OrePolynomial[{{(-16*(1 + i - n)^2*n^4*(1 + n)*(1 + 2*n)^4*(3 + 2*n)*
     (3 + 2*i + 2*n)*(2*i + 4*i^2 - 2*n - 4*n^2 + \[Lambda])^2*
     (-9 - 114*i + 180*i^2 + 168*i^3 + 45*j + 30*i*j - 180*i^2*j - 
      120*i^3*j - 228*n - 580*i*n + 1536*i^2*n + 1072*i^3*n + 402*j*n + 
      32*i*j*n - 1320*i^2*j*n - 704*i^3*j*n - 1318*n^2 - 96*i*n^2 + 
      4520*i^2*n^2 + 1888*i^3*n^2 + 1268*j*n^2 - 760*i*j*n^2 - 
      3056*i^2*j*n^2 - 992*i^3*j*n^2 - 2796*n^3 + 2392*i*n^3 + 5792*i^2*n^3 + 
      1216*i^3*n^3 + 1784*j*n^3 - 2048*i*j*n^3 - 2848*i^2*j*n^3 - 
      384*i^3*j*n^3 - 2664*n^4 + 3648*i*n^4 + 3232*i^2*n^4 + 256*i^3*n^4 + 
      1120*j*n^4 - 1792*i*j*n^4 - 896*i^2*j*n^4 - 1168*n^5 + 2016*i*n^5 + 
      640*i^2*n^5 + 256*j*n^5 - 512*i*j*n^5 - 192*n^6 + 384*i*n^6 - 
      21*\[Lambda] - 12*i^2*\[Lambda] + 15*j*\[Lambda] + 12*i*j*\[Lambda] + 
      12*i^2*j*\[Lambda] - 136*n*\[Lambda] - 36*i*n*\[Lambda] - 
      72*i^2*n*\[Lambda] + 98*j*n*\[Lambda] + 92*i*j*n*\[Lambda] + 
      64*i^2*j*n*\[Lambda] - 276*n^2*\[Lambda] - 212*i*n^2*\[Lambda] - 
      104*i^2*n^2*\[Lambda] + 196*j*n^2*\[Lambda] + 216*i*j*n^2*\[Lambda] + 
      64*i^2*j*n^2*\[Lambda] - 328*n^3*\[Lambda] - 296*i*n^3*\[Lambda] - 
      32*i^2*n^3*\[Lambda] + 200*j*n^3*\[Lambda] + 160*i*j*n^3*\[Lambda] - 
      240*n^4*\[Lambda] - 96*i*n^4*\[Lambda] + 96*j*n^4*\[Lambda] - 
      64*n^5*\[Lambda]))/(-1 + 4*i - 4*i^2 + 4*j - 12*i*j + 8*i^2*j - 4*j^2 + 
     8*i*j^2 + 3*\[Lambda] - 2*i*\[Lambda] - 2*j*\[Lambda]), {0, 0, 2}}, 
  {(-4*(1 + i - n)^2*n^2*(1 + 2*n)^2*(3 + 2*i + 2*n)*
     (2*i + 4*i^2 - 2*n - 4*n^2 + \[Lambda])^2*(-85050*j*\[Lambda] - 
      85050*i*j*\[Lambda] + 207900*i^2*j*\[Lambda] + 37800*i^3*j*\[Lambda] - 
      75600*i^4*j*\[Lambda] - 113400*j^2*\[Lambda] + 264600*i*j^2*\[Lambda] - 
      151200*i^3*j^2*\[Lambda] + 453600*j^3*\[Lambda] + 
      302400*i*j^3*\[Lambda] - 907200*i^2*j^3*\[Lambda] - 
      151200*i^3*j^3*\[Lambda] + 302400*i^4*j^3*\[Lambda] + 
      453600*j^4*\[Lambda] - 1058400*i*j^4*\[Lambda] + 
      604800*i^3*j^4*\[Lambda] - 453600*j^5*\[Lambda] + 
      151200*i*j^5*\[Lambda] + 302400*i^2*j^5*\[Lambda] - 
      1276155*j*n*\[Lambda] - 1384830*i*j*n*\[Lambda] + 
      2902140*i^2*j*n*\[Lambda] + 699480*i^3*j*n*\[Lambda] - 
      869760*i^4*j*n*\[Lambda] - 1635390*j^2*n*\[Lambda] + 
      3667860*i*j^2*n*\[Lambda] - 226800*i^2*j^2*n*\[Lambda] - 
      1361520*i^3*j^2*n*\[Lambda] + 453600*i^4*j^2*n*\[Lambda] + 
      6995160*j^3*n*\[Lambda] + 4235040*i*j^3*n*\[Lambda] - 
      12780720*i^2*j^3*n*\[Lambda] - 1134720*i^3*j^3*n*\[Lambda] + 
      4386240*i^4*j^3*n*\[Lambda] + 6768360*j^4*n*\[Lambda] - 
      16107840*i*j^4*n*\[Lambda] + 756000*i^2*j^4*n*\[Lambda] + 
      8772480*i^3*j^4*n*\[Lambda] - 7108560*j^5*n*\[Lambda] + 
      2344320*i*j^5*n*\[Lambda] + 4386240*i^2*j^5*n*\[Lambda] - 
      7983252*j*n^2*\[Lambda] - 9611532*i*j*n^2*\[Lambda] + 
      16514256*i^2*j*n^2*\[Lambda] + 6044592*i^3*j*n^2*\[Lambda] - 
      3128064*i^4*j*n^2*\[Lambda] - 9971496*j^2*n^2*\[Lambda] + 
      19900344*i*j^2*n^2*\[Lambda] - 1853280*i^2*j^2*n^2*\[Lambda] + 
      511872*i^3*j^2*n^2*\[Lambda] + 6730560*i^4*j^2*n^2*\[Lambda] + 
      44272944*j^3*n^2*\[Lambda] + 23780256*i*j^3*n^2*\[Lambda] - 
      70547328*i^2*j^3*n^2*\[Lambda] + 2818752*i^3*j^3*n^2*\[Lambda] + 
      25973376*i^4*j^3*n^2*\[Lambda] + 41285664*j^4*n^2*\[Lambda] - 
      101267616*i*j^4*n^2*\[Lambda] + 11419200*i^2*j^4*n^2*\[Lambda] + 
      51946752*i^3*j^4*n^2*\[Lambda] - 46560384*j^5*n^2*\[Lambda] + 
      15331008*i*j^5*n^2*\[Lambda] + 25973376*i^2*j^5*n^2*\[Lambda] - 
      27967968*j*n^3*\[Lambda] - 37985160*i*j*n^3*\[Lambda] + 
      52077280*i^2*j*n^3*\[Lambda] + 32256160*i^3*j*n^3*\[Lambda] - 
      190592*i^4*j*n^3*\[Lambda] - 36110088*j^2*n^3*\[Lambda] + 
      53036560*i*j^2*n^3*\[Lambda] + 2639808*i^2*j^2*n^3*\[Lambda] + 
      50953856*i^3*j^2*n^3*\[Lambda] + 41001984*i^4*j^2*n^3*\[Lambda] + 
      149029776*j^3*n^3*\[Lambda] + 70989248*i*j^3*n^3*\[Lambda] - 
      188191488*i^2*j^3*n^3*\[Lambda] + 55649408*i^3*j^3*n^3*\[Lambda] + 
      82766336*i^4*j^3*n^3*\[Lambda] + 134465184*j^4*n^3*\[Lambda] - 
      345843136*i*j^4*n^3*\[Lambda] + 71059200*i^2*j^4*n^3*\[Lambda] + 
      165532672*i^3*j^4*n^3*\[Lambda] - 168581952*j^5*n^3*\[Lambda] + 
      56411776*i*j^5*n^3*\[Lambda] + 82766336*i^2*j^5*n^3*\[Lambda] - 
      63557088*j*n^4*\[Lambda] - 96694864*i*j*n^4*\[Lambda] + 
      111438080*i^2*j*n^4*\[Lambda] + 115172160*i^3*j*n^4*\[Lambda] + 
      27946496*i^4*j*n^4*\[Lambda] - 96197504*j^2*n^4*\[Lambda] + 
      67526912*i*j^2*n^4*\[Lambda] + 79562304*i^2*j^2*n^4*\[Lambda] + 
      272800640*i^3*j^2*n^4*\[Lambda] + 135094272*i^4*j^2*n^4*\[Lambda] + 
      283651904*j^3*n^4*\[Lambda] + 134261952*i*j^3*n^4*\[Lambda] - 
      206353280*i^2*j^3*n^4*\[Lambda] + 243315200*i^3*j^3*n^4*\[Lambda] + 
      158402560*i^4*j^3*n^4*\[Lambda] + 255150848*j^4*n^4*\[Lambda] - 
      709378048*i*j^4*n^4*\[Lambda] + 239750144*i^2*j^4*n^4*\[Lambda] + 
      316805120*i^3*j^4*n^4*\[Lambda] - 376972544*j^5*n^4*\[Lambda] + 
      131529216*i*j^5*n^4*\[Lambda] + 158402560*i^2*j^5*n^4*\[Lambda] - 
      104925392*j*n^5*\[Lambda] - 169414976*i*j*n^5*\[Lambda] + 
      199074112*i^2*j*n^5*\[Lambda] + 279547136*i^3*j*n^5*\[Lambda] + 
      86284288*i^4*j*n^5*\[Lambda] - 212643136*j^2*n^5*\[Lambda] + 
      17284416*i*j^2*n^5*\[Lambda] + 379620224*i^2*j^2*n^5*\[Lambda] + 
      738745856*i^3*j^2*n^5*\[Lambda] + 268042240*i^4*j^2*n^5*\[Lambda] + 
      271430592*j^3*n^5*\[Lambda] + 211555712*i*j^3*n^5*\[Lambda] + 
      158867968*i^2*j^3*n^5*\[Lambda] + 550250496*i^3*j^3*n^5*\[Lambda] + 
      190947328*i^4*j^3*n^5*\[Lambda] + 279827456*j^4*n^5*\[Lambda] - 
      898789376*i*j^4*n^5*\[Lambda] + 487321600*i^2*j^4*n^5*\[Lambda] + 
      381894656*i^3*j^4*n^5*\[Lambda] - 548406272*j^5*n^5*\[Lambda] + 
      205113344*i*j^5*n^5*\[Lambda] + 190947328*i^2*j^5*n^5*\[Lambda] - 
      137854272*j*n^6*\[Lambda] - 211224832*i*j*n^6*\[Lambda] + 
      326708480*i^2*j*n^6*\[Lambda] + 460997632*i^3*j*n^6*\[Lambda] + 
      131031040*i^4*j*n^6*\[Lambda] - 383198464*j^2*n^6*\[Lambda] - 
      47203072*i*j^2*n^6*\[Lambda] + 933596672*i^2*j^2*n^6*\[Lambda] + 
      1219614720*i^3*j^2*n^6*\[Lambda] + 335183872*i^4*j^2*n^6*\[Lambda] - 
      10828032*j^3*n^6*\[Lambda] + 359945728*i*j^3*n^6*\[Lambda] + 
      835627008*i^2*j^3*n^6*\[Lambda] + 741482496*i^3*j^3*n^6*\[Lambda] + 
      146243584*i^4*j^3*n^6*\[Lambda] + 143732736*j^4*n^6*\[Lambda] - 
      672415744*i*j^4*n^6*\[Lambda] + 623656960*i^2*j^4*n^6*\[Lambda] + 
      292487168*i^3*j^4*n^6*\[Lambda] - 529141760*j^5*n^6*\[Lambda] + 
      217358336*i*j^5*n^6*\[Lambda] + 146243584*i^2*j^5*n^6*\[Lambda] - 
      148846848*j*n^7*\[Lambda] - 188535808*i*j*n^7*\[Lambda] + 
      445580288*i^2*j*n^7*\[Lambda] + 512413696*i^3*j*n^7*\[Lambda] + 
      115769344*i^4*j*n^7*\[Lambda] - 519083008*j^2*n^7*\[Lambda] - 
      17062912*i*j^2*n^7*\[Lambda] + 1394432000*i^2*j^2*n^7*\[Lambda] + 
      1299013632*i^3*j^2*n^7*\[Lambda] + 266076160*i^4*j^2*n^7*\[Lambda] - 
      374215680*j^3*n^7*\[Lambda] + 568686592*i*j^3*n^7*\[Lambda] + 
      1242144768*i^2*j^3*n^7*\[Lambda] + 617447424*i^3*j^3*n^7*\[Lambda] + 
      69074944*i^4*j^3*n^7*\[Lambda] - 30965760*j^4*n^7*\[Lambda] - 
      225476608*i*j^4*n^7*\[Lambda] + 505741312*i^2*j^4*n^7*\[Lambda] + 
      138149888*i^3*j^4*n^7*\[Lambda] - 336183296*j^5*n^7*\[Lambda] + 
      154370048*i*j^5*n^7*\[Lambda] + 69074944*i^2*j^5*n^7*\[Lambda] - 
      126403584*j*n^8*\[Lambda] - 117895168*i*j*n^8*\[Lambda] + 
      442732544*i^2*j*n^8*\[Lambda] + 376029184*i^3*j*n^8*\[Lambda] + 
      60424192*i^4*j*n^8*\[Lambda] - 495652864*j^2*n^8*\[Lambda] + 
      84119552*i*j^2*n^8*\[Lambda] + 1332469760*i^2*j^2*n^8*\[Lambda] + 
      898793472*i^3*j^2*n^8*\[Lambda] + 130023424*i^4*j^2*n^8*\[Lambda] - 
      499568640*j^3*n^8*\[Lambda] + 650076160*i*j^3*n^8*\[Lambda] + 
      1015382016*i^2*j^3*n^8*\[Lambda] + 311820288*i^3*j^3*n^8*\[Lambda] + 
      18350080*i^4*j^3*n^8*\[Lambda] - 95354880*j^4*n^8*\[Lambda] + 
      55574528*i*j^4*n^8*\[Lambda] + 251920384*i^2*j^4*n^8*\[Lambda] + 
      36700160*i^3*j^4*n^8*\[Lambda] - 135200768*j^5*n^8*\[Lambda] + 
      70123520*i*j^5*n^8*\[Lambda] + 18350080*i^2*j^5*n^8*\[Lambda] - 
