262616750720*b^2*d^2*m11^3*m21^4*m22^3 + 
     32827093840000*b^4*d^2*m11^3*m21^4*m22^3 - 415354652938752*b^6*d^2*m11^3*
      m21^4*m22^3 + 86899882813248*b^8*d^2*m11^3*m21^4*m22^3 - 
     315140100864*d^4*m11^3*m21^4*m22^3 - 7195698969728*b^2*d^4*m11^3*m21^4*
      m22^3 + 523736585960896*b^4*d^4*m11^3*m21^4*m22^3 - 
     660454866385728*b^6*d^4*m11^3*m21^4*m22^3 + 2547382481984*d^6*m11^3*
      m21^4*m22^3 - 270337683191168*b^2*d^6*m11^3*m21^4*m22^3 + 
     793706605701056*b^4*d^6*m11^3*m21^4*m22^3 + 44723632647616*d^8*m11^3*
      m21^4*m22^3 - 286777491786240*b^2*d^8*m11^3*m21^4*m22^3 + 
     7563362420736*b^6*m11^5*m21^4*m22^3 - 89499788645376*b^8*m11^5*m21^4*
      m22^3 - 18908406051840*b^4*d^2*m11^5*m21^4*m22^3 + 
     289928892794880*b^6*d^2*m11^5*m21^4*m22^3 + 15126724841472*b^2*d^4*m11^5*
      m21^4*m22^3 - 332787946512384*b^4*d^4*m11^5*m21^4*m22^3 - 
     3781681210368*d^6*m11^5*m21^4*m22^3 + 153788369221632*b^2*d^6*m11^5*
      m21^4*m22^3 - 21429526858752*d^8*m11^5*m21^4*m22^3 - 
     7589624095808*b^4*m11*m21^6*m22^3 - 271329061425136*b^6*m11*m21^6*
      m22^3 + 2478012267281312*b^8*m11*m21^6*m22^3 + 
     5418991604406912*b^10*m11*m21^6*m22^3 + 5692218071856*b^2*d^2*m11*m21^6*
      m22^3 + 309277181904176*b^4*d^2*m11*m21^6*m22^3 - 
     6857225370562528*b^6*d^2*m11*m21^6*m22^3 - 16256974813220736*b^8*d^2*m11*
      m21^6*m22^3 - 3794812047904*d^4*m11*m21^6*m22^3 - 
     110049549389216*b^2*d^4*m11*m21^6*m22^3 + 6280413939281120*b^4*d^4*m11*
      m21^6*m22^3 + 16256974813220736*b^6*d^4*m11*m21^6*m22^3 + 
     72101428910176*d^6*m11*m21^6*m22^3 - 1901200835999904*b^2*d^6*m11*m21^6*
      m22^3 - 5418991604406912*b^4*d^6*m11*m21^6*m22^3 + 
     121433985532928*b^6*m11^3*m21^6*m22^3 - 1343363464958016*b^8*m11^3*m21^6*
      m22^3 - 341533084311360*b^4*d^2*m11^3*m21^6*m22^3 + 
     4257779117748288*b^6*d^2*m11^3*m21^6*m22^3 + 318764212023936*b^2*d^4*
      m11^3*m21^6*m22^3 - 4713156563496768*b^4*d^4*m11^3*m21^6*m22^3 - 
     98665113245504*d^6*m11^3*m21^6*m22^3 + 2026429633580736*b^2*d^6*m11^3*
      m21^6*m22^3 - 227688722874240*d^8*m11^3*m21^6*m22^3 + 
     685437926152660*b^6*m11*m21^8*m22^3 - 5483503409221280*b^8*m11*m21^8*
      m22^3 - 2056313778457980*b^4*d^2*m11*m21^8*m22^3 + 
     16450510227663840*b^6*d^2*m11*m21^8*m22^3 + 2056313778457980*b^2*d^4*m11*
      m21^8*m22^3 - 16450510227663840*b^4*d^4*m11*m21^8*m22^3 - 
     685437926152660*d^6*m11*m21^8*m22^3 + 5483503409221280*b^2*d^6*m11*m21^8*
      m22^3 + 2394714112*b^3*d*m11^6*m22^4 + 129656664064*b^5*d*m11^6*m22^4 + 
     236734595072*b^7*d*m11^6*m22^4 + 3786043011072*b^9*d*m11^6*m22^4 - 
     1710510080*b*d^3*m11^6*m22^4 - 135814500352*b^3*d^3*m11^6*m22^4 - 
     883649507328*b^5*d^3*m11^6*m22^4 - 8929888923648*b^7*d^3*m11^6*m22^4 + 
     6157836288*b*d^5*m11^6*m22^4 + 1057095229440*b^3*d^5*m11^6*m22^4 + 
     4073408704512*b^5*d^5*m11^6*m22^4 - 410180317184*b*d^7*m11^6*m22^4 + 
     3498677317632*b^3*d^7*m11^6*m22^4 - 2428240109568*b*d^9*m11^6*m22^4 + 
     10947264512*b^5*d*m11^8*m22^4 - 328417935360*b^7*d*m11^8*m22^4 - 
     21894529024*b^3*d^3*m11^8*m22^4 + 985253806080*b^5*d^3*m11^8*m22^4 + 
     10947264512*b*d^5*m11^8*m22^4 - 985253806080*b^3*d^5*m11^8*m22^4 + 
     328417935360*b*d^7*m11^8*m22^4 - 123584353280*b^3*d*m11^4*m21^2*m22^4 - 
     3250268491264*b^5*d*m11^4*m21^2*m22^4 - 14576774469376*b^7*d*m11^4*m21^2*
      m22^4 + 20916651792640*b^9*d*m11^4*m21^2*m22^4 + 
     61792176640*b*d^3*m11^4*m21^2*m22^4 + 3151401008640*b^3*d^3*m11^4*m21^2*
      m22^4 + 31761178792960*b^5*d^3*m11^4*m21^2*m22^4 + 
     24970218580224*b^7*d^3*m11^4*m21^2*m22^4 + 98867482624*b*d^5*m11^4*m21^2*
      m22^4 - 19792034177792*b^3*d^5*m11^4*m21^2*m22^4 - 
     200410566496512*b^5*d^5*m11^4*m21^2*m22^4 + 2607629854208*b*d^7*m11^4*
      m21^2*m22^4 + 242243870081792*b^3*d^7*m11^4*m21^2*m22^4 - 
     87720173958144*b*d^9*m11^4*m21^2*m22^4 + 790939860992*b^5*d*m11^6*m21^2*
      m22^4 - 8304868540416*b^7*d*m11^6*m21^2*m22^4 - 
     1581879721984*b^3*d^3*m11^6*m21^2*m22^4 + 24914605621248*b^5*d^3*m11^6*
      m21^2*m22^4 + 790939860992*b*d^5*m11^6*m21^2*m22^4 - 
     24914605621248*b^3*d^5*m11^6*m21^2*m22^4 + 8304868540416*b*d^7*m11^6*
      m21^2*m22^4 - 6361890786192*b^3*d*m11^2*m21^4*m22^4 - 
     41184871931664*b^5*d*m11^2*m21^4*m22^4 - 275235485592096*b^7*d*m11^2*
      m21^4*m22^4 - 2743649110634592*b^9*d*m11^2*m21^4*m22^4 + 
     1674181785840*b*d^3*m11^2*m21^4*m22^4 + 29800435787952*b^3*d^3*m11^2*
      m21^4*m22^4 + 346890466026048*b^5*d^3*m11^2*m21^4*m22^4 + 
     8230947331903776*b^7*d^3*m11^2*m21^4*m22^4 + 11384436143712*b*d^5*m11^2*
      m21^4*m22^4 + 131925524724192*b^3*d^5*m11^2*m21^4*m22^4 - 
     8230947331903776*b^5*d^5*m11^2*m21^4*m22^4 - 203580505158144*b*d^7*m11^2*
      m21^4*m22^4 + 2743649110634592*b^3*d^7*m11^2*m21^4*m22^4 + 
     17857939048960*b^5*d*m11^4*m21^4*m22^4 + 114290809913344*b^7*d*m11^4*
      m21^4*m22^4 - 35715878097920*b^3*d^3*m11^4*m21^4*m22^4 - 
     342872429740032*b^5*d^3*m11^4*m21^4*m22^4 + 17857939048960*b*d^5*m11^4*
      m21^4*m22^4 + 342872429740032*b^3*d^5*m11^4*m21^4*m22^4 - 
     114290809913344*b*d^7*m11^4*m21^4*m22^4 - 60479817013470*b^3*d*m21^6*
      m22^4 + 241919268053880*b^5*d*m21^6*m22^4 - 241919268053880*b^3*d^3*
      m21^6*m22^4 + 129023609628736*b^5*d*m11^2*m21^6*m22^4 + 
     2838519411832192*b^7*d*m11^2*m21^6*m22^4 - 258047219257472*b^3*d^3*m11^2*
      m21^6*m22^4 - 8515558235496576*b^5*d^3*m11^2*m21^6*m22^4 + 
     129023609628736*b*d^5*m11^2*m21^6*m22^4 + 8515558235496576*b^3*d^5*m11^2*
      m21^6*m22^4 - 2838519411832192*b*d^7*m11^2*m21^6*m22^4 - 
     5815734272*b^4*m11^5*m22^5 + 152663024640*b^6*m11^5*m22^5 + 
     5381008135168*b^8*m11^5*m22^5 - 2015151925248*b^10*m11^5*m22^5 + 
