{OrePolynomial[{{12*b^2*m11*m22 - 12*d^2*m11*m22, {2, 0}}, 
   {-3136*b^2 + 3136*d^2 - 9*b^2*m11^2 + 9*d^2*m11^2 - 16*b^2*m22^2 + 
     16*d^2*m22^2, {1, 1}}, {12*b^2*m11*m22 - 12*d^2*m11*m22, {0, 2}}, 
   {-3136*b - 37632*b^3 + 37632*b*d^2 - 9*b*m11^2 - 144*b^3*m11^2 + 
     144*b*d^2*m11^2 - 24*d*m11*m22 + 336*b^2*d*m11*m22 - 336*d^3*m11*m22 - 
     16*b*m22^2 - 192*b^3*m22^2 + 192*b*d^2*m22^2, {1, 0}}, 
   {3136*d - 37632*b^2*d + 37632*d^3 + 9*d*m11^2 - 144*b^2*d*m11^2 + 
     144*d^3*m11^2 + 24*b*m11*m22 + 336*b^3*m11*m22 - 336*b*d^2*m11*m22 + 
     16*d*m22^2 - 192*b^2*d*m22^2 + 192*d^3*m22^2, {0, 1}}, 
   {-451584*b^3*d + 451584*b*d^3 - 2304*b^3*d*m11^2 + 2304*b*d^3*m11^2 + 
     672*b^2*m11*m22 + 2304*b^4*m11*m22 - 672*d^2*m11*m22 - 
     2304*d^4*m11*m22 - 2304*b^3*d*m22^2 + 2304*b*d^3*m22^2, {0, 0}}}, 
  OreAlgebraObject[{Der[d], Der[b]}, Expand, #1 + #2 & , Expand[#1*#2] & , 
   None], DegreeLexicographic], OrePolynomial[
  {{-9834496*b^5 + 19668992*b^3*d^2 - 9834496*b*d^4 - 56448*b^5*m11^2 + 
     112896*b^3*d^2*m11^2 - 56448*b*d^4*m11^2 - 81*b^5*m11^4 + 
     162*b^3*d^2*m11^4 - 81*b*d^4*m11^4 - 37632*b^4*d*m11*m22 + 
     75264*b^2*d^3*m11*m22 - 37632*d^5*m11*m22 - 108*b^4*d*m11^3*m22 + 
     216*b^2*d^3*m11^3*m22 - 108*d^5*m11^3*m22 - 100352*b^5*m22^2 + 
     200704*b^3*d^2*m22^2 - 100352*b*d^4*m22^2 - 192*b^4*d*m11*m22^3 + 
     384*b^2*d^3*m11*m22^3 - 192*d^5*m11*m22^3 - 256*b^5*m22^4 + 
     512*b^3*d^2*m22^4 - 256*b*d^4*m22^4, {1, 2}}, 
   {37632*b^5*m11*m22 - 75264*b^3*d^2*m11*m22 + 37632*b*d^4*m11*m22 + 
     108*b^5*m11^3*m22 - 216*b^3*d^2*m11^3*m22 + 108*b*d^4*m11^3*m22 + 
     288*b^4*d*m11^2*m22^2 - 576*b^2*d^3*m11^2*m22^2 + 288*d^5*m11^2*m22^2 + 
     192*b^5*m11*m22^3 - 384*b^3*d^2*m11*m22^3 + 192*b*d^4*m11*m22^3, {0, 
    3}}, {-19668992*b^4 - 236027904*b^6 + 19668992*b^2*d^2 + 
     472055808*b^4*d^2 - 236027904*b^2*d^4 - 112896*b^4*m11^2 - 
     1580544*b^6*m11^2 + 112896*b^2*d^2*m11^2 + 3161088*b^4*d^2*m11^2 - 
     1580544*b^2*d^4*m11^2 - 162*b^4*m11^4 - 2592*b^6*m11^4 + 
     162*b^2*d^2*m11^4 + 5184*b^4*d^2*m11^4 - 2592*b^2*d^4*m11^4 - 
     150528*b^3*d*m11*m22 - 903168*b^5*d*m11*m22 + 150528*b*d^3*m11*m22 + 
     1806336*b^3*d^3*m11*m22 - 903168*b*d^5*m11*m22 - 432*b^3*d*m11^3*m22 - 
     3456*b^5*d*m11^3*m22 + 432*b*d^3*m11^3*m22 + 6912*b^3*d^3*m11^3*m22 - 
     3456*b*d^5*m11^3*m22 - 200704*b^4*m22^2 - 2408448*b^6*m22^2 + 
     200704*b^2*d^2*m22^2 + 4816896*b^4*d^2*m22^2 - 2408448*b^2*d^4*m22^2 - 
     288*b^4*m11^2*m22^2 + 288*d^4*m11^2*m22^2 - 768*b^3*d*m11*m22^3 - 
     4608*b^5*d*m11*m22^3 + 768*b*d^3*m11*m22^3 + 9216*b^3*d^3*m11*m22^3 - 
     4608*b*d^5*m11*m22^3 - 512*b^4*m22^4 - 6144*b^6*m22^4 + 
     512*b^2*d^2*m22^4 + 12288*b^4*d^2*m22^4 - 6144*b^2*d^4*m22^4, {1, 1}}, 
   {9834496*b^3*d - 118013952*b^5*d - 9834496*b*d^3 + 236027904*b^3*d^3 - 
     118013952*b*d^5 + 56448*b^3*d*m11^2 - 790272*b^5*d*m11^2 - 
     56448*b*d^3*m11^2 + 1580544*b^3*d^3*m11^2 - 790272*b*d^5*m11^2 + 
     81*b^3*d*m11^4 - 1296*b^5*d*m11^4 - 81*b*d^3*m11^4 + 
     2592*b^3*d^3*m11^4 - 1296*b*d^5*m11^4 + 112896*b^4*m11*m22 + 
     1505280*b^6*m11*m22 - 75264*b^2*d^2*m11*m22 - 3462144*b^4*d^2*m11*m22 - 
     37632*d^4*m11*m22 + 2408448*b^2*d^4*m11*m22 - 451584*d^6*m11*m22 + 
     324*b^4*m11^3*m22 + 4752*b^6*m11^3*m22 - 216*b^2*d^2*m11^3*m22 - 
     11232*b^4*d^2*m11^3*m22 - 108*d^4*m11^3*m22 + 8208*b^2*d^4*m11^3*m22 - 
     1728*d^6*m11^3*m22 + 100352*b^3*d*m22^2 - 1204224*b^5*d*m22^2 - 
     100352*b*d^3*m22^2 + 2408448*b^3*d^3*m22^2 - 1204224*b*d^5*m22^2 + 
     864*b^3*d*m11^2*m22^2 + 12096*b^5*d*m11^2*m22^2 - 
     864*b*d^3*m11^2*m22^2 - 24192*b^3*d^3*m11^2*m22^2 + 
     12096*b*d^5*m11^2*m22^2 + 576*b^4*m11*m22^3 + 7680*b^6*m11*m22^3 - 
     384*b^2*d^2*m11*m22^3 - 17664*b^4*d^2*m11*m22^3 - 192*d^4*m11*m22^3 + 
     12288*b^2*d^4*m11*m22^3 - 2304*d^6*m11*m22^3 + 256*b^3*d*m22^4 - 
     3072*b^5*d*m22^4 - 256*b*d^3*m22^4 + 6144*b^3*d^3*m22^4 - 
     3072*b*d^5*m22^4, {0, 2}}, {-354041856*b^5 - 1416167424*b^7 + 
     9834496*b*d^2 + 472055808*b^3*d^2 + 2832334848*b^5*d^2 - 
     118013952*b*d^4 - 1416167424*b^3*d^4 - 2370816*b^5*m11^2 - 
     10838016*b^7*m11^2 + 56448*b*d^2*m11^2 + 3161088*b^3*d^2*m11^2 + 
     21676032*b^5*d^2*m11^2 - 790272*b*d^4*m11^2 - 10838016*b^3*d^4*m11^2 - 
     3888*b^5*m11^4 - 20736*b^7*m11^4 + 81*b*d^2*m11^4 + 5184*b^3*d^2*m11^4 + 
     41472*b^5*d^2*m11^4 - 1296*b*d^4*m11^4 - 20736*b^3*d^4*m11^4 - 
     37632*b^2*d*m11*m22 - 2257920*b^4*d*m11*m22 - 5419008*b^6*d*m11*m22 + 
     37632*d^3*m11*m22 + 2709504*b^2*d^3*m11*m22 + 10838016*b^4*d^3*m11*m22 - 
     451584*d^5*m11*m22 - 5419008*b^2*d^5*m11*m22 - 108*b^2*d*m11^3*m22 - 
     8640*b^4*d*m11^3*m22 - 27648*b^6*d*m11^3*m22 + 108*d^3*m11^3*m22 + 
     10368*b^2*d^3*m11^3*m22 + 55296*b^4*d^3*m11^3*m22 - 1728*d^5*m11^3*m22 - 
     27648*b^2*d^5*m11^3*m22 - 3612672*b^5*m22^2 - 14450688*b^7*m22^2 + 
     100352*b*d^2*m22^2 + 4816896*b^3*d^2*m22^2 + 28901376*b^5*d^2*m22^2 - 
     1204224*b*d^4*m22^2 - 14450688*b^3*d^4*m22^2 - 288*b^3*m11^2*m22^2 + 
     7221312*b^5*m11^2*m22^2 - 14450688*b^3*d^2*m11^2*m22^2 + 
     7229376*b*d^4*m11^2*m22^2 + 20736*b^5*m11^4*m22^2 - 
     41472*b^3*d^2*m11^4*m22^2 + 20736*b*d^4*m11^4*m22^2 - 
     192*b^2*d*m11*m22^3 - 11520*b^4*d*m11*m22^3 - 27648*b^6*d*m11*m22^3 + 
     192*d^3*m11*m22^3 + 13824*b^2*d^3*m11*m22^3 + 55296*b^4*d^3*m11*m22^3 - 
     2304*d^5*m11*m22^3 - 27648*b^2*d^5*m11*m22^3 + 55296*b^4*d*m11^3*m22^3 - 
     110592*b^2*d^3*m11^3*m22^3 + 55296*d^5*m11^3*m22^3 - 9216*b^5*m22^4 - 
     36864*b^7*m22^4 + 256*b*d^2*m22^4 + 12288*b^3*d^2*m22^4 + 
     73728*b^5*d^2*m22^4 - 3072*b*d^4*m22^4 - 36864*b^3*d^4*m22^4 + 
     36864*b^5*m11^2*m22^4 - 73728*b^3*d^2*m11^2*m22^4 + 
     36864*b*d^4*m11^2*m22^4, {1, 0}}, 
   {-9834496*b^2*d - 2832334848*b^6*d + 5664669696*b^4*d^3 - 
     2832334848*b^2*d^5 - 56448*b^2*d*m11^2 - 22127616*b^6*d*m11^2 + 
     44255232*b^4*d^3*m11^2 - 22127616*b^2*d^5*m11^2 - 81*b^2*d*m11^4 - 
     41472*b^6*d*m11^4 + 82944*b^4*d^3*m11^4 - 41472*b^2*d^5*m11^4 + 
     37632*b^3*m11*m22 + 4666368*b^5*m11*m22 + 19869696*b^7*m11*m22 - 
     37632*b*d^2*m11*m22 - 7225344*b^3*d^2*m11*m22 - 
     50577408*b^5*d^2*m11*m22 + 2558976*b*d^4*m11*m22 + 
     41545728*b^3*d^4*m11*m22 - 10838016*b*d^6*m11*m22 + 108*b^3*m11^3*m22 + 
     13824*b^5*m11^3*m22 + 69120*b^7*m11^3*m22 - 108*b*d^2*m11^3*m22 - 
     21600*b^3*d^2*m11^3*m22 - 193536*b^5*d^2*m11^3*m22 + 
     7776*b*d^4*m11^3*m22 + 179712*b^3*d^4*m11^3*m22 - 
     55296*b*d^6*m11^3*m22 - 100352*b^2*d*m22^2 - 28901376*b^6*d*m22^2 + 
     57802752*b^4*d^3*m22^2 - 28901376*b^2*d^5*m22^2 + 
     576*b^2*d*m11^2*m22^2 - 7193088*b^4*d*m11^2*m22^2 + 
     168192*b^6*d*m11^2*m22^2 - 288*d^3*m11^2*m22^2 + 
     14402304*b^2*d^3*m11^2*m22^2 - 336384*b^4*d^3*m11^2*m22^2 - 
     7209216*d^5*m11^2*m22^2 + 168192*b^2*d^5*m11^2*m22^2 - 
     20736*b^4*d*m11^4*m22^2 + 41472*b^2*d^3*m11^4*m22^2 - 
     20736*d^5*m11^4*m22^2 + 192*b^3*m11*m22^3 + 23808*b^5*m11*m22^3 + 
     101376*b^7*m11*m22^3 - 192*b*d^2*m11*m22^3 - 36864*b^3*d^2*m11*m22^3 - 
     258048*b^5*d^2*m11*m22^3 + 13056*b*d^4*m11*m22^3 + 
     211968*b^3*d^4*m11*m22^3 - 55296*b*d^6*m11*m22^3 - 
     55296*b^5*m11^3*m22^3 + 110592*b^3*d^2*m11^3*m22^3 - 
     55296*b*d^4*m11^3*m22^3 - 256*b^2*d*m22^4 - 73728*b^6*d*m22^4 + 
     147456*b^4*d^3*m22^4 - 73728*b^2*d^5*m22^4 - 36864*b^4*d*m11^2*m22^4 + 
     73728*b^2*d^3*m11^2*m22^4 - 36864*d^5*m11^2*m22^4, {0, 1}}, 
   {-2832334848*b^5*d - 16994009088*b^7*d + 4248502272*b^3*d^3 + 
     33988018176*b^5*d^3 - 1416167424*b*d^5 - 16994009088*b^3*d^5 - 
     22579200*b^5*d*m11^2 - 151732224*b^7*d*m11^2 + 33868800*b^3*d^3*m11^2 + 
     303464448*b^5*d^3*m11^2 - 11289600*b*d^5*m11^2 - 
     151732224*b^3*d^5*m11^2 - 41472*b^5*d*m11^4 - 331776*b^7*d*m11^4 + 
     62208*b^3*d^3*m11^4 + 663552*b^5*d^3*m11^4 - 20736*b*d^5*m11^4 - 
     331776*b^3*d^5*m11^4 + 2107392*b^4*m11*m22 + 41545728*b^6*m11*m22 + 
     86704128*b^8*m11*m22 - 2107392*b^2*d^2*m11*m22 - 
     84897792*b^4*d^2*m11*m22 - 238436352*b^6*d^2*m11*m22 + 
     48771072*b^2*d^4*m11*m22 + 216760320*b^4*d^4*m11*m22 - 
     5419008*d^6*m11*m22 - 65028096*b^2*d^6*m11*m22 + 6048*b^4*m11^3*m22 + 
     131328*b^6*m11^3*m22 + 331776*b^8*m11^3*m22 - 6048*b^2*d^2*m11^3*m22 - 
     304128*b^4*d^2*m11^3*m22 - 1105920*b^6*d^2*m11^3*m22 + 
     200448*b^2*d^4*m11^3*m22 + 1216512*b^4*d^4*m11^3*m22 - 
     27648*d^6*m11^3*m22 - 442368*b^2*d^6*m11^3*m22 - 28901376*b^5*d*m22^2 - 
     173408256*b^7*d*m22^2 + 43352064*b^3*d^3*m22^2 + 
     346816512*b^5*d^3*m22^2 - 14450688*b*d^5*m22^2 - 
     173408256*b^3*d^5*m22^2 + 16128*b^3*d*m11^2*m22^2 + 
     276480*b^5*d*m11^2*m22^2 + 774144*b^7*d*m11^2*m22^2 - 
     16128*b*d^3*m11^2*m22^2 - 499968*b^3*d^3*m11^2*m22^2 - 
     1548288*b^5*d^3*m11^2*m22^2 + 223488*b*d^5*m11^2*m22^2 + 
     774144*b^3*d^5*m11^2*m22^2 + 10752*b^4*m11*m22^3 + 
     211968*b^6*m11*m22^3 + 442368*b^8*m11*m22^3 - 10752*b^2*d^2*m11*m22^3 - 
     433152*b^4*d^2*m11*m22^3 - 1216512*b^6*d^2*m11*m22^3 + 
     248832*b^2*d^4*m11*m22^3 + 1105920*b^4*d^4*m11*m22^3 - 
     27648*d^6*m11*m22^3 - 331776*b^2*d^6*m11*m22^3 - 
     774144*b^6*m11^3*m22^3 + 2322432*b^4*d^2*m11^3*m22^3 - 
     2322432*b^2*d^4*m11^3*m22^3 + 774144*d^6*m11^3*m22^3 - 
     73728*b^5*d*m22^4 - 442368*b^7*d*m22^4 + 110592*b^3*d^3*m22^4 + 
     884736*b^5*d^3*m22^4 - 36864*b*d^5*m22^4 - 442368*b^3*d^5*m22^4, {0, 
    0}}}, OreAlgebraObject[{Der[d], Der[b]}, Expand, #1 + #2 & , 
   Expand[#1*#2] & , None], DegreeLexicographic], 
 OrePolynomial[{{386869246296064*b^7*m11*m22 - 1160607738888192*b^5*d^2*m11*
      m22 + 1160607738888192*b^3*d^4*m11*m22 - 386869246296064*b*d^6*m11*
      m22 + 4441101041664*b^7*m11^3*m22 - 13323303124992*b^5*d^2*m11^3*m22 + 
     13323303124992*b^3*d^4*m11^3*m22 - 4441101041664*b*d^6*m11^3*m22 + 
     19118260224*b^7*m11^5*m22 - 57354780672*b^5*d^2*m11^5*m22 + 
     57354780672*b^3*d^4*m11^5*m22 - 19118260224*b*d^6*m11^5*m22 + 
     36578304*b^7*m11^7*m22 - 109734912*b^5*d^2*m11^7*m22 + 