      77819904*j*n^9*\[Lambda] - 48873472*i*j*n^9*\[Lambda] + 
      296206336*i^2*j*n^9*\[Lambda] + 173998080*i^3*j*n^9*\[Lambda] + 
      17301504*i^4*j*n^9*\[Lambda] - 318619648*j^2*n^9*\[Lambda] + 
      125550592*i*j^2*n^9*\[Lambda] + 819101696*i^2*j^2*n^9*\[Lambda] + 
      390725632*i^3*j^2*n^9*\[Lambda] + 35651584*i^4*j^2*n^9*\[Lambda] - 
      348438528*j^3*n^9*\[Lambda] + 484474880*i*j^3*n^9*\[Lambda] + 
      487981056*i^2*j^3*n^9*\[Lambda] + 87556096*i^3*j^3*n^9*\[Lambda] + 
      2097152*i^4*j^3*n^9*\[Lambda] - 60555264*j^4*n^9*\[Lambda] + 
      84934656*i*j^4*n^9*\[Lambda] + 70254592*i^2*j^4*n^9*\[Lambda] + 
      4194304*i^3*j^4*n^9*\[Lambda] - 31195136*j^5*n^9*\[Lambda] + 
      18350080*i*j^5*n^9*\[Lambda] + 2097152*i^2*j^5*n^9*\[Lambda] - 
      31703040*j*n^10*\[Lambda] - 11993088*i*j*n^10*\[Lambda] + 
      125239296*i^2*j*n^10*\[Lambda] + 45875200*i^3*j*n^10*\[Lambda] + 
      2097152*i^4*j*n^10*\[Lambda] - 130482176*j^2*n^10*\[Lambda] + 
      79626240*i*j^2*n^10*\[Lambda] + 313131008*i^2*j^2*n^10*\[Lambda] + 
      96993280*i^3*j^2*n^10*\[Lambda] + 4194304*i^4*j^2*n^10*\[Lambda] - 
      142278656*j^3*n^10*\[Lambda] + 222429184*i*j^3*n^10*\[Lambda] + 
      129499136*i^2*j^3*n^10*\[Lambda] + 10485760*i^3*j^3*n^10*\[Lambda] - 
      17825792*j^4*n^10*\[Lambda] + 31457280*i*j^4*n^10*\[Lambda] + 
      8388608*i^2*j^4*n^10*\[Lambda] - 3145728*j^5*n^10*\[Lambda] + 
      2097152*i*j^5*n^10*\[Lambda] - 7536640*j*n^11*\[Lambda] - 
      1310720*i*j*n^11*\[Lambda] + 30146560*i^2*j*n^11*\[Lambda] + 
      5242880*i^3*j*n^11*\[Lambda] - 30670848*j^2*n^11*\[Lambda] + 
      24903680*i*j^2*n^11*\[Lambda] + 67633152*i^2*j^2*n^11*\[Lambda] + 
      10485760*i^3*j^2*n^11*\[Lambda] - 32243712*j^3*n^11*\[Lambda] + 
      57147392*i*j^3*n^11*\[Lambda] + 14680064*i^2*j^3*n^11*\[Lambda] - 
      2097152*j^4*n^11*\[Lambda] + 4194304*i*j^4*n^11*\[Lambda] - 
      786432*j*n^12*\[Lambda] + 3145728*i^2*j*n^12*\[Lambda] - 
      3145728*j^2*n^12*\[Lambda] + 3145728*i*j^2*n^12*\[Lambda] + 
      6291456*i^2*j^2*n^12*\[Lambda] - 3145728*j^3*n^12*\[Lambda] + 
      6291456*i*j^3*n^12*\[Lambda] + 14175*j*\[Lambda]^2 + 
      18900*i*j*\[Lambda]^2 - 18900*i^2*j*\[Lambda]^2 + 
      18900*j^2*\[Lambda]^2 - 37800*i*j^2*\[Lambda]^2 - 
      75600*j^3*\[Lambda]^2 - 75600*i*j^3*\[Lambda]^2 + 
      75600*i^2*j^3*\[Lambda]^2 - 75600*j^4*\[Lambda]^2 + 
      151200*i*j^4*\[Lambda]^2 + 75600*j^5*\[Lambda]^2 + 
      181980*j*n*\[Lambda]^2 + 239490*i*j*n*\[Lambda]^2 - 
      255240*i^2*j*n*\[Lambda]^2 - 12600*i^3*j*n*\[Lambda]^2 + 
      201690*j^2*n*\[Lambda]^2 - 560880*i*j^2*n*\[Lambda]^2 - 
      25200*i^3*j^2*n*\[Lambda]^2 - 1109160*j^3*n*\[Lambda]^2 - 
      1020960*i*j^3*n*\[Lambda]^2 + 1020960*i^2*j^3*n*\[Lambda]^2 - 
      1033560*j^4*n*\[Lambda]^2 + 2117520*i*j^4*n*\[Lambda]^2 + 
      1071360*j^5*n*\[Lambda]^2 + 879552*j*n^2*\[Lambda]^2 + 
      1102896*i*j*n^2*\[Lambda]^2 - 1405896*i^2*j*n^2*\[Lambda]^2 - 
      186960*i^3*j*n^2*\[Lambda]^2 + 579816*j^2*n^2*\[Lambda]^2 - 
      3547032*i*j^2*n^2*\[Lambda]^2 - 126000*i^2*j^2*n^2*\[Lambda]^2 - 
      373920*i^3*j^2*n^2*\[Lambda]^2 - 6705504*j^3*n^2*\[Lambda]^2 - 
      5573184*i*j^3*n^2*\[Lambda]^2 + 5371584*i^2*j^3*n^2*\[Lambda]^2 - 
      5634144*j^4*n^2*\[Lambda]^2 + 11864928*i*j^4*n^2*\[Lambda]^2 + 
      6119424*j^5*n^2*\[Lambda]^2 + 1901712*j*n^3*\[Lambda]^2 + 
      1902520*i*j*n^3*\[Lambda]^2 - 4365680*i^2*j*n^3*\[Lambda]^2 - 
      1127744*i^3*j*n^3*\[Lambda]^2 - 1020632*j^2*n^3*\[Lambda]^2 - 
      13206576*i*j^2*n^3*\[Lambda]^2 - 1768800*i^2*j^2*n^3*\[Lambda]^2 - 
      2255488*i^3*j^2*n^3*\[Lambda]^2 - 22294048*j^3*n^3*\[Lambda]^2 - 
      16714880*i*j^3*n^3*\[Lambda]^2 + 13925120*i^2*j^3*n^3*\[Lambda]^2 - 
      16073824*j^4*n^3*\[Lambda]^2 + 34616704*i*j^4*n^3*\[Lambda]^2 + 
      18436096*j^5*n^3*\[Lambda]^2 + 1114064*j*n^4*\[Lambda]^2 - 
      1608960*i*j*n^4*\[Lambda]^2 - 9478592*i^2*j*n^4*\[Lambda]^2 - 
      3608832*i^3*j*n^4*\[Lambda]^2 - 10396704*j^2*n^4*\[Lambda]^2 - 
      34306688*i*j^2*n^4*\[Lambda]^2 - 9983360*i^2*j^2*n^4*\[Lambda]^2 - 
      7217664*i^3*j^2*n^4*\[Lambda]^2 - 46859840*j^3*n^4*\[Lambda]^2 - 
      33403392*i*j^3*n^4*\[Lambda]^2 + 17947648*i^2*j^3*n^4*\[Lambda]^2 - 
      27028864*j^4*n^4*\[Lambda]^2 + 57548288*i*j^4*n^4*\[Lambda]^2 + 
      32382976*j^5*n^4*\[Lambda]^2 - 3601088*j*n^5*\[Lambda]^2 - 
      13852160*i*j*n^5*\[Lambda]^2 - 16665344*i^2*j*n^5*\[Lambda]^2 - 
      6730752*i^3*j*n^5*\[Lambda]^2 - 30298752*j^2*n^5*\[Lambda]^2 - 
      67589632*i*j^2*n^5*\[Lambda]^2 - 29654528*i^2*j^2*n^5*\[Lambda]^2 - 
      13461504*i^3*j^2*n^5*\[Lambda]^2 - 69413120*j^3*n^5*\[Lambda]^2 - 
      52226048*i*j^3*n^5*\[Lambda]^2 + 7352320*i^2*j^3*n^5*\[Lambda]^2 - 
      29302272*j^4*n^5*\[Lambda]^2 + 55089152*i*j^4*n^5*\[Lambda]^2 + 
      34275328*j^5*n^5*\[Lambda]^2 - 10147584*j*n^6*\[Lambda]^2 - 
      30158848*i*j*n^6*\[Lambda]^2 - 23493632*i^2*j*n^6*\[Lambda]^2 - 
      7532544*i^3*j*n^6*\[Lambda]^2 - 51784192*j^2*n^6*\[Lambda]^2 - 
      100825088*i*j^2*n^6*\[Lambda]^2 - 51304448*i^2*j^2*n^6*\[Lambda]^2 - 
      15065088*i^3*j^2*n^6*\[Lambda]^2 - 79991808*j^3*n^6*\[Lambda]^2 - 
      67051520*i*j^3*n^6*\[Lambda]^2 - 8634368*i^2*j^3*n^6*\[Lambda]^2 - 
      23279616*j^4*n^6*\[Lambda]^2 + 27926528*i*j^4*n^6*\[Lambda]^2 + 
      21495808*j^5*n^6*\[Lambda]^2 - 13458432*j*n^7*\[Lambda]^2 - 
      37482496*i*j*n^7*\[Lambda]^2 - 23613440*i^2*j*n^7*\[Lambda]^2 - 
      4964352*i^3*j*n^7*\[Lambda]^2 - 59619328*j^2*n^7*\[Lambda]^2 - 
      108314624*i*j^2*n^7*\[Lambda]^2 - 53485568*i^2*j^2*n^7*\[Lambda]^2 - 
      9928704*i^3*j^2*n^7*\[Lambda]^2 - 75141120*j^3*n^7*\[Lambda]^2 - 
      64323584*i*j^3*n^7*\[Lambda]^2 - 12517376*i^2*j^3*n^7*\[Lambda]^2 - 
      15802368*j^4*n^7*\[Lambda]^2 + 4751360*i*j^4*n^7*\[Lambda]^2 + 
      7340032*j^5*n^7*\[Lambda]^2 - 11243520*j*n^8*\[Lambda]^2 - 
      29556736*i*j*n^8*\[Lambda]^2 - 15024128*i^2*j*n^8*\[Lambda]^2 - 
      1769472*i^3*j*n^8*\[Lambda]^2 - 47472640*j^2*n^8*\[Lambda]^2 - 
      78872576*i*j^2*n^8*\[Lambda]^2 - 33062912*i^2*j^2*n^8*\[Lambda]^2 - 
      3538944*i^3*j^2*n^8*\[Lambda]^2 - 54706176*j^3*n^8*\[Lambda]^2 - 
      40239104*i*j^3*n^8*\[Lambda]^2 - 6029312*i^2*j^3*n^8*\[Lambda]^2 - 
      8945664*j^4*n^8*\[Lambda]^2 - 1441792*i*j^4*n^8*\[Lambda]^2 + 
      1048576*j^5*n^8*\[Lambda]^2 - 6045696*j*n^9*\[Lambda]^2 - 
      14680064*i*j*n^9*\[Lambda]^2 - 5308416*i^2*j*n^9*\[Lambda]^2 - 
      262144*i^3*j*n^9*\[Lambda]^2 - 25001984*j^2*n^9*\[Lambda]^2 - 
      36306944*i*j^2*n^9*\[Lambda]^2 - 11141120*i^2*j^2*n^9*\[Lambda]^2 - 
      524288*i^3*j^2*n^9*\[Lambda]^2 - 27459584*j^3*n^9*\[Lambda]^2 - 
      14155776*i*j^3*n^9*\[Lambda]^2 - 1048576*i^2*j^3*n^9*\[Lambda]^2 - 
      3276800*j^4*n^9*\[Lambda]^2 - 524288*i*j^4*n^9*\[Lambda]^2 - 
      1900544*j*n^10*\[Lambda]^2 - 4194304*i*j*n^10*\[Lambda]^2 - 
      786432*i^2*j*n^10*\[Lambda]^2 - 7733248*j^2*n^10*\[Lambda]^2 - 
      9437184*i*j^2*n^10*\[Lambda]^2 - 1572864*i^2*j^2*n^10*\[Lambda]^2 - 
      8126464*j^3*n^10*\[Lambda]^2 - 2097152*i*j^3*n^10*\[Lambda]^2 - 
      524288*j^4*n^10*\[Lambda]^2 - 262144*j*n^11*\[Lambda]^2 - 
      524288*i*j*n^11*\[Lambda]^2 - 1048576*j^2*n^11*\[Lambda]^2 - 
      1048576*i*j^2*n^11*\[Lambda]^2 - 1048576*j^3*n^11*\[Lambda]^2))/
    ((-3 + 2*i + 2*j)*(-1 + 4*i^2 - 4*j + 4*i*j + 8*i^2*j - 4*j^2 + 8*i*j^2 + 
      \[Lambda] - 2*i*\[Lambda] - 2*j*\[Lambda])), {0, 1, 0}}, 
  {(8*(1 + i - n)*n^2*(1 + 2*n)^2*(3 + 2*i + 2*n)*(2*i + 4*i^2 - 2*n - 
      4*n^2 + \[Lambda])*(66150*i*n^2 - 154350*i^2*n^2 + 18900*i^3*n^2 + 
      214200*i^4*n^2 - 226800*i^5*n^2 - 201600*i^6*n^2 - 387450*i*j*n^2 + 
      733950*i^2*j*n^2 + 415800*i^3*j*n^2 - 957600*i^4*j*n^2 + 
      302400*i^5*j*n^2 + 554400*i^6*j*n^2 + 793800*i*j^2*n^2 - 
      1171800*i^2*j^2*n^2 - 1587600*i^3*j^2*n^2 + 1285200*i^4*j^2*n^2 + 
      604800*i^5*j^2*n^2 - 302400*i^6*j^2*n^2 - 680400*i*j^3*n^2 + 
      680400*i^2*j^3*n^2 + 1663200*i^3*j^3*n^2 - 302400*i^4*j^3*n^2 - 
      604800*i^5*j^3*n^2 + 226800*i*j^4*n^2 - 75600*i^2*j^4*n^2 - 
      604800*i^3*j^4*n^2 - 302400*i^4*j^4*n^2 - 66150*n^3 + 909090*i*n^3 - 
      1478610*i^2*n^3 - 305460*i^3*n^3 + 2166120*i^4*n^3 - 2584080*i^5*n^3 - 
      2252160*i^6*n^3 + 387450*j*n^3 - 5018220*i*j*n^3 + 6784920*i^2*j*n^3 + 