     31986538496*b^2*d^2*m11^5*m22^5 + 61065209856*b^4*d^2*m11^5*m22^5 - 
     11600935939072*b^6*d^2*m11^5*m22^5 + 31845506939904*b^8*d^2*m11^5*
      m22^5 - 5815734272*d^4*m11^5*m22^5 - 610652098560*b^2*d^4*m11^5*m22^5 + 
     7058847472640*b^4*d^4*m11^5*m22^5 - 83445609268224*b^6*d^4*m11^5*m22^5 + 
     396923864064*d^6*m11^5*m22^5 - 838919668736*b^2*d^6*m11^5*m22^5 + 
     79415305417728*b^4*d^6*m11^5*m22^5 - 25800051164160*b^2*d^8*m11^5*
      m22^5 - 46525874176*b^6*m11^7*m22^5 - 1512090910720*b^8*m11^7*m22^5 + 
     69788811264*b^4*d^2*m11^7*m22^5 + 3838384619520*b^6*d^2*m11^7*m22^5 - 
     2442608394240*b^4*d^4*m11^7*m22^5 - 23262937088*d^6*m11^7*m22^5 - 
     581573427200*b^2*d^6*m11^7*m22^5 + 697888112640*d^8*m11^7*m22^5 - 
     105046700288*b^4*m11^3*m21^2*m22^5 - 12316725608768*b^6*m11^3*m21^2*
      m22^5 - 185302379308032*b^8*m11^3*m21^2*m22^5 - 
     487180334260672*b^10*m11^3*m21^2*m22^5 - 420186801152*b^2*d^2*m11^3*
      m21^2*m22^5 + 10189529927936*b^4*d^2*m11^3*m21^2*m22^5 + 
     316400661267456*b^6*d^2*m11^3*m21^2*m22^5 + 1422621200325312*b^8*d^2*
      m11^3*m21^2*m22^5 + 7983549221888*b^2*d^4*m11^3*m21^2*m22^5 - 
     761588577088*b^4*d^4*m11^3*m21^2*m22^5 - 1344781595411904*b^6*d^4*m11^3*
      m21^2*m22^5 - 5856353541056*d^6*m11^3*m21^2*m22^5 - 
     206469289416064*b^2*d^6*m11^3*m21^2*m22^5 + 370420926890560*b^4*d^6*
      m11^3*m21^2*m22^5 + 76132596033728*d^8*m11^3*m21^2*m22^5 + 
     38919802456704*b^2*d^8*m11^3*m21^2*m22^5 + 2521120806912*b^6*m11^5*m21^2*
      m22^5 + 15126724841472*b^8*m11^5*m21^2*m22^5 - 
     5042241613824*b^4*d^2*m11^5*m21^2*m22^5 - 20168966455296*b^6*d^2*m11^5*
      m21^2*m22^5 + 2521120806912*b^2*d^4*m11^5*m21^2*m22^5 - 
     30253449682944*b^4*d^4*m11^5*m21^2*m22^5 + 60506899365888*b^2*d^6*m11^5*
      m21^2*m22^5 - 25211208069120*d^8*m11^5*m21^2*m22^5 - 
     11384436143712*b^4*m11*m21^4*m22^5 - 406993592137704*b^6*m11*m21^4*
      m22^5 + 3717018400921968*b^8*m11*m21^4*m22^5 + 
     8128487406610368*b^10*m11*m21^4*m22^5 + 8538327107784*b^2*d^2*m11*m21^4*
      m22^5 + 463915772856264*b^4*d^2*m11*m21^4*m22^5 - 
     10285838055843792*b^6*d^2*m11*m21^4*m22^5 - 24385462219831104*b^8*d^2*
      m11*m21^4*m22^5 - 5692218071856*d^4*m11*m21^4*m22^5 - 
     165074324083824*b^2*d^4*m11*m21^4*m22^5 + 9420620908921680*b^4*d^4*m11*
      m21^4*m22^5 + 24385462219831104*b^6*d^4*m11*m21^4*m22^5 + 
     108152143365264*d^6*m11*m21^4*m22^5 - 2851801253999856*b^2*d^6*m11*m21^4*
      m22^5 - 8128487406610368*b^4*d^6*m11*m21^4*m22^5 + 
     136613233724544*b^6*m11^3*m21^4*m22^5 - 1024599252934080*b^8*m11^3*m21^4*
      m22^5 - 341533084311360*b^4*d^2*m11^3*m21^4*m22^5 + 
     3756863927424960*b^6*d^2*m11^3*m21^4*m22^5 + 273226467449088*b^2*d^4*
      m11^3*m21^4*m22^5 - 5122996264670400*b^4*d^4*m11^3*m21^4*m22^5 - 
     68306616862272*d^6*m11^3*m21^4*m22^5 + 3073797758802240*b^2*d^6*m11^3*
      m21^4*m22^5 - 683066168622720*d^8*m11^3*m21^4*m22^5 + 
     1370875852305320*b^6*m11*m21^6*m22^5 - 10967006818442560*b^8*m11*m21^6*
      m22^5 - 4112627556915960*b^4*d^2*m11*m21^6*m22^5 + 
     32901020455327680*b^6*d^2*m11*m21^6*m22^5 + 4112627556915960*b^2*d^4*m11*
      m21^6*m22^5 - 32901020455327680*b^4*d^4*m11*m21^6*m22^5 - 
     1370875852305320*d^6*m11*m21^6*m22^5 + 10967006818442560*b^2*d^6*m11*
      m21^6*m22^5 + 43254523648*b^3*d*m11^4*m22^6 + 
     253347924224*b^5*d*m11^4*m22^6 - 22714804132864*b^7*d*m11^4*m22^6 - 
     37890962715648*b^9*d*m11^4*m22^6 - 30896088320*b*d^3*m11^4*m22^6 + 
     117405135616*b^3*d^3*m11^4*m22^6 + 65011549042944*b^5*d^3*m11^4*m22^6 + 
     157532975126016*b^7*d^3*m11^4*m22^6 - 370753059840*b*d^5*m11^4*m22^6 - 
     61878685687296*b^3*d^5*m11^4*m22^6 - 245253149084160*b^5*d^5*m11^4*
      m22^6 + 19581940777216*b*d^7*m11^4*m22^6 + 169471223652864*b^3*d^7*
      m11^4*m22^6 - 43860086979072*b*d^9*m11^4*m22^6 - 
     593204895744*b^5*d*m11^6*m22^6 + 6228651405312*b^7*d*m11^6*m22^6 + 
     1186409791488*b^3*d^3*m11^6*m22^6 - 18685954215936*b^5*d^3*m11^6*m22^6 - 
     593204895744*b*d^5*m11^6*m22^6 + 18685954215936*b^3*d^5*m11^6*m22^6 - 
     6228651405312*b*d^7*m11^6*m22^6 - 3013527214512*b^3*d*m11^2*m21^2*
      m22^6 - 63284071504752*b^5*d*m11^2*m21^2*m22^6 - 
     237510589351168*b^7*d*m11^2*m21^2*m22^6 - 2894548695598304*b^9*d*m11^2*
      m21^2*m22^6 + 1674181785840*b*d^3*m11^2*m21^2*m22^6 + 
     51899635361040*b^3*d^3*m11^2*m21^2*m22^6 + 271440673544192*b^5*d^3*m11^2*
      m21^2*m22^6 + 8683646086794912*b^7*d^3*m11^2*m21^2*m22^6 + 
     11384436143712*b*d^5*m11^2*m21^2*m22^6 + 169650420965120*b^3*d^5*m11^2*
      m21^2*m22^6 - 8683646086794912*b^5*d^5*m11^2*m21^2*m22^6 - 
     203580505158144*b*d^7*m11^2*m21^2*m22^6 + 2894548695598304*b^3*d^7*m11^2*
      m21^2*m22^6 + 14286351239168*b^5*d*m11^4*m21^2*m22^6 + 
     105361840388864*b^7*d*m11^4*m21^2*m22^6 - 28572702478336*b^3*d^3*m11^4*
      m21^2*m22^6 - 316085521166592*b^5*d^3*m11^4*m21^2*m22^6 + 
     14286351239168*b*d^5*m11^4*m21^2*m22^6 + 316085521166592*b^3*d^5*m11^4*
      m21^2*m22^6 - 105361840388864*b*d^7*m11^4*m21^2*m22^6 - 
     60479817013470*b^3*d*m21^4*m22^6 + 241919268053880*b^5*d*m21^4*m22^6 - 
     241919268053880*b^3*d^3*m21^4*m22^6 + 193535414443104*b^5*d*m11^2*m21^4*
      m22^6 + 4257779117748288*b^7*d*m11^2*m21^4*m22^6 - 
     387070828886208*b^3*d^3*m11^2*m21^4*m22^6 - 12773337353244864*b^5*d^3*
      m11^2*m21^4*m22^6 + 193535414443104*b*d^5*m11^2*m21^4*m22^6 + 
     12773337353244864*b^3*d^5*m11^2*m21^4*m22^6 - 4257779117748288*b*d^7*
      m11^2*m21^4*m22^6 + 157570050432*b^4*m11^3*m22^7 + 
     1181775378240*b^6*m11^3*m22^7 - 162612292045824*b^8*m11^3*m22^7 - 
     346995512726336*b^10*m11^3*m22^7 - 367663451008*b^2*d^2*m11^3*m22^7 - 
     4149344661376*b^4*d^2*m11^3*m22^7 + 349385325157888*b^6*d^2*m11^3*