     109734912*b^3*d^4*m11^7*m22 - 36578304*b*d^6*m11^7*m22 + 
     26244*b^7*m11^9*m22 - 78732*b^5*d^2*m11^9*m22 + 
     78732*b^3*d^4*m11^9*m22 - 26244*b*d^6*m11^9*m22 + 
     1480367013888*b^6*d*m11^2*m22^2 - 4441101041664*b^4*d^3*m11^2*m22^2 + 
     4441101041664*b^2*d^5*m11^2*m22^2 - 1480367013888*d^7*m11^2*m22^2 + 
     12745506816*b^6*d*m11^4*m22^2 - 38236520448*b^4*d^3*m11^4*m22^2 + 
     38236520448*b^2*d^5*m11^4*m22^2 - 12745506816*d^7*m11^4*m22^2 + 
     36578304*b^6*d*m11^6*m22^2 - 109734912*b^4*d^3*m11^6*m22^2 + 
     109734912*b^2*d^5*m11^6*m22^2 - 36578304*d^7*m11^6*m22^2 + 
     34992*b^6*d*m11^8*m22^2 - 104976*b^4*d^3*m11^8*m22^2 + 
     104976*b^2*d^5*m11^8*m22^2 - 34992*d^7*m11^8*m22^2 + 
     7895290740736*b^7*m11*m22^3 - 23685872222208*b^5*d^2*m11*m22^3 + 
     23685872222208*b^3*d^4*m11*m22^3 - 7895290740736*b*d^6*m11*m22^3 + 
     33988018176*b^7*m11^3*m22^3 - 101964054528*b^5*d^2*m11^3*m22^3 + 
     101964054528*b^3*d^4*m11^3*m22^3 - 33988018176*b*d^6*m11^3*m22^3 - 
     93312*b^7*m11^7*m22^3 + 279936*b^5*d^2*m11^7*m22^3 - 
     279936*b^3*d^4*m11^7*m22^3 + 93312*b*d^6*m11^7*m22^3 + 
     22658678784*b^6*d*m11^2*m22^4 - 67976036352*b^4*d^3*m11^2*m22^4 + 
     67976036352*b^2*d^5*m11^2*m22^4 - 22658678784*d^7*m11^2*m22^4 + 
     43352064*b^6*d*m11^4*m22^4 - 130056192*b^4*d^3*m11^4*m22^4 + 
     130056192*b^2*d^5*m11^4*m22^4 - 43352064*d^7*m11^4*m22^4 - 
     62208*b^6*d*m11^6*m22^4 + 186624*b^4*d^3*m11^6*m22^4 - 
     186624*b^2*d^5*m11^6*m22^4 + 62208*d^7*m11^6*m22^4 + 
     60423143424*b^7*m11*m22^5 - 181269430272*b^5*d^2*m11*m22^5 + 
     181269430272*b^3*d^4*m11*m22^5 - 60423143424*b*d^6*m11*m22^5 + 
     165888*b^7*m11^5*m22^5 - 497664*b^5*d^2*m11^5*m22^5 + 
     497664*b^3*d^4*m11^5*m22^5 - 165888*b*d^6*m11^5*m22^5 + 
     115605504*b^6*d*m11^2*m22^6 - 346816512*b^4*d^3*m11^2*m22^6 + 
     346816512*b^2*d^5*m11^2*m22^6 - 115605504*d^7*m11^2*m22^6 - 
     110592*b^6*d*m11^4*m22^6 + 331776*b^4*d^3*m11^4*m22^6 - 
     331776*b^2*d^5*m11^4*m22^6 + 110592*d^7*m11^4*m22^6 + 
     205520896*b^7*m11*m22^7 - 616562688*b^5*d^2*m11*m22^7 + 
     616562688*b^3*d^4*m11*m22^7 - 205520896*b*d^6*m11*m22^7 - 
     294912*b^7*m11^3*m22^7 + 884736*b^5*d^2*m11^3*m22^7 - 
     884736*b^3*d^4*m11^3*m22^7 + 294912*b*d^6*m11^3*m22^7 + 
     196608*b^6*d*m11^2*m22^8 - 589824*b^4*d^3*m11^2*m22^8 + 
     589824*b^2*d^5*m11^2*m22^8 - 196608*d^7*m11^2*m22^8 + 
     262144*b^7*m11*m22^9 - 786432*b^5*d^2*m11*m22^9 + 
     786432*b^3*d^4*m11*m22^9 - 262144*b*d^6*m11*m22^9, {0, 4}}, 
   {386869246296064*b^6*m11*m22 + 21664677792579584*b^8*m11*m22 - 
     386869246296064*b^4*d^2*m11*m22 - 64994033377738752*b^6*d^2*m11*m22 - 
     386869246296064*b^2*d^4*m11*m22 + 64994033377738752*b^4*d^4*m11*m22 + 
     386869246296064*d^6*m11*m22 - 21664677792579584*b^2*d^6*m11*m22 + 
     4441101041664*b^6*m11^3*m22 + 248701658333184*b^8*m11^3*m22 - 
     4441101041664*b^4*d^2*m11^3*m22 - 746104974999552*b^6*d^2*m11^3*m22 - 
     4441101041664*b^2*d^4*m11^3*m22 + 746104974999552*b^4*d^4*m11^3*m22 + 
     4441101041664*d^6*m11^3*m22 - 248701658333184*b^2*d^6*m11^3*m22 + 
     19118260224*b^6*m11^5*m22 + 1070622572544*b^8*m11^5*m22 - 
     19118260224*b^4*d^2*m11^5*m22 - 3211867717632*b^6*d^2*m11^5*m22 - 
     19118260224*b^2*d^4*m11^5*m22 + 3211867717632*b^4*d^4*m11^5*m22 + 
     19118260224*d^6*m11^5*m22 - 1070622572544*b^2*d^6*m11^5*m22 + 
     36578304*b^6*m11^7*m22 + 2048385024*b^8*m11^7*m22 - 
     36578304*b^4*d^2*m11^7*m22 - 6145155072*b^6*d^2*m11^7*m22 - 
     36578304*b^2*d^4*m11^7*m22 + 6145155072*b^4*d^4*m11^7*m22 + 
     36578304*d^6*m11^7*m22 - 2048385024*b^2*d^6*m11^7*m22 + 
     26244*b^6*m11^9*m22 + 1469664*b^8*m11^9*m22 - 26244*b^4*d^2*m11^9*m22 - 
     4408992*b^6*d^2*m11^9*m22 - 26244*b^2*d^4*m11^9*m22 + 
     4408992*b^4*d^4*m11^9*m22 + 26244*d^6*m11^9*m22 - 
     1469664*b^2*d^6*m11^9*m22 + 71057616666624*b^7*d*m11^2*m22^2 - 
     213172849999872*b^5*d^3*m11^2*m22^2 + 213172849999872*b^3*d^5*m11^2*
      m22^2 - 71057616666624*b*d^7*m11^2*m22^2 + 679760363520*b^7*d*m11^4*
      m22^2 - 2039281090560*b^5*d^3*m11^4*m22^2 + 2039281090560*b^3*d^5*m11^4*
      m22^2 - 679760363520*b*d^7*m11^4*m22^2 + 2145927168*b^7*d*m11^6*m22^2 - 
     6437781504*b^5*d^3*m11^6*m22^2 + 6437781504*b^3*d^5*m11^6*m22^2 - 
     2145927168*b*d^7*m11^6*m22^2 + 2239488*b^7*d*m11^8*m22^2 - 
     6718464*b^5*d^3*m11^8*m22^2 + 6718464*b^3*d^5*m11^8*m22^2 - 
     2239488*b*d^7*m11^8*m22^2 + 7895290740736*b^6*m11*m22^3 + 
     442136281481216*b^8*m11*m22^3 - 7895290740736*b^4*d^2*m11*m22^3 - 
     1326408844443648*b^6*d^2*m11*m22^3 - 7895290740736*b^2*d^4*m11*m22^3 + 
     1326408844443648*b^4*d^4*m11*m22^3 + 7895290740736*d^6*m11*m22^3 - 
     442136281481216*b^2*d^6*m11*m22^3 + 22658678784*b^6*m11^3*m22^3 + 
     1858011660288*b^8*m11^3*m22^3 - 22658678784*b^4*d^2*m11^3*m22^3 - 
     5619352338432*b^6*d^2*m11^3*m22^3 - 22658678784*b^2*d^4*m11^3*m22^3 + 
     5709987053568*b^4*d^4*m11^3*m22^3 + 22658678784*d^6*m11^3*m22^3 - 
     1993963732992*b^2*d^6*m11^3*m22^3 + 45317357568*d^8*m11^3*m22^3 - 
     65028096*b^6*m11^5*m22^3 + 65028096*b^4*d^2*m11^5*m22^3 + 
     65028096*b^2*d^4*m11^5*m22^3 - 65028096*d^6*m11^5*m22^3 - 
     186624*b^6*m11^7*m22^3 - 4852224*b^8*m11^7*m22^3 + 
     186624*b^4*d^2*m11^7*m22^3 + 14929920*b^6*d^2*m11^7*m22^3 + 
     186624*b^2*d^4*m11^7*m22^3 - 15676416*b^4*d^4*m11^7*m22^3 - 
     186624*d^6*m11^7*m22^3 + 5971968*b^2*d^6*m11^7*m22^3 - 
     373248*d^8*m11^7*m22^3 + 1087616581632*b^7*d*m11^2*m22^4 - 
     3262849744896*b^5*d^3*m11^2*m22^4 + 3262849744896*b^3*d^5*m11^2*m22^4 - 
     1087616581632*b*d^7*m11^2*m22^4 + 2080899072*b^7*d*m11^4*m22^4 - 
     6242697216*b^5*d^3*m11^4*m22^4 + 6242697216*b^3*d^5*m11^4*m22^4 - 
     2080899072*b*d^7*m11^4*m22^4 - 2985984*b^7*d*m11^6*m22^4 + 
     8957952*b^5*d^3*m11^6*m22^4 - 8957952*b^3*d^5*m11^6*m22^4 + 
     2985984*b*d^7*m11^6*m22^4 + 60423143424*b^6*m11*m22^5 + 
     3383696031744*b^8*m11*m22^5 - 60423143424*b^4*d^2*m11*m22^5 - 
     10151088095232*b^6*d^2*m11*m22^5 - 60423143424*b^2*d^4*m11*m22^5 + 
     10151088095232*b^4*d^4*m11*m22^5 + 60423143424*d^6*m11*m22^5 - 
     3383696031744*b^2*d^6*m11*m22^5 - 115605504*b^6*m11^3*m22^5 - 
     462422016*b^8*m11^3*m22^5 + 115605504*b^4*d^2*m11^3*m22^5 + 
     924844032*b^6*d^2*m11^3*m22^5 + 115605504*b^2*d^4*m11^3*m22^5 - 
     115605504*d^6*m11^3*m22^5 - 924844032*b^2*d^6*m11^3*m22^5 + 
     462422016*d^8*m11^3*m22^5 + 497664*b^6*m11^5*m22^5 + 
     9289728*b^8*m11^5*m22^5 - 497664*b^4*d^2*m11^5*m22^5 - 
     27869184*b^6*d^2*m11^5*m22^5 - 497664*b^2*d^4*m11^5*m22^5 + 
     27869184*b^4*d^4*m11^5*m22^5 + 497664*d^6*m11^5*m22^5 - 
     9289728*b^2*d^6*m11^5*m22^5 + 5549064192*b^7*d*m11^2*m22^6 - 
     16647192576*b^5*d^3*m11^2*m22^6 + 16647192576*b^3*d^5*m11^2*m22^6 - 
     5549064192*b*d^7*m11^2*m22^6 - 7077888*b^7*d*m11^4*m22^6 + 
     21233664*b^5*d^3*m11^4*m22^6 - 21233664*b^3*d^5*m11^4*m22^6 + 
     7077888*b*d^7*m11^4*m22^6 + 205520896*b^6*m11*m22^7 + 
     11509170176*b^8*m11*m22^7 - 205520896*b^4*d^2*m11*m22^7 - 
     34527510528*b^6*d^2*m11*m22^7 - 205520896*b^2*d^4*m11*m22^7 + 
     34527510528*b^4*d^4*m11*m22^7 + 205520896*d^6*m11*m22^7 - 
     11509170176*b^2*d^6*m11*m22^7 - 589824*b^6*m11^3*m22^7 - 
     17694720*b^8*m11^3*m22^7 + 589824*b^4*d^2*m11^3*m22^7 + 
     51904512*b^6*d^2*m11^3*m22^7 + 589824*b^2*d^4*m11^3*m22^7 - 
     49545216*b^4*d^4*m11^3*m22^7 - 589824*d^6*m11^3*m22^7 + 
     14155776*b^2*d^6*m11^3*m22^7 + 1179648*d^8*m11^3*m22^7 + 
     9437184*b^7*d*m11^2*m22^8 - 28311552*b^5*d^3*m11^2*m22^8 + 
     28311552*b^3*d^5*m11^2*m22^8 - 9437184*b*d^7*m11^2*m22^8 + 
     262144*b^6*m11*m22^9 + 14680064*b^8*m11*m22^9 - 
     262144*b^4*d^2*m11*m22^9 - 44040192*b^6*d^2*m11*m22^9 - 
     262144*b^2*d^4*m11*m22^9 + 44040192*b^4*d^4*m11*m22^9 + 
     262144*d^6*m11*m22^9 - 14680064*b^2*d^6*m11*m22^9, {0, 3}}, 
   {303305489096114176*b^5 - 303305489096114176*b^3*d^2 + 
     4352279020830720*b^5*m11^2 + 4642430955552768*b^9*m11^2 - 
     4352279020830720*b^3*d^2*m11^2 - 13927292866658304*b^7*d^2*m11^2 + 
     13927292866658304*b^5*d^4*m11^2 - 4642430955552768*b^3*d^6*m11^2 + 
     24981193359360*b^5*m11^4 + 39969909374976*b^9*m11^4 - 
     24981193359360*b^3*d^2*m11^4 - 119909728124928*b^7*d^2*m11^4 + 
     119909728124928*b^5*d^4*m11^4 - 39969909374976*b^3*d^6*m11^4 + 
     71693475840*b^5*m11^6 + 114709561344*b^9*m11^6 - 
     71693475840*b^3*d^2*m11^6 - 344128684032*b^7*d^2*m11^6 + 
     344128684032*b^5*d^4*m11^6 - 114709561344*b^3*d^6*m11^6 + 
     102876480*b^5*m11^8 + 109734912*b^9*m11^8 - 102876480*b^3*d^2*m11^8 - 
     329204736*b^7*d^2*m11^8 + 329204736*b^5*d^4*m11^8 - 
     109734912*b^3*d^6*m11^8 + 59049*b^5*m11^10 - 59049*b^3*d^2*m11^10 + 
     3481823216664576*b^4*d*m11*m22 - 3481823216664576*b^2*d^3*m11*m22 + 
     39969909374976*b^4*d*m11^3*m22 + 53293212499968*b^8*d*m11^3*m22 - 
     39969909374976*b^2*d^3*m11^3*m22 - 159879637499904*b^6*d^3*m11^3*m22 + 
     159879637499904*b^4*d^5*m11^3*m22 - 53293212499968*b^2*d^7*m11^3*m22 + 
     172064342016*b^4*d*m11^5*m22 + 305892163584*b^8*d*m11^5*m22 - 
     172064342016*b^2*d^3*m11^5*m22 - 917676490752*b^6*d^3*m11^5*m22 + 
     917676490752*b^4*d^5*m11^5*m22 - 305892163584*b^2*d^7*m11^5*m22 + 
     329204736*b^4*d*m11^7*m22 + 438939648*b^8*d*m11^7*m22 - 
     329204736*b^2*d^3*m11^7*m22 - 1316818944*b^6*d^3*m11^7*m22 + 
     1316818944*b^4*d^5*m11^7*m22 - 438939648*b^2*d^7*m11^7*m22 + 
     236196*b^4*d*m11^9*m22 - 236196*b^2*d^3*m11^9*m22 + 
     7737384925921280*b^5*m22^2 - 7737384925921280*b^3*d^2*m22^2 + 
     65136148611072*b^5*m11^2*m22^2 + 74290738224955392*b^7*m11^2*m22^2 + 
     47371744444416*b^9*m11^2*m22^2 - 53293212499968*b^3*d^2*m11^2*m22^2 - 
     222848528802643968*b^5*d^2*m11^2*m22^2 - 142115233333248*b^7*d^2*m11^2*
      m22^2 - 11842936111104*b*d^4*m11^2*m22^2 + 222824842930421760*b^3*d^4*
      m11^2*m22^2 + 142115233333248*b^5*d^4*m11^2*m22^2 - 
     74267052352733184*b*d^6*m11^2*m22^2 - 47371744444416*b^3*d^6*m11^2*