      6295680*i^3*j*n^3 - 9563760*i^4*j*n^3 + 4285440*i^5*j*n^3 + 
      6546240*i^6*j*n^3 - 793800*j^2*n^3 + 9812880*i*j^2*n^3 - 
      10532880*i^2*j^2*n^3 - 19776960*i^3*j^2*n^3 + 13425120*i^4*j^2*n^3 + 
      6655680*i^5*j^2*n^3 - 3479040*i^6*j^2*n^3 + 680400*j^3*n^3 - 
      8054640*i*j^3*n^3 + 5484240*i^2*j^3*n^3 + 19134720*i^3*j^3*n^3 - 
      3176640*i^4*j^3*n^3 - 6958080*i^5*j^3*n^3 - 226800*j^4*n^3 + 
      2609280*i*j^4*n^3 - 113760*i^2*j^4*n^3 - 6655680*i^3*j^4*n^3 - 
      3479040*i^4*j^4*n^3 - 754740*n^4 + 4961136*i*n^4 - 4630324*i^2*n^4 - 
      5002824*i^3*n^4 + 8828528*i^4*n^4 - 10992672*i^5*n^4 - 
      9673984*i^6*n^4 + 4284270*j*n^4 - 26043648*i*j*n^4 + 
      18697688*i^2*j*n^4 + 39639552*i^3*j*n^4 - 34971424*i^4*j*n^4 + 
      25653696*i^5*j*n^4 + 31502336*i^6*j*n^4 - 8641080*j^2*n^4 + 
      48610512*i*j^2*n^4 - 27113952*i^2*j^2*n^4 - 103042944*i^3*j^2*n^4 + 
      53548608*i^4*j^2*n^4 + 28803072*i^5*j^2*n^4 - 16141056*i^6*j^2*n^4 + 
      7374240*j^3*n^4 - 37868256*i*j^3*n^4 + 8598816*i^2*j^3*n^4 + 
      89683008*i^3*j^3*n^4 - 12662016*i^4*j^3*n^4 - 32282112*i^5*j^3*n^4 - 
      2533680*j^4*n^4 + 11803392*i*j^4*n^4 + 4964736*i^2*j^4*n^4 - 
      28803072*i^3*j^4*n^4 - 16141056*i^4*j^4*n^4 - 3501426*n^5 + 
      13410540*i*n^5 - 2408496*i^2*n^5 - 24984128*i^3*n^5 + 
      22646976*i^4*n^5 - 18838528*i^5*n^5 - 19547904*i^6*n^5 + 
      18842928*j*n^5 - 68063952*i*j*n^5 - 8575616*i^2*j*n^5 + 
      135033536*i^3*j*n^5 - 56265024*i^4*j*n^5 + 85929984*i^5*j*n^5 + 
      82240768*i^6*j*n^5 - 36490032*j^2*n^5 + 122083392*i*j^2*n^5 + 
      20624960*i^2*j^2*n^5 - 301018752*i^3*j^2*n^5 + 104712832*i^4*j^2*n^5 + 
      64042240*i^5*j^2*n^5 - 40091648*i^6*j^2*n^5 + 30720816*j^3*n^5 - 
      89228160*i*j^3*n^5 - 43886976*i^2*j^3*n^5 + 230941184*i^3*j^3*n^5 - 
      23950592*i^4*j^3*n^5 - 80183296*i^5*j^3*n^5 - 11084832*j^4*n^5 + 
      26287296*i*j^4*n^5 + 33808768*i^2*j^4*n^5 - 64042240*i^3*j^4*n^5 - 
      40091648*i^4*j^4*n^5 - 8688956*n^6 + 16724424*i*n^6 + 
      18990144*i^2*n^6 - 62286272*i^3*n^6 + 53326720*i^4*n^6 + 
      7915776*i^5*n^6 - 13778944*i^6*n^6 + 44028184*j*n^6 - 
      83658336*i*j*n^6 - 166276160*i^2*j*n^6 + 267722112*i^3*j*n^6 - 
      27515520*i^4*j*n^6 + 179289344*i^5*j*n^6 + 129388032*i^6*j*n^6 - 
      76477680*j^2*n^6 + 146497920*i*j^2*n^6 + 256925632*i^2*j^2*n^6 - 
      551215360*i^3*j^2*n^6 + 102248960*i^4*j^2*n^6 + 77733888*i^5*j^2*n^6 - 
      58912768*i^6*j^2*n^6 + 61797024*j^3*n^6 - 95994048*i*j^3*n^6 - 
      221988224*i^2*j^3*n^6 + 372443392*i^3*j^3*n^6 - 18821120*i^4*j^3*n^6 - 
      117825536*i^5*j^3*n^6 - 24293952*j^4*n^6 + 24564480*i*j^4*n^6 + 
      101641984*i^2*j^4*n^6 - 77733888*i^3*j^4*n^6 - 58912768*i^4*j^4*n^6 - 
      11252424*n^7 - 439312*i*n^7 + 49337568*i^2*n^7 - 92268352*i^3*n^7 + 
      117483904*i^4*n^7 + 97082112*i^5*n^7 + 18859008*i^6*n^7 + 
      61855760*j*n^7 + 4450816*i*j*n^7 - 448141120*i^2*j*n^7 + 
      293614336*i^3*j*n^7 + 25753600*i^4*j*n^7 + 244672512*i^5*j*n^7 + 
      127789056*i^6*j*n^7 - 78109856*j^2*n^7 - 657216*i*j^2*n^7 + 
      631257600*i^2*j^2*n^7 - 659872256*i^3*j^2*n^7 + 39569408*i^4*j^2*n^7 + 
      46731264*i^5*j^2*n^7 - 52822016*i^6*j^2*n^7 + 53979456*j^3*n^7 + 
      22230784*i*j^3*n^7 - 454094592*i^2*j^3*n^7 + 410796032*i^3*j^3*n^7 + 
      6090752*i^4*j^3*n^7 - 105644032*i^5*j^3*n^7 - 26091136*j^4*n^7 - 
      16616192*i*j^4*n^7 + 174168064*i^2*j^4*n^7 - 46731264*i^3*j^4*n^7 - 
      52822016*i^4*j^4*n^7 + 390448*n^8 - 29628256*i*n^8 + 38496704*i^2*n^8 - 
      111046272*i^3*n^8 + 185445632*i^4*n^8 + 200514048*i^5*n^8 + 
      52727808*i^6*n^8 + 56923392*j*n^8 + 171919680*i*j*n^8 - 
      657865600*i^2*j*n^8 + 98917376*i^3*j*n^8 + 16561152*i^4*j*n^8 + 
      222179328*i^5*j*n^8 + 79380480*i^6*j*n^8 - 15151552*j^2*n^8 - 
      263657216*i*j^2*n^8 + 843842816*i^2*j^2*n^8 - 509644800*i^3*j^2*n^8 + 
      729088*i^4*j^2*n^8 + 3932160*i^5*j^2*n^8 - 28377088*i^6*j^2*n^8 - 
      11563648*j^3*n^8 + 206863616*i*j^3*n^8 - 532895744*i^2*j^3*n^8 + 
      332812288*i^3*j^3*n^8 + 24444928*i^4*j^3*n^8 - 56754176*i^5*j^3*n^8 - 
      4842496*j^4*n^8 - 77721600*i*j^4*n^8 + 183873536*i^2*j^4*n^8 - 
      3932160*i^3*j^4*n^8 - 28377088*i^4*j^4*n^8 + 33174816*n^9 - 
      37774912*i*n^9 - 44169472*i^2*n^9 - 175437312*i^3*n^9 + 
      173036544*i^4*n^9 + 224753664*i^5*n^9 + 54165504*i^6*n^9 + 
      32564416*j*n^9 + 282157568*i*j*n^9 - 609742592*i^2*j*n^9 - 
      184559616*i^3*j*n^9 - 44224512*i^4*j*n^9 + 133103616*i^5*j*n^9 + 
      29884416*i^6*j*n^9 + 53578112*j^2*n^9 - 403147520*i*j^2*n^9 + 
      703840256*i^2*j^2*n^9 - 226566144*i^3*j^2*n^9 + 13598720*i^4*j^2*n^9 - 
      11599872*i^5*j^2*n^9 - 8388608*i^6*j^2*n^9 - 68979712*j^3*n^9 + 
      281366528*i*j^3*n^9 - 392015872*i^2*j^3*n^9 + 204603392*i^3*j^3*n^9 + 
      19988480*i^4*j^3*n^9 - 16777216*i^5*j^3*n^9 + 21379072*j^4*n^9 - 
      105443328*i*j^4*n^9 + 121667584*i^2*j^4*n^9 + 11599872*i^3*j^4*n^9 - 
      8388608*i^4*j^4*n^9 + 66732352*n^10 - 9121152*i*n^10 - 
      141437952*i^2*n^10 - 291769344*i^3*n^10 + 70008832*i^4*n^10 + 
      154189824*i^5*n^10 + 29753344*i^6*n^10 - 7823104*j*n^10 + 
      277422848*i*j*n^10 - 359479808*i^2*j*n^10 - 308355072*i^3*j*n^10 - 
      66387968*i^4*j*n^10 + 50528256*i^5*j*n^10 + 6160384*i^6*j*n^10 + 
      69026816*j^2*n^10 - 319819776*i*j^2*n^10 + 371986432*i^2*j^2*n^10 - 
      26935296*i^3*j^2*n^10 + 23461888*i^4*j^2*n^10 - 6291456*i^5*j^2*n^10 - 
      1048576*i^6*j^2*n^10 - 60262400*j^3*n^10 + 190222336*i*j^3*n^10 - 
      186417152*i^2*j^3*n^10 + 90898432*i^3*j^3*n^10 + 7340032*i^4*j^3*n^10 - 
      2097152*i^5*j^3*n^10 + 27213824*j^4*n^10 - 80412672*i*j^4*n^10 + 
      49086464*i^2*j^4*n^10 + 6291456*i^3*j^4*n^10 - 1048576*i^4*j^4*n^10 + 
      58485120*n^11 + 46126848*i*n^11 - 158481408*i^2*n^11 - 
      342568960*i^3*n^11 - 20250624*i^4*n^11 + 64749568*i^5*n^11 + 
      8650752*i^6*n^11 - 53881344*j*n^11 + 227106816*i*j*n^11 - 
      117053440*i^2*j*n^11 - 227016704*i^3*j*n^11 - 38141952*i^4*j*n^11 + 
      11010048*i^5*j*n^11 + 524288*i^6*j*n^11 + 48412672*j^2*n^11 - 
      161280000*i*j^2*n^11 + 112852992*i^2*j^2*n^11 + 26345472*i^3*j^2*n^11 + 
      12058624*i^4*j^2*n^11 - 1048576*i^5*j^2*n^11 - 19283968*j^3*n^11 + 
      60882944*i*j^3*n^11 - 57475072*i^2*j^3*n^11 + 25165824*i^3*j^3*n^11 + 
      1048576*i^4*j^3*n^11 + 15499264*j^4*n^11 - 36765696*i*j^4*n^11 + 
      11010048*i^2*j^4*n^11 + 1048576*i^3*j^4*n^11 + 1999616*n^12 + 
      106959360*i*n^12 - 87699456*i^2*n^12 - 254869504*i^3*n^12 - 
      35061760*i^4*n^12 + 15335424*i^5*n^12 + 1048576*i^6*n^12 - 
      73689088*j*n^12 + 174059520*i*j*n^12 - 3751936*i^2*j*n^12 - 
      94371840*i^3*j*n^12 - 10223616*i^4*j*n^12 + 1048576*i^5*j*n^12 + 
      27312128*j^2*n^12 - 63504384*i*j^2*n^12 + 10420224*i^2*j^2*n^12 + 
      13631488*i^3*j^2*n^12 + 2097152*i^4*j^2*n^12 + 2129920*j^3*n^12 + 
      458752*i*j^3*n^12 - 11010048*i^2*j^3*n^12 + 3145728*i^3*j^3*n^12 + 
      4456448*j^4*n^12 - 9437184*i*j^4*n^12 + 1048576*i^2*j^4*n^12 - 
      49118208*n^13 + 135313408*i*n^13 - 13074432*i^2*n^13 - 
      115343360*i^3*n^13 - 14417920*i^4*n^13 + 1572864*i^5*n^13 - 
      54394880*j*n^13 + 107872256*i*j*n^13 + 12845056*i^2*j*n^13 - 
      21495808*i^3*j*n^13 - 1048576*i^4*j*n^13 + 12877824*j^2*n^13 - 
      24182784*i*j^2*n^13 - 4194304*i^2*j^2*n^13 + 2097152*i^3*j^2*n^13 + 
      2883584*j^3*n^13 - 5242880*i*j^3*n^13 - 1048576*i^2*j^3*n^13 + 
      524288*j^4*n^13 - 1048576*i*j^4*n^13 - 52535296*n^14 + 
      106774528*i*n^14 + 11665408*i^2*n^14 - 29097984*i^3*n^14 - 
      2097152*i^4*n^14 - 23199744*j*n^14 + 44630016*i*j*n^14 + 
      4587520*i^2*j*n^14 - 2097152*i^3*j*n^14 + 3932160*j^2*n^14 - 
      7340032*i*j^2*n^14 - 1048576*i^2*j^2*n^14 + 524288*j^3*n^14 - 
      1048576*i*j^3*n^14 - 26935296*n^15 + 51380224*i*n^15 + 
      6553600*i^2*n^15 - 3145728*i^3*n^15 - 5373952*j*n^15 + 
      10485760*i*j*n^15 + 524288*i^2*j*n^15 + 524288*j^2*n^15 - 
      1048576*i*j^2*n^15 - 7143424*n^16 + 13762560*i*n^16 + 
      1048576*i^2*n^16 - 524288*j*n^16 + 1048576*i*j*n^16 - 786432*n^17 + 
      1572864*i*n^17 + 28350*i*\[Lambda] - 28350*i^2*\[Lambda] - 
      126000*i^3*\[Lambda] + 126000*i^4*\[Lambda] + 50400*i^5*\[Lambda] - 