      m22^7 + 919447505945792*b^8*d^2*m11^3*m22^7 + 
     105046700288*d^4*m11^3*m22^7 + 7720932471168*b^2*d^4*m11^3*m22^7 - 
     175086587705024*b^4*d^4*m11^3*m22^7 - 676369441479360*b^6*d^4*m11^3*
      m22^7 - 4753363188032*d^6*m11^3*m22^7 - 47533631880320*b^2*d^6*m11^3*
      m22^7 - 17621583973312*b^4*d^6*m11^3*m22^7 + 35847186473280*d^8*m11^3*
      m22^7 + 121539032233216*b^2*d^8*m11^3*m22^7 - 
     840373602304*b^6*m11^5*m22^7 + 27312142074880*b^8*m11^5*m22^7 + 
     1260560403456*b^4*d^2*m11^5*m22^7 - 78154745014272*b^6*d^2*m11^5*m22^7 + 
     70591382593536*b^4*d^4*m11^5*m22^7 - 420186801152*d^6*m11^5*m22^7 - 
     15967098443776*b^2*d^6*m11^5*m22^7 - 3781681210368*d^8*m11^5*m22^7 - 
     7589624095808*b^4*m11*m21^2*m22^7 - 271329061425136*b^6*m11*m21^2*
      m22^7 + 2478012267281312*b^8*m11*m21^2*m22^7 + 
     5418991604406912*b^10*m11*m21^2*m22^7 + 5692218071856*b^2*d^2*m11*m21^2*
      m22^7 + 309277181904176*b^4*d^2*m11*m21^2*m22^7 - 
     6857225370562528*b^6*d^2*m11*m21^2*m22^7 - 16256974813220736*b^8*d^2*m11*
      m21^2*m22^7 - 3794812047904*d^4*m11*m21^2*m22^7 - 
     110049549389216*b^2*d^4*m11*m21^2*m22^7 + 6280413939281120*b^4*d^4*m11*
      m21^2*m22^7 + 16256974813220736*b^6*d^4*m11*m21^2*m22^7 + 
     72101428910176*d^6*m11*m21^2*m22^7 - 1901200835999904*b^2*d^6*m11*m21^2*
      m22^7 - 5418991604406912*b^4*d^6*m11*m21^2*m22^7 + 
     60716992766464*b^6*m11^3*m21^2*m22^7 - 22768872287424*b^8*m11^3*m21^2*
      m22^7 - 113844361437120*b^4*d^2*m11^3*m21^2*m22^7 + 
     751372785484992*b^6*d^2*m11^3*m21^2*m22^7 + 45537744574848*b^2*d^4*m11^3*
      m21^2*m22^7 - 2117505122730432*b^4*d^4*m11^3*m21^2*m22^7 + 
     7589624095808*d^6*m11^3*m21^2*m22^7 + 2071967378155584*b^2*d^6*m11^3*
      m21^2*m22^7 - 683066168622720*d^8*m11^3*m21^2*m22^7 + 
     1370875852305320*b^6*m11*m21^4*m22^7 - 10967006818442560*b^8*m11*m21^4*
      m22^7 - 4112627556915960*b^4*d^2*m11*m21^4*m22^7 + 
     32901020455327680*b^6*d^2*m11*m21^4*m22^7 + 4112627556915960*b^2*d^4*m11*
      m21^4*m22^7 - 32901020455327680*b^4*d^4*m11*m21^4*m22^7 - 
     1370875852305320*d^6*m11*m21^4*m22^7 + 10967006818442560*b^2*d^6*m11*
      m21^4*m22^7 - 446448476224*b^3*d*m11^2*m22^8 - 
     24777890430432*b^5*d*m11^2*m22^8 - 72882713743568*b^7*d*m11^2*m22^8 - 
     989999496026720*b^9*d*m11^2*m22^8 + 558060595280*b*d^3*m11^2*m22^8 + 
     20983078382528*b^3*d^3*m11^2*m22^8 + 77905259101088*b^5*d^3*m11^2*
      m22^8 + 2969998488080160*b^7*d^3*m11^2*m22^8 + 
     3794812047904*b*d^5*m11^2*m22^8 + 62837623028528*b^3*d^5*m11^2*m22^8 - 
     2969998488080160*b^5*d^5*m11^2*m22^8 - 67860168386048*b*d^7*m11^2*
      m22^8 + 989999496026720*b^3*d^7*m11^2*m22^8 + 
     3571587809792*b^5*d*m11^4*m22^8 + 32144290288128*b^7*d*m11^4*m22^8 - 
     7143175619584*b^3*d^3*m11^4*m22^8 - 96432870864384*b^5*d^3*m11^4*m22^8 + 
     3571587809792*b*d^5*m11^4*m22^8 + 96432870864384*b^3*d^5*m11^4*m22^8 - 
     32144290288128*b*d^7*m11^4*m22^8 - 30239908506735*b^3*d*m21^2*m22^8 + 
     120959634026940*b^5*d*m21^2*m22^8 - 120959634026940*b^3*d^3*m21^2*
      m22^8 + 129023609628736*b^5*d*m11^2*m21^2*m22^8 + 
     2838519411832192*b^7*d*m11^2*m21^2*m22^8 - 258047219257472*b^3*d^3*m11^2*
      m21^2*m22^8 - 8515558235496576*b^5*d^3*m11^2*m21^2*m22^8 + 
     129023609628736*b*d^5*m11^2*m21^2*m22^8 + 8515558235496576*b^3*d^5*m11^2*
      m21^2*m22^8 - 2838519411832192*b*d^7*m11^2*m21^2*m22^8 - 
     1897406023952*b^4*m11*m22^9 - 67832265356284*b^6*m11*m22^9 + 
     619503066820328*b^8*m11*m22^9 + 1354747901101728*b^10*m11*m22^9 + 
     1423054517964*b^2*d^2*m11*m22^9 + 77319295476044*b^4*d^2*m11*m22^9 - 
     1714306342640632*b^6*d^2*m11*m22^9 - 4064243703305184*b^8*d^2*m11*
      m22^9 - 948703011976*d^4*m11*m22^9 - 27512387347304*b^2*d^4*m11*m22^9 + 
     1570103484820280*b^4*d^4*m11*m22^9 + 4064243703305184*b^6*d^4*m11*
      m22^9 + 18025357227544*d^6*m11*m22^9 - 475300208999976*b^2*d^6*m11*
      m22^9 - 1354747901101728*b^4*d^6*m11*m22^9 + 7589624095808*b^6*m11^3*
      m22^9 + 159382106011968*b^8*m11^3*m22^9 - 250457595161664*b^6*d^2*m11^3*
      m22^9 - 22768872287424*b^2*d^4*m11^3*m22^9 - 204919850586816*b^4*d^4*
      m11^3*m22^9 + 15179248191616*d^6*m11^3*m22^9 + 
     523684062610752*b^2*d^6*m11^3*m22^9 - 227688722874240*d^8*m11^3*m22^9 + 
     685437926152660*b^6*m11*m21^2*m22^9 - 5483503409221280*b^8*m11*m21^2*
      m22^9 - 2056313778457980*b^4*d^2*m11*m21^2*m22^9 + 
     16450510227663840*b^6*d^2*m11*m21^2*m22^9 + 2056313778457980*b^2*d^4*m11*
      m21^2*m22^9 - 16450510227663840*b^4*d^4*m11*m21^2*m22^9 - 
     685437926152660*d^6*m11*m21^2*m22^9 + 5483503409221280*b^2*d^6*m11*m21^2*
      m22^9 - 6047981701347*b^3*d*m22^10 + 24191926805388*b^5*d*m22^10 - 
     24191926805388*b^3*d^3*m22^10 + 32255902407184*b^5*d*m11^2*m22^10 + 
     709629852958048*b^7*d*m11^2*m22^10 - 64511804814368*b^3*d^3*m11^2*
      m22^10 - 2128889558874144*b^5*d^3*m11^2*m22^10 + 
     32255902407184*b*d^5*m11^2*m22^10 + 2128889558874144*b^3*d^5*m11^2*
      m22^10 - 709629852958048*b*d^7*m11^2*m22^10 + 
     137087585230532*b^6*m11*m22^11 - 1096700681844256*b^8*m11*m22^11 - 
     411262755691596*b^4*d^2*m11*m22^11 + 3290102045532768*b^6*d^2*m11*
      m22^11 + 411262755691596*b^2*d^4*m11*m22^11 - 
     3290102045532768*b^4*d^4*m11*m22^11 - 137087585230532*d^6*m11*m22^11 + 
     1096700681844256*b^2*d^6*m11*m22^11, {0, 1}}, 
   {909115392*b^6*d*m11^10 - 909115392*b^4*d^3*m11^10 + 
     66592702464*b^6*d*m11^8*m21^2 + 925043851264*b^10*d*m11^8*m21^2 - 
     66592702464*b^4*d^3*m11^8*m21^2 - 2775131553792*b^8*d^3*m11^8*m21^2 + 
     2775131553792*b^6*d^5*m11^8*m21^2 - 925043851264*b^4*d^7*m11^8*m21^2 + 
     1845298274304*b^6*d*m11^6*m21^4 + 34342252978176*b^10*d*m11^6*m21^4 - 