      m22^2 + 178437095424*b^5*m11^4*m22^2 + 852725388017664*b^7*m11^4*
      m22^2 + 611784327168*b^9*m11^4*m22^2 - 76473040896*b^3*d^2*m11^4*
      m22^2 - 2558108188016640*b^5*d^2*m11^4*m22^2 - 
     1699400908800*b^7*d^2*m11^4*m22^2 - 101964054528*b*d^4*m11^4*m22^2 + 
     2558040211980288*b^3*d^4*m11^4*m22^2 + 1427496763392*b^5*d^4*m11^4*
      m22^2 - 852657411981312*b*d^6*m11^4*m22^2 - 203928109056*b^3*d^6*m11^4*
      m22^2 - 135952072704*b*d^8*m11^4*m22^2 + 146313216*b^5*m11^6*m22^2 + 
     3670608420864*b^7*m11^6*m22^2 + 1170505728*b^9*m11^6*m22^2 + 
     146313216*b^3*d^2*m11^6*m22^2 - 11012020346880*b^5*d^2*m11^6*m22^2 - 
     3121348608*b^7*d^2*m11^6*m22^2 - 292626432*b*d^4*m11^6*m22^2 + 
     11012215431168*b^3*d^4*m11^6*m22^2 + 2341011456*b^5*d^4*m11^6*m22^2 - 
     3670803505152*b*d^6*m11^6*m22^2 - 390168576*b*d^8*m11^6*m22^2 - 
     34992*b^5*m11^8*m22^2 + 7022754432*b^7*m11^8*m22^2 - 
     559872*b^9*m11^8*m22^2 + 314928*b^3*d^2*m11^8*m22^2 - 
     21068823168*b^5*d^2*m11^8*m22^2 + 1679616*b^7*d^2*m11^8*m22^2 - 
     279936*b*d^4*m11^8*m22^2 + 21069383040*b^3*d^4*m11^8*m22^2 - 
     1679616*b^5*d^4*m11^8*m22^2 - 7023314304*b*d^6*m11^8*m22^2 + 
     559872*b^3*d^6*m11^8*m22^2 + 5038848*b^7*m11^10*m22^2 - 
     15116544*b^5*d^2*m11^10*m22^2 + 15116544*b^3*d^4*m11^10*m22^2 - 
     5038848*b*d^6*m11^10*m22^2 + 71057616666624*b^4*d*m11*m22^3 - 
     71057616666624*b^2*d^3*m11*m22^3 + 362538860544*b^4*d*m11^3*m22^3 + 
     284411736096768*b^6*d*m11^3*m22^3 + 634443005952*b^8*d*m11^3*m22^3 - 
     339880181760*b^2*d^3*m11^3*m22^3 - 852963304144896*b^4*d^3*m11^3*m22^3 - 
     1903329017856*b^6*d^3*m11^3*m22^3 - 22658678784*d^5*m11^3*m22^3 + 
     852691399999488*b^2*d^5*m11^3*m22^3 + 1903329017856*b^4*d^5*m11^3*
      m22^3 - 284139831951360*d^7*m11^3*m22^3 - 634443005952*b^2*d^7*m11^3*
      m22^3 + 325140480*b^4*d*m11^5*m22^3 + 2447137308672*b^6*d*m11^5*m22^3 + 
     3121348608*b^8*d*m11^5*m22^3 - 195084288*b^2*d^3*m11^5*m22^3 - 
     7341411926016*b^4*d^3*m11^5*m22^3 - 9364045824*b^6*d^3*m11^5*m22^3 - 
     130056192*d^5*m11^5*m22^3 + 7341411926016*b^2*d^5*m11^5*m22^3 + 
     9364045824*b^4*d^5*m11^5*m22^3 - 2447137308672*d^7*m11^5*m22^3 - 
     3121348608*b^2*d^7*m11^5*m22^3 - 373248*b^4*d*m11^7*m22^3 + 
     7021541376*b^6*d*m11^7*m22^3 + 746496*b^8*d*m11^7*m22^3 + 
     559872*b^2*d^3*m11^7*m22^3 - 21066863616*b^4*d^3*m11^7*m22^3 - 
     2239488*b^6*d^3*m11^7*m22^3 - 186624*d^5*m11^7*m22^3 + 
     21069103104*b^2*d^5*m11^7*m22^3 + 2239488*b^4*d^5*m11^7*m22^3 - 
     7023780864*d^7*m11^7*m22^3 - 746496*b^2*d^7*m11^7*m22^3 + 
     6718464*b^6*d*m11^9*m22^3 - 20155392*b^4*d^3*m11^9*m22^3 + 
     20155392*b^2*d^5*m11^9*m22^3 - 6718464*d^7*m11^9*m22^3 + 
     78952907407360*b^5*m22^4 - 78952907407360*b^3*d^2*m22^4 + 
     317221502976*b^5*m11^2*m22^4 + 1516077091651584*b^7*m11^2*m22^4 - 
     135952072704*b^3*d^2*m11^2*m22^4 - 4547868736094208*b^5*d^2*m11^2*
      m22^4 - 181269430272*b*d^4*m11^2*m22^4 + 4547506197233664*b^3*d^4*m11^2*
      m22^4 - 1515714552791040*b*d^6*m11^2*m22^4 + 
     216760320*b^5*m11^4*m22^4 + 6526393122816*b^7*m11^4*m22^4 + 
     3121348608*b^9*m11^4*m22^4 + 130056192*b^3*d^2*m11^4*m22^4 - 
     19577792102400*b^5*d^2*m11^4*m22^4 - 7976779776*b^7*d^2*m11^4*m22^4 - 
     346816512*b*d^4*m11^4*m22^4 + 19576404836352*b^3*d^4*m11^4*m22^4 + 
     5202247680*b^5*d^4*m11^4*m22^4 - 6525005856768*b*d^6*m11^4*m22^4 + 
     1040449536*b^3*d^6*m11^4*m22^4 - 1387266048*b*d^8*m11^4*m22^4 - 
     124416*b^5*m11^6*m22^4 - 1492992*b^7*m11^6*m22^4 + 
     2985984*b^9*m11^6*m22^4 - 373248*b^3*d^2*m11^6*m22^4 + 
     1492992*b^5*d^2*m11^6*m22^4 - 6967296*b^7*d^2*m11^6*m22^4 + 
     497664*b*d^4*m11^6*m22^4 + 1492992*b^3*d^4*m11^6*m22^4 + 
     2985984*b^5*d^4*m11^6*m22^4 - 1492992*b*d^6*m11^6*m22^4 + 
     2985984*b^3*d^6*m11^6*m22^4 - 1990656*b*d^8*m11^6*m22^4 - 
     17915904*b^7*m11^8*m22^4 + 53747712*b^5*d^2*m11^8*m22^4 - 
     53747712*b^3*d^4*m11^8*m22^4 + 17915904*b*d^6*m11^8*m22^4 + 
     543808290816*b^4*d*m11*m22^5 - 543808290816*b^2*d^3*m11*m22^5 + 
     578027520*b^4*d*m11^3*m22^5 + 4352316014592*b^6*d*m11^3*m22^5 + 
     2312110080*b^8*d*m11^3*m22^5 - 346816512*b^2*d^3*m11^3*m22^5 - 
     13054173511680*b^4*d^3*m11^3*m22^5 - 6936330240*b^6*d^3*m11^3*m22^5 - 
     231211008*d^5*m11^3*m22^5 + 13051398979584*b^2*d^5*m11^3*m22^5 + 
     6936330240*b^4*d^5*m11^3*m22^5 - 4349541482496*d^7*m11^3*m22^5 - 
     2312110080*b^2*d^7*m11^3*m22^5 - 165888*b^4*d*m11^5*m22^5 + 
     8323596288*b^6*d*m11^5*m22^5 + 7962624*b^8*d*m11^5*m22^5 - 
     497664*b^2*d^3*m11^5*m22^5 - 24970788864*b^4*d^3*m11^5*m22^5 - 
     23887872*b^6*d^3*m11^5*m22^5 + 663552*d^5*m11^5*m22^5 + 
     24970788864*b^2*d^5*m11^5*m22^5 + 23887872*b^4*d^5*m11^5*m22^5 - 
     8323596288*d^7*m11^5*m22^5 - 7962624*b^2*d^7*m11^5*m22^5 - 
     11943936*b^6*d*m11^7*m22^5 + 35831808*b^4*d^3*m11^7*m22^5 - 
     35831808*b^2*d^5*m11^7*m22^5 + 11943936*d^7*m11^7*m22^5 + 
     402820956160*b^5*m22^6 - 402820956160*b^3*d^2*m22^6 + 
     462422016*b^5*m11^2*m22^6 + 11602168381440*b^7*m11^2*m22^6 - 
     1233125376*b^9*m11^2*m22^6 + 462422016*b^3*d^2*m11^2*m22^6 - 
     34804655456256*b^5*d^2*m11^2*m22^6 + 3699376128*b^7*d^2*m11^2*m22^6 - 
     924844032*b*d^4*m11^2*m22^6 + 34802805768192*b^3*d^4*m11^2*m22^6 - 
     3699376128*b^5*d^4*m11^2*m22^6 - 11600318693376*b*d^6*m11^2*m22^6 + 
     1233125376*b^3*d^6*m11^2*m22^6 - 221184*b^5*m11^4*m22^6 + 
     2654208*b^7*m11^4*m22^6 + 5308416*b^9*m11^4*m22^6 - 
     663552*b^3*d^2*m11^4*m22^6 - 2654208*b^5*d^2*m11^4*m22^6 - 
     12386304*b^7*d^2*m11^4*m22^6 + 884736*b*d^4*m11^4*m22^6 - 
     2654208*b^3*d^4*m11^4*m22^6 + 5308416*b^5*d^4*m11^4*m22^6 + 
     2654208*b*d^6*m11^4*m22^6 + 5308416*b^3*d^6*m11^4*m22^6 - 
     3538944*b*d^8*m11^4*m22^6 + 31850496*b^7*m11^6*m22^6 - 
     95551488*b^5*d^2*m11^6*m22^6 + 95551488*b^3*d^4*m11^6*m22^6 - 
     31850496*b*d^6*m11^6*m22^6 + 1849688064*b^4*d*m11*m22^7 - 
     1849688064*b^2*d^3*m11*m22^7 - 1179648*b^4*d*m11^3*m22^7 + 
     22200975360*b^6*d*m11^3*m22^7 + 2359296*b^8*d*m11^3*m22^7 + 
     1769472*b^2*d^3*m11^3*m22^7 - 66595848192*b^4*d^3*m11^3*m22^7 - 
     7077888*b^6*d^3*m11^3*m22^7 - 589824*d^5*m11^3*m22^7 + 
     66588770304*b^2*d^5*m11^3*m22^7 + 7077888*b^4*d^5*m11^3*m22^7 - 
     22193897472*d^7*m11^3*m22^7 - 2359296*b^2*d^7*m11^3*m22^7 - 
     21233664*b^6*d*m11^5*m22^7 + 63700992*b^4*d^3*m11^5*m22^7 - 
     63700992*b^2*d^5*m11^5*m22^7 + 21233664*d^7*m11^5*m22^7 + 
     1027604480*b^5*m22^8 - 1027604480*b^3*d^2*m22^8 - 
     196608*b^5*m11^2*m22^8 + 39461584896*b^7*m11^2*m22^8 - 
     3145728*b^9*m11^2*m22^8 + 1769472*b^3*d^2*m11^2*m22^8 - 
     118381608960*b^5*d^2*m11^2*m22^8 + 9437184*b^7*d^2*m11^2*m22^8 - 
     1572864*b*d^4*m11^2*m22^8 + 118378463232*b^3*d^4*m11^2*m22^8 - 
     9437184*b^5*d^4*m11^2*m22^8 - 39458439168*b*d^6*m11^2*m22^8 + 
     3145728*b^3*d^6*m11^2*m22^8 - 56623104*b^7*m11^4*m22^8 + 
     169869312*b^5*d^2*m11^4*m22^8 - 169869312*b^3*d^4*m11^4*m22^8 + 
     56623104*b*d^6*m11^4*m22^8 + 2359296*b^4*d*m11*m22^9 - 
     2359296*b^2*d^3*m11*m22^9 + 37748736*b^6*d*m11^3*m22^9 - 
     113246208*b^4*d^3*m11^3*m22^9 + 113246208*b^2*d^5*m11^3*m22^9 - 
     37748736*d^7*m11^3*m22^9 + 1048576*b^5*m22^10 - 1048576*b^3*d^2*m22^10 + 
     50331648*b^7*m11^2*m22^10 - 150994944*b^5*d^2*m11^2*m22^10 + 
     150994944*b^3*d^4*m11^2*m22^10 - 50331648*b*d^6*m11^2*m22^10, {1, 1}}, 
   {-3094953970368512*b^5*m11*m22 - 19363579515610595328*b^7*m11*m22 + 
     451863279673802752*b^9*m11*m22 + 2321215477776384*b^3*d^2*m11*m22 + 
     58121688086535471104*b^5*d^2*m11*m22 - 1355589839021408256*b^7*d^2*m11*
      m22 + 773738492592128*b*d^4*m11*m22 - 58152637626239156224*b^3*d^4*m11*
      m22 + 1355589839021408256*b^5*d^4*m11*m22 + 19394529055314280448*b*d^6*
      m11*m22 - 451863279673802752*b^3*d^6*m11*m22 - 
     35528808333312*b^5*m11^3*m22 - 277990719702958080*b^7*m11^3*m22 + 
     5169441612496896*b^9*m11^3*m22 + 26646606249984*b^3*d^2*m11^3*m22 + 
     834336329394290688*b^5*d^2*m11^3*m22 - 15490560433324032*b^7*d^2*m11^3*
      m22 + 8882202083328*b*d^4*m11^3*m22 - 834700499679707136*b^3*d^4*m11^3*
      m22 + 15455031624990720*b^5*d^4*m11^3*m22 + 278354889988374528*b*d^6*
      m11^3*m22 - 5116148399996928*b^3*d^6*m11^3*m22 - 
     17764404166656*b*d^8*m11^3*m22 - 152946081792*b^5*m11^5*m22 - 
     1596387474210816*b^7*m11^5*m22 + 22228163887104*b^9*m11^5*m22 + 
     114709561344*b^3*d^2*m11^5*m22 + 4790768356491264*b^5*d^2*m11^5*m22 - 
     66582527606784*b^7*d^2*m11^5*m22 + 38236520448*b*d^4*m11^5*m22 - 
     4792374290350080*b^3*d^4*m11^5*m22 + 66378599497728*b^5*d^4*m11^5*m22 + 
     1597993408069632*b*d^6*m11^5*m22 - 21922271723520*b^3*d^6*m11^5*m22 - 
     101964054528*b*d^8*m11^5*m22 - 292626432*b^5*m11^7*m22 - 
     4583737009152*b^7*m11^7*m22 + 42577145856*b^9*m11^7*m22 + 
     219469824*b^3*d^2*m11^7*m22 + 13754356761600*b^5*d^2*m11^7*m22 - 
     127585124352*b^7*d^2*m11^7*m22 + 73156608*b*d^4*m11^7*m22 - 
     13757502495744*b^3*d^4*m11^7*m22 + 127292497920*b^5*d^4*m11^7*m22 + 
     4586882743296*b*d^6*m11^7*m22 - 42138206208*b^3*d^6*m11^7*m22 - 
     146313216*b*d^8*m11^7*m22 - 209952*b^5*m11^9*m22 - 
     6580735488*b^7*m11^9*m22 + 30652992*b^9*m11^9*m22 + 
     157464*b^3*d^2*m11^9*m22 + 19744515936*b^5*d^2*m11^9*m22 - 
     91958976*b^7*d^2*m11^9*m22 + 52488*b*d^4*m11^9*m22 - 
     19746825408*b^3*d^4*m11^9*m22 + 91958976*b^5*d^4*m11^9*m22 + 
     6583044960*b*d^6*m11^9*m22 - 30652992*b^3*d^6*m11^9*m22 - 
     3779136*b^7*m11^11*m22 + 11337408*b^5*d^2*m11^11*m22 - 
     11337408*b^3*d^4*m11^11*m22 + 3779136*b*d^6*m11^11*m22 - 
     16284037152768*b^4*d*m11^2*m22^2 - 74178230331899904*b^6*d*m11^2*m22^2 + 
     1207979483332608*b^8*d*m11^2*m22^2 + 8882202083328*b^2*d^3*m11^2*m22^2 + 
     222499162187366400*b^4*d^3*m11^2*m22^2 - 3623938449997824*b^6*d^3*m11^2*
      m22^2 + 7401835069440*d^5*m11^2*m22^2 - 222463633379033088*b^2*d^5*
      m11^2*m22^2 + 3623938449997824*b^4*d^5*m11^2*m22^2 + 