      50400*i^6*\[Lambda] - 160650*i*j*\[Lambda] + 34650*i^2*j*\[Lambda] + 
      604800*i^3*j*\[Lambda] - 378000*i^4*j*\[Lambda] - 
      252000*i^5*j*\[Lambda] + 151200*i^6*j*\[Lambda] + 
      321300*i*j^2*\[Lambda] + 157500*i^2*j^2*\[Lambda] - 
      982800*i^3*j^2*\[Lambda] + 201600*i^4*j^2*\[Lambda] + 
      403200*i^5*j^2*\[Lambda] - 100800*i^6*j^2*\[Lambda] - 
      264600*i*j^3*\[Lambda] - 289800*i^2*j^3*\[Lambda] + 
      604800*i^3*j^3*\[Lambda] + 151200*i^4*j^3*\[Lambda] - 
      201600*i^5*j^3*\[Lambda] + 75600*i*j^4*\[Lambda] + 
      126000*i^2*j^4*\[Lambda] - 100800*i^3*j^4*\[Lambda] - 
      100800*i^4*j^4*\[Lambda] + 326160*i*n*\[Lambda] - 
      241110*i^2*n*\[Lambda] - 1149300*i^3*n*\[Lambda] + 
      941400*i^4*n*\[Lambda] + 386640*i^5*n*\[Lambda] - 
      311040*i^6*n*\[Lambda] - 1722240*i*j*n*\[Lambda] + 
      261090*i^2*j*n*\[Lambda] + 5225580*i^3*j*n*\[Lambda] - 
      2773800*i^4*j*n*\[Lambda] - 1782000*i^5*j*n*\[Lambda] + 
      933120*i^6*j*n*\[Lambda] + 3217680*i*j^2*n*\[Lambda] + 
      1406700*i^2*j^2*n*\[Lambda] - 7967880*i^3*j^2*n*\[Lambda] + 
      1420560*i^4*j^2*n*\[Lambda] + 2639520*i^5*j^2*n*\[Lambda] - 
      622080*i^6*j^2*n*\[Lambda] - 2489760*i*j^3*n*\[Lambda] - 
      2431080*i^2*j^3*n*\[Lambda] + 4564080*i^3*j^3*n*\[Lambda] + 
      1033920*i^4*j^3*n*\[Lambda] - 1244160*i^5*j^3*n*\[Lambda] + 
      668160*i*j^4*n*\[Lambda] + 1004400*i^2*j^4*n*\[Lambda] - 
      672480*i^3*j^4*n*\[Lambda] - 622080*i^4*j^4*n*\[Lambda] - 
      23625*n^2*\[Lambda] + 1693719*i*n^2*\[Lambda] - 
      1096914*i^2*n^2*\[Lambda] - 4177060*i^3*n^2*\[Lambda] + 
      2887720*i^4*n^2*\[Lambda] + 1020736*i^5*n^2*\[Lambda] - 
      722176*i^6*n^2*\[Lambda] + 14175*j*n^2*\[Lambda] - 
      8408961*i*j*n^2*\[Lambda] + 2062166*i^2*j*n^2*\[Lambda] + 
      18278412*i^3*j*n^2*\[Lambda] - 8738520*i^4*j*n^2*\[Lambda] - 
      4859360*i^5*j*n^2*\[Lambda] + 1985088*i^6*j*n^2*\[Lambda] + 
      170100*j^2*n^2*\[Lambda] + 14772492*i*j^2*n^2*\[Lambda] + 
      3152420*i^2*j^2*n^2*\[Lambda] - 26266032*i^3*j^2*n^2*\[Lambda] + 
      4835824*i^4*j^2*n^2*\[Lambda] + 6394688*i^5*j^2*n^2*\[Lambda] - 
      1323392*i^6*j^2*n^2*\[Lambda] - 264600*j^3*n^2*\[Lambda] - 
      10882584*i*j^3*n^2*\[Lambda] - 7136312*i^2*j^3*n^2*\[Lambda] + 
      14172912*i^3*j^3*n^2*\[Lambda] + 2439168*i^4*j^3*n^2*\[Lambda] - 
      2646784*i^5*j^3*n^2*\[Lambda] + 113400*j^4*n^2*\[Lambda] + 
      2786904*i*j^4*n^2*\[Lambda] + 2978320*i^2*j^4*n^2*\[Lambda] - 
      1869632*i^3*j^4*n^2*\[Lambda] - 1323392*i^4*j^4*n^2*\[Lambda] - 
      397170*n^3*\[Lambda] + 5712063*i*n^3*\[Lambda] - 
      3990676*i^2*n^3*\[Lambda] - 7301808*i^3*n^3*\[Lambda] + 
      4438512*i^4*n^3*\[Lambda] + 227984*i^5*n^3*\[Lambda] - 
      901120*i^6*n^3*\[Lambda] + 1036155*j*n^3*\[Lambda] - 
      26747828*i*j*n^3*\[Lambda] + 13267356*i^2*j*n^3*\[Lambda] + 
      31806976*i^3*j*n^3*\[Lambda] - 16452480*i^4*j*n^3*\[Lambda] - 
      6109952*i^5*j*n^3*\[Lambda] + 962688*i^6*j*n^3*\[Lambda] - 
      50640*j^2*n^3*\[Lambda] + 44030464*i*j^2*n^3*\[Lambda] - 
      8525832*i^2*j^2*n^3*\[Lambda] - 43320896*i^3*j^2*n^3*\[Lambda] + 
      12264320*i^4*j^2*n^3*\[Lambda] + 6088576*i^5*j^2*n^3*\[Lambda] - 
      668672*i^6*j^2*n^3*\[Lambda] - 1149960*j^3*n^3*\[Lambda] - 
      31151896*i*j^3*n^3*\[Lambda] - 4129536*i^2*j^3*n^3*\[Lambda] + 
      23272256*i^3*j^3*n^3*\[Lambda] + 1065600*i^4*j^3*n^3*\[Lambda] - 
      1337344*i^5*j^3*n^3*\[Lambda] + 704040*j^4*n^3*\[Lambda] + 
      7756208*i*j^4*n^3*\[Lambda] + 2960512*i^2*j^4*n^3*\[Lambda] - 
      3196288*i^3*j^4*n^3*\[Lambda] - 668672*i^4*j^4*n^3*\[Lambda] - 
      2425521*n^4*\[Lambda] + 14554972*i*n^4*\[Lambda] - 
      12156512*i^2*n^4*\[Lambda] - 4266400*i^3*n^4*\[Lambda] + 
      2126976*i^4*n^4*\[Lambda] - 5360608*i^5*n^4*\[Lambda] - 
      1403392*i^6*n^4*\[Lambda] + 8220862*j*n^4*\[Lambda] - 
      66057472*i*j*n^4*\[Lambda] + 51929184*i^2*j*n^4*\[Lambda] + 
      23689968*i^3*j*n^4*\[Lambda] - 21960928*i^4*j*n^4*\[Lambda] - 
      3040896*i^5*j*n^4*\[Lambda] - 2918400*i^6*j*n^4*\[Lambda] - 
      7555916*j^2*n^4*\[Lambda] + 102175744*i*j^2*n^4*\[Lambda] - 
      63829616*i^2*j^2*n^4*\[Lambda] - 29861696*i^3*j^2*n^4*\[Lambda] + 
      25181760*i^4*j^2*n^4*\[Lambda] - 951296*i^5*j^2*n^4*\[Lambda] + 
      1747456*i^6*j^2*n^4*\[Lambda] + 1310096*j^3*n^4*\[Lambda] - 
      69404000*i*j^3*n^4*\[Lambda] + 26815520*i^2*j^3*n^4*\[Lambda] + 
      20319424*i^3*j^3*n^4*\[Lambda] - 5727232*i^4*j^3*n^4*\[Lambda] + 
      3494912*i^5*j^3*n^4*\[Lambda] + 1209536*j^4*n^4*\[Lambda] + 
      16822240*i*j^4*n^4*\[Lambda] - 4588992*i^2*j^4*n^4*\[Lambda] - 
      4627968*i^3*j^4*n^4*\[Lambda] + 1747456*i^4*j^4*n^4*\[Lambda] - 
      8075064*n^5*\[Lambda] + 28269716*i*n^5*\[Lambda] - 
      27883488*i^2*n^5*\[Lambda] + 8322768*i^3*n^5*\[Lambda] - 
      5327744*i^4*n^5*\[Lambda] - 16264512*i^5*n^5*\[Lambda] - 
      3454464*i^6*n^5*\[Lambda] + 29494688*j*n^5*\[Lambda] - 
      131358288*i*j*n^5*\[Lambda] + 128465040*i^2*j*n^5*\[Lambda] - 
      7701440*i^3*j*n^5*\[Lambda] - 21379712*i^4*j*n^5*\[Lambda] - 
      621568*i^5*j*n^5*\[Lambda] - 5920256*i^6*j*n^5*\[Lambda] - 
      36735672*j^2*n^5*\[Lambda] + 195563456*i*j^2*n^5*\[Lambda] - 
      168702496*i^2*j^2*n^5*\[Lambda] + 16147328*i^3*j^2*n^5*\[Lambda] + 
      36569344*i^4*j^2*n^5*\[Lambda] - 6559232*i^5*j^2*n^5*\[Lambda] + 
      3366912*i^6*j^2*n^5*\[Lambda] + 18493776*j^3*n^5*\[Lambda] - 
      127273888*i*j^3*n^5*\[Lambda] + 82246656*i^2*j^3*n^5*\[Lambda] + 
      3921920*i^3*j^3*n^5*\[Lambda] - 12552704*i^4*j^3*n^5*\[Lambda] + 
      6733824*i^5*j^3*n^5*\[Lambda] - 1586656*j^4*n^5*\[Lambda] + 
      29485888*i*j^4*n^5*\[Lambda] - 17920256*i^2*j^4*n^5*\[Lambda] - 
      6081024*i^3*j^4*n^5*\[Lambda] + 3366912*i^4*j^4*n^5*\[Lambda] - 
      17648652*n^6*\[Lambda] + 39878304*i*n^6*\[Lambda] - 
      43462208*i^2*n^6*\[Lambda] + 27118496*i^3*n^6*\[Lambda] - 
      12294144*i^4*n^6*\[Lambda] - 26621824*i^5*n^6*\[Lambda] - 
      5867520*i^6*n^6*\[Lambda] + 61679944*j*n^6*\[Lambda] - 
      199212256*i*j*n^6*\[Lambda] + 213488128*i^2*j*n^6*\[Lambda] - 
      26246144*i^3*j*n^6*\[Lambda] - 12459776*i^4*j*n^6*\[Lambda] - 
      2897408*i^5*j*n^6*\[Lambda] - 5098496*i^6*j*n^6*\[Lambda] - 
      87503392*j^2*n^6*\[Lambda] + 294598656*i*j^2*n^6*\[Lambda] - 
      264491520*i^2*j^2*n^6*\[Lambda] + 51800576*i^3*j^2*n^6*\[Lambda] + 
      33507328*i^4*j^2*n^6*\[Lambda] - 4743168*i^5*j^2*n^6*\[Lambda] + 
      2539520*i^6*j^2*n^6*\[Lambda] + 52746240*j^3*n^6*\[Lambda] - 
      184274816*i*j^3*n^6*\[Lambda] + 119209216*i^2*j^3*n^6*\[Lambda] - 
      13752832*i^3*j^3*n^6*\[Lambda] - 11886592*i^4*j^3*n^6*\[Lambda] + 
      5079040*i^5*j^3*n^6*\[Lambda] - 9830528*j^4*n^6*\[Lambda] + 
      40246784*i*j^4*n^6*\[Lambda] - 25642496*i^2*j^4*n^6*\[Lambda] - 
      5824512*i^3*j^4*n^6*\[Lambda] + 2539520*i^4*j^4*n^6*\[Lambda] - 
      28051328*n^7*\[Lambda] + 40348912*i*n^7*\[Lambda] - 
      39792384*i^2*n^7*\[Lambda] + 48744768*i^3*n^7*\[Lambda] - 
      10131712*i^4*n^7*\[Lambda] - 28599296*i^5*n^7*\[Lambda] - 
      5793792*i^6*n^7*\[Lambda] + 84708992*j*n^7*\[Lambda] - 
      217579520*i*j*n^7*\[Lambda] + 245555584*i^2*j*n^7*\[Lambda] - 
      7132416*i^3*j*n^7*\[Lambda] - 696320*i^4*j*n^7*\[Lambda] - 
      5091328*i^5*j*n^7*\[Lambda] - 2396160*i^6*j*n^7*\[Lambda] - 
      127906912*j^2*n^7*\[Lambda] + 326143232*i*j^2*n^7*\[Lambda] - 
      274271744*i^2*j^2*n^7*\[Lambda] + 44332032*i^3*j^2*n^7*\[Lambda] + 
      18014208*i^4*j^2*n^7*\[Lambda] - 802816*i^5*j^2*n^7*\[Lambda] + 
      917504*i^6*j^2*n^7*\[Lambda] + 79939904*j^3*n^7*\[Lambda] - 
      196043776*i*j^3*n^7*\[Lambda] + 104688128*i^2*j^3*n^7*\[Lambda] - 
      19685376*i^3*j^3*n^7*\[Lambda] - 5881856*i^4*j^3*n^7*\[Lambda] + 
      1835008*i^5*j^3*n^7*\[Lambda] - 18061056*j^4*n^7*\[Lambda] + 
      40470016*i*j^4*n^7*\[Lambda] - 21135360*i^2*j^4*n^7*\[Lambda] - 
      3391488*i^3*j^4*n^7*\[Lambda] + 917504*i^4*j^4*n^7*\[Lambda] - 
      32447376*n^8*\[Lambda] + 31784128*i*n^8*\[Lambda] - 
      9667456*i^2*n^8*\[Lambda] + 68572800*i^3*n^8*\[Lambda] - 
      102912*i^4*n^8*\[Lambda] - 20771840*i^5*n^8*\[Lambda] - 
      3301376*i^6*n^8*\[Lambda] + 83085216*j*n^8*\[Lambda] - 
      167856832*i*j*n^8*\[Lambda] + 195689856*i^2*j*n^8*\[Lambda] + 