     1845298274304*b^4*d^3*m11^6*m21^4 - 103026758934528*b^8*d^3*m11^6*
      m21^4 + 103026758934528*b^6*d^5*m11^6*m21^4 - 
     34342252978176*b^4*d^7*m11^6*m21^4 + 23209141545984*b^6*d*m11^4*m21^6 + 
     335216379054336*b^10*d*m11^4*m21^6 - 23209141545984*b^4*d^3*m11^4*
      m21^6 - 1005649137163008*b^8*d^3*m11^4*m21^6 + 
     1005649137163008*b^6*d^5*m11^4*m21^6 - 335216379054336*b^4*d^7*m11^4*
      m21^6 + 118197234080304*b^6*d*m11^2*m21^8 + 301799169927424*b^10*d*
      m11^2*m21^8 - 118197234080304*b^4*d^3*m11^2*m21^8 - 
     905397509782272*b^8*d^3*m11^2*m21^8 + 905397509782272*b^6*d^5*m11^2*
      m21^8 - 301799169927424*b^4*d^7*m11^2*m21^8 + 
     96767707221552*b^6*d*m21^10 - 96767707221552*b^4*d^3*m21^10 - 
     561512448*b^5*m11^9*m22 + 378798080*b^7*m11^9*m22 + 
     24243077120*b^9*m11^9*m22 + 20606615552*b^11*m11^9*m22 + 
     561512448*b^3*d^2*m11^9*m22 + 3863740416*b^5*d^2*m11^9*m22 - 
     62425923584*b^7*d^2*m11^9*m22 - 61819846656*b^9*d^2*m11^9*m22 - 
     4242538496*b^3*d^4*m11^9*m22 + 52122615808*b^5*d^4*m11^9*m22 + 
     61819846656*b^7*d^4*m11^9*m22 - 13939769344*b^3*d^6*m11^9*m22 - 
     20606615552*b^5*d^6*m11^9*m22 - 20606615552*b^9*m11^11*m22 + 
     61819846656*b^7*d^2*m11^11*m22 - 61819846656*b^5*d^4*m11^11*m22 + 
     20606615552*b^3*d^6*m11^11*m22 - 40569274368*b^5*m11^7*m21^2*m22 + 
     5393137664*b^7*m11^7*m21^2*m22 + 1394729795584*b^9*m11^7*m21^2*m22 + 
     563784122368*b^11*m11^7*m21^2*m22 + 40569274368*b^3*d^2*m11^7*m21^2*
      m22 + 213230174208*b^5*d^2*m11^7*m21^2*m22 - 3010739224576*b^7*d^2*
      m11^7*m21^2*m22 + 7314221596672*b^9*d^2*m11^7*m21^2*m22 - 
     218623311872*b^3*d^4*m11^7*m21^2*m22 + 1837289062400*b^5*d^4*m11^7*m21^2*
      m22 - 25325369524224*b^7*d^4*m11^7*m21^2*m22 - 
     221279633408*b^3*d^6*m11^7*m21^2*m22 + 26452937768960*b^5*d^6*m11^7*
      m21^2*m22 - 9005573963776*b^3*d^8*m11^7*m21^2*m22 - 
     1509434589184*b^9*m11^9*m21^2*m22 + 4528303767552*b^7*d^2*m11^9*m21^2*
      m22 - 4528303767552*b^5*d^4*m11^9*m21^2*m22 + 
     1509434589184*b^3*d^6*m11^9*m21^2*m22 - 1099173777408*b^5*m11^5*m21^4*
      m22 - 449265472512*b^7*m11^5*m21^4*m22 + 33280539371520*b^9*m11^5*m21^4*
      m22 + 6920723783680*b^11*m11^5*m21^4*m22 + 1099173777408*b^3*d^2*m11^5*
      m21^4*m22 + 3991047644160*b^5*d^2*m11^5*m21^4*m22 - 
     66744274372608*b^7*d^2*m11^5*m21^4*m22 + 237484055063552*b^9*d^2*m11^5*
      m21^4*m22 - 3541782171648*b^3*d^4*m11^5*m21^4*m22 + 
     33646930630656*b^5*d^4*m11^5*m21^4*m22 - 753976507892736*b^7*d^4*m11^5*
      m21^4*m22 - 183195629568*b^3*d^6*m11^5*m21^4*m22 + 
     767817955460096*b^5*d^6*m11^5*m21^4*m22 - 258246226414592*b^3*d^8*m11^5*
      m21^4*m22 - 41826760884224*b^9*m11^7*m21^4*m22 + 
     125480282652672*b^7*d^2*m11^7*m21^4*m22 - 125480282652672*b^5*d^4*m11^7*
      m21^4*m22 + 41826760884224*b^3*d^6*m11^7*m21^4*m22 - 
     13235884236288*b^5*m11^3*m21^6*m22 - 12579342359488*b^7*m11^3*m21^6*
      m22 + 408605402445248*b^9*m11^3*m21^6*m22 + 183936772204288*b^11*m11^3*
      m21^6*m22 + 13235884236288*b^3*d^2*m11^3*m21^6*m22 + 
     26550553497792*b^5*d^2*m11^3*m21^6*m22 - 935834791190720*b^7*d^2*m11^3*
      m21^6*m22 + 1174658464295488*b^9*d^2*m11^3*m21^6*m22 - 
     13971211138304*b^3*d^4*m11^3*m21^6*m22 + 645853375045696*b^5*d^4*m11^3*
      m21^6*m22 - 4627596026112192*b^7*d^4*m11^3*m21^6*m22 - 
     118623986300224*b^3*d^6*m11^3*m21^6*m22 + 4995469570520768*b^5*d^6*m11^3*
      m21^6*m22 - 1726468780908352*b^3*d^8*m11^3*m21^6*m22 - 
     526073875042304*b^9*m11^5*m21^6*m22 + 1578221625126912*b^7*d^2*m11^5*
      m21^6*m22 - 1578221625126912*b^5*d^4*m11^5*m21^6*m22 + 
     526073875042304*b^3*d^6*m11^5*m21^6*m22 - 59768289754488*b^5*m11*m21^8*
      m22 - 89178083125744*b^7*m11*m21^8*m22 + 2161145461281328*b^9*m11*m21^8*
      m22 + 2193401363688512*b^11*m11*m21^8*m22 + 59768289754488*b^3*d^2*m11*
      m21^8*m22 + 22768872287424*b^5*d^2*m11*m21^8*m22 - 
     6225389164586512*b^7*d^2*m11*m21^8*m22 - 6580204091065536*b^9*d^2*m11*
      m21^8*m22 + 66409210838320*b^3*d^4*m11*m21^8*m22 + 
     5967341945329040*b^5*d^4*m11*m21^8*m22 + 6580204091065536*b^7*d^4*m11*
      m21^8*m22 - 1903098242023856*b^3*d^6*m11*m21^8*m22 - 
     2193401363688512*b^5*d^6*m11*m21^8*m22 - 2679137305820224*b^9*m11^3*
      m21^8*m22 + 8037411917460672*b^7*d^2*m11^3*m21^8*m22 - 
     8037411917460672*b^5*d^4*m11^3*m21^8*m22 + 2679137305820224*b^3*d^6*
      m11^3*m21^8*m22 - 2193401363688512*b^9*m11*m21^10*m22 + 
     6580204091065536*b^7*d^2*m11*m21^10*m22 - 6580204091065536*b^5*d^4*m11*
      m21^10*m22 + 2193401363688512*b^3*d^6*m11*m21^10*m22 - 
     3181903872*b^4*d*m11^8*m22^2 - 20947533824*b^6*d*m11^8*m22^2 + 
     80646111232*b^8*d*m11^8*m22^2 - 703522734080*b^10*d*m11^8*m22^2 + 
     2386427904*b^2*d^3*m11^8*m22^2 + 25455230976*b^4*d^3*m11^8*m22^2 - 
     317281271808*b^6*d^3*m11^8*m22^2 + 2110568202240*b^8*d^3*m11^8*m22^2 + 
     795475968*d^5*m11^8*m22^2 - 10985144320*b^2*d^5*m11^8*m22^2 + 
     392624209920*b^4*d^5*m11^8*m22^2 - 2110568202240*b^6*d^5*m11^8*m22^2 + 
     6477447168*d^7*m11^8*m22^2 - 155989049344*b^2*d^7*m11^8*m22^2 + 
     703522734080*b^4*d^7*m11^8*m22^2 - 6363807744*b^6*d*m11^10*m22^2 - 
     133943001088*b^8*d*m11^10*m22^2 + 19091423232*b^4*d^3*m11^10*m22^2 + 
     401829003264*b^6*d^3*m11^10*m22^2 - 19091423232*b^2*d^5*m11^10*m22^2 - 
     401829003264*b^4*d^5*m11^10*m22^2 + 6363807744*d^7*m11^10*m22^2 + 
     133943001088*b^2*d^7*m11^10*m22^2 - 172419416064*b^4*d*m11^6*m21^2*
      m22^2 + 67736199168*b^6*d*m11^6*m21^2*m22^2 + 
     10458400731136*b^8*d*m11^6*m21^2*m22^2 + 79780926947328*b^10*d*m11^6*
      m21^2*m22^2 + 129314562048*b^2*d^3*m11^6*m21^2*m22^2 - 
     10263060480*b^4*d^3*m11^6*m21^2*m22^2 - 24237243629568*b^6*d^3*m11^6*