     74142701523566592*d^7*m11^2*m22^2 - 1207979483332608*b^2*d^7*m11^2*
      m22^2 - 140200574976*b^4*d*m11^4*m22^2 - 851688753463296*b^6*d*m11^4*
      m22^2 + 13459255197696*b^8*d*m11^4*m22^2 + 76473040896*b^2*d^3*m11^4*
      m22^2 + 2554964296335360*b^4*d^3*m11^4*m22^2 - 
     40309789556736*b^6*d^3*m11^4*m22^2 + 63727534080*d^5*m11^4*m22^2 - 
     2554862332280832*b^2*d^5*m11^4*m22^2 + 40173837484032*b^4*d^5*m11^4*
      m22^2 + 851586789408768*d^7*m11^4*m22^2 - 13255327088640*b^2*d^7*m11^4*
      m22^2 - 67976036352*d^9*m11^4*m22^2 - 402361344*b^4*d*m11^6*m22^2 - 
     3667438301184*b^6*d*m11^6*m22^2 + 46820229120*b^8*d*m11^6*m22^2 + 
     219469824*b^2*d^3*m11^6*m22^2 + 11002607529984*b^4*d^3*m11^6*m22^2 - 
     140265603072*b^6*d^3*m11^6*m22^2 + 182891520*d^5*m11^6*m22^2 - 
     11002900156416*b^2*d^5*m11^6*m22^2 + 139875434496*b^4*d^5*m11^6*m22^2 + 
     3667730927616*d^7*m11^6*m22^2 - 46234976256*b^2*d^7*m11^6*m22^2 - 
     195084288*d^9*m11^6*m22^2 - 384912*b^4*d*m11^8*m22^2 - 
     7019535168*b^6*d*m11^8*m22^2 + 52068096*b^8*d*m11^8*m22^2 + 
     209952*b^2*d^3*m11^8*m22^2 + 21059445312*b^4*d^3*m11^8*m22^2 - 
     156204288*b^6*d^3*m11^8*m22^2 + 174960*d^5*m11^8*m22^2 - 
     21060285120*b^2*d^5*m11^8*m22^2 + 156204288*b^4*d^5*m11^8*m22^2 + 
     7020374976*d^7*m11^8*m22^2 - 52068096*b^2*d^7*m11^8*m22^2 - 
     5038848*b^6*d*m11^10*m22^2 + 15116544*b^4*d^3*m11^10*m22^2 - 
     15116544*b^2*d^5*m11^10*m22^2 + 5038848*d^7*m11^10*m22^2 - 
     63162325925888*b^5*m11*m22^3 - 494213619207110656*b^7*m11*m22^3 + 
     9221699585179648*b^9*m11*m22^3 + 47371744444416*b^3*d^2*m11*m22^3 + 
     1483272480880590848*b^5*d^2*m11*m22^3 - 27665098755538944*b^7*d^2*m11*
      m22^3 + 15790581481472*b*d^4*m11*m22^3 - 1483904104139849728*b^3*d^4*
      m11*m22^3 + 27665098755538944*b^5*d^4*m11*m22^3 + 
     494845242466369536*b*d^6*m11*m22^3 - 9221699585179648*b^3*d^6*m11*
      m22^3 - 305892163584*b^5*m11^3*m22^3 - 3975623803404288*b^7*m11^3*
      m22^3 + 37613406781440*b^9*m11^3*m22^3 + 203928109056*b^3*d^2*m11^3*
      m22^3 + 11928457517727744*b^5*d^2*m11^3*m22^3 - 
     114562279931904*b^7*d^2*m11^3*m22^3 + 101964054528*b*d^4*m11^3*m22^3 - 
     11930043625242624*b^3*d^4*m11^3*m22^3 + 118006399107072*b^5*d^4*m11^3*
      m22^3 + 3977209910919168*b*d^6*m11^3*m22^3 - 42779585544192*b^3*d^6*
      m11^3*m22^3 + 1722059587584*b*d^8*m11^3*m22^3 - 
     195084288*b^5*m11^5*m22^3 - 9791280414720*b^7*m11^5*m22^3 - 
     1040449536*b^9*m11^5*m22^3 + 29368378884096*b^5*d^2*m11^5*m22^3 + 
     4161798144*b^7*d^2*m11^5*m22^3 + 195084288*b*d^4*m11^5*m22^3 - 
     29362916524032*b^3*d^4*m11^5*m22^3 - 6242697216*b^5*d^4*m11^5*m22^3 + 
     9785818054656*b*d^6*m11^5*m22^3 + 4161798144*b^3*d^6*m11^5*m22^3 - 
     1040449536*b*d^8*m11^5*m22^3 + 466560*b^5*m11^7*m22^3 - 
     4696392960*b^7*m11^7*m22^3 - 93312000*b^9*m11^7*m22^3 - 
     559872*b^3*d^2*m11^7*m22^3 + 14075368704*b^5*d^2*m11^7*m22^3 + 
     295612416*b^7*d^2*m11^7*m22^3 + 93312*b*d^4*m11^7*m22^3 - 
     14061558528*b^3*d^4*m11^7*m22^3 - 326965248*b^5*d^4*m11^7*m22^3 + 
     4682582784*b*d^6*m11^7*m22^3 + 140341248*b^3*d^6*m11^7*m22^3 - 
     15676416*b*d^8*m11^7*m22^3 + 6718464*b^7*m11^9*m22^3 - 
     20155392*b^5*d^2*m11^9*m22^3 + 20155392*b^3*d^4*m11^9*m22^3 - 
     6718464*b*d^6*m11^9*m22^3 - 249245466624*b^4*d*m11^2*m22^4 - 
     1514355032064000*b^6*d*m11^2*m22^4 + 18489481887744*b^8*d*m11^2*m22^4 + 
     135952072704*b^2*d^3*m11^2*m22^4 + 4542521287901184*b^4*d^3*m11^2*
      m22^4 - 55468445663232*b^6*d^3*m11^2*m22^4 + 113293393920*d^5*m11^2*
      m22^4 - 4541977479610368*b^2*d^5*m11^2*m22^4 + 
     55468445663232*b^4*d^5*m11^2*m22^4 + 1513811223773184*d^7*m11^2*m22^4 - 
     18489481887744*b^2*d^7*m11^2*m22^4 - 476872704*b^4*d*m11^4*m22^4 - 
     8698331529216*b^6*d*m11^4*m22^4 + 36068917248*b^8*d*m11^4*m22^4 + 
     260112384*b^2*d^3*m11^4*m22^4 + 26093954138112*b^4*d^3*m11^4*m22^4 - 
     107513118720*b^6*d^3*m11^4*m22^4 + 216760320*d^5*m11^4*m22^4 - 
     26092913688576*b^2*d^5*m11^4*m22^4 + 106125852672*b^4*d^5*m11^4*m22^4 + 
     8697291079680*d^7*m11^4*m22^4 - 33988018176*b^2*d^7*m11^4*m22^4 - 
     693633024*d^9*m11^4*m22^4 + 684288*b^4*d*m11^6*m22^4 - 
     12488629248*b^6*d*m11^6*m22^4 - 51757056*b^8*d*m11^6*m22^4 - 
     373248*b^2*d^3*m11^6*m22^4 + 37467380736*b^4*d^3*m11^6*m22^4 + 
     156266496*b^6*d^3*m11^6*m22^4 - 311040*d^5*m11^6*m22^4 - 
     37468873728*b^2*d^5*m11^6*m22^4 - 158257152*b^4*d^5*m11^6*m22^4 + 
     12490122240*d^7*m11^6*m22^4 + 54743040*b^2*d^7*m11^6*m22^4 - 
     995328*d^9*m11^6*m22^4 - 483385147392*b^5*m11*m22^5 - 
     5045493604286464*b^7*m11*m22^5 + 70574231519232*b^9*m11*m22^5 + 
     362538860544*b^3*d^2*m11*m22^5 + 15141314664333312*b^5*d^2*m11*m22^5 - 
     211722694557696*b^7*d^2*m11*m22^5 + 120846286848*b*d^4*m11*m22^5 - 
     15146148515807232*b^3*d^4*m11*m22^5 + 211722694557696*b^5*d^4*m11*
      m22^5 + 5050327455760384*b*d^6*m11*m22^5 - 70574231519232*b^3*d^6*m11*
      m22^5 - 346816512*b^5*m11^3*m22^5 - 17408454819840*b^7*m11^3*m22^5 - 
     19884146688*b^9*m11^3*m22^5 + 52213110276096*b^5*d^2*m11^3*m22^5 + 
     40693137408*b^7*d^2*m11^3*m22^5 + 346816512*b*d^4*m11^3*m22^5 - 
     52200856092672*b^3*d^4*m11^3*m22^5 - 2774532096*b^5*d^4*m11^3*m22^5 + 
     17396200636416*b*d^6*m11^3*m22^5 - 36993761280*b^3*d^6*m11^3*m22^5 + 
     18959302656*b*d^8*m11^3*m22^5 - 331776*b^5*m11^5*m22^5 - 
     8288759808*b^7*m11^5*m22^5 + 191102976*b^9*m11^5*m22^5 + 
     995328*b^3*d^2*m11^5*m22^5 + 24908083200*b^5*d^2*m11^5*m22^5 - 
     570654720*b^7*d^2*m11^5*m22^5 - 663552*b*d^4*m11^5*m22^5 - 
     24949886976*b^3*d^4*m11^5*m22^5 + 565346304*b^5*d^4*m11^5*m22^5 + 
     8330563584*b*d^6*m11^5*m22^5 - 183140352*b^3*d^6*m11^5*m22^5 - 
     2654208*b*d^8*m11^5*m22^5 - 1271660544*b^4*d*m11^2*m22^6 - 
     11593382363136*b^6*d*m11^2*m22^6 + 94334091264*b^8*d*m11^2*m22^6 + 
     693633024*b^2*d^3*m11^2*m22^6 + 34777372557312*b^4*d^3*m11^2*m22^6 - 
     283002273792*b^6*d^3*m11^2*m22^6 + 578027520*d^5*m11^2*m22^6 - 
     34774598025216*b^2*d^5*m11^2*m22^6 + 283002273792*b^4*d^5*m11^2*m22^6 + 
     11590607831040*d^7*m11^2*m22^6 - 94334091264*b^2*d^7*m11^2*m22^6 + 
     1216512*b^4*d*m11^4*m22^6 - 22209085440*b^6*d*m11^4*m22^6 - 
     166330368*b^8*d*m11^4*m22^6 - 663552*b^2*d^3*m11^4*m22^6 + 
     66624602112*b^4*d^3*m11^4*m22^6 + 500760576*b^6*d^3*m11^4*m22^6 - 
     552960*d^5*m11^4*m22^6 - 66621947904*b^2*d^5*m11^4*m22^6 - 
     504299520*b^4*d^5*m11^4*m22^6 + 22206431232*d^7*m11^4*m22^6 + 
     171638784*b^2*d^7*m11^4*m22^6 - 1769472*d^9*m11^4*m22^6 + 
     31850496*b^6*d*m11^6*m22^6 - 95551488*b^4*d^3*m11^6*m22^6 + 
     95551488*b^2*d^5*m11^6*m22^6 - 31850496*d^7*m11^6*m22^6 - 
     1644167168*b^5*m11*m22^7 - 25755056603136*b^7*m11*m22^7 + 
     240048406528*b^9*m11*m22^7 + 1233125376*b^3*d^2*m11*m22^7 + 
     77281611481088*b^5*d^2*m11*m22^7 - 720145219584*b^7*d^2*m11*m22^7 + 
     411041792*b*d^4*m11*m22^7 - 77298053152768*b^3*d^4*m11*m22^7 + 
     720145219584*b^5*d^4*m11*m22^7 + 25771498274816*b*d^6*m11*m22^7 - 
     240048406528*b^3*d^6*m11*m22^7 + 1474560*b^5*m11^3*m22^7 - 
     14851178496*b^7*m11^3*m22^7 - 394002432*b^9*m11^3*m22^7 - 
     1769472*b^3*d^2*m11^3*m22^7 + 44498092032*b^5*d^2*m11^3*m22^7 + 
     1132462080*b^7*d^2*m11^3*m22^7 + 294912*b*d^4*m11^3*m22^7 - 
     44442648576*b^3*d^4*m11^3*m22^7 - 1033371648*b^5*d^4*m11^3*m22^7 + 
     14795735040*b*d^6*m11^3*m22^7 + 245366784*b^3*d^6*m11^3*m22^7 + 
     49545216*b*d^8*m11^3*m22^7 - 2162688*b^4*d*m11^2*m22^8 - 
     39446642688*b^6*d*m11^2*m22^8 + 160432128*b^8*d*m11^2*m22^8 + 
     1179648*b^2*d^3*m11^2*m22^8 + 118335209472*b^4*d^3*m11^2*m22^8 - 
     481296384*b^6*d^3*m11^2*m22^8 + 983040*d^5*m11^2*m22^8 - 
     118330490880*b^2*d^5*m11^2*m22^8 + 481296384*b^4*d^5*m11^2*m22^8 + 
     39441924096*d^7*m11^2*m22^8 - 160432128*b^2*d^7*m11^2*m22^8 - 
     2097152*b^5*m11*m22^9 - 65734180864*b^7*m11*m22^9 + 
     306184192*b^9*m11*m22^9 + 1572864*b^3*d^2*m11*m22^9 + 
     197223514112*b^5*d^2*m11*m22^9 - 918552576*b^7*d^2*m11*m22^9 + 
     524288*b*d^4*m11*m22^9 - 197244485632*b^3*d^4*m11*m22^9 + 
     918552576*b^5*d^4*m11*m22^9 + 65755152384*b*d^6*m11*m22^9 - 
     306184192*b^3*d^6*m11*m22^9 + 37748736*b^7*m11^3*m22^9 - 
     113246208*b^5*d^2*m11^3*m22^9 + 113246208*b^3*d^4*m11^3*m22^9 - 
     37748736*b*d^6*m11^3*m22^9 - 50331648*b^6*d*m11^2*m22^10 + 
     150994944*b^4*d^3*m11^2*m22^10 - 150994944*b^2*d^5*m11^2*m22^10 + 
     50331648*d^7*m11^2*m22^10 - 67108864*b^7*m11*m22^11 + 
     201326592*b^5*d^2*m11*m22^11 - 201326592*b^3*d^4*m11*m22^11 + 
     67108864*b*d^6*m11*m22^11, {0, 2}}, 
   {303305489096114176*b^4 + 3639665869153370112*b^6 - 
     3639665869153370112*b^4*d^2 + 4352279020830720*b^4*m11^2 + 
     55709171466633216*b^6*m11^2 + 4642430955552768*b^8*m11^2 + 
     55709171466633216*b^10*m11^2 - 55709171466633216*b^4*d^2*m11^2 - 
     9284861911105536*b^6*d^2*m11^2 - 167127514399899648*b^8*d^2*m11^2 + 
     4642430955552768*b^4*d^4*m11^2 + 167127514399899648*b^6*d^4*m11^2 - 
     55709171466633216*b^4*d^6*m11^2 + 24981193359360*b^4*m11^4 + 
     339744229687296*b^6*m11^4 + 39969909374976*b^8*m11^4 + 
     532932124999680*b^10*m11^4 - 339744229687296*b^4*d^2*m11^4 - 
     79939818749952*b^6*d^2*m11^4 - 1598796374999040*b^8*d^2*m11^4 + 
     39969909374976*b^4*d^4*m11^4 + 1598796374999040*b^6*d^4*m11^4 - 
     532932124999680*b^4*d^6*m11^4 + 71693475840*b^4*m11^6 + 
     1032386052096*b^6*m11^6 + 114709561344*b^8*m11^6 + 
     1682406899712*b^10*m11^6 - 1032386052096*b^4*d^2*m11^6 - 
     229419122688*b^6*d^2*m11^6 - 5047220699136*b^8*d^2*m11^6 + 
     114709561344*b^4*d^4*m11^6 + 5047220699136*b^6*d^4*m11^6 - 
     1682406899712*b^4*d^6*m11^6 + 102876480*b^4*m11^8 + 
     1563722496*b^6*m11^8 + 109734912*b^8*m11^8 + 1755758592*b^10*m11^8 - 
     1563722496*b^4*d^2*m11^8 - 219469824*b^6*d^2*m11^8 - 
     5267275776*b^8*d^2*m11^8 + 109734912*b^4*d^4*m11^8 + 
     5267275776*b^6*d^4*m11^8 - 1755758592*b^4*d^6*m11^8 + 59049*b^4*m11^10 + 