      24007680*i^3*j*n^8*\[Lambda] + 4786176*i^4*j*n^8*\[Lambda] - 
      3538944*i^5*j*n^8*\[Lambda] - 606208*i^6*j*n^8*\[Lambda] - 
      125691584*j^2*n^8*\[Lambda] + 253417984*i*j^2*n^8*\[Lambda] - 
      192724480*i^2*j^2*n^8*\[Lambda] + 13975552*i^3*j^2*n^8*\[Lambda] + 
      5128192*i^4*j^2*n^8*\[Lambda] + 393216*i^5*j^2*n^8*\[Lambda] + 
      131072*i^6*j^2*n^8*\[Lambda] + 74671872*j^3*n^8*\[Lambda] - 
      143185408*i*j^3*n^8*\[Lambda] + 57778176*i^2*j^3*n^8*\[Lambda] - 
      13205504*i^3*j^3*n^8*\[Lambda] - 1441792*i^4*j^3*n^8*\[Lambda] + 
      262144*i^5*j^3*n^8*\[Lambda] - 18055168*j^4*n^8*\[Lambda] + 
      28344320*i*j^4*n^8*\[Lambda] - 10649600*i^2*j^4*n^8*\[Lambda] - 
      1048576*i^3*j^4*n^8*\[Lambda] + 131072*i^4*j^4*n^8*\[Lambda] - 
      22923328*n^9*\[Lambda] + 21405888*i*n^9*\[Lambda] + 
      23228160*i^2*n^9*\[Lambda] + 73991680*i^3*n^9*\[Lambda] + 
      6649856*i^4*n^9*\[Lambda] - 9809920*i^5*n^9*\[Lambda] - 
      1015808*i^6*n^9*\[Lambda] + 61962688*j*n^9*\[Lambda] - 
      97095168*i*j*n^9*\[Lambda] + 105974784*i^2*j*n^9*\[Lambda] + 
      31453184*i^3*j*n^9*\[Lambda] + 3497984*i^4*j*n^9*\[Lambda] - 
      1114112*i^5*j*n^9*\[Lambda] - 65536*i^6*j*n^9*\[Lambda] - 
      86691584*j^2*n^9*\[Lambda] + 135971328*i*j^2*n^9*\[Lambda] - 
      90243072*i^2*j^2*n^9*\[Lambda] - 3538944*i^3*j^2*n^9*\[Lambda] + 
      589824*i^4*j^2*n^9*\[Lambda] + 131072*i^5*j^2*n^9*\[Lambda] + 
      45603840*j^3*n^9*\[Lambda] - 66338816*i*j^3*n^9*\[Lambda] + 
      18956288*i^2*j^3*n^9*\[Lambda] - 4587520*i^3*j^3*n^9*\[Lambda] - 
      131072*i^4*j^3*n^9*\[Lambda] - 10534912*j^4*n^9*\[Lambda] + 
      12910592*i*j^4*n^9*\[Lambda] - 3080192*i^2*j^4*n^9*\[Lambda] - 
      131072*i^3*j^4*n^9*\[Lambda] - 1785664*n^10*\[Lambda] + 
      6899200*i*n^10*\[Lambda] + 31878144*i^2*n^10*\[Lambda] + 
      56678400*i^3*n^10*\[Lambda] + 5496832*i^4*n^10*\[Lambda] - 
      2703360*i^5*n^10*\[Lambda] - 131072*i^6*n^10*\[Lambda] + 
      34962560*j*n^10*\[Lambda] - 51666432*i*j*n^10*\[Lambda] + 
      37651456*i^2*j*n^10*\[Lambda] + 17645568*i^3*j*n^10*\[Lambda] + 
      1081344*i^4*j*n^10*\[Lambda] - 131072*i^5*j*n^10*\[Lambda] - 
      41489408*j^2*n^10*\[Lambda] + 52502528*i*j^2*n^10*\[Lambda] - 
      26918912*i^2*j^2*n^10*\[Lambda] - 3801088*i^3*j^2*n^10*\[Lambda] + 
      19456000*j^3*n^10*\[Lambda] - 16859136*i*j^3*n^10*\[Lambda] + 
      3080192*i^2*j^3*n^10*\[Lambda] - 655360*i^3*j^3*n^10*\[Lambda] - 
      3375104*j^4*n^10*\[Lambda] + 3407872*i*j^4*n^10*\[Lambda] - 
      393216*i^2*j^4*n^10*\[Lambda] + 13756160*n^11*\[Lambda] - 
      11411968*i*n^11*\[Lambda] + 19920896*i^2*n^11*\[Lambda] + 
      28401664*i^3*n^11*\[Lambda] + 1933312*i^4*n^11*\[Lambda] - 
      327680*i^5*n^11*\[Lambda] + 12282368*j*n^11*\[Lambda] - 
      28884992*i*j*n^11*\[Lambda] + 8335360*i^2*j*n^11*\[Lambda] + 
      4849664*i^3*j*n^11*\[Lambda] + 131072*i^4*j*n^11*\[Lambda] - 
      11681792*j^2*n^11*\[Lambda] + 16662528*i*j^2*n^11*\[Lambda] - 
      4718592*i^2*j^2*n^11*\[Lambda] - 786432*i^3*j^2*n^11*\[Lambda] + 
      6537216*j^3*n^11*\[Lambda] - 1441792*i*j^3*n^11*\[Lambda] + 
      131072*i^2*j^3*n^11*\[Lambda] - 458752*j^4*n^11*\[Lambda] + 
      393216*i*j^4*n^11*\[Lambda] + 12004864*n^12*\[Lambda] - 
      20325376*i*n^12*\[Lambda] + 7053312*i^2*n^12*\[Lambda] + 
      8257536*i^3*n^12*\[Lambda] + 262144*i^4*n^12*\[Lambda] + 
      98304*j*n^12*\[Lambda] - 13172736*i*j*n^12*\[Lambda] + 
      1064960*i^2*j*n^12*\[Lambda] + 524288*i^3*j*n^12*\[Lambda] - 
      147456*j^2*n^12*\[Lambda] + 4456448*i*j^2*n^12*\[Lambda] - 
      393216*i^2*j^2*n^12*\[Lambda] + 1769472*j^3*n^12*\[Lambda] + 
      131072*i*j^3*n^12*\[Lambda] + 2258944*n^13*\[Lambda] - 
      14512128*i*n^13*\[Lambda] + 1409024*i^2*n^13*\[Lambda] + 
      1048576*i^3*n^13*\[Lambda] - 2244608*j*n^13*\[Lambda] - 
      3538944*i*j*n^13*\[Lambda] + 65536*i^2*j*n^13*\[Lambda] + 
      1114112*j^2*n^13*\[Lambda] + 655360*i*j^2*n^13*\[Lambda] + 
      262144*j^3*n^13*\[Lambda] - 2318336*n^14*\[Lambda] - 
      5095424*i*n^14*\[Lambda] + 131072*i^2*n^14*\[Lambda] - 
      950272*j*n^14*\[Lambda] - 393216*i*j*n^14*\[Lambda] + 
      262144*j^2*n^14*\[Lambda] - 1474560*n^15*\[Lambda] - 
      720896*i*n^15*\[Lambda] - 131072*j*n^15*\[Lambda] - 
      262144*n^16*\[Lambda] - 33075*i*\[Lambda]^2 + 88200*i^2*\[Lambda]^2 - 
      25200*i^3*\[Lambda]^2 - 50400*i^4*\[Lambda]^2 + 25200*i^5*\[Lambda]^2 + 
      187425*i*j*\[Lambda]^2 - 352800*i^2*j*\[Lambda]^2 + 
      25200*i^3*j*\[Lambda]^2 + 201600*i^4*j*\[Lambda]^2 - 
      75600*i^5*j*\[Lambda]^2 - 374850*i*j^2*\[Lambda]^2 + 
      441000*i^2*j^2*\[Lambda]^2 + 126000*i^3*j^2*\[Lambda]^2 - 
      252000*i^4*j^2*\[Lambda]^2 + 50400*i^5*j^2*\[Lambda]^2 + 
      308700*i*j^3*\[Lambda]^2 - 176400*i^2*j^3*\[Lambda]^2 - 
      176400*i^3*j^3*\[Lambda]^2 + 100800*i^4*j^3*\[Lambda]^2 - 
      88200*i*j^4*\[Lambda]^2 + 50400*i^3*j^4*\[Lambda]^2 + 
      47250*n*\[Lambda]^2 - 334845*i*n*\[Lambda]^2 + 
      630420*i^2*n*\[Lambda]^2 - 132420*i^3*n*\[Lambda]^2 - 
      302640*i^4*n*\[Lambda]^2 + 138720*i^5*n*\[Lambda]^2 - 
      211050*j*n*\[Lambda]^2 + 1723155*i*j*n*\[Lambda]^2 - 
      2452380*i^2*j*n*\[Lambda]^2 + 69420*i^3*j*n*\[Lambda]^2 + 
      1185360*i^4*j*n*\[Lambda]^2 - 416160*i^5*j*n*\[Lambda]^2 + 
      327600*j^2*n*\[Lambda]^2 - 3150210*i*j^2*n*\[Lambda]^2 + 
      2919000*i^2*j^2*n*\[Lambda]^2 + 857400*i^3*j^2*n*\[Lambda]^2 - 
      1437600*i^4*j^2*n*\[Lambda]^2 + 277440*i^5*j^2*n*\[Lambda]^2 - 
      214200*j^3*n*\[Lambda]^2 + 2411220*i*j^3*n*\[Lambda]^2 - 
      1046640*i^2*j^3*n*\[Lambda]^2 - 1071840*i^3*j^3*n*\[Lambda]^2 + 
      554880*i^4*j^3*n*\[Lambda]^2 + 50400*j^4*n*\[Lambda]^2 - 
      649320*i*j^4*n*\[Lambda]^2 - 50400*i^2*j^4*n*\[Lambda]^2 + 
      277440*i^3*j^4*n*\[Lambda]^2 + 385785*n^2*\[Lambda]^2 - 
      1451523*i*n^2*\[Lambda]^2 + 2057178*i^2*n^2*\[Lambda]^2 - 
      367488*i^3*n^2*\[Lambda]^2 - 754896*i^4*n^2*\[Lambda]^2 + 
      329088*i^5*n^2*\[Lambda]^2 - 1660530*j*n^2*\[Lambda]^2 + 
      7009092*i*j*n^2*\[Lambda]^2 - 7810692*i^2*j*n^2*\[Lambda]^2 + 
      192048*i^3*j*n^2*\[Lambda]^2 + 2885904*i^4*j*n^2*\[Lambda]^2 - 
      973824*i^5*j*n^2*\[Lambda]^2 + 2451210*j^2*n^2*\[Lambda]^2 - 
      11818074*i*j^2*n^2*\[Lambda]^2 + 8989080*i^2*j^2*n^2*\[Lambda]^2 + 
      2160720*i^3*j^2*n^2*\[Lambda]^2 - 3450720*i^4*j^2*n^2*\[Lambda]^2 + 
      644736*i^5*j^2*n^2*\[Lambda]^2 - 1534020*j^3*n^2*\[Lambda]^2 + 
      8394948*i*j^3*n^2*\[Lambda]^2 - 3008736*i^2*j^3*n^2*\[Lambda]^2 - 
      2660256*i^3*j^3*n^2*\[Lambda]^2 + 1289472*i^4*j^3*n^2*\[Lambda]^2 + 
      344640*j^4*n^2*\[Lambda]^2 - 2113968*i*j^4*n^2*\[Lambda]^2 - 
      193440*i^2*j^4*n^2*\[Lambda]^2 + 644736*i^3*j^4*n^2*\[Lambda]^2 + 
      1445553*n^3*\[Lambda]^2 - 3640572*i*n^3*\[Lambda]^2 + 
      4227402*i^2*n^3*\[Lambda]^2 - 883524*i^3*n^3*\[Lambda]^2 - 
      1031872*i^4*n^3*\[Lambda]^2 + 458592*i^5*n^3*\[Lambda]^2 - 
      5985872*j*n^3*\[Lambda]^2 + 17041656*i*j*n^3*\[Lambda]^2 - 
      15742404*i^2*j*n^3*\[Lambda]^2 + 923712*i^3*j*n^3*\[Lambda]^2 + 
      3677632*i^4*j*n^3*\[Lambda]^2 - 1255424*i^5*j*n^3*\[Lambda]^2 + 
      8415394*j^2*n^3*\[Lambda]^2 - 26807508*i*j^2*n^3*\[Lambda]^2 + 
      17799616*i^2*j^2*n^3*\[Lambda]^2 + 2254592*i^3*j^2*n^3*\[Lambda]^2 - 
      4502656*i^4*j^2*n^3*\[Lambda]^2 + 806912*i^5*j^2*n^3*\[Lambda]^2 - 
      5069668*j^3*n^3*\[Lambda]^2 + 17685792*i*j^3*n^3*\[Lambda]^2 - 
      5808896*i^2*j^3*n^3*\[Lambda]^2 - 3382144*i^3*j^3*n^3*\[Lambda]^2 + 
      1613824*i^4*j^3*n^3*\[Lambda]^2 + 1098656*j^4*n^3*\[Lambda]^2 - 
      4104288*i*j^4*n^3*\[Lambda]^2 - 215936*i^2*j^4*n^3*\[Lambda]^2 + 
      806912*i^3*j^4*n^3*\[Lambda]^2 + 3291792*n^4*\[Lambda]^2 - 
      5993426*i*n^4*\[Lambda]^2 + 6267276*i^2*n^4*\[Lambda]^2 - 
      1956584*i^3*n^4*\[Lambda]^2 - 940352*i^4*n^4*\[Lambda]^2 + 
      473920*i^5*n^4*\[Lambda]^2 - 13143796*j*n^4*\[Lambda]^2 + 
      27926372*i*j*n^4*\[Lambda]^2 - 23393432*i^2*j*n^4*\[Lambda]^2 + 
      2378720*i^3*j*n^4*\[Lambda]^2 + 2497216*i^4*j*n^4*\[Lambda]^2 - 
      968960*i^5*j*n^4*\[Lambda]^2 + 17750132*j^2*n^4*\[Lambda]^2 - 
      41799048*i*j^2*n^4*\[Lambda]^2 + 26109696*i^2*j^2*n^4*\[Lambda]^2 + 
      28672*i^3*j^2*n^4*\[Lambda]^2 - 3496576*i^4*j^2*n^4*\[Lambda]^2 + 