      m21^2*m22^2 - 217777696059392*b^8*d^3*m11^6*m21^2*m22^2 + 
     43104854016*d^5*m11^6*m21^2*m22^2 - 34894405632*b^2*d^5*m11^6*m21^2*
      m22^2 + 15885165010944*b^4*d^5*m11^6*m21^2*m22^2 + 
     174647526494208*b^6*d^5*m11^6*m21^2*m22^2 - 22578733056*d^7*m11^6*m21^2*
      m22^2 - 892202057728*b^2*d^7*m11^6*m21^2*m22^2 - 
     15085672599552*b^4*d^7*m11^6*m21^2*m22^2 - 1214120054784*d^9*m11^6*m21^2*
      m22^2 - 21565084782592*b^2*d^9*m11^6*m21^2*m22^2 - 
     459785109504*b^6*d*m11^8*m21^2*m22^2 - 6688778616832*b^8*d*m11^8*m21^2*
      m22^2 + 1379355328512*b^4*d^3*m11^8*m21^2*m22^2 + 
     20066335850496*b^6*d^3*m11^8*m21^2*m22^2 - 1379355328512*b^2*d^5*m11^8*
      m21^2*m22^2 - 20066335850496*b^4*d^5*m11^8*m21^2*m22^2 + 
     459785109504*d^7*m11^8*m21^2*m22^2 + 6688778616832*b^2*d^7*m11^8*m21^2*
      m22^2 - 3114325702656*b^4*d*m11^4*m21^4*m22^2 + 
     24432626643456*b^6*d*m11^4*m21^4*m22^2 + 101506008566528*b^8*d*m11^4*
      m21^4*m22^2 + 976656247883520*b^10*d*m11^4*m21^4*m22^2 + 
     2335744276992*b^2*d^3*m11^4*m21^4*m22^2 - 26768370920448*b^4*d^3*m11^4*
      m21^4*m22^2 - 170286880384512*b^6*d^3*m11^4*m21^4*m22^2 - 
     2540449399764992*b^8*d^3*m11^4*m21^4*m22^2 + 778581425664*d^5*m11^4*
      m21^4*m22^2 + 9491278331904*b^2*d^5*m11^4*m21^4*m22^2 + 
     14125691579904*b^4*d^5*m11^4*m21^4*m22^2 + 1761410711993856*b^6*d^5*
      m11^4*m21^4*m22^2 - 7155534054912*d^7*m11^4*m21^4*m22^2 + 
     76585223727616*b^2*d^7*m11^4*m21^4*m22^2 + 191901783773184*b^4*d^7*m11^4*
      m21^4*m22^2 - 21930043489536*d^9*m11^4*m21^4*m22^2 - 
     389519343885568*b^2*d^9*m11^4*m21^4*m22^2 - 12457302810624*b^6*d*m11^6*
      m21^4*m22^2 - 100251627380736*b^8*d*m11^6*m21^4*m22^2 + 
     37371908431872*b^4*d^3*m11^6*m21^4*m22^2 + 300754882142208*b^6*d^3*m11^6*
      m21^4*m22^2 - 37371908431872*b^2*d^5*m11^6*m21^4*m22^2 - 
     300754882142208*b^4*d^5*m11^6*m21^4*m22^2 + 12457302810624*d^7*m11^6*
      m21^4*m22^2 + 100251627380736*b^2*d^7*m11^6*m21^4*m22^2 - 
     18750836001408*b^4*d*m11^2*m21^6*m22^2 + 322559024071840*b^6*d*m11^2*
      m21^6*m22^2 - 1103397408987616*b^8*d*m11^2*m21^6*m22^2 - 
     2234921071977344*b^10*d*m11^2*m21^6*m22^2 + 14063127001056*b^2*d^3*m11^2*
      m21^6*m22^2 - 356935556741088*b^4*d^3*m11^2*m21^6*m22^2 + 
     2961962415508128*b^6*d^3*m11^2*m21^6*m22^2 + 6704763215932032*b^8*d^3*
      m11^2*m21^6*m22^2 + 4687709000352*d^5*m11^2*m21^6*m22^2 + 
     118085621961248*b^2*d^5*m11^2*m21^6*m22^2 - 2613732604053408*b^4*d^5*
      m11^2*m21^6*m22^2 - 6704763215932032*b^6*d^5*m11^2*m21^6*m22^2 - 
     83709089292000*d^7*m11^2*m21^6*m22^2 + 755167597532896*b^2*d^7*m11^2*
      m21^6*m22^2 + 2234921071977344*b^4*d^7*m11^2*m21^6*m22^2 - 
     150006688011264*b^6*d*m11^4*m21^6*m22^2 - 232153207636480*b^8*d*m11^4*
      m21^6*m22^2 + 450020064033792*b^4*d^3*m11^4*m21^6*m22^2 + 
     696459622909440*b^6*d^3*m11^4*m21^6*m22^2 - 450020064033792*b^2*d^5*
      m11^4*m21^6*m22^2 - 696459622909440*b^4*d^5*m11^4*m21^6*m22^2 + 
     150006688011264*d^7*m11^4*m21^6*m22^2 + 232153207636480*b^2*d^7*m11^4*
      m21^6*m22^2 + 483838536107760*b^6*d*m21^8*m22^2 - 
     483838536107760*b^4*d^3*m21^8*m22^2 - 677373950550864*b^6*d*m11^2*m21^8*
      m22^2 + 3354613850347136*b^8*d*m11^2*m21^8*m22^2 + 
     2032121851652592*b^4*d^3*m11^2*m21^8*m22^2 - 10063841551041408*b^6*d^3*
      m11^2*m21^8*m22^2 - 2032121851652592*b^2*d^5*m11^2*m21^8*m22^2 + 
     10063841551041408*b^4*d^5*m11^2*m21^8*m22^2 + 677373950550864*d^7*m11^2*
      m21^8*m22^2 - 3354613850347136*b^2*d^7*m11^2*m21^8*m22^2 + 
     13523091456*b^5*m11^7*m22^3 + 38878887936*b^7*m11^7*m22^3 + 
     182320250880*b^9*m11^7*m22^3 + 749887619072*b^11*m11^7*m22^3 - 
     20284637184*b^3*d^2*m11^7*m22^3 - 203731812352*b^5*d^2*m11^7*m22^3 - 
     1362531958784*b^7*d^2*m11^7*m22^3 - 537703874560*b^9*d^2*m11^7*m22^3 + 
     6761545728*b*d^4*m11^7*m22^3 + 202846371840*b^3*d^4*m11^7*m22^3 + 
     1112837734400*b^5*d^4*m11^7*m22^3 - 2886214090752*b^7*d^4*m11^7*m22^3 - 
     37993447424*b*d^6*m11^7*m22^3 + 1132639404032*b^3*d^6*m11^7*m22^3 + 
     4385989328896*b^5*d^6*m11^7*m22^3 - 1065265430528*b*d^8*m11^7*m22^3 - 
     1711958982656*b^3*d^8*m11^7*m22^3 + 27046182912*b^7*m11^9*m22^3 + 
     87578116096*b^9*m11^9*m22^3 - 81138548736*b^5*d^2*m11^9*m22^3 - 
     392813608960*b^7*d^2*m11^9*m22^3 + 81138548736*b^3*d^4*m11^9*m22^3 + 
     652972130304*b^5*d^4*m11^9*m22^3 - 27046182912*b*d^6*m11^9*m22^3 - 
     477815898112*b^3*d^6*m11^9*m22^3 + 130079260672*b*d^8*m11^9*m22^3 - 
     244260839424*b^5*m11^5*m21^2*m22^3 - 2864249128960*b^7*m11^5*m21^2*
      m22^3 - 24792475201536*b^9*m11^5*m21^2*m22^3 - 
     66834418253824*b^11*m11^5*m21^2*m22^3 + 5620907173888*b^5*d^2*m11^5*
      m21^2*m22^3 + 117672659392512*b^7*d^2*m11^5*m21^2*m22^3 + 
     716995707590656*b^9*d^2*m11^5*m21^2*m22^3 + 244260839424*b*d^4*m11^5*
      m21^2*m22^3 + 203550699520*b^3*d^4*m11^5*m21^2*m22^3 - 
     171287913646080*b^5*d^4*m11^5*m21^2*m22^3 - 1749980613249024*b^7*d^4*
      m11^5*m21^2*m22^3 - 2960208744448*b*d^6*m11^5*m21^2*m22^3 + 
     88727749920768*b^3*d^6*m11^5*m21^2*m22^3 + 1616311776741376*b^5*d^6*
      m11^5*m21^2*m22^3 - 10320020465664*b*d^8*m11^5*m21^2*m22^3 - 
     516492452829184*b^3*d^8*m11^5*m21^2*m22^3 + 1465565036544*b^7*m11^7*
      m21^2*m22^3 - 16167741276160*b^9*m11^7*m21^2*m22^3 - 
     4396695109632*b^5*d^2*m11^7*m21^2*m22^3 + 41454553890816*b^7*d^2*m11^7*
      m21^2*m22^3 + 4396695109632*b^3*d^4*m11^7*m21^2*m22^3 - 
     27357214015488*b^5*d^4*m11^7*m21^2*m22^3 - 1465565036544*b*d^6*m11^7*
      m21^2*m22^3 - 4978268536832*b^3*d^6*m11^7*m21^2*m22^3 + 
     7048669937664*b*d^8*m11^7*m21^2*m22^3 - 22059807060480*b^5*m11^3*m21^4*
      m22^3 - 84168668605760*b^7*m11^3*m21^4*m22^3 + 