     944784*b^6*m11^10 - 944784*b^4*d^2*m11^10 + 1160607738888192*b^3*d*m11*
      m22 + 46424309555527680*b^5*d*m11*m22 - 46424309555527680*b^3*d^3*m11*
      m22 + 13323303124992*b^3*d*m11^3*m22 + 546255428124672*b^5*d*m11^3*
      m22 + 88822020833280*b^7*d*m11^3*m22 + 710576166666240*b^9*d*m11^3*
      m22 - 546255428124672*b^3*d^3*m11^3*m22 - 177644041666560*b^5*d^3*m11^3*
      m22 - 2131728499998720*b^7*d^3*m11^3*m22 + 88822020833280*b^3*d^5*m11^3*
      m22 + 2131728499998720*b^5*d^5*m11^3*m22 - 710576166666240*b^3*d^7*
      m11^3*m22 + 57354780672*b^3*d*m11^5*m22 + 2408900788224*b^5*d*m11^5*
      m22 + 509820272640*b^7*d*m11^5*m22 + 4282490290176*b^9*d*m11^5*m22 - 
     2408900788224*b^3*d^3*m11^5*m22 - 1019640545280*b^5*d^3*m11^5*m22 - 
     12847470870528*b^7*d^3*m11^5*m22 + 509820272640*b^3*d^5*m11^5*m22 + 
     12847470870528*b^5*d^5*m11^5*m22 - 4282490290176*b^3*d^7*m11^5*m22 + 
     109734912*b^3*d*m11^7*m22 + 4718601216*b^5*d*m11^7*m22 + 
     731566080*b^7*d*m11^7*m22 + 6437781504*b^9*d*m11^7*m22 - 
     4718601216*b^3*d^3*m11^7*m22 - 1463132160*b^5*d^3*m11^7*m22 - 
     19313344512*b^7*d^3*m11^7*m22 + 731566080*b^3*d^5*m11^7*m22 + 
     19313344512*b^5*d^5*m11^7*m22 - 6437781504*b^3*d^7*m11^7*m22 + 
     78732*b^3*d*m11^9*m22 + 3464208*b^5*d*m11^9*m22 - 
     3464208*b^3*d^3*m11^9*m22 + 7737384925921280*b^4*m22^2 + 
     92848619111055360*b^6*m22^2 - 92848619111055360*b^4*d^2*m22^2 + 
     65136148611072*b^4*m11^2*m22^2 - 147693256241577984*b^6*m11^2*m22^2 + 
     891536230443909120*b^8*m11^2*m22^2 + 568460933332992*b^10*m11^2*m22^2 + 
     1480367013888*b^2*d^2*m11^2*m22^2 + 370677978809499648*b^4*d^2*m11^2*
      m22^2 - 2674229717376172032*b^6*d^2*m11^2*m22^2 - 
     1705382799998976*b^8*d^2*m11^2*m22^2 - 1480367013888*d^4*m11^2*m22^2 - 
     297251774920654848*b^2*d^4*m11^2*m22^2 + 2673850743420616704*b^4*d^4*
      m11^2*m22^2 + 1705382799998976*b^6*d^4*m11^2*m22^2 + 
     74267052352733184*d^6*m11^2*m22^2 - 891157256488353792*b^2*d^6*m11^2*
      m22^2 - 568460933332992*b^4*d^6*m11^2*m22^2 + 
     178437095424*b^4*m11^4*m22^2 - 1702867686653952*b^6*m11^4*m22^2 + 
     11086279744684032*b^8*m11^4*m22^2 + 8157124362240*b^10*m11^4*m22^2 + 
     12745506816*b^2*d^2*m11^4*m22^2 + 4262318401388544*b^4*d^2*m11^4*m22^2 - 
     33256799952961536*b^6*d^2*m11^4*m22^2 - 22568044068864*b^8*d^2*m11^4*
      m22^2 - 12745506816*d^4*m11^4*m22^2 - 3412108126715904*b^2*d^4*m11^4*
      m22^2 + 33254692695834624*b^4*d^4*m11^4*m22^2 + 
     18761386033152*b^6*d^4*m11^4*m22^2 + 852657411981312*d^6*m11^4*m22^2 - 
     11084104511520768*b^2*d^6*m11^4*m22^2 - 2447137308672*b^4*d^6*m11^4*
      m22^2 - 67976036352*d^8*m11^4*m22^2 - 1903329017856*b^2*d^8*m11^4*
      m22^2 + 146313216*b^4*m11^6*m22^2 - 7339558625280*b^6*m11^6*m22^2 + 
     51390273650688*b^8*m11^6*m22^2 + 17167417344*b^10*m11^6*m22^2 + 
     36578304*b^2*d^2*m11^6*m22^2 + 18355919597568*b^4*d^2*m11^6*m22^2 - 
     154171016036352*b^6*d^2*m11^6*m22^2 - 46039891968*b^8*d^2*m11^6*m22^2 - 
     36578304*d^4*m11^6*m22^2 - 14687164477440*b^2*d^4*m11^6*m22^2 + 
     154171016036352*b^4*d^4*m11^6*m22^2 + 35115171840*b^6*d^4*m11^6*m22^2 + 
     3670803505152*d^6*m11^6*m22^2 - 51390078566400*b^2*d^6*m11^6*m22^2 - 
     780337152*b^4*d^6*m11^6*m22^2 - 195084288*d^8*m11^6*m22^2 - 
     5462360064*b^2*d^8*m11^6*m22^2 - 34992*b^4*m11^8*m22^2 - 
     14047328448*b^6*m11^8*m22^2 + 105340476672*b^8*m11^8*m22^2 - 
     8957952*b^10*m11^8*m22^2 + 34992*b^2*d^2*m11^8*m22^2 + 
     35120770560*b^4*d^2*m11^8*m22^2 - 316029828096*b^6*d^2*m11^8*m22^2 + 
     26873856*b^8*d^2*m11^8*m22^2 - 34992*d^4*m11^8*m22^2 - 
     28096756416*b^2*d^4*m11^8*m22^2 + 316038226176*b^4*d^4*m11^8*m22^2 - 
     26873856*b^6*d^4*m11^8*m22^2 + 7023314304*d^6*m11^8*m22^2 - 
     105348874752*b^2*d^6*m11^8*m22^2 + 8957952*b^4*d^6*m11^8*m22^2 - 
     10077696*b^6*m11^10*m22^2 + 80621568*b^8*m11^10*m22^2 + 
     25194240*b^4*d^2*m11^10*m22^2 - 241864704*b^6*d^2*m11^10*m22^2 - 
     20155392*b^2*d^4*m11^10*m22^2 + 241864704*b^4*d^4*m11^10*m22^2 + 
     5038848*d^6*m11^10*m22^2 - 80621568*b^2*d^6*m11^10*m22^2 + 
     23685872222208*b^3*d*m11*m22^3 + 947434888888320*b^5*d*m11*m22^3 - 
     947434888888320*b^3*d^3*m11*m22^3 + 147281412096*b^3*d*m11^3*m22^3 - 
     847502562557952*b^5*d*m11^3*m22^3 + 2277197217792000*b^7*d*m11^3*m22^3 + 
     8700932653056*b^9*d*m11^3*m22^3 + 11329339392*b*d^3*m11^3*m22^3 + 
     1700511184060416*b^3*d^3*m11^3*m22^3 - 6826969282904064*b^5*d^3*m11^3*
      m22^3 - 26102797959168*b^7*d^3*m11^3*m22^3 - 853008621502464*b*d^5*
      m11^3*m22^3 + 6822346912432128*b^3*d^5*m11^3*m22^3 + 
     26102797959168*b^5*d^5*m11^3*m22^3 - 2272574847320064*b*d^7*m11^3*
      m22^3 - 8700932653056*b^3*d^7*m11^3*m22^3 + 260112384*b^3*d*m11^5*
      m22^3 - 7336859959296*b^5*d*m11^5*m22^3 + 29371370176512*b^7*d*m11^5*
      m22^3 + 43698880512*b^9*d*m11^5*m22^3 + 65028096*b*d^3*m11^5*m22^3 + 
     14680092672000*b^3*d^3*m11^5*m22^3 - 88108908281856*b^5*d^3*m11^5*
      m22^3 - 131096641536*b^7*d^3*m11^5*m22^3 - 7343232712704*b*d^5*m11^5*
      m22^3 + 88103706034176*b^3*d^5*m11^5*m22^3 + 131096641536*b^5*d^5*m11^5*
      m22^3 - 29366167928832*b*d^7*m11^5*m22^3 - 43698880512*b^3*d^7*m11^5*
      m22^3 + 93312*b^3*d*m11^7*m22^3 - 21076381440*b^5*d*m11^7*m22^3 + 
     112346901504*b^7*d*m11^7*m22^3 + 8957952*b^9*d*m11^7*m22^3 + 
     93312*b*d^3*m11^7*m22^3 + 42148097280*b^3*d^3*m11^7*m22^3 - 
     337072803840*b^5*d^3*m11^7*m22^3 - 26873856*b^7*d^3*m11^7*m22^3 - 
     21071715840*b*d^5*m11^7*m22^3 + 337104903168*b^3*d^5*m11^7*m22^3 + 
     26873856*b^5*d^5*m11^7*m22^3 - 112379000832*b*d^7*m11^7*m22^3 - 
     8957952*b^3*d^7*m11^7*m22^3 - 20155392*b^5*d*m11^9*m22^3 + 
     134369280*b^7*d*m11^9*m22^3 + 40310784*b^3*d^3*m11^9*m22^3 - 
     403107840*b^5*d^3*m11^9*m22^3 - 20155392*b*d^5*m11^9*m22^3 + 
     403107840*b^3*d^5*m11^9*m22^3 - 134369280*b*d^7*m11^9*m22^3 + 
     78952907407360*b^4*m22^4 + 947434888888320*b^6*m22^4 - 
     947434888888320*b^4*d^2*m22^4 + 317221502976*b^4*m11^2*m22^4 - 
     3027259908685824*b^6*m11^2*m22^4 + 18192925099819008*b^8*m11^2*m22^4 + 
     22658678784*b^2*d^2*m11^2*m22^4 + 7577213243228160*b^4*d^2*m11^2*m22^4 - 
     54573699755409408*b^6*d^2*m11^2*m22^4 - 22658678784*d^4*m11^2*m22^4 - 
     6065667887333376*b^2*d^4*m11^2*m22^4 + 54568624211361792*b^4*d^4*m11^2*
      m22^4 + 1515714552791040*d^6*m11^2*m22^4 - 18187849555771392*b^2*d^6*
      m11^2*m22^4 + 216760320*b^4*m11^4*m22^4 - 15222990569472*b^6*m11^4*
      m22^4 + 73972147027968*b^8*m11^4*m22^4 + 41617981440*b^10*m11^4*m22^4 + 
     43352064*b^2*d^2*m11^4*m22^4 + 34805464694784*b^4*d^2*m11^4*m22^4 - 
     226240896172032*b^6*d^2*m11^4*m22^4 - 105432219648*b^8*d^2*m11^4*m22^4 - 
     43352064*d^4*m11^4*m22^4 - 23932940451840*b^2*d^4*m11^4*m22^4 + 
     234915123953664*b^4*d^4*m11^4*m22^4 + 66588770304*b^6*d^4*m11^4*m22^4 + 
     4350466326528*d^6*m11^4*m22^4 - 86996147503104*b^2*d^6*m11^4*m22^4 + 
     16647192576*b^4*d^6*m11^4*m22^4 + 4349772693504*d^8*m11^4*m22^4 - 
     19421724672*b^2*d^8*m11^4*m22^4 - 124416*b^4*m11^6*m22^4 - 
     12487882752*b^6*m11^6*m22^4 - 16920576*b^8*m11^6*m22^4 + 
     43794432*b^10*m11^6*m22^4 - 62208*b^2*d^2*m11^6*m22^4 + 
     12478675968*b^4*d^2*m11^6*m22^4 + 14929920*b^6*d^2*m11^6*m22^4 - 
     103514112*b^8*d^2*m11^6*m22^4 + 62208*d^4*m11^6*m22^4 + 
     12495098880*b^2*d^4*m11^6*m22^4 + 19906560*b^4*d^4*m11^6*m22^4 + 
     47775744*b^6*d^4*m11^6*m22^4 - 12485892096*d^6*m11^6*m22^4 - 
     16920576*b^2*d^6*m11^6*m22^4 + 39813120*b^4*d^6*m11^6*m22^4 - 
     995328*d^8*m11^6*m22^4 - 27869184*b^2*d^8*m11^6*m22^4 + 
     17915904*b^6*m11^8*m22^4 - 179159040*b^8*m11^8*m22^4 - 
     71663616*b^4*d^2*m11^8*m22^4 + 573308928*b^6*d^2*m11^8*m22^4 + 
     89579520*b^2*d^4*m11^8*m22^4 - 644972544*b^4*d^4*m11^8*m22^4 - 
     35831808*d^6*m11^8*m22^4 + 286654464*b^2*d^6*m11^8*m22^4 - 
     35831808*d^8*m11^8*m22^4 + 181269430272*b^3*d*m11*m22^5 + 
     7250777210880*b^5*d*m11*m22^5 - 7250777210880*b^3*d^3*m11*m22^5 + 
     462422016*b^3*d*m11^3*m22^5 - 13041110089728*b^5*d*m11^3*m22^5 + 
     34831013511168*b^7*d*m11^3*m22^5 + 33294385152*b^9*d*m11^3*m22^5 + 
     115605504*b*d^3*m11^3*m22^5 + 26095746023424*b^3*d^3*m11^3*m22^5 - 
     104452809818112*b^5*d^3*m11^3*m22^5 - 99883155456*b^7*d^3*m11^3*m22^5 - 
     13054635933696*b*d^5*m11^3*m22^5 + 104412579102720*b^3*d^5*m11^3*m22^5 + 
     99883155456*b^5*d^5*m11^3*m22^5 - 34790782795776*b*d^7*m11^3*m22^5 - 
     33294385152*b^3*d^7*m11^3*m22^5 - 829440*b^3*d*m11^5*m22^5 - 
     24973111296*b^5*d*m11^5*m22^5 + 33310310400*b^7*d*m11^5*m22^5 + 
     111476736*b^9*d*m11^5*m22^5 - 331776*b*d^3*m11^5*m22^5 + 
     49934610432*b^3*d^3*m11^5*m22^5 - 99917660160*b^5*d^3*m11^5*m22^5 - 
     334430208*b^7*d^3*m11^5*m22^5 - 24961499136*b*d^5*m11^5*m22^5 + 
     99904389120*b^3*d^5*m11^5*m22^5 + 334430208*b^5*d^5*m11^5*m22^5 - 
     33297039360*b*d^7*m11^5*m22^5 - 111476736*b^3*d^7*m11^5*m22^5 + 
     35831808*b^5*d*m11^7*m22^5 - 71663616*b^3*d^3*m11^7*m22^5 + 
     35831808*b*d^5*m11^7*m22^5 + 402820956160*b^4*m22^6 + 
     4833851473920*b^6*m22^6 - 4833851473920*b^4*d^2*m22^6 + 
     462422016*b^4*m11^2*m22^6 - 23194163478528*b^6*m11^2*m22^6 + 
     139224787451904*b^8*m11^2*m22^6 - 14797504512*b^10*m11^2*m22^6 + 
     115605504*b^2*d^2*m11^2*m22^6 + 58009454641152*b^4*d^2*m11^2*m22^6 - 
     417649699848192*b^6*d^2*m11^2*m22^6 + 44392513536*b^8*d^2*m11^2*m22^6 - 
     115605504*d^4*m11^2*m22^6 - 46415609856000*b^2*d^4*m11^2*m22^6 + 
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     11600318693376*d^6*m11^2*m22^6 - 139200124944384*b^2*d^6*m11^2*m22^6 + 
     14797504512*b^4*d^6*m11^2*m22^6 - 221184*b^4*m11^4*m22^6 - 
     22198026240*b^6*m11^4*m22^6 - 110937047040*b^8*m11^4*m22^6 + 
     70778880*b^10*m11^4*m22^6 - 110592*b^2*d^2*m11^4*m22^6 + 
     22189621248*b^4*d^2*m11^4*m22^6 + 288503562240*b^6*d^2*m11^4*m22^6 - 