      569344*i^5*j^2*n^4*\[Lambda]^2 - 10384432*j^3*n^4*\[Lambda]^2 + 
      25810928*i*j^3*n^4*\[Lambda]^2 - 8314112*i^2*j^3*n^4*\[Lambda]^2 - 
      2160000*i^3*j^3*n^4*\[Lambda]^2 + 1138688*i^4*j^3*n^4*\[Lambda]^2 + 
      2224160*j^4*n^4*\[Lambda]^2 - 5388416*i*j^4*n^4*\[Lambda]^2 + 
      105088*i^2*j^4*n^4*\[Lambda]^2 + 569344*i^3*j^4*n^4*\[Lambda]^2 + 
      4988468*n^5*\[Lambda]^2 - 7089120*i*n^5*\[Lambda]^2 + 
      6719960*i^2*n^5*\[Lambda]^2 - 3452464*i^3*n^5*\[Lambda]^2 - 
      804864*i^4*n^5*\[Lambda]^2 + 462208*i^5*n^5*\[Lambda]^2 - 
      19528784*j*n^5*\[Lambda]^2 + 32237504*i*j*n^5*\[Lambda]^2 - 
      27120432*i^2*j*n^5*\[Lambda]^2 + 2929792*i^3*j*n^5*\[Lambda]^2 + 
      723968*i^4*j*n^5*\[Lambda]^2 - 457728*i^5*j*n^5*\[Lambda]^2 + 
      25742808*j^2*n^5*\[Lambda]^2 - 47304432*i*j^2*n^5*\[Lambda]^2 + 
      29370816*i^2*j^2*n^5*\[Lambda]^2 - 2050816*i^3*j^2*n^5*\[Lambda]^2 - 
      1746944*i^4*j^2*n^5*\[Lambda]^2 + 212992*i^5*j^2*n^5*\[Lambda]^2 - 
      14671120*j^3*n^5*\[Lambda]^2 + 27730368*i*j^3*n^5*\[Lambda]^2 - 
      8511488*i^2*j^3*n^5*\[Lambda]^2 - 382976*i^3*j^3*n^5*\[Lambda]^2 + 
      425984*i^4*j^3*n^5*\[Lambda]^2 + 3176640*j^4*n^5*\[Lambda]^2 - 
      5018240*i*j^4*n^5*\[Lambda]^2 + 468992*i^2*j^4*n^5*\[Lambda]^2 + 
      212992*i^3*j^4*n^5*\[Lambda]^2 + 4992736*n^6*\[Lambda]^2 - 
      6932304*i*n^6*\[Lambda]^2 + 4296816*i^2*n^6*\[Lambda]^2 - 
      4687264*i^3*n^6*\[Lambda]^2 - 743936*i^4*n^6*\[Lambda]^2 + 
      416512*i^5*n^6*\[Lambda]^2 - 20346968*j*n^6*\[Lambda]^2 + 
      25977680*i*j*n^6*\[Lambda]^2 - 24100192*i^2*j*n^6*\[Lambda]^2 + 
      1491712*i^3*j*n^6*\[Lambda]^2 - 79872*i^4*j*n^6*\[Lambda]^2 - 
      126976*i^5*j*n^6*\[Lambda]^2 + 26724176*j^2*n^6*\[Lambda]^2 - 
      38939392*i*j^2*n^6*\[Lambda]^2 + 24527616*i^2*j^2*n^6*\[Lambda]^2 - 
      1638400*i^3*j^2*n^6*\[Lambda]^2 - 651264*i^4*j^2*n^6*\[Lambda]^2 + 
      32768*i^5*j^2*n^6*\[Lambda]^2 - 14663424*j^3*n^6*\[Lambda]^2 + 
      21891840*i*j^3*n^6*\[Lambda]^2 - 5636096*i^2*j^3*n^6*\[Lambda]^2 + 
      323584*i^3*j^3*n^6*\[Lambda]^2 + 65536*i^4*j^3*n^6*\[Lambda]^2 + 
      3172352*j^4*n^6*\[Lambda]^2 - 3258368*i*j^4*n^6*\[Lambda]^2 + 
      454656*i^2*j^4*n^6*\[Lambda]^2 + 32768*i^3*j^4*n^6*\[Lambda]^2 + 
      2773296*n^7*\[Lambda]^2 - 6829696*i*n^7*\[Lambda]^2 - 
      124288*i^2*n^7*\[Lambda]^2 - 5014784*i^3*n^7*\[Lambda]^2 - 
      522240*i^4*n^7*\[Lambda]^2 + 271360*i^5*n^7*\[Lambda]^2 - 
      14740800*j*n^7*\[Lambda]^2 + 14057792*i*j*n^7*\[Lambda]^2 - 
      15787904*i^2*j*n^7*\[Lambda]^2 - 204288*i^3*j*n^7*\[Lambda]^2 - 
      98304*i^4*j*n^7*\[Lambda]^2 - 16384*i^5*j*n^7*\[Lambda]^2 + 
      19818560*j^2*n^7*\[Lambda]^2 - 22805504*i*j^2*n^7*\[Lambda]^2 + 
      14592000*i^2*j^2*n^7*\[Lambda]^2 - 253952*i^3*j^2*n^7*\[Lambda]^2 - 
      196608*i^4*j^2*n^7*\[Lambda]^2 - 10314112*j^3*n^7*\[Lambda]^2 + 
      12072960*i*j^3*n^7*\[Lambda]^2 - 2097152*i^2*j^3*n^7*\[Lambda]^2 + 
      196608*i^3*j^3*n^7*\[Lambda]^2 + 2045952*j^4*n^7*\[Lambda]^2 - 
      1372160*i*j^4*n^7*\[Lambda]^2 + 196608*i^2*j^4*n^7*\[Lambda]^2 - 
      115680*n^8*\[Lambda]^2 - 6578272*i*n^8*\[Lambda]^2 - 
      3482880*i^2*n^8*\[Lambda]^2 - 4105984*i^3*n^8*\[Lambda]^2 - 
      204800*i^4*n^8*\[Lambda]^2 + 102400*i^5*n^8*\[Lambda]^2 - 
      6848672*j*n^8*\[Lambda]^2 + 5144704*i*j*n^8*\[Lambda]^2 - 
      7401728*i^2*j*n^8*\[Lambda]^2 - 575488*i^3*j*n^8*\[Lambda]^2 - 
      16384*i^4*j*n^8*\[Lambda]^2 + 10053248*j^2*n^8*\[Lambda]^2 - 
      9558016*i*j^2*n^8*\[Lambda]^2 + 5971968*i^2*j^2*n^8*\[Lambda]^2 + 
      196608*i^3*j^2*n^8*\[Lambda]^2 - 32768*i^4*j^2*n^8*\[Lambda]^2 - 
      5228544*j^3*n^8*\[Lambda]^2 + 4263936*i*j^3*n^8*\[Lambda]^2 - 
      327680*i^2*j^3*n^8*\[Lambda]^2 + 32768*i^3*j^3*n^8*\[Lambda]^2 + 
      745472*j^4*n^8*\[Lambda]^2 - 327680*i*j^4*n^8*\[Lambda]^2 + 
      32768*i^2*j^4*n^8*\[Lambda]^2 - 1320000*n^9*\[Lambda]^2 - 
      4492288*i*n^9*\[Lambda]^2 - 3842560*i^2*n^9*\[Lambda]^2 - 
      2327552*i^3*n^9*\[Lambda]^2 - 32768*i^4*n^9*\[Lambda]^2 + 
      16384*i^5*n^9*\[Lambda]^2 - 1123072*j*n^9*\[Lambda]^2 + 
      1716224*i*j*n^9*\[Lambda]^2 - 2403328*i^2*j*n^9*\[Lambda]^2 - 
      237568*i^3*j*n^9*\[Lambda]^2 + 2861056*j^2*n^9*\[Lambda]^2 - 
      3141632*i*j^2*n^9*\[Lambda]^2 + 1556480*i^2*j^2*n^9*\[Lambda]^2 + 
      65536*i^3*j^2*n^9*\[Lambda]^2 - 2064384*j^3*n^9*\[Lambda]^2 + 
      835584*i*j^3*n^9*\[Lambda]^2 + 114688*j^4*n^9*\[Lambda]^2 - 
      32768*i*j^4*n^9*\[Lambda]^2 - 258432*n^10*\[Lambda]^2 - 
      1256960*i*n^10*\[Lambda]^2 - 2230272*i^2*n^10*\[Lambda]^2 - 
      782336*i^3*n^10*\[Lambda]^2 + 1102592*j*n^10*\[Lambda]^2 + 
      745472*i*j*n^10*\[Lambda]^2 - 495616*i^2*j*n^10*\[Lambda]^2 - 
      32768*i^3*j*n^10*\[Lambda]^2 - 122880*j^2*n^10*\[Lambda]^2 - 
      851968*i*j^2*n^10*\[Lambda]^2 + 196608*i^2*j^2*n^10*\[Lambda]^2 - 
      622592*j^3*n^10*\[Lambda]^2 + 65536*i*j^3*n^10*\[Lambda]^2 + 
      1205248*n^11*\[Lambda]^2 + 518144*i*n^11*\[Lambda]^2 - 
      712704*i^2*n^11*\[Lambda]^2 - 114688*i^3*n^11*\[Lambda]^2 + 
      1000448*j*n^11*\[Lambda]^2 + 245760*i*j*n^11*\[Lambda]^2 - 
      49152*i^2*j*n^11*\[Lambda]^2 - 409600*j^2*n^11*\[Lambda]^2 - 
      131072*i*j^2*n^11*\[Lambda]^2 - 98304*j^3*n^11*\[Lambda]^2 + 
      1335296*n^12*\[Lambda]^2 + 475136*i*n^12*\[Lambda]^2 - 
      98304*i^2*n^12*\[Lambda]^2 + 356352*j*n^12*\[Lambda]^2 + 
      32768*i*j*n^12*\[Lambda]^2 - 98304*j^2*n^12*\[Lambda]^2 + 
      589824*n^13*\[Lambda]^2 + 98304*i*n^13*\[Lambda]^2 + 
      49152*j*n^13*\[Lambda]^2 + 98304*n^14*\[Lambda]^2 + 
      4725*i*\[Lambda]^3 - 12600*i^2*\[Lambda]^3 + 6300*i^3*\[Lambda]^3 - 
      26775*i*j*\[Lambda]^3 + 50400*i^2*j*\[Lambda]^3 - 
      18900*i^3*j*\[Lambda]^3 + 53550*i*j^2*\[Lambda]^3 - 
      63000*i^2*j^2*\[Lambda]^3 + 12600*i^3*j^2*\[Lambda]^3 - 
      44100*i*j^3*\[Lambda]^3 + 25200*i^2*j^3*\[Lambda]^3 + 
      12600*i*j^4*\[Lambda]^3 - 7875*n*\[Lambda]^3 + 37560*i*n*\[Lambda]^3 - 
      73560*i^2*n*\[Lambda]^3 + 34680*i^3*n*\[Lambda]^3 + 
      35175*j*n*\[Lambda]^3 - 190440*i*j*n*\[Lambda]^3 + 
      290040*i^2*j*n*\[Lambda]^3 - 104040*i^3*j*n*\[Lambda]^3 - 
      54600*j^2*n*\[Lambda]^3 + 343080*i*j^2*n*\[Lambda]^3 - 
      355200*i^2*j^2*n*\[Lambda]^3 + 69360*i^3*j^2*n*\[Lambda]^3 + 
      35700*j^3*n*\[Lambda]^3 - 259560*i*j^3*n*\[Lambda]^3 + 
      138720*i^2*j^3*n*\[Lambda]^3 - 8400*j^4*n*\[Lambda]^3 + 
      69360*i*j^4*n*\[Lambda]^3 - 49335*n^2*\[Lambda]^3 + 
      129064*i*n^2*\[Lambda]^3 - 184724*i^2*n^2*\[Lambda]^3 + 
      82272*i^3*n^2*\[Lambda]^3 + 220405*j*n^2*\[Lambda]^3 - 
      590626*i*j*n^2*\[Lambda]^3 + 719136*i^2*j*n^2*\[Lambda]^3 - 
      243456*i^3*j*n^2*\[Lambda]^3 - 325760*j^2*n^2*\[Lambda]^3 + 
      959312*i*j^2*n^2*\[Lambda]^3 - 860560*i^2*j^2*n^2*\[Lambda]^3 + 
      161184*i^3*j^2*n^2*\[Lambda]^3 + 202820*j^3*n^2*\[Lambda]^3 - 
      660824*i*j^3*n^2*\[Lambda]^3 + 322368*i^2*j^3*n^2*\[Lambda]^3 - 
      46240*j^4*n^2*\[Lambda]^3 + 161184*i*j^4*n^2*\[Lambda]^3 - 
      127638*n^3*\[Lambda]^3 + 262372*i*n^3*\[Lambda]^3 - 
      258972*i^2*n^3*\[Lambda]^3 + 114648*i^3*n^3*\[Lambda]^3 + 
      598972*j*n^3*\[Lambda]^3 - 1052048*i*j*n^3*\[Lambda]^3 + 
      1016168*i^2*j*n^3*\[Lambda]^3 - 313856*i^3*j*n^3*\[Lambda]^3 - 
      846284*j^2*n^3*\[Lambda]^3 + 1545256*i*j^2*n^3*\[Lambda]^3 - 
      1184736*i^2*j^2*n^3*\[Lambda]^3 + 201728*i^3*j^2*n^3*\[Lambda]^3 + 
      502568*j^3*n^3*\[Lambda]^3 - 963680*i*j^3*n^3*\[Lambda]^3 + 
      403456*i^2*j^3*n^3*\[Lambda]^3 - 113056*j^4*n^3*\[Lambda]^3 + 
      201728*i*j^4*n^3*\[Lambda]^3 - 166208*n^4*\[Lambda]^3 + 
      377012*i*n^4*\[Lambda]^3 - 206616*i^2*n^4*\[Lambda]^3 + 
      118480*i^3*n^4*\[Lambda]^3 + 909468*j*n^4*\[Lambda]^3 - 
      1166976*i*j*n^4*\[Lambda]^3 + 927824*i^2*j*n^4*\[Lambda]^3 - 
      242240*i^3*j*n^4*\[Lambda]^3 - 1232616*j^2*n^4*\[Lambda]^3 + 
      1574688*i*j^2*n^4*\[Lambda]^3 - 1054528*i^2*j^2*n^4*\[Lambda]^3 + 
      142336*i^3*j^2*n^4*\[Lambda]^3 + 691408*j^3*n^4*\[Lambda]^3 - 
      900768*i*j^3*n^4*\[Lambda]^3 + 284672*i^2*j^3*n^4*\[Lambda]^3 - 
      154112*j^4*n^4*\[Lambda]^3 + 142336*i*j^4*n^4*\[Lambda]^3 - 
      95992*n^5*\[Lambda]^3 + 459136*i*n^5*\[Lambda]^3 - 
      43088*i^2*n^5*\[Lambda]^3 + 115552*i^3*n^5*\[Lambda]^3 + 