     157701358807360*b^9*m11^3*m21^4*m22^3 - 362516162693888*b^11*m11^3*m21^4*
      m22^3 + 19853826354432*b^3*d^2*m11^3*m21^4*m22^3 + 
     173038177049408*b^5*d^2*m11^3*m21^4*m22^3 - 299882067647168*b^7*d^2*
      m11^3*m21^4*m22^3 + 5335610786053312*b^9*d^2*m11^3*m21^4*m22^3 + 
     2205980706048*b*d^4*m11^3*m21^4*m22^3 - 47796248631040*b^3*d^4*m11^3*
      m21^4*m22^3 + 474207066775104*b^5*d^4*m11^3*m21^4*m22^3 - 
     13831735381996608*b^7*d^4*m11^3*m21^4*m22^3 - 41073259812608*b*d^6*m11^3*
      m21^4*m22^3 - 679573365838144*b^3*d^6*m11^3*m21^4*m22^3 + 
     13106703056608832*b^5*d^6*m11^3*m21^4*m22^3 + 347547007902848*b*d^8*
      m11^3*m21^4*m22^3 - 4248062297971648*b^3*d^8*m11^3*m21^4*m22^3 + 
     26471768472576*b^7*m11^5*m21^4*m22^3 - 703392705128448*b^9*m11^5*m21^4*
      m22^3 - 79415305417728*b^5*d^2*m11^5*m21^4*m22^3 + 
     1982861514636288*b^7*d^2*m11^5*m21^4*m22^3 + 79415305417728*b^3*d^4*
      m11^5*m21^4*m22^3 - 1728228313138176*b^5*d^4*m11^5*m21^4*m22^3 - 
     26471768472576*b*d^6*m11^5*m21^4*m22^3 + 321442902881280*b^3*d^6*m11^5*
      m21^4*m22^3 + 127316600749056*b*d^8*m11^5*m21^4*m22^3 - 
     239073159017952*b^5*m11*m21^6*m22^3 - 356712332502976*b^7*m11*m21^6*
      m22^3 + 8644581845125312*b^9*m11*m21^6*m22^3 + 
     8773605454754048*b^11*m11*m21^6*m22^3 + 239073159017952*b^3*d^2*m11*
      m21^6*m22^3 + 91075489149696*b^5*d^2*m11*m21^6*m22^3 - 
     24901556658346048*b^7*d^2*m11*m21^6*m22^3 - 26320816364262144*b^9*d^2*
      m11*m21^6*m22^3 + 265636843353280*b^3*d^4*m11*m21^6*m22^3 + 
     23869367781316160*b^5*d^4*m11*m21^6*m22^3 + 26320816364262144*b^7*d^4*
      m11*m21^6*m22^3 - 7612392968095424*b^3*d^6*m11*m21^6*m22^3 - 
     8773605454754048*b^5*d^6*m11*m21^6*m22^3 + 159382106011968*b^7*m11^3*
      m21^6*m22^3 - 7521317478945728*b^9*m11^3*m21^6*m22^3 - 
     478146318035904*b^5*d^2*m11^3*m21^6*m22^3 + 21797400403160576*b^7*d^2*
      m11^3*m21^6*m22^3 + 478146318035904*b^3*d^4*m11^3*m21^6*m22^3 - 
     20264296335807360*b^5*d^4*m11^3*m21^6*m22^3 - 159382106011968*b*d^6*
      m11^3*m21^6*m22^3 + 5221661377915904*b^3*d^6*m11^3*m21^6*m22^3 + 
     766552033676608*b*d^8*m11^3*m21^6*m22^3 - 10967006818442560*b^9*m11*
      m21^8*m22^3 + 32901020455327680*b^7*d^2*m11*m21^8*m22^3 - 
     32901020455327680*b^5*d^4*m11*m21^8*m22^3 + 10967006818442560*b^3*d^6*
      m11*m21^8*m22^3 + 57473138688*b^4*d*m11^6*m22^4 + 
     922307035136*b^6*d*m11^6*m22^4 + 664704217088*b^8*d*m11^6*m22^4 + 
     39111155081216*b^10*d*m11^6*m22^4 - 43104854016*b^2*d^3*m11^6*m22^4 - 
     1937665818624*b^4*d^3*m11^6*m22^4 - 5138372280320*b^6*d^3*m11^6*m22^4 - 
     95768380461056*b^8*d^3*m11^6*m22^4 - 14368284672*d^5*m11^6*m22^4 + 
     1132357672960*b^2*d^5*m11^6*m22^4 + 7068511854592*b^4*d^5*m11^6*m22^4 + 
     52638210895872*b^6*d^5*m11^6*m22^4 - 116998889472*d^7*m11^6*m22^4 - 
     1380723736576*b^2*d^7*m11^6*m22^4 + 25584099266560*b^4*d^7*m11^6*m22^4 - 
     1214120054784*d^9*m11^6*m22^4 - 21565084782592*b^2*d^9*m11^6*m22^4 + 
     229892554752*b^6*d*m11^8*m22^4 - 2879130566656*b^8*d*m11^8*m22^4 - 
     689677664256*b^4*d^3*m11^8*m22^4 + 8922020577280*b^6*d^3*m11^8*m22^4 + 
     689677664256*b^2*d^5*m11^8*m22^4 - 9491278331904*b^4*d^5*m11^8*m22^4 - 
     229892554752*d^7*m11^8*m22^4 + 3733017198592*b^2*d^7*m11^8*m22^4 - 
     284628877312*d^9*m11^8*m22^4 - 2076217135104*b^4*d*m11^4*m21^2*m22^4 - 
     12482019681280*b^6*d*m11^4*m21^2*m22^4 + 80416338679296*b^8*d*m11^4*
      m21^2*m22^4 + 833372548690688*b^10*d*m11^4*m21^2*m22^4 + 
     1557162851328*b^2*d^3*m11^4*m21^2*m22^4 + 28918738667520*b^4*d^3*m11^4*
      m21^2*m22^4 + 37495492785152*b^6*d^3*m11^4*m21^2*m22^4 - 
     1721078958300928*b^8*d^3*m11^4*m21^2*m22^4 + 519054283776*d^5*m11^4*
      m21^2*m22^4 - 13915598179328*b^2*d^5*m11^4*m21^2*m22^4 - 
     360100088587264*b^4*d^5*m11^4*m21^2*m22^4 + 163001582758656*b^6*d^5*
      m11^4*m21^2*m22^4 - 2521120806912*d^7*m11^4*m21^2*m22^4 + 
     286048344101888*b^2*d^7*m11^4*m21^2*m22^4 + 1503743514622720*b^4*d^7*
      m11^4*m21^2*m22^4 - 43860086979072*d^9*m11^4*m21^2*m22^4 - 
     779038687771136*b^2*d^9*m11^4*m21^2*m22^4 - 143852187217920*b^8*d*m11^6*
      m21^2*m22^4 + 414847957090304*b^6*d^3*m11^6*m21^2*m22^4 - 
     381430747963392*b^4*d^5*m11^6*m21^2*m22^4 + 93726373527552*b^2*d^7*m11^6*
      m21^2*m22^4 + 16708604563456*d^9*m11^6*m21^2*m22^4 - 
     56252508004224*b^4*d*m11^2*m21^4*m22^4 + 258493667733696*b^6*d*m11^2*
      m21^4*m22^4 - 3310192226962848*b^8*d*m11^2*m21^4*m22^4 - 
     8515558235496576*b^10*d*m11^2*m21^4*m22^4 + 42189381003168*b^2*d^3*m11^2*
      m21^4*m22^4 - 361623265741440*b^4*d^3*m11^2*m21^4*m22^4 + 
     8885887246524384*b^6*d^3*m11^2*m21^4*m22^4 + 25546674706489728*b^8*d^3*
      m11^2*m21^4*m22^4 + 14063127001056*d^5*m11^2*m21^4*m22^4 + 
     354256865883744*b^2*d^5*m11^2*m21^4*m22^4 - 7841197812160224*b^4*d^5*
      m11^2*m21^4*m22^4 - 25546674706489728*b^6*d^5*m11^2*m21^4*m22^4 - 
     251127267876000*d^7*m11^2*m21^4*m22^4 + 2265502792598688*b^2*d^7*m11^2*
      m21^4*m22^4 + 8515558235496576*b^4*d^7*m11^2*m21^4*m22^4 - 
     225010032016896*b^6*d*m11^4*m21^4*m22^4 - 916112273211648*b^8*d*m11^4*
      m21^4*m22^4 + 675030096050688*b^4*d^3*m11^4*m21^4*m22^4 + 
     2353676366652928*b^6*d^3*m11^4*m21^4*m22^4 - 675030096050688*b^2*d^5*
      m11^4*m21^4*m22^4 - 1564355460688896*b^4*d^5*m11^4*m21^4*m22^4 + 
     225010032016896*d^7*m11^4*m21^4*m22^4 - 267869085734400*b^2*d^7*m11^4*
      m21^4*m22^4 + 394660452982016*d^9*m11^4*m21^4*m22^4 + 
     967677072215520*b^6*d*m21^6*m22^4 - 967677072215520*b^4*d^3*m21^6*
      m22^4 - 2709495802203456*b^6*d*m11^2*m21^6*m22^4 + 
     13418455401388544*b^8*d*m11^2*m21^6*m22^4 + 8128487406610368*b^4*d^3*
      m11^2*m21^6*m22^4 - 40255366204165632*b^6*d^3*m11^2*m21^6*m22^4 - 