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     22203777024*b^2*d^4*m11^4*m22^6 - 199805239296*b^4*d^4*m11^4*m22^6 + 
     63700992*b^6*d^4*m11^4*m22^6 - 22195372032*d^6*m11^4*m22^6 - 
     22152019968*b^2*d^6*m11^4*m22^6 + 77856768*b^4*d^6*m11^4*m22^6 + 
     44390744064*d^8*m11^4*m22^6 - 49545216*b^2*d^8*m11^4*m22^6 + 
     445906944*b^8*m11^6*m22^6 + 95551488*b^4*d^2*m11^6*m22^6 - 
     1337720832*b^6*d^2*m11^6*m22^6 - 191102976*b^2*d^4*m11^6*m22^6 + 
     1337720832*b^4*d^4*m11^6*m22^6 + 95551488*d^6*m11^6*m22^6 - 
     445906944*b^2*d^6*m11^6*m22^6 + 616562688*b^3*d*m11*m22^7 + 
     24662507520*b^5*d*m11*m22^7 - 24662507520*b^3*d^3*m11*m22^7 + 
     294912*b^3*d*m11^3*m22^7 - 66598797312*b^5*d*m11^3*m22^7 + 
     177633755136*b^7*d*m11^3*m22^7 + 37748736*b^9*d*m11^3*m22^7 + 
     294912*b*d^3*m11^3*m22^7 + 133195825152*b^3*d^3*m11^3*m22^7 - 
     532804534272*b^5*d^3*m11^3*m22^7 - 113246208*b^7*d^3*m11^3*m22^7 - 
     66597027840*b*d^5*m11^3*m22^7 + 532707803136*b^3*d^5*m11^3*m22^7 + 
     113246208*b^5*d^5*m11^3*m22^7 - 177537024000*b*d^7*m11^3*m22^7 - 
     37748736*b^3*d^7*m11^3*m22^7 + 63700992*b^5*d*m11^5*m22^7 - 
     594542592*b^7*d*m11^5*m22^7 - 127401984*b^3*d^3*m11^5*m22^7 + 
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     1783627776*b^3*d^5*m11^5*m22^7 + 594542592*b*d^7*m11^5*m22^7 + 
     1027604480*b^4*m22^8 + 12331253760*b^6*m22^8 - 
     12331253760*b^4*d^2*m22^8 - 196608*b^4*m11^2*m22^8 - 
     78918451200*b^6*m11^2*m22^8 + 473535873024*b^8*m11^2*m22^8 - 
     37748736*b^10*m11^2*m22^8 + 196608*b^2*d^2*m11^2*m22^8 + 
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     157858136064*b^2*d^4*m11^2*m22^8 + 1420525830144*b^4*d^4*m11^2*m22^8 - 
     113246208*b^6*d^4*m11^2*m22^8 + 39458439168*d^6*m11^2*m22^8 - 
     473494978560*b^2*d^6*m11^2*m22^8 + 37748736*b^4*d^6*m11^2*m22^8 + 
     56623104*b^6*m11^4*m22^8 - 1019215872*b^8*m11^4*m22^8 - 
     226492416*b^4*d^2*m11^4*m22^8 + 2944401408*b^6*d^2*m11^4*m22^8 + 
     283115520*b^2*d^4*m11^4*m22^8 - 2717908992*b^4*d^4*m11^4*m22^8 - 
     113246208*d^6*m11^4*m22^8 + 679477248*b^2*d^6*m11^4*m22^8 + 
     113246208*d^8*m11^4*m22^8 + 786432*b^3*d*m11*m22^9 + 
     31457280*b^5*d*m11*m22^9 - 31457280*b^3*d^3*m11*m22^9 - 
     113246208*b^5*d*m11^3*m22^9 + 301989888*b^7*d*m11^3*m22^9 + 
     226492416*b^3*d^3*m11^3*m22^9 - 905969664*b^5*d^3*m11^3*m22^9 - 
     113246208*b*d^5*m11^3*m22^9 + 905969664*b^3*d^5*m11^3*m22^9 - 
     301989888*b*d^7*m11^3*m22^9 + 1048576*b^4*m22^10 + 12582912*b^6*m22^10 - 
     12582912*b^4*d^2*m22^10 - 100663296*b^6*m11^2*m22^10 + 
     603979776*b^8*m11^2*m22^10 + 251658240*b^4*d^2*m11^2*m22^10 - 
     1811939328*b^6*d^2*m11^2*m22^10 - 201326592*b^2*d^4*m11^2*m22^10 + 
     1811939328*b^4*d^4*m11^2*m22^10 + 50331648*d^6*m11^2*m22^10 - 
     603979776*b^2*d^6*m11^2*m22^10, {1, 0}}, 
   {-303305489096114176*b^3*d + 3639665869153370112*b^5*d - 
     3639665869153370112*b^3*d^3 - 4352279020830720*b^3*d*m11^2 + 
     55709171466633216*b^5*d*m11^2 - 4642430955552768*b^7*d*m11^2 + 
     55709171466633216*b^9*d*m11^2 - 55709171466633216*b^3*d^3*m11^2 + 
     9284861911105536*b^5*d^3*m11^2 - 167127514399899648*b^7*d^3*m11^2 - 
     4642430955552768*b^3*d^5*m11^2 + 167127514399899648*b^5*d^5*m11^2 - 
     55709171466633216*b^3*d^7*m11^2 - 24981193359360*b^3*d*m11^4 + 
     339744229687296*b^5*d*m11^4 - 39969909374976*b^7*d*m11^4 + 
     532932124999680*b^9*d*m11^4 - 339744229687296*b^3*d^3*m11^4 + 
     79939818749952*b^5*d^3*m11^4 - 1598796374999040*b^7*d^3*m11^4 - 
     39969909374976*b^3*d^5*m11^4 + 1598796374999040*b^5*d^5*m11^4 - 
     532932124999680*b^3*d^7*m11^4 - 71693475840*b^3*d*m11^6 + 
     1032386052096*b^5*d*m11^6 - 114709561344*b^7*d*m11^6 + 
     1682406899712*b^9*d*m11^6 - 1032386052096*b^3*d^3*m11^6 + 
     229419122688*b^5*d^3*m11^6 - 5047220699136*b^7*d^3*m11^6 - 
     114709561344*b^3*d^5*m11^6 + 5047220699136*b^5*d^5*m11^6 - 
     1682406899712*b^3*d^7*m11^6 - 102876480*b^3*d*m11^8 + 
     1563722496*b^5*d*m11^8 - 109734912*b^7*d*m11^8 + 
     1755758592*b^9*d*m11^8 - 1563722496*b^3*d^3*m11^8 + 
     219469824*b^5*d^3*m11^8 - 5267275776*b^7*d^3*m11^8 - 
     109734912*b^3*d^5*m11^8 + 5267275776*b^5*d^5*m11^8 - 
     1755758592*b^3*d^7*m11^8 - 59049*b^3*d*m11^10 + 944784*b^5*d*m11^10 - 
     944784*b^3*d^3*m11^10 - 1547476985184256*b^4*m11*m22 + 
     19340367360832831488*b^6*m11*m22 - 464769237730239447040*b^8*m11*m22 + 
     4159618136175280128*b^10*m11*m22 + 1160607738888192*b^2*d^2*m11*m22 - 
     58140257810357682176*b^4*d^2*m11*m22 + 1394716247114806984704*b^6*d^2*
      m11*m22 - 12478854408525840384*b^8*d^2*m11*m22 - 
     773738492592128*d^4*m11*m22 + 58194419504839131136*b^2*d^4*m11*m22 - 
     1395124781038895628288*b^4*d^4*m11*m22 + 12478854408525840384*b^6*d^4*
      m11*m22 - 19394529055314280448*d^6*m11*m22 + 465177771654328090624*b^2*
      d^6*m11*m22 - 4159618136175280128*b^4*d^6*m11*m22 - 
     17764404166656*b^4*m11^3*m22 + 277733135842541568*b^6*m11^3*m22 - 
     7117948047920726016*b^8*m11^3*m22 + 47253315083304960*b^10*m11^3*m22 + 
     13323303124992*b^2*d^2*m11^3*m22 - 834536178941165568*b^4*d^2*m11^3*
      m22 + 21358747119312175104*b^6*d^2*m11^3*m22 - 
     140551965766582272*b^8*d^2*m11^3*m22 - 8882202083328*d^4*m11^3*m22 + 
     835157933086998528*b^2*d^4*m11^3*m22 - 21363632330458005504*b^4*d^4*
      m11^3*m22 + 138136006799917056*b^6*d^4*m11^3*m22 - 
     278354889988374528*d^6*m11^3*m22 + 7122815494662389760*b^2*d^6*m11^3*
      m22 - 43629376633307136*b^4*d^6*m11^3*m22 + 17764404166656*d^8*m11^3*
      m22 - 1207979483332608*b^2*d^8*m11^3*m22 - 76473040896*b^4*m11^5*m22 + 
     1595316851638272*b^6*m11^5*m22 - 43431538044174336*b^8*m11^5*m22 + 
     202704540401664*b^10*m11^5*m22 + 57354780672*b^2*d^2*m11^5*m22 - 
     4791571323420672*b^4*d^2*m11^5*m22 + 130316740332355584*b^6*d^2*m11^5*
      m22 - 600976137388032*b^8*d^2*m11^5*m22 - 38236520448*d^4*m11^5*m22 + 
     4794247879852032*b^2*d^4*m11^5*m22 - 130338764568133632*b^4*d^4*m11^5*
      m22 + 586701169754112*b^6*d^4*m11^5*m22 - 1597993408069632*d^6*m11^5*
      m22 + 43453460315897856*b^2*d^6*m11^5*m22 - 181292088950784*b^4*d^6*
      m11^5*m22 + 101964054528*d^8*m11^5*m22 - 7137483816960*b^2*d^8*m11^5*
      m22 - 146313216*b^4*m11^7*m22 + 4581761780736*b^6*m11^7*m22 - 
     132037728141312*b^8*m11^7*m22 + 389193154560*b^10*m11^7*m22 + 
     109734912*b^2*d^2*m11^7*m22 - 13755783315456*b^4*d^2*m11^7*m22 + 
     396157663641600*b^6*d^2*m11^7*m22 - 1157044912128*b^8*d^2*m11^7*m22 - 
     73156608*d^4*m11^7*m22 + 13760904278016*b^2*d^4*m11^7*m22 - 
     396201996546048*b^4*d^4*m11^7*m22 + 1135975809024*b^6*d^4*m11^7*m22 - 
     4586882743296*d^6*m11^7*m22 + 132081914732544*b^2*d^6*m11^7*m22 - 
     357589499904*b^4*d^6*m11^7*m22 + 146313216*d^8*m11^7*m22 - 
     10534551552*b^2*d^8*m11^7*m22 - 104976*b^4*m11^9*m22 + 
     6579370800*b^6*m11^9*m22 - 200078377344*b^8*m11^9*m22 + 
     282175488*b^10*m11^9*m22 + 78732*b^2*d^2*m11^9*m22 - 
     19745460720*b^4*d^2*m11^9*m22 + 600268724352*b^6*d^2*m11^9*m22 - 
     846526464*b^8*d^2*m11^9*m22 - 52488*d^4*m11^9*m22 + 
     19749134880*b^2*d^4*m11^9*m22 - 600302316672*b^4*d^4*m11^9*m22 + 
     846526464*b^6*d^4*m11^9*m22 - 6583044960*d^6*m11^9*m22 + 
     200111969664*b^2*d^6*m11^9*m22 - 282175488*b^4*d^6*m11^9*m22 + 
     3779136*b^6*m11^11*m22 - 120932352*b^8*m11^11*m22 - 
     11337408*b^4*d^2*m11^11*m22 + 362797056*b^6*d^2*m11^11*m22 + 
     11337408*b^2*d^4*m11^11*m22 - 362797056*b^4*d^4*m11^11*m22 - 
     3779136*d^6*m11^11*m22 + 120932352*b^2*d^6*m11^11*m22 - 
     7737384925921280*b^3*d*m22^2 + 92848619111055360*b^5*d*m22^2 - 
     92848619111055360*b^3*d^3*m22^2 - 72537983680512*b^3*d*m11^2*m22^2 + 
     74663790712455168*b^5*d*m11^2*m22^2 - 294746993933156352*b^7*d*m11^2*
      m22^2 + 8905887955550208*b^9*d*m11^2*m22^2 + 7401835069440*b*d^3*m11^2*
      m22^2 - 148990057745743872*b^3*d^3*m11^2*m22^2 + 
     883483033888358400*b^5*d^3*m11^2*m22^2 - 26717663866650624*b^7*d^3*m11^2*
      m22^2 + 74326267033288704*b*d^5*m11^2*m22^2 - 
     882725085977247744*b^3*d^5*m11^2*m22^2 + 26717663866650624*b^5*d^5*m11^2*
      m22^2 + 293989046022045696*b*d^7*m11^2*m22^2 - 
     8905887955550208*b^3*d^7*m11^2*m22^2 - 242164629504*b^3*d*m11^4*m22^2 + 
     851212921208832*b^5*d*m11^4*m22^2 - 7647711945818112*b^7*d*m11^4*m22^2 + 
     125347811033088*b^9*d*m11^4*m22^2 + 63727534080*b*d^3*m11^4*m22^2 - 
     1704278189408256*b^3*d^3*m11^4*m22^2 + 22940892628254720*b^5*d^3*m11^4*
      m22^2 - 372236775063552*b^7*d^3*m11^4*m22^2 + 
     853065268199424*b*d^5*m11^4*m22^2 - 22938649419055104*b^3*d^5*m11^4*
      m22^2 + 364623458992128*b^5*d^5*m11^4*m22^2 + 
     7645468736618496*b*d^7*m11^4*m22^2 - 113927836925952*b^3*d^7*m11^4*
      m22^2 - 3806658035712*b*d^9*m11^4*m22^2 - 329204736*b^3*d*m11^6*m22^2 + 
     3661488230400*b^5*d*m11^6*m22^2 - 51296828276736*b^7*d*m11^6*m22^2 + 
     467421954048*b^9*d*m11^6*m22^2 + 182891520*b*d^3*m11^6*m22^2 - 
     7333169614848*b^3*d^3*m11^6*m22^2 + 153895557021696*b^5*d^3*m11^6*
      m22^2 - 1391341142016*b^7*d^3*m11^6*m22^2 + 3671681384448*b*d^5*m11^6*
      m22^2 - 153900629213184*b^3*d^5*m11^6*m22^2 + 
     1369491701760*b^5*d^5*m11^6*m22^2 + 51301900468224*b*d^7*m11^6*m22^2 - 
     434647793664*b^3*d^7*m11^6*m22^2 - 10924720128*b*d^9*m11^6*m22^2 - 
     139968*b^3*d*m11^8*m22^2 + 7011556992*b^5*d*m11^8*m22^2 - 
     133332956928*b^7*d*m11^8*m22^2 + 515082240*b^9*d*m11^8*m22^2 + 
     174960*b*d^3*m11^8*m22^2 - 14035431168*b^3*d^3*m11^8*m22^2 + 
     400013987328*b^5*d^3*m11^8*m22^2 - 1545246720*b^7*d^3*m11^8*m22^2 + 
     7023874176*b*d^5*m11^8*m22^2 - 400029103872*b^3*d^5*m11^8*m22^2 + 
     1545246720*b^5*d^5*m11^8*m22^2 + 133348073472*b*d^7*m11^8*m22^2 - 
     515082240*b^3*d^7*m11^8*m22^2 + 5038848*b^5*d*m11^10*m22^2 - 
     120932352*b^7*d*m11^10*m22^2 - 10077696*b^3*d^3*m11^10*m22^2 + 
     362797056*b^5*d^3*m11^10*m22^2 + 5038848*b*d^5*m11^10*m22^2 - 
     362797056*b^3*d^5*m11^10*m22^2 + 120932352*b*d^7*m11^10*m22^2 - 