      838272*j*n^5*\[Lambda]^3 - 807520*i*j*n^5*\[Lambda]^3 + 
      608224*i^2*j*n^5*\[Lambda]^3 - 114432*i^3*j*n^5*\[Lambda]^3 - 
      1100656*j^2*n^5*\[Lambda]^3 + 1048736*i*j^2*n^5*\[Lambda]^3 - 
      673792*i^2*j^2*n^5*\[Lambda]^3 + 53248*i^3*j^2*n^5*\[Lambda]^3 + 
      570784*j^3*n^5*\[Lambda]^3 - 569856*i*j^3*n^5*\[Lambda]^3 + 
      106496*i^2*j^3*n^5*\[Lambda]^3 - 119808*j^4*n^5*\[Lambda]^3 + 
      53248*i*j^4*n^5*\[Lambda]^3 + 9616*n^6*\[Lambda]^3 + 
      509440*i*n^6*\[Lambda]^3 + 128672*i^2*n^6*\[Lambda]^3 + 
      104128*i^3*n^6*\[Lambda]^3 + 476400*j*n^6*\[Lambda]^3 - 
      328544*i*j*n^6*\[Lambda]^3 + 314560*i^2*j*n^6*\[Lambda]^3 - 
      31744*i^3*j*n^6*\[Lambda]^3 - 627808*j^2*n^6*\[Lambda]^3 + 
      475648*i*j^2*n^6*\[Lambda]^3 - 325632*i^2*j^2*n^6*\[Lambda]^3 + 
      8192*i^3*j^2*n^6*\[Lambda]^3 + 308224*j^3*n^6*\[Lambda]^3 - 
      244736*i*j^3*n^6*\[Lambda]^3 + 16384*i^2*j^3*n^6*\[Lambda]^3 - 
      49152*j^4*n^6*\[Lambda]^3 + 8192*i*j^4*n^6*\[Lambda]^3 + 
      25888*n^7*\[Lambda]^3 + 441984*i*n^7*\[Lambda]^3 + 
      197632*i^2*n^7*\[Lambda]^3 + 67840*i^3*n^7*\[Lambda]^3 + 
      140736*j*n^7*\[Lambda]^3 - 63104*i*j*n^7*\[Lambda]^3 + 
      127232*i^2*j*n^7*\[Lambda]^3 - 4096*i^3*j*n^7*\[Lambda]^3 - 
      209920*j^2*n^7*\[Lambda]^3 + 166912*i*j^2*n^7*\[Lambda]^3 - 
      106496*i^2*j^2*n^7*\[Lambda]^3 + 130048*j^3*n^7*\[Lambda]^3 - 
      65536*i*j^3*n^7*\[Lambda]^3 - 8192*j^4*n^7*\[Lambda]^3 - 
      52096*n^8*\[Lambda]^3 + 237504*i*n^8*\[Lambda]^3 + 
      142336*i^2*n^8*\[Lambda]^3 + 25600*i^3*n^8*\[Lambda]^3 - 
      23360*j*n^8*\[Lambda]^3 + 1536*i*j*n^8*\[Lambda]^3 + 
      33792*i^2*j*n^8*\[Lambda]^3 - 5120*j^2*n^8*\[Lambda]^3 + 
      49152*i*j^2*n^8*\[Lambda]^3 - 16384*i^2*j^2*n^8*\[Lambda]^3 + 
      45056*j^3*n^8*\[Lambda]^3 - 8192*i*j^3*n^8*\[Lambda]^3 - 
      121472*n^9*\[Lambda]^3 + 53504*i*n^9*\[Lambda]^3 + 
      53248*i^2*n^9*\[Lambda]^3 + 4096*i^3*n^9*\[Lambda]^3 - 
      49920*j*n^9*\[Lambda]^3 + 2048*i*j*n^9*\[Lambda]^3 + 
      4096*i^2*j*n^9*\[Lambda]^3 + 28672*j^2*n^9*\[Lambda]^3 + 
      8192*i*j^2*n^9*\[Lambda]^3 + 8192*j^3*n^9*\[Lambda]^3 - 
      108032*n^10*\[Lambda]^3 - 7168*i*n^10*\[Lambda]^3 + 
      8192*i^2*n^10*\[Lambda]^3 - 23552*j*n^10*\[Lambda]^3 + 
      8192*j^2*n^10*\[Lambda]^3 - 47104*n^11*\[Lambda]^3 - 
      4096*i*n^11*\[Lambda]^3 - 4096*j*n^11*\[Lambda]^3 - 
      8192*n^12*\[Lambda]^3))/(-1 + 4*i - 4*i^2 + 4*j - 12*i*j + 8*i^2*j - 
     4*j^2 + 8*i*j^2 + 3*\[Lambda] - 2*i*\[Lambda] - 2*j*\[Lambda]), 
   {0, 0, 1}}, {(-2*(1 + i - n)*n*(1 + 2*n)*(3 + 2*i + 2*n)*
     (2*i + 4*i^2 - 2*n - 4*n^2 + \[Lambda])*(453600*i^2*n*\[Lambda] + 
      1209600*i^3*n*\[Lambda] + 151200*i^4*n*\[Lambda] - 
      1209600*i^5*n*\[Lambda] - 604800*i^6*n*\[Lambda] - 
      1360800*i^2*j*n*\[Lambda] - 3628800*i^3*j*n*\[Lambda] - 
      453600*i^4*j*n*\[Lambda] + 3628800*i^5*j*n*\[Lambda] + 
      1814400*i^6*j*n*\[Lambda] + 907200*i^2*j^2*n*\[Lambda] + 
      2419200*i^3*j^2*n*\[Lambda] + 302400*i^4*j^2*n*\[Lambda] - 
      2419200*i^5*j^2*n*\[Lambda] - 1209600*i^6*j^2*n*\[Lambda] - 
      510300*i*n^2*\[Lambda] + 5350860*i^2*n^2*\[Lambda] + 
      21891960*i^3*n^2*\[Lambda] + 7409520*i^4*n^2*\[Lambda] - 
      20115360*i^5*n^2*\[Lambda] - 11191680*i^6*n^2*\[Lambda] + 
      396900*i*j*n^2*\[Lambda] - 14427180*i^2*j*n^2*\[Lambda] - 
      62840880*i^3*j*n^2*\[Lambda] - 24118560*i^4*j*n^2*\[Lambda] + 
      58078080*i^5*j*n^2*\[Lambda] + 33272640*i^6*j*n^2*\[Lambda] + 
      2948400*i*j^2*n^2*\[Lambda] + 5523120*i^2*j^2*n^2*\[Lambda] + 
      34031520*i^3*j^2*n^2*\[Lambda] + 19959840*i^4*j^2*n^2*\[Lambda] - 
      33880320*i^5*j^2*n^2*\[Lambda] - 21778560*i^6*j^2*n^2*\[Lambda] - 
      4082400*i*j^3*n^2*\[Lambda] + 4082400*i^2*j^3*n^2*\[Lambda] + 
      9979200*i^3*j^3*n^2*\[Lambda] - 1814400*i^4*j^3*n^2*\[Lambda] - 
      3628800*i^5*j^3*n^2*\[Lambda] + 1360800*i*j^4*n^2*\[Lambda] - 
      453600*i^2*j^4*n^2*\[Lambda] - 3628800*i^3*j^4*n^2*\[Lambda] - 
      1814400*i^4*j^4*n^2*\[Lambda] + 56700*n^3*\[Lambda] - 
      8611380*i*n^3*\[Lambda] + 14412564*i^2*n^3*\[Lambda] + 
      165282504*i^3*n^3*\[Lambda] + 97721328*i^4*n^3*\[Lambda] - 
      141781344*i^5*n^3*\[Lambda] - 89455872*i^6*n^3*\[Lambda] + 
      963900*j*n^3*\[Lambda] + 6040440*i*j*n^3*\[Lambda] - 
      20474352*i^2*j*n^3*\[Lambda] - 448451712*i^3*j*n^3*\[Lambda] - 
      321636384*i^4*j*n^3*\[Lambda] + 392447232*i^5*j*n^3*\[Lambda] + 
      265493376*i^6*j*n^3*\[Lambda] - 3855600*j^2*n^3*\[Lambda] + 
      51913440*i*j^2*n^3*\[Lambda] - 44248032*i^2*j^2*n^3*\[Lambda] + 
      163555968*i^3*j^2*n^3*\[Lambda] + 277417536*i^4*j^2*n^3*\[Lambda] - 
      178750848*i^5*j^2*n^3*\[Lambda] - 169534464*i^6*j^2*n^3*\[Lambda] + 
      4082400*j^3*n^3*\[Lambda] - 70100640*i*j^3*n^3*\[Lambda] + 
      54678240*i^2*j^3*n^3*\[Lambda] + 168030720*i^3*j^3*n^3*\[Lambda] - 
      28736640*i^4*j^3*n^3*\[Lambda] - 61102080*i^5*j^3*n^3*\[Lambda] - 
      1360800*j^4*n^3*\[Lambda] + 22913280*i*j^4*n^3*\[Lambda] - 
      3101760*i^2*j^4*n^3*\[Lambda] - 59287680*i^3*j^4*n^3*\[Lambda] - 
      30551040*i^4*j^4*n^3*\[Lambda] + 2050920*n^4*\[Lambda] - 
      61412832*i*n^4*\[Lambda] - 84253176*i^2*n^4*\[Lambda] + 
      665793104*i^3*n^4*\[Lambda] + 623430304*i^4*n^4*\[Lambda] - 
      555773120*i^5*n^4*\[Lambda] - 405990400*i^6*n^4*\[Lambda] + 
      12015540*j*n^4*\[Lambda] + 37918656*i*j*n^4*\[Lambda] + 
      365439504*i^2*j*n^4*\[Lambda] - 1662335232*i^3*j*n^4*\[Lambda] - 
      2029378752*i^4*j*n^4*\[Lambda] + 1500339840*i^5*j*n^4*\[Lambda] + 
      1224513024*i^6*j*n^4*\[Lambda] - 59855760*j^2*n^4*\[Lambda] + 
      386302176*i*j^2*n^4*\[Lambda] - 545666496*i^2*j^2*n^4*\[Lambda] + 
      108036352*i^3*j^2*n^4*\[Lambda] + 1780599680*i^4*j^2*n^4*\[Lambda] - 
      394584064*i^5*j^2*n^4*\[Lambda] - 756704768*i^6*j^2*n^4*\[Lambda] + 
      66018240*j^3*n^4*\[Lambda] - 506730816*i*j^3*n^4*\[Lambda] + 
      248861376*i^2*j^3*n^4*\[Lambda] + 1203631488*i^3*j^3*n^4*\[Lambda] - 
      187301376*i^4*j^3*n^4*\[Lambda] - 435704832*i^5*j^3*n^4*\[Lambda] - 
      22459680*j^4*n^4*\[Lambda] + 161574912*i*j^4*n^4*\[Lambda] + 
      23728896*i^2*j^4*n^4*\[Lambda] - 405153792*i^3*j^4*n^4*\[Lambda] - 
      217852416*i^4*j^4*n^4*\[Lambda] + 24957108*n^5*\[Lambda] - 
      241237176*i*n^5*\[Lambda] - 753906016*i^2*n^5*\[Lambda] + 
      1466354432*i^3*n^5*\[Lambda] + 2335726976*i^4*n^5*\[Lambda] - 
      1304375808*i^5*n^5*\[Lambda] - 1146794496*i^6*n^5*\[Lambda] + 
      45850176*j*n^5*\[Lambda] + 126279456*i*j*n^5*\[Lambda] + 
      2395897216*i^2*j*n^5*\[Lambda] - 3078244224*i^3*j*n^5*\[Lambda] - 
      7306765184*i^4*j*n^5*\[Lambda] + 3744297984*i^5*j*n^5*\[Lambda] + 
      3654610432*i^6*j*n^5*\[Lambda] - 376388064*j^2*n^5*\[Lambda] + 
      1582953600*i*j^2*n^5*\[Lambda] - 2168887168*i^2*j^2*n^5*\[Lambda] - 
      2164100864*i^3*j^2*n^5*\[Lambda] + 6467469056*i^4*j^2*n^5*\[Lambda] + 
      5156352*i^5*j^2*n^5*\[Lambda] - 2164133888*i^6*j^2*n^5*\[Lambda] + 
      442073376*j^3*n^5*\[Lambda] - 2004901632*i*j^3*n^5*\[Lambda] + 
      187335936*i^2*j^3*n^5*\[Lambda] + 4867814400*i^3*j^3*n^5*\[Lambda] - 
      650540544*i^4*j^3*n^5*\[Lambda] - 1736785920*i^5*j^3*n^5*\[Lambda] - 
      154844352*j^4*n^5*\[Lambda] + 618929280*i*j^4*n^5*\[Lambda] + 
      358083840*i^2*j^4*n^5*\[Lambda] - 1518933504*i^3*j^4*n^5*\[Lambda] - 
      868392960*i^4*j^4*n^5*\[Lambda] + 154007928*n^6*\[Lambda] - 
      552840656*i*n^6*\[Lambda] - 2664668544*i^2*n^6*\[Lambda] + 
      1285649536*i^3*n^6*\[Lambda] + 5737701632*i^4*n^6*\[Lambda] - 
      1642372608*i^5*n^6*\[Lambda] - 2033278976*i^6*n^6*\[Lambda] - 
      22777488*j*n^6*\[Lambda] + 209849280*i*j*n^6*\[Lambda] + 
      6986350848*i^2*j*n^6*\[Lambda] - 660977408*i^3*j*n^6*\[Lambda] - 
      16316235008*i^4*j*n^6*\[Lambda] + 6852220416*i^5*j*n^6*\[Lambda] + 
      7462622208*i^6*j*n^6*\[Lambda] - 1218383712*j^2*n^6*\[Lambda] + 
      3859030784*i*j^2*n^6*\[Lambda] - 3772828288*i^2*j^2*n^6*\[Lambda] - 
      10999367168*i^3*j^2*n^6*\[Lambda] + 14498910208*i^4*j^2*n^6*\[Lambda] + 
      1966915584*i^5*j^2*n^6*\[Lambda] - 4183932928*i^6*j^2*n^6*\[Lambda] + 
      1589823936*j^3*n^6*\[Lambda] - 4643049600*i*j^3*n^6*\[Lambda] - 
      2461150464*i^2*j^3*n^6*\[Lambda] + 12494634496*i^3*j^3*n^6*\[Lambda] - 