     8128487406610368*b^2*d^5*m11^2*m21^6*m22^4 + 40255366204165632*b^4*d^5*
      m11^2*m21^6*m22^4 + 2709495802203456*d^7*m11^2*m21^6*m22^4 - 
     13418455401388544*b^2*d^7*m11^2*m21^6*m22^4 - 122130419712*b^5*m11^5*
      m22^5 + 2714493971456*b^7*m11^5*m22^5 + 8365933750272*b^9*m11^5*m22^5 - 
     19971231490048*b^11*m11^5*m22^5 + 366391259136*b^3*d^2*m11^5*m22^5 - 
     4290557959168*b^5*d^2*m11^5*m22^5 + 18319562956800*b^7*d^2*m11^5*m22^5 + 
     318159920884736*b^9*d^2*m11^5*m22^5 - 244260839424*b*d^4*m11^5*m22^5 - 
     1384144756736*b^3*d^4*m11^5*m22^5 - 72056947630080*b^5*d^4*m11^5*m22^5 - 
     834652373713920*b^7*d^4*m11^5*m22^5 + 2960208744448*b*d^6*m11^5*m22^5 + 
     55691471388672*b^3*d^6*m11^5*m22^5 + 794709910733824*b^5*d^6*m11^5*
      m22^5 - 10320020465664*b*d^8*m11^5*m22^5 - 258246226414592*b^3*d^8*
      m11^5*m22^5 - 488521678848*b^7*m11^7*m22^5 - 17842672746496*b^9*m11^7*
      m22^5 + 1465565036544*b^5*d^2*m11^7*m22^5 + 50434047606784*b^7*d^2*
      m11^7*m22^5 - 1465565036544*b^3*d^4*m11^7*m22^5 - 
     44246106341376*b^5*d^4*m11^7*m22^5 + 488521678848*b*d^6*m11^7*m22^5 + 
     8560760848384*b^3*d^6*m11^7*m22^5 + 3093970632704*b*d^8*m11^7*m22^5 - 
     4411961412096*b^5*m11^3*m21^2*m22^5 - 130599310133056*b^7*m11^3*m21^2*
      m22^5 - 910413489721024*b^9*m11^3*m21^2*m22^5 - 
     1276842642000640*b^11*m11^3*m21^2*m22^5 + 266424693605440*b^5*d^2*m11^3*
      m21^2*m22^5 + 2207740238277824*b^7*d^2*m11^3*m21^2*m22^5 + 
     7147246179220160*b^9*d^2*m11^3*m21^2*m22^5 + 4411961412096*b*d^4*m11^3*
      m21^2*m22^5 - 53678863847168*b^3*d^4*m11^3*m21^2*m22^5 - 
     989145991586880*b^5*d^4*m11^3*m21^2*m22^5 - 13780682685656640*b^7*d^4*
      m11^3*m21^2*m22^5 - 82146519625216*b*d^6*m11^3*m21^2*m22^5 - 
     1003274772775616*b^3*d^6*m11^3*m21^2*m22^5 + 11226997401655360*b^5*d^6*
      m11^3*m21^2*m22^5 + 695094015805696*b*d^8*m11^3*m21^2*m22^5 - 
     3316718253218240*b^3*d^8*m11^3*m21^2*m22^5 + 17647845648384*b^7*m11^5*
      m21^2*m22^5 + 73952877002752*b^9*m11^5*m21^2*m22^5 - 
     52943536945152*b^5*d^2*m11^5*m21^2*m22^5 - 634482069739520*b^7*d^2*m11^5*
      m21^2*m22^5 + 52943536945152*b^3*d^4*m11^5*m21^2*m22^5 + 
     1459728947202048*b^5*d^4*m11^5*m21^2*m22^5 - 17647845648384*b*d^6*m11^5*
      m21^2*m22^5 - 1311823193196544*b^3*d^6*m11^5*m21^2*m22^5 + 
     412623438731264*b*d^8*m11^5*m21^2*m22^5 - 358609738526928*b^5*m11*m21^4*
      m22^5 - 535068498754464*b^7*m11*m21^4*m22^5 + 
     12966872767687968*b^9*m11*m21^4*m22^5 + 13160408182131072*b^11*m11*m21^4*
      m22^5 + 358609738526928*b^3*d^2*m11*m21^4*m22^5 + 
     136613233724544*b^5*d^2*m11*m21^4*m22^5 - 37352334987519072*b^7*d^2*m11*
      m21^4*m22^5 - 39481224546393216*b^9*d^2*m11*m21^4*m22^5 + 
     398455265029920*b^3*d^4*m11*m21^4*m22^5 + 35804051671974240*b^5*d^4*m11*
      m21^4*m22^5 + 39481224546393216*b^7*d^4*m11*m21^4*m22^5 - 
     11418589452143136*b^3*d^6*m11*m21^4*m22^5 - 13160408182131072*b^5*d^6*
      m11*m21^4*m22^5 + 478146318035904*b^7*m11^3*m21^4*m22^5 - 
     6489128601915840*b^9*m11^3*m21^4*m22^5 - 1434438954107712*b^5*d^2*m11^3*
      m21^4*m22^5 + 17167729704717696*b^7*d^2*m11^3*m21^4*m22^5 + 
     1434438954107712*b^3*d^4*m11^3*m21^4*m22^5 - 12568417502658048*b^5*d^4*
      m11^3*m21^4*m22^5 - 478146318035904*b*d^6*m11^3*m21^4*m22^5 - 
     409839701173632*b^3*d^6*m11^3*m21^4*m22^5 + 2299656101029824*b*d^8*m11^3*
      m21^4*m22^5 - 21934013636885120*b^9*m11*m21^6*m22^5 + 
     65802040910655360*b^7*d^2*m11*m21^6*m22^5 - 65802040910655360*b^5*d^4*
      m11*m21^6*m22^5 + 21934013636885120*b^3*d^6*m11*m21^6*m22^5 + 
     1038108567552*b^4*d*m11^4*m22^6 - 13705504778752*b^6*d*m11^4*m22^6 - 
     21089669887232*b^8*d*m11^4*m22^6 + 191932679861504*b^10*d*m11^4*m22^6 - 
     778581425664*b^2*d^3*m11^4*m22^6 + 32477968041984*b^4*d^3*m11^4*m22^6 + 
     207782373169664*b^6*d^3*m11^4*m22^6 - 186278695698944*b^8*d^3*m11^4*
      m22^6 - 259527141888*d^5*m11^4*m22^6 - 23406876511232*b^2*d^5*m11^4*
      m22^6 - 374225780167168*b^4*d^5*m11^4*m22^6 - 
     592759992072192*b^6*d^5*m11^4*m22^6 + 4634413248000*d^7*m11^4*m22^6 + 
     209463120374272*b^2*d^7*m11^4*m22^6 + 976625351795200*b^4*d^7*m11^4*
      m22^6 - 21930043489536*d^9*m11^4*m22^6 - 389519343885568*b^2*d^9*m11^4*
      m22^6 - 4152434270208*b^6*d*m11^6*m22^6 + 10183350710272*b^8*d*m11^6*
      m22^6 + 12457302810624*b^4*d^3*m11^6*m22^6 - 47258656694272*b^6*d^3*
      m11^6*m22^6 - 12457302810624*b^2*d^5*m11^6*m22^6 + 
     80675865821184*b^4*d^5*m11^6*m22^6 + 4152434270208*d^7*m11^6*m22^6 - 
     60309164400640*b^2*d^7*m11^6*m22^6 + 16708604563456*d^9*m11^6*m22^6 - 
     56252508004224*b^4*d*m11^2*m21^2*m22^6 + 22099199573088*b^6*d*m11^2*
      m21^2*m22^6 - 3310192226962848*b^8*d*m11^2*m21^2*m22^6 - 
     9119156575351424*b^10*d*m11^2*m21^2*m22^6 + 42189381003168*b^2*d^3*m11^2*
      m21^2*m22^6 - 125228797580832*b^4*d^3*m11^2*m21^2*m22^6 + 
     8885887246524384*b^6*d^3*m11^2*m21^2*m22^6 + 27357469726054272*b^8*d^3*
      m11^2*m21^2*m22^6 + 14063127001056*d^5*m11^2*m21^2*m22^6 + 
     354256865883744*b^2*d^5*m11^2*m21^2*m22^6 - 7841197812160224*b^4*d^5*
      m11^2*m21^2*m22^6 - 27357469726054272*b^6*d^5*m11^2*m21^2*m22^6 - 
     251127267876000*d^7*m11^2*m21^2*m22^6 + 2265502792598688*b^2*d^7*m11^2*
      m21^2*m22^6 + 9119156575351424*b^4*d^7*m11^2*m21^2*m22^6 - 
     1135764923513856*b^8*d*m11^4*m21^2*m22^6 + 2617973864577536*b^6*d^3*
      m11^4*m21^2*m22^6 - 1039332052649472*b^4*d^5*m11^4*m21^2*m22^6 - 
     1232197794378240*b^2*d^7*m11^4*m21^2*m22^6 + 789320905964032*d^9*m11^4*
      m21^2*m22^6 + 967677072215520*b^6*d*m21^4*m22^6 - 
     967677072215520*b^4*d^3*m21^4*m22^6 - 4064243703305184*b^6*d*m11^2*m21^4*
      m22^6 + 20127683102082816*b^8*d*m11^2*m21^4*m22^6 + 