     31581162962944*b^4*m11*m22^3 + 493739901762666496*b^6*m11*m22^3 - 
     11862011133533618176*b^8*m11*m22^3 + 84890166044393472*b^10*m11*m22^3 + 
     23685872222208*b^2*d^2*m11*m22^3 - 1483651454836146176*b^4*d^2*m11*
      m22^3 + 35594370827623071744*b^6*d^2*m11*m22^3 - 
     254670498133180416*b^8*d^2*m11*m22^3 - 15790581481472*d^4*m11*m22^3 + 
     1484756795539849216*b^2*d^4*m11*m22^3 - 35602708254645288960*b^4*d^4*m11*
      m22^3 + 254670498133180416*b^6*d^4*m11*m22^3 - 
     494845242466369536*d^6*m11*m22^3 + 11870348560555835392*b^2*d^6*m11*
      m22^3 - 84890166044393472*b^4*d^6*m11*m22^3 - 
     147281412096*b^4*m11^3*m22^3 + 4539960857198592*b^6*m11^3*m22^3 - 
     101101212039905280*b^8*m11^3*m22^3 + 333898290561024*b^10*m11^3*m22^3 + 
     56646696960*b^2*d^2*m11^3*m22^3 - 12780627768115200*b^4*d^2*m11^3*
      m22^3 + 309005828587782144*b^6*d^2*m11^3*m22^3 - 
     1014383731802112*b^8*d^2*m11^3*m22^3 - 67976036352*d^4*m11^3*m22^3 + 
     11935005875896320*b^2*d^4*m11^3*m22^3 - 320389276904718336*b^4*d^4*m11^3*
      m22^3 + 1039761452040192*b^6*d^4*m11^3*m22^3 - 
     3694338964979712*d^6*m11^3*m22^3 + 118165916205711360*b^2*d^6*m11^3*
      m22^3 - 371964870918144*b^4*d^6*m11^3*m22^3 - 
     5681255848869888*d^8*m11^3*m22^3 + 12688860119040*b^2*d^8*m11^3*m22^3 - 
     65028096*b^4*m11^5*m22^3 + 14674630311936*b^6*m11^5*m22^3 - 
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      m22^3 - 305892163584*b^6*d^4*m11^5*m22^3 - 7345963892736*d^6*m11^5*
      m22^3 + 381713883070464*b^2*d^6*m11^5*m22^3 + 
     247626989568*b^4*d^6*m11^5*m22^3 - 39153676713984*d^8*m11^5*m22^3 - 
     72831467520*b^2*d^8*m11^5*m22^3 + 279936*b^4*m11^7*m22^3 + 
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      m22^4 + 127613678911488*b^9*d*m11^2*m22^4 + 113293393920*b*d^3*m11^2*
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      m22^4 - 433520640*b^3*d*m11^4*m22^4 + 10864720871424*b^5*d*m11^4*
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      m22^4 + 286922687643648*b^5*d^3*m11^4*m22^4 - 
     876752142336*b^7*d^3*m11^4*m22^4 + 10877206265856*b*d^5*m11^4*m22^4 - 
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      m22^5 - 115605504*b^4*m11^3*m22^5 + 26087422427136*b^6*m11^3*m22^5 - 
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      m22^5 + 52215769202688*b^2*d^4*m11^3*m22^5 - 1566135970430976*b^4*d^4*
      m11^3*m22^5 - 177570054144*b^6*d^4*m11^3*m22^5 - 
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     24982401024*b^6*m11^5*m22^5 - 132502044672*b^8*m11^5*m22^5 + 
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      m22^6 + 11604942913536*b*d^5*m11^2*m22^6 - 138536703492096*b^3*d^5*
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     95551488*b^5*d*m11^6*m22^6 + 1337720832*b^7*d*m11^6*m22^6 + 
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     2310234439680*b^4*d^4*m11^3*m22^7 - 9625927680*b^6*d^4*m11^3*m22^7 + 
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     1443889152*b^6*d^2*m11^5*m22^7 + 1783627776*b^4*d^4*m11^5*m22^7 - 
     21233664*d^6*m11^5*m22^7 - 934281216*b^2*d^6*m11^5*m22^7 + 
     169869312*d^8*m11^5*m22^7 - 1027604480*b^3*d*m22^8 + 
     12331253760*b^5*d*m22^8 - 12331253760*b^3*d^3*m22^8 - 
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   {43675990429840441344*b^6*d - 43675990429840441344*b^4*d^3 + 
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     301495881408970752*b^9*m11^5*m22 + 685198446428160*b^11*m11^5*m22 + 
     3211867717632*b^3*d^2*m11^5*m22 + 11470956134400*b^5*d^2*m11^5*m22 + 
     904596133980930048*b^7*d^2*m11^5*m22 - 1974839808098304*b^9*d^2*m11^5*
      m22 - 4282490290176*b^3*d^4*m11^5*m22 - 904704623734947840*b^5*d^4*
      m11^5*m22 + 1813328745725952*b^7*d^4*m11^5*m22 + 
     301604371162988544*b^3*d^6*m11^5*m22 - 442931852869632*b^5*d^6*m11^5*
      m22 - 80755531186176*b^3*d^8*m11^5*m22 - 6145155072*b^5*m11^7*m22 - 
     12729249792*b^7*m11^7*m22 - 968375190601728*b^9*m11^7*m22 + 
     1320330461184*b^11*m11^7*m22 + 6145155072*b^3*d^2*m11^7*m22 + 
     25019559936*b^5*d^2*m11^7*m22 + 2905344456376320*b^7*d^2*m11^7*m22 - 
     3836917776384*b^9*d^2*m11^7*m22 - 12290310144*b^3*d^4*m11^7*m22 - 
     2905563340947456*b^5*d^4*m11^7*m22 + 3588770562048*b^7*d^4*m11^7*m22 + 
     968594075172864*b^3*d^6*m11^7*m22 - 948109639680*b^5*d^6*m11^7*m22 - 
     124073607168*b^3*d^8*m11^7*m22 - 4408992*b^5*m11^9*m22 - 
     8398080*b^7*m11^9*m22 - 1537540641792*b^9*m11^9*m22 + 
     967458816*b^11*m11^9*m22 + 4408992*b^3*d^2*m11^9*m22 + 
     20155392*b^5*d^2*m11^9*m22 + 4612783168512*b^7*d^2*m11^9*m22 - 
     2902376448*b^9*d^2*m11^9*m22 - 11757312*b^3*d^4*m11^9*m22 - 
     4612944411648*b^5*d^4*m11^9*m22 + 2902376448*b^7*d^4*m11^9*m22 + 
     1537701884928*b^3*d^6*m11^9*m22 - 967458816*b^5*d^6*m11^9*m22 - 
     967458816*b^9*m11^11*m22 + 2902376448*b^7*d^2*m11^11*m22 - 
     2902376448*b^5*d^4*m11^11*m22 + 967458816*b^3*d^6*m11^11*m22 + 
     1114183429332664320*b^6*d*m22^2 - 1114183429332664320*b^4*d^3*m22^2 - 
     331602211110912*b^4*d*m11^2*m22^2 - 2071045295365423104*b^6*d*m11^2*
      m22^2 + 7144227523151265792*b^8*d*m11^2*m22^2 + 
     25012281066651648*b^10*d*m11^2*m22^2 + 248701658333184*b^2*d^3*m11^2*
      m22^2 + 6229668624907370496*b^4*d^3*m11^2*m22^2 - 
     21435524874120462336*b^6*d^3*m11^2*m22^2 - 75036843199954944*b^8*d^3*
      m11^2*m22^2 + 82900552777728*d^5*m11^2*m22^2 - 
     6237248104018477056*b^2*d^5*m11^2*m22^2 + 21438367178787127296*b^4*d^5*
      m11^2*m22^2 + 75036843199954944*b^6*d^5*m11^2*m22^2 + 
     2078624774476529664*d^7*m11^2*m22^2 - 7147069827817930752*b^2*d^7*m11^2*
      m22^2 - 25012281066651648*b^4*d^7*m11^2*m22^2 - 
     2854993526784*b^4*d*m11^4*m22^2 - 23860676376133632*b^6*d*m11^4*m22^2 + 
     34292822723002368*b^8*d*m11^4*m22^2 + 489427461734400*b^10*d*m11^4*
      m22^2 + 2141245145088*b^2*d^3*m11^4*m22^2 + 71603781460033536*b^4*d^3*
      m11^4*m22^2 - 102873301990244352*b^6*d^3*m11^4*m22^2 - 
     1428040571682816*b^8*d^3*m11^4*m22^2 + 713748381696*d^5*m11^4*m22^2 - 
     71610171207450624*b^2*d^5*m11^4*m22^2 + 102866232482463744*b^4*d^5*m11^4*
      m22^2 + 1347556944642048*b^6*d^5*m11^4*m22^2 + 
     23867066123550720*d^7*m11^4*m22^2 - 34283849886203904*b^2*d^7*m11^4*
      m22^2 - 368702021173248*b^4*d^7*m11^4*m22^2 - 
     1903329017856*d^9*m11^4*m22^2 - 40241813520384*b^2*d^9*m11^4*m22^2 - 
     8193540096*b^4*d*m11^6*m22^2 - 102806688595968*b^6*d*m11^6*m22^2 - 
     58050061074432*b^8*d*m11^6*m22^2 + 1866566467584*b^10*d*m11^6*m22^2 + 
     6145155072*b^2*d^3*m11^6*m22^2 + 308347104264192*b^4*d^3*m11^6*m22^2 + 
     174200905138176*b^6*d^3*m11^6*m22^2 - 5484209504256*b^8*d^3*m11^6*
      m22^2 + 2048385024*d^5*m11^6*m22^2 - 308301844709376*b^2*d^5*m11^6*
      m22^2 - 174257089413120*b^4*d^5*m11^6*m22^2 + 
     5253229707264*b^6*d^5*m11^6*m22^2 + 102761429041152*d^7*m11^6*m22^2 + 
     58111707709440*b^2*d^7*m11^6*m22^2 - 1520096772096*b^4*d^7*m11^6*m22^2 - 
     5462360064*d^9*m11^6*m22^2 - 115489898496*b^2*d^9*m11^6*m22^2 - 
     7838208*b^4*d*m11^8*m22^2 - 196711587072*b^6*d*m11^8*m22^2 - 
     504910485504*b^8*d*m11^8*m22^2 + 1791590400*b^10*d*m11^8*m22^2 + 
     5878656*b^2*d^3*m11^8*m22^2 + 589985835264*b^4*d^3*m11^8*m22^2 + 
     1514767288320*b^6*d^3*m11^8*m22^2 - 5374771200*b^8*d^3*m11^8*m22^2 + 
     1959552*d^5*m11^8*m22^2 - 589906893312*b^2*d^5*m11^8*m22^2 - 
     1514803120128*b^4*d^5*m11^8*m22^2 + 5374771200*b^6*d^5*m11^8*m22^2 + 
     196632645120*d^7*m11^8*m22^2 + 504946317312*b^2*d^7*m11^8*m22^2 - 
     1791590400*b^4*d^7*m11^8*m22^2 - 141087744*b^6*d*m11^10*m22^2 - 
     644972544*b^8*d*m11^10*m22^2 + 423263232*b^4*d^3*m11^10*m22^2 + 
     1934917632*b^6*d^3*m11^10*m22^2 - 423263232*b^2*d^5*m11^10*m22^2 - 
     1934917632*b^4*d^5*m11^10*m22^2 + 141087744*d^7*m11^10*m22^2 + 
     644972544*b^2*d^7*m11^10*m22^2 - 1326408844443648*b^5*m11*m22^3 - 
     3410765599997952*b^7*m11*m22^3 - 71162213478357270528*b^9*m11*m22^3 + 
     291051997866491904*b^11*m11*m22^3 + 1326408844443648*b^3*d^2*m11*m22^3 + 
     3410765599997952*b^5*d^2*m11*m22^3 + 213523021934805123072*b^7*d^2*m11*
      m22^3 - 873155993599475712*b^9*d^2*m11*m22^3 - 
     213559403434538434560*b^5*d^4*m11*m22^3 + 873155993599475712*b^7*d^4*m11*
      m22^3 + 71198594978090582016*b^3*d^6*m11*m22^3 - 
     291051997866491904*b^5*d^6*m11*m22^3 - 6344430059520*b^5*m11^3*m22^3 + 
     7928090437091328*b^7*m11^3*m22^3 - 654328624991698944*b^9*m11^3*m22^3 + 
     1096317514285056*b^11*m11^3*m22^3 + 5709987053568*b^3*d^2*m11^3*m22^3 - 
     23832670249156608*b^5*d^2*m11^3*m22^3 + 2013085845191393280*b^7*d^2*
      m11^3*m22^3 - 3254148812242944*b^9*d^2*m11^3*m22^3 + 
     634443005952*b*d^4*m11^3*m22^3 + 23875359199985664*b^3*d^4*m11^3*m22^3 - 
     2113166147800006656*b^5*d^4*m11^3*m22^3 + 3184541351018496*b^7*d^4*m11^3*
      m22^3 - 7970779387920384*b*d^6*m11^3*m22^3 + 804389259992629248*b^3*d^6*
      m11^3*m22^3 - 991906322448384*b^5*d^6*m11^3*m22^3 - 
     49980332392316928*b*d^8*m11^3*m22^3 - 34803730612224*b^3*d^8*m11^3*
      m22^3 - 3641573376*b^5*m11^5*m22^3 + 68444412051456*b^7*m11^5*m22^3 - 
     1840451184230400*b^9*m11^5*m22^3 - 199766310912*b^11*m11^5*m22^3 - 
     205457049649152*b^5*d^2*m11^5*m22^3 + 5951772959440896*b^7*d^2*m11^5*
      m22^3 + 1423334965248*b^9*d^2*m11^5*m22^3 + 3641573376*b*d^4*m11^5*
      m22^3 + 205595949662208*b^3*d^4*m11^5*m22^3 - 
     6812903098810368*b^5*d^4*m11^5*m22^3 - 3071407030272*b^7*d^4*m11^5*
      m22^3 - 68583312064512*b*d^6*m11^5*m22^3 + 3132292056219648*b^3*d^6*
      m11^5*m22^3 + 2671874408448*b^5*d^6*m11^5*m22^3 - 
     430710732619776*b*d^8*m11^5*m22^3 - 824036032512*b^3*d^8*m11^5*m22^3 + 
     10450944*b^5*m11^7*m22^3 + 196597933056*b^7*m11^7*m22^3 - 
     1125223280640*b^9*m11^7*m22^3 - 2436562944*b^11*m11^7*m22^3 - 
     15676416*b^3*d^2*m11^7*m22^3 - 589911745536*b^5*d^2*m11^7*m22^3 + 
     4610959478784*b^7*d^2*m11^7*m22^3 + 8420474880*b^9*d^2*m11^7*m22^3 + 
     5225472*b*d^4*m11^7*m22^3 + 590039396352*b^3*d^4*m11^7*m22^3 - 