     12192731109915552*b^4*d^3*m11^2*m21^4*m22^6 - 60383049306248448*b^6*d^3*
      m11^2*m21^4*m22^6 - 12192731109915552*b^2*d^5*m11^2*m21^4*m22^6 + 
     60383049306248448*b^4*d^5*m11^2*m21^4*m22^6 + 4064243703305184*d^7*m11^2*
      m21^4*m22^6 - 20127683102082816*b^2*d^7*m11^2*m21^4*m22^6 + 
     4411961412096*b^5*m11^3*m22^7 - 59009983886784*b^7*m11^3*m22^7 - 
     659509446083136*b^9*m11^3*m22^7 - 730389707102464*b^11*m11^3*m22^7 - 
     6617942118144*b^3*d^2*m11^3*m22^7 + 119937070053824*b^5*d^2*m11^3*
      m22^7 + 1571787514734272*b^7*d^2*m11^3*m22^7 + 
     2986293857462336*b^9*d^2*m11^3*m22^7 + 2205980706048*b*d^4*m11^3*m22^7 - 
     19853826354432*b^3*d^4*m11^3*m22^7 - 817499683316288*b^5*d^4*m11^3*
      m22^7 - 4576543329772224*b^7*d^4*m11^3*m22^7 - 
     41073259812608*b*d^6*m11^3*m22^7 - 442325393237696*b^3*d^6*m11^3*m22^7 + 
     3115763915567296*b^5*d^6*m11^3*m22^7 + 347547007902848*b*d^8*m11^3*
      m22^7 - 795124736154944*b^3*d^8*m11^3*m22^7 - 
     8823922824192*b^7*m11^5*m22^7 + 251271707088896*b^9*m11^5*m22^7 + 
     26471768472576*b^5*d^2*m11^5*m22^7 - 1039121959248896*b^7*d^2*m11^5*
      m22^7 - 26471768472576*b^3*d^4*m11^5*m22^7 + 1609735635213312*b^5*d^4*
      m11^5*m22^7 + 8823922824192*b*d^6*m11^5*m22^7 - 
     1107192221035520*b^3*d^6*m11^5*m22^7 + 285306837982208*b*d^8*m11^5*
      m22^7 - 239073159017952*b^5*m11*m21^2*m22^7 - 
     356712332502976*b^7*m11*m21^2*m22^7 + 8644581845125312*b^9*m11*m21^2*
      m22^7 + 8773605454754048*b^11*m11*m21^2*m22^7 + 
     239073159017952*b^3*d^2*m11*m21^2*m22^7 + 91075489149696*b^5*d^2*m11*
      m21^2*m22^7 - 24901556658346048*b^7*d^2*m11*m21^2*m22^7 - 
     26320816364262144*b^9*d^2*m11*m21^2*m22^7 + 265636843353280*b^3*d^4*m11*
      m21^2*m22^7 + 23869367781316160*b^5*d^4*m11*m21^2*m22^7 + 
     26320816364262144*b^7*d^4*m11*m21^2*m22^7 - 7612392968095424*b^3*d^6*m11*
      m21^2*m22^7 - 8773605454754048*b^5*d^6*m11*m21^2*m22^7 + 
     478146318035904*b^7*m11^3*m21^2*m22^7 - 1130853990275392*b^9*m11^3*m21^2*
      m22^7 - 1434438954107712*b^5*d^2*m11^3*m21^2*m22^7 + 
     1092905869796352*b^7*d^2*m11^3*m21^2*m22^7 + 1434438954107712*b^3*d^4*
      m11^3*m21^2*m22^7 + 3506406332263296*b^5*d^4*m11^3*m21^2*m22^7 - 
     478146318035904*b*d^6*m11^3*m21^2*m22^7 - 5768114312814080*b^3*d^6*m11^3*
      m21^2*m22^7 + 2299656101029824*b*d^8*m11^3*m21^2*m22^7 - 
     21934013636885120*b^9*m11*m21^4*m22^7 + 65802040910655360*b^7*d^2*m11*
      m21^4*m22^7 - 65802040910655360*b^5*d^4*m11*m21^4*m22^7 + 
     21934013636885120*b^3*d^6*m11*m21^4*m22^7 - 18750836001408*b^4*d*m11^2*
      m22^8 - 32032678169072*b^6*d*m11^2*m22^8 - 1103397408987616*b^8*d*m11^2*
      m22^8 - 3140318581759616*b^10*d*m11^2*m22^8 + 
     14063127001056*b^2*d^3*m11^2*m22^8 - 2343854500176*b^4*d^3*m11^2*m22^8 + 
     2961962415508128*b^6*d^3*m11^2*m22^8 + 9420955745278848*b^8*d^3*m11^2*
      m22^8 + 4687709000352*d^5*m11^2*m22^8 + 118085621961248*b^2*d^5*m11^2*
      m22^8 - 2613732604053408*b^4*d^5*m11^2*m22^8 - 
     9420955745278848*b^6*d^5*m11^2*m22^8 - 83709089292000*d^7*m11^2*m22^8 + 
     755167597532896*b^2*d^7*m11^2*m22^8 + 3140318581759616*b^4*d^7*m11^2*
      m22^8 + 75003344005632*b^6*d*m11^4*m22^8 - 451805857938688*b^8*d*m11^4*
      m22^8 - 225010032016896*b^4*d^3*m11^4*m22^8 + 
     960757120834048*b^6*d^3*m11^4*m22^8 + 225010032016896*b^2*d^5*m11^4*
      m22^8 - 171436214870016*b^4*d^5*m11^4*m22^8 - 
     75003344005632*d^7*m11^4*m22^8 - 732175501007360*b^2*d^7*m11^4*m22^8 + 
     394660452982016*d^9*m11^4*m22^8 + 483838536107760*b^6*d*m21^2*m22^8 - 
     483838536107760*b^4*d^3*m21^2*m22^8 - 2709495802203456*b^6*d*m11^2*m21^2*
      m22^8 + 13418455401388544*b^8*d*m11^2*m21^2*m22^8 + 
     8128487406610368*b^4*d^3*m11^2*m21^2*m22^8 - 40255366204165632*b^6*d^3*
      m11^2*m21^2*m22^8 - 8128487406610368*b^2*d^5*m11^2*m21^2*m22^8 + 
     40255366204165632*b^4*d^5*m11^2*m21^2*m22^8 + 2709495802203456*d^7*m11^2*
      m21^2*m22^8 - 13418455401388544*b^2*d^7*m11^2*m21^2*m22^8 - 
     59768289754488*b^5*m11*m22^9 - 89178083125744*b^7*m11*m22^9 + 
     2161145461281328*b^9*m11*m22^9 + 2193401363688512*b^11*m11*m22^9 + 
     59768289754488*b^3*d^2*m11*m22^9 + 22768872287424*b^5*d^2*m11*m22^9 - 
     6225389164586512*b^7*d^2*m11*m22^9 - 6580204091065536*b^9*d^2*m11*
      m22^9 + 66409210838320*b^3*d^4*m11*m22^9 + 5967341945329040*b^5*d^4*m11*
      m22^9 + 6580204091065536*b^7*d^4*m11*m22^9 - 1903098242023856*b^3*d^6*
      m11*m22^9 - 2193401363688512*b^5*d^6*m11*m22^9 + 
     159382106011968*b^7*m11^3*m22^9 + 516094438514944*b^9*m11^3*m22^9 - 
     478146318035904*b^5*d^2*m11^3*m22^9 - 2314835349221440*b^7*d^2*m11^3*
      m22^9 + 478146318035904*b^3*d^4*m11^3*m22^9 + 
     3847939416574656*b^5*d^4*m11^3*m22^9 - 159382106011968*b*d^6*m11^3*
      m22^9 - 2815750539544768*b^3*d^6*m11^3*m22^9 + 
     766552033676608*b*d^8*m11^3*m22^9 - 10967006818442560*b^9*m11*m21^2*
      m22^9 + 32901020455327680*b^7*d^2*m11*m21^2*m22^9 - 
     32901020455327680*b^5*d^4*m11*m21^2*m22^9 + 10967006818442560*b^3*d^6*
      m11*m21^2*m22^9 + 96767707221552*b^6*d*m22^10 - 
     96767707221552*b^4*d^3*m22^10 - 677373950550864*b^6*d*m11^2*m22^10 + 
     3354613850347136*b^8*d*m11^2*m22^10 + 2032121851652592*b^4*d^3*m11^2*
      m22^10 - 10063841551041408*b^6*d^3*m11^2*m22^10 - 
     2032121851652592*b^2*d^5*m11^2*m22^10 + 10063841551041408*b^4*d^5*m11^2*
      m22^10 + 677373950550864*d^7*m11^2*m22^10 - 3354613850347136*b^2*d^7*
      m11^2*m22^10 - 2193401363688512*b^9*m11*m22^11 + 
     6580204091065536*b^7*d^2*m11*m22^11 - 6580204091065536*b^5*d^4*m11*
      m22^11 + 2193401363688512*b^3*d^6*m11*m22^11, {0, 0}}}, 
  OreAlgebraObject[{Der[d], Der[b]}, Expand, #1 + #2 & , Expand[#1*#2] & , 
   None], DegreeLexicographic]}