     7082667454464*b^5*d^4*m11^7*m22^3 - 10642046976*b^7*d^4*m11^7*m22^3 - 
     196725583872*b*d^6*m11^7*m22^3 + 4833349595136*b^3*d^6*m11^7*m22^3 + 
     5768921088*b^5*d^6*m11^7*m22^3 - 1236418338816*b*d^8*m11^7*m22^3 - 
     1110786048*b^3*d^8*m11^7*m22^3 + 188116992*b^7*m11^9*m22^3 + 
     1289945088*b^9*m11^9*m22^3 - 564350976*b^5*d^2*m11^9*m22^3 - 
     2687385600*b^7*d^2*m11^9*m22^3 + 564350976*b^3*d^4*m11^9*m22^3 + 
     322486272*b^5*d^4*m11^9*m22^3 - 188116992*b*d^6*m11^9*m22^3 + 
     2257403904*b^3*d^6*m11^9*m22^3 - 1182449664*b*d^8*m11^9*m22^3 + 
     11369218666659840*b^6*d*m22^4 - 11369218666659840*b^4*d^3*m22^4 - 
     5075544047616*b^4*d*m11^2*m22^4 - 42424055768285184*b^6*d*m11^2*m22^4 + 
     145731921006034944*b^8*d*m11^2*m22^4 + 278429844897792*b^10*d*m11^2*
      m22^4 + 3806658035712*b^2*d^3*m11^2*m22^4 + 127298995180535808*b^4*d^3*
      m11^2*m22^4 - 437239267681370112*b^6*d^3*m11^2*m22^4 - 
     835289534693376*b^8*d^3*m11^2*m22^4 + 1268886011904*d^5*m11^2*m22^4 - 
     127301895491420160*b^2*d^5*m11^2*m22^4 + 437282772344635392*b^4*d^5*
      m11^2*m22^4 + 835289534693376*b^6*d^5*m11^2*m22^4 + 
     42426956079169536*d^7*m11^2*m22^4 - 145775425669300224*b^2*d^7*m11^2*
      m22^4 - 278429844897792*b^4*d^7*m11^2*m22^4 - 
     9710862336*b^4*d*m11^4*m22^4 - 182764671860736*b^6*d*m11^4*m22^4 - 
     34329285623808*b^8*d*m11^4*m22^4 + 1231892250624*b^10*d*m11^4*m22^4 + 
     7283146752*b^2*d^3*m11^4*m22^4 + 548203843289088*b^4*d^3*m11^4*m22^4 + 
     33532994912256*b^6*d^3*m11^4*m22^4 - 3285046001664*b^8*d^3*m11^4*m22^4 + 
     2427715584*d^5*m11^4*m22^4 - 548133786353664*b^2*d^5*m11^4*m22^4 + 
     105509906546688*b^4*d^5*m11^4*m22^4 + 2463784501248*b^6*d^5*m11^4*
      m22^4 + 182694614925312*d^7*m11^4*m22^4 - 174301655334912*b^2*d^7*m11^4*
      m22^4 + 69588039499776*d^9*m11^4*m22^4 - 410630750208*b^2*d^9*m11^4*
      m22^4 + 13934592*b^4*d*m11^6*m22^4 + 133373952*b^6*d*m11^6*m22^4 - 
     2747387953152*b^8*d*m11^6*m22^4 - 302579712*b^10*d*m11^6*m22^4 - 
     10450944*b^2*d^3*m11^6*m22^4 - 175177728*b^4*d^3*m11^6*m22^4 + 
     8191971459072*b^6*d^3*m11^6*m22^4 + 1496973312*b^8*d^3*m11^6*m22^4 - 
     3483648*d^5*m11^6*m22^4 + 19906560*b^2*d^5*m11^6*m22^4 - 
     8091865350144*b^4*d^5*m11^6*m22^4 - 2675441664*b^6*d^5*m11^6*m22^4 + 
     21897216*d^7*m11^6*m22^4 + 2597368135680*b^2*d^7*m11^6*m22^4 + 
     2070282240*b^4*d^7*m11^6*m22^4 + 49913708544*d^9*m11^6*m22^4 - 
     589234176*b^2*d^9*m11^6*m22^4 + 501645312*b^6*d*m11^8*m22^4 - 
     4156489728*b^8*d*m11^8*m22^4 - 1504935936*b^4*d^3*m11^8*m22^4 + 
     12899450880*b^6*d^3*m11^8*m22^4 + 1504935936*b^2*d^5*m11^8*m22^4 - 
     13759414272*b^4*d^5*m11^8*m22^4 - 501645312*d^7*m11^8*m22^4 + 
     5446434816*b^2*d^7*m11^8*m22^4 - 429981696*d^9*m11^8*m22^4 - 
     10151088095232*b^5*m11*m22^5 - 26102797959168*b^7*m11*m22^5 - 
     726516275286638592*b^9*m11*m22^5 + 2227438759182336*b^11*m11*m22^5 + 
     10151088095232*b^3*d^2*m11*m22^5 + 26102797959168*b^5*d^2*m11*m22^5 + 
     2179827255704813568*b^7*d^2*m11*m22^5 - 6682316277547008*b^9*d^2*m11*
      m22^5 - 2180105685549711360*b^5*d^4*m11*m22^5 + 
     6682316277547008*b^7*d^4*m11*m22^5 + 726794705131536384*b^3*d^6*m11*
      m22^5 - 2227438759182336*b^5*d^6*m11*m22^5 - 6473908224*b^5*m11^3*
      m22^5 + 121643348262912*b^7*m11^3*m22^5 - 2785225142697984*b^9*m11^3*
      m22^5 - 1331775406080*b^11*m11^3*m22^5 - 365182527209472*b^5*d^2*m11^3*
      m22^5 + 9120317976870912*b^7*d^2*m11^3*m22^5 + 
     3329438515200*b^9*d^2*m11^3*m22^5 + 6473908224*b*d^4*m11^3*m22^5 + 
     365478014877696*b^3*d^4*m11^3*m22^5 - 10650191275229184*b^5*d^4*m11^3*
      m22^5 - 1997663109120*b^7*d^4*m11^3*m22^5 - 121938835931136*b*d^6*m11^3*
      m22^5 + 5080329190637568*b^3*d^6*m11^3*m22^5 - 
     665887703040*b^5*d^6*m11^3*m22^5 - 765230749581312*b*d^8*m11^3*m22^5 + 
     665887703040*b^3*d^8*m11^3*m22^5 - 9289728*b^5*m11^5*m22^5 + 
     233383182336*b^7*m11^5*m22^5 - 395593777152*b^9*m11^5*m22^5 + 
     5605687296*b^11*m11^5*m22^5 + 27869184*b^3*d^2*m11^5*m22^5 - 
     699605434368*b^5*d^2*m11^5*m22^5 + 1988744970240*b^7*d^2*m11^5*m22^5 - 
     14714929152*b^9*d^2*m11^5*m22^5 - 18579456*b*d^4*m11^5*m22^5 + 
     698959134720*b^3*d^4*m11^5*m22^5 - 3589848170496*b^5*d^4*m11^5*m22^5 + 
     10510663680*b^7*d^4*m11^5*m22^5 - 232736882688*b*d^6*m11^5*m22^5 + 
     2795836538880*b^3*d^6*m11^5*m22^5 + 700710912*b^5*d^6*m11^5*m22^5 - 
     799139561472*b*d^8*m11^5*m22^5 - 2102132736*b^3*d^8*m11^5*m22^5 - 
     334430208*b^7*m11^7*m22^5 - 3439853568*b^9*m11^7*m22^5 + 
     1003290624*b^5*d^2*m11^7*m22^5 + 8981839872*b^7*d^2*m11^7*m22^5 - 
     1003290624*b^3*d^4*m11^7*m22^5 - 6306398208*b^5*d^4*m11^7*m22^5 + 
     334430208*b*d^6*m11^7*m22^5 - 573308928*b^3*d^6*m11^7*m22^5 + 
     1337720832*b*d^8*m11^7*m22^5 + 58006217687040*b^6*d*m22^6 - 
     58006217687040*b^4*d^3*m22^6 - 25895632896*b^4*d*m11^2*m22^6 - 
     324919904698368*b^6*d*m11^2*m22^6 + 1114770002411520*b^8*d*m11^2*m22^6 + 
     1242990379008*b^10*d*m11^2*m22^6 + 19421724672*b^2*d^3*m11^2*m22^6 + 
     974511855894528*b^4*d^3*m11^2*m22^6 - 3344531969802240*b^6*d^3*m11^2*
      m22^6 - 3728971137024*b^8*d^3*m11^2*m22^6 + 6473908224*d^5*m11^2*
      m22^6 - 974334285840384*b^2*d^5*m11^2*m22^6 + 
     3344753932369920*b^4*d^5*m11^2*m22^6 + 3728971137024*b^6*d^5*m11^2*
      m22^6 + 324742334644224*d^7*m11^2*m22^6 - 1114991964979200*b^2*d^7*
      m11^2*m22^6 - 1242990379008*b^4*d^7*m11^2*m22^6 + 
     24772608*b^4*d*m11^4*m22^6 + 14155776*b^6*d*m11^4*m22^6 - 
     3021090324480*b^8*d*m11^4*m22^6 - 5492441088*b^10*d*m11^4*m22^6 - 
     18579456*b^2*d^3*m11^4*m22^6 + 184025088*b^4*d^3*m11^4*m22^6 + 
     8353634844672*b^6*d^3*m11^4*m22^6 + 17524850688*b^8*d^3*m11^4*m22^6 - 
     6193152*d^5*m11^4*m22^6 - 286654464*b^2*d^5*m11^4*m22^6 - 
     6933768044544*b^4*d^5*m11^4*m22^6 - 19619905536*b^6*d^5*m11^4*m22^6 + 
     88473600*d^7*m11^4*m22^6 + 890992852992*b^2*d^7*m11^4*m22^6 + 
     8635023360*b^4*d^7*m11^4*m22^6 + 710230671360*d^9*m11^4*m22^6 - 
     1047527424*b^2*d^9*m11^4*m22^6 - 891813888*b^6*d*m11^6*m22^6 + 
     11975786496*b^8*d*m11^6*m22^6 + 2675441664*b^4*d^3*m11^6*m22^6 - 
     36182163456*b^6*d^3*m11^6*m22^6 - 2675441664*b^2*d^5*m11^6*m22^6 + 
     36691771392*b^4*d^5*m11^6*m22^6 + 891813888*d^7*m11^6*m22^6 - 
     12740198400*b^2*d^7*m11^6*m22^6 + 254803968*d^9*m11^6*m22^6 - 
     34527510528*b^5*m11*m22^7 - 88785027072*b^7*m11*m22^7 - 
     3708609770815488*b^9*m11*m22^7 + 7576322310144*b^11*m11*m22^7 + 
     34527510528*b^3*d^2*m11*m22^7 + 88785027072*b^5*d^2*m11*m22^7 + 
     11126776352735232*b^7*d^2*m11*m22^7 - 22728966930432*b^9*d^2*m11*m22^7 - 
     11127723393024000*b^5*d^4*m11*m22^7 + 22728966930432*b^7*d^4*m11*m22^7 + 
     3709556811104256*b^3*d^6*m11*m22^7 - 7576322310144*b^5*d^6*m11*m22^7 + 
     33030144*b^5*m11^3*m22^7 + 621181403136*b^7*m11^3*m22^7 - 
     1901904003072*b^9*m11^3*m22^7 - 14042529792*b^11*m11^3*m22^7 - 
     49545216*b^3*d^2*m11^3*m22^7 - 1863983038464*b^5*d^2*m11^3*m22^7 + 
     9608063090688*b^7*d^2*m11^3*m22^7 + 39560675328*b^9*d^2*m11^3*m22^7 + 
     16515072*b*d^4*m11^3*m22^7 + 1864617689088*b^3*d^4*m11^3*m22^7 - 
     17415804026880*b^5*d^4*m11^3*m22^7 - 34426847232*b^7*d^4*m11^3*m22^7 - 
     621816053760*b*d^6*m11^3*m22^7 + 13615034793984*b^3*d^6*m11^3*m22^7 + 
     6341787648*b^5*d^6*m11^3*m22^7 - 3905389854720*b*d^8*m11^3*m22^7 + 
     2566914048*b^3*d^8*m11^3*m22^7 - 594542592*b^7*m11^5*m22^7 + 
     5775556608*b^9*m11^5*m22^7 + 1783627776*b^5*d^2*m11^5*m22^7 - 
     24461180928*b^7*d^2*m11^5*m22^7 - 1783627776*b^3*d^4*m11^5*m22^7 + 
     38730203136*b^5*d^4*m11^5*m22^7 + 594542592*b*d^6*m11^5*m22^7 - 
     27179089920*b^3*d^6*m11^5*m22^7 + 7134511104*b*d^8*m11^5*m22^7 + 
     147975045120*b^6*d*m22^8 - 147975045120*b^4*d^3*m22^8 - 
     44040192*b^4*d*m11^2*m22^8 - 1105188618240*b^6*d*m11^2*m22^8 + 
     3789947928576*b^8*d*m11^2*m22^8 + 1962934272*b^10*d*m11^2*m22^8 + 
     33030144*b^2*d^3*m11^2*m22^8 + 3314817171456*b^4*d^3*m11^2*m22^8 - 
     11370221273088*b^6*d^3*m11^2*m22^8 - 5888802816*b^8*d^3*m11^2*m22^8 + 
     11010048*d^5*m11^2*m22^8 - 3314351603712*b^2*d^5*m11^2*m22^8 + 
     11370598760448*b^4*d^5*m11^2*m22^8 + 5888802816*b^6*d^5*m11^2*m22^8 + 
     1104723050496*d^7*m11^2*m22^8 - 3790325415936*b^2*d^7*m11^2*m22^8 - 
     1962934272*b^4*d^7*m11^2*m22^8 + 1585446912*b^6*d*m11^4*m22^8 - 
     9965666304*b^8*d*m11^4*m22^8 - 4756340736*b^4*d^3*m11^4*m22^8 + 
     28085059584*b^6*d^3*m11^4*m22^8 + 4756340736*b^2*d^5*m11^4*m22^8 - 
     24461180928*b^4*d^5*m11^4*m22^8 - 1585446912*d^7*m11^4*m22^8 + 
     4529848320*b^2*d^7*m11^4*m22^8 + 1811939328*d^9*m11^4*m22^8 - 
     44040192*b^5*m11*m22^9 - 113246208*b^7*m11*m22^9 - 
     9465571049472*b^9*m11*m22^9 + 9663676416*b^11*m11*m22^9 + 
     44040192*b^3*d^2*m11*m22^9 + 113246208*b^5*d^2*m11*m22^9 + 
     28397921107968*b^7*d^2*m11*m22^9 - 28991029248*b^9*d^2*m11*m22^9 - 
     28399129067520*b^5*d^4*m11*m22^9 + 28991029248*b^7*d^4*m11*m22^9 + 
     9466779009024*b^3*d^6*m11*m22^9 - 9663676416*b^5*d^6*m11*m22^9 + 
     1056964608*b^7*m11^3*m22^9 + 7247757312*b^9*m11^3*m22^9 - 
     3170893824*b^5*d^2*m11^3*m22^9 - 15099494400*b^7*d^2*m11^3*m22^9 + 
     3170893824*b^3*d^4*m11^3*m22^9 + 1811939328*b^5*d^4*m11^3*m22^9 - 
     1056964608*b*d^6*m11^3*m22^9 + 12683575296*b^3*d^6*m11^3*m22^9 - 
     6643777536*b*d^8*m11^3*m22^9 + 150994944*b^6*d*m22^10 - 
     150994944*b^4*d^3*m22^10 - 1409286144*b^6*d*m11^2*m22^10 + 
     4831838208*b^8*d*m11^2*m22^10 + 4227858432*b^4*d^3*m11^2*m22^10 - 
     14495514624*b^6*d^3*m11^2*m22^10 - 4227858432*b^2*d^5*m11^2*m22^10 + 
     14495514624*b^4*d^5*m11^2*m22^10 + 1409286144*d^7*m11^2*m22^10 - 
     4831838208*b^2*d^7*m11^2*m22^10 - 9663676416*b^9*m11*m22^11 + 
     28991029248*b^7*d^2*m11*m22^11 - 28991029248*b^5*d^4*m11*m22^11 + 
     9663676416*b^3*d^6*m11*m22^11, {0, 0}}}, 
  OreAlgebraObject[{Der[d], Der[b]}, Expand, #1 + #2 & , Expand[#1*#2] & , 
   None], DegreeLexicographic]}