      1284530176*i^4*j^3*n^6*\[Lambda] - 4305846272*i^5*j^3*n^6*\[Lambda] - 
      581556096*j^4*n^6*\[Lambda] + 1366288896*i*j^4*n^6*\[Lambda] + 
      1850604032*i^2*j^4*n^6*\[Lambda] - 3437453312*i^3*j^4*n^6*\[Lambda] - 
      2152923136*i^4*j^4*n^6*\[Lambda] + 563952400*n^7*\[Lambda] - 
      612122336*i*n^7*\[Lambda] - 5631535296*i^2*n^7*\[Lambda] - 
      1856381824*i^3*n^7*\[Lambda] + 10141030656*i^4*n^7*\[Lambda] + 
      151421440*i^5*n^7*\[Lambda] - 2009581568*i^6*n^7*\[Lambda] - 
      681667360*j*n^7*\[Lambda] - 106992384*i*j*n^7*\[Lambda] + 
      11090416768*i^2*j*n^7*\[Lambda] + 10180223488*i^3*j*n^7*\[Lambda] - 
      23541362688*i^4*j*n^7*\[Lambda] + 10199683072*i^5*j*n^7*\[Lambda] + 
      10707685376*i^6*j*n^7*\[Lambda] - 2040507584*j^2*n^7*\[Lambda] + 
      5443048064*i*j^2*n^7*\[Lambda] - 247182336*i^2*j^2*n^7*\[Lambda] - 
      28250962944*i^3*j^2*n^7*\[Lambda] + 20870131712*i^4*j^2*n^7*\[Lambda] + 
      4654137344*i^5*j^2*n^7*\[Lambda] - 5597626368*i^6*j^2*n^7*\[Lambda] + 
      3284447616*j^3*n^7*\[Lambda] - 5793725952*i*j^3*n^7*\[Lambda] - 
      11232573952*i^2*j^3*n^7*\[Lambda] + 21773082624*i^3*j^3*n^7*\[Lambda] - 
      1332150272*i^4*j^3*n^7*\[Lambda] - 6970146816*i^5*j^3*n^7*\[Lambda] - 
      1288667904*j^4*n^7*\[Lambda] + 1527559680*i*j^4*n^7*\[Lambda] + 
      5379432448*i^2*j^4*n^7*\[Lambda] - 4817223680*i^3*j^4*n^7*\[Lambda] - 
      3485073408*i^4*j^4*n^7*\[Lambda] + 1339979168*n^8*\[Lambda] + 
      427081408*i*n^8*\[Lambda] - 8075580288*i^2*n^8*\[Lambda] - 
      7650449152*i^3*n^8*\[Lambda] + 14112558592*i^4*n^8*\[Lambda] + 
      5229321216*i^5*n^8*\[Lambda] - 244195328*i^6*n^8*\[Lambda] - 
      2197455360*j*n^8*\[Lambda] - 1754304640*i*j*n^8*\[Lambda] + 
      7870595328*i^2*j*n^8*\[Lambda] + 24671541248*i^3*j*n^8*\[Lambda] - 
      22558849024*i^4*j*n^8*\[Lambda] + 12900941824*i^5*j*n^8*\[Lambda] + 
      10875322368*i^6*j*n^8*\[Lambda] - 1086189184*j^2*n^8*\[Lambda] + 
      3252413952*i*j^2*n^8*\[Lambda] + 12498825728*i^2*j^2*n^8*\[Lambda] - 
      45889519616*i^3*j^2*n^8*\[Lambda] + 19610451968*i^4*j^2*n^8*\[Lambda] + 
      5339086848*i^5*j^2*n^8*\[Lambda] - 5192024064*i^6*j^2*n^8*\[Lambda] + 
      3635465472*j^3*n^8*\[Lambda] - 1119242752*i*j^3*n^8*\[Lambda] - 
      24832024576*i^2*j^3*n^8*\[Lambda] + 27060535296*i^3*j^3*n^8*\[Lambda] - 
      260702208*i^4*j^3*n^8*\[Lambda] - 7491551232*i^5*j^3*n^8*\[Lambda] - 
      1641377792*j^4*n^8*\[Lambda] - 211984384*i*j^4*n^8*\[Lambda] + 
      9929162752*i^2*j^4*n^8*\[Lambda] - 4006477824*i^3*j^4*n^8*\[Lambda] - 
      3745775616*i^4*j^4*n^8*\[Lambda] + 2228306368*n^9*\[Lambda] + 
      3086538880*i*n^9*\[Lambda] - 8945764864*i^2*n^9*\[Lambda] - 
      13050444800*i^3*n^9*\[Lambda] + 16205236224*i^4*n^9*\[Lambda] + 
      11691847680*i^5*n^9*\[Lambda] + 2302771200*i^6*n^9*\[Lambda] - 
      3134202752*j*n^9*\[Lambda] - 5489250304*i*j*n^9*\[Lambda] - 
      4576336384*i^2*j*n^9*\[Lambda] + 27928915968*i^3*j*n^9*\[Lambda] - 
      15331090432*i^4*j*n^9*\[Lambda] + 13277134848*i^5*j*n^9*\[Lambda] + 
      7747731456*i^6*j*n^9*\[Lambda] + 2090785024*j^2*n^9*\[Lambda] - 
      2326245888*i*j^2*n^9*\[Lambda] + 28443365376*i^2*j^2*n^9*\[Lambda] - 
      49767448576*i^3*j^2*n^9*\[Lambda] + 12317687808*i^4*j^2*n^9*\[Lambda] + 
      3192127488*i^5*j^2*n^9*\[Lambda] - 3274702848*i^6*j^2*n^9*\[Lambda] + 
      943427584*j^3*n^9*\[Lambda] + 9019219968*i*j^3*n^9*\[Lambda] - 
      33935785984*i^2*j^3*n^9*\[Lambda] + 25023086592*i^3*j^3*n^9*\[Lambda] + 
      1097072640*i^4*j^3*n^9*\[Lambda] - 5297405952*i^5*j^3*n^9*\[Lambda] - 
      861601792*j^4*n^9*\[Lambda] - 3651469312*i*j^4*n^9*\[Lambda] + 
      12187336704*i^2*j^4*n^9*\[Lambda] - 1551630336*i^3*j^4*n^9*\[Lambda] - 
      2648702976*i^4*j^4*n^9*\[Lambda] + 2818087808*n^10*\[Lambda] + 
      6430223104*i*n^10*\[Lambda] - 9507868672*i^2*n^10*\[Lambda] - 
      16941504512*i^3*n^10*\[Lambda] + 14512005120*i^4*n^10*\[Lambda] + 
      15004516352*i^5*n^10*\[Lambda] + 3521511424*i^6*n^10*\[Lambda] - 
      1214144512*j*n^10*\[Lambda] - 9730545152*i*j*n^10*\[Lambda] - 
      17287203840*i^2*j*n^10*\[Lambda] + 13479559168*i^3*j*n^10*\[Lambda] - 
      9145122816*i^4*j*n^10*\[Lambda] + 10259791872*i^5*j*n^10*\[Lambda] + 
      3766222848*i^6*j*n^10*\[Lambda] + 4331021312*j^2*n^10*\[Lambda] - 
      5972967424*i*j^2*n^10*\[Lambda] + 34802352128*i^2*j^2*n^10*\[Lambda] - 
      35767189504*i^3*j^2*n^10*\[Lambda] + 5840306176*i^4*j^2*n^10*
       \[Lambda] + 658505728*i^5*j^2*n^10*\[Lambda] - 
      1337982976*i^6*j^2*n^10*\[Lambda] - 2938961920*j^3*n^10*\[Lambda] + 
      16764698624*i*j^3*n^10*\[Lambda] - 30715674624*i^2*j^3*n^10*\[Lambda] + 
      17742692352*i^3*j^3*n^10*\[Lambda] + 1465909248*i^4*j^3*n^10*
       \[Lambda] - 2365587456*i^5*j^3*n^10*\[Lambda] + 
      692453376*j^4*n^10*\[Lambda] - 6343753728*i*j^4*n^10*\[Lambda] + 
      10071834624*i^2*j^4*n^10*\[Lambda] + 283115520*i^3*j^4*n^10*\[Lambda] - 
      1182793728*i^4*j^4*n^10*\[Lambda] + 2814127360*n^11*\[Lambda] + 
      8571736576*i*n^11*\[Lambda] - 10909943808*i^2*n^11*\[Lambda] - 
      20900962304*i^3*n^11*\[Lambda] + 8436613120*i^4*n^11*\[Lambda] + 
      12653101056*i^5*n^11*\[Lambda] + 2728919040*i^6*n^11*\[Lambda] + 
      2669872128*j*n^11*\[Lambda] - 10117734400*i*j*n^11*\[Lambda] - 
      19658584064*i^2*j*n^11*\[Lambda] - 5450563584*i^3*j*n^11*\[Lambda] - 
      6110445568*i^4*j*n^11*\[Lambda] + 5527044096*i^5*j*n^11*\[Lambda] + 
      1181745152*i^6*j*n^11*\[Lambda] + 2746208256*j^2*n^11*\[Lambda] - 
      4511334400*i*j^2*n^11*\[Lambda] + 27064336384*i^2*j^2*n^11*\[Lambda] - 
      15743844352*i^3*j^2*n^11*\[Lambda] + 2819620864*i^4*j^2*n^11*
       \[Lambda] - 301989888*i^5*j^2*n^11*\[Lambda] - 
      318767104*i^6*j^2*n^11*\[Lambda] - 4251451392*j^3*n^11*\[Lambda] + 
      15456141312*i*j^3*n^11*\[Lambda] - 18854707200*i^2*j^3*n^11*\[Lambda] + 
      9607053312*i^3*j^3*n^11*\[Lambda] + 880803840*i^4*j^3*n^11*\[Lambda] - 
      603979776*i^5*j^3*n^11*\[Lambda] + 1647968256*j^4*n^11*\[Lambda] - 
      6167986176*i*j^4*n^11*\[Lambda] + 5530189824*i^2*j^4*n^11*\[Lambda] + 
      578813952*i^3*j^4*n^11*\[Lambda] - 301989888*i^4*j^4*n^11*\[Lambda] + 
      1755875840*n^12*\[Lambda] + 9048464384*i*n^12*\[Lambda] - 
      11173634048*i^2*n^12*\[Lambda] - 23365255168*i^3*n^12*\[Lambda] + 
      1509818368*i^4*n^12*\[Lambda] + 7114850304*i^5*n^12*\[Lambda] + 
      1235222528*i^6*n^12*\[Lambda] + 4372566016*j*n^12*\[Lambda] - 
      4478271488*i*j*n^12*\[Lambda] - 12121522176*i^2*j*n^12*\[Lambda] - 
      13086490624*i^3*j*n^12*\[Lambda] - 3790077952*i^4*j*n^12*\[Lambda] + 
      1925185536*i^5*j*n^12*\[Lambda] + 213909504*i^6*j*n^12*\[Lambda] - 
      604225536*j^2*n^12*\[Lambda] - 1331167232*i*j^2*n^12*\[Lambda] + 
      13477347328*i^2*j^2*n^12*\[Lambda] - 3011510272*i^3*j^2*n^12*
       \[Lambda] + 1405091840*i^4*j^2*n^12*\[Lambda] - 
      201326592*i^5*j^2*n^12*\[Lambda] - 33554432*i^6*j^2*n^12*\[Lambda] - 
      2532704256*j^3*n^12*\[Lambda] + 8038121472*i*j^3*n^12*\[Lambda] - 
      7870611456*i^2*j^3*n^12*\[Lambda] + 3732930560*i^3*j^3*n^12*\[Lambda] + 
      268435456*i^4*j^3*n^12*\[Lambda] - 67108864*i^5*j^3*n^12*\[Lambda] + 
      1393557504*j^4*n^12*\[Lambda] - 3806330880*i*j^4*n^12*\[Lambda] + 
      1929379840*i^2*j^4*n^12*\[Lambda] + 234881024*i^3*j^4*n^12*\[Lambda] - 
      33554432*i^4*j^4*n^12*\[Lambda] - 621991936*n^13*\[Lambda] + 
      9250893824*i*n^13*\[Lambda] - 8008138752*i^2*n^13*\[Lambda] - 
      20154023936*i^3*n^13*\[Lambda] - 1848115200*i^4*n^13*\[Lambda] + 
      2572156928*i^5*n^13*\[Lambda] + 310378496*i^6*n^13*\[Lambda] + 
      2379759616*j*n^13*\[Lambda] + 2863792128*i*j*n^13*\[Lambda] - 
      3632988160*i^2*j*n^13*\[Lambda] - 9381609472*i^3*j*n^13*\[Lambda] - 
      1579155456*i^4*j*n^13*\[Lambda] + 385875968*i^5*j*n^13*\[Lambda] + 
      16777216*i^6*j*n^13*\[Lambda] - 2025127936*j^2*n^13*\[Lambda] - 
      257687552*i*j^2*n^13*\[Lambda] + 3815768064*i^2*j^2*n^13*\[Lambda] + 
      603979776*i^3*j^2*n^13*\[Lambda] + 469762048*i^4*j^2*n^13*\[Lambda] - 
      33554432*i^5*j^2*n^13*\[Lambda] - 531628032*j^3*n^13*\[Lambda] + 
      1931476992*i*j^3*n^13*\[Lambda] - 2197815296*i^2*j^3*n^13*\[Lambda] + 
      905969664*i^3*j^3*n^13*\[Lambda] + 33554432*i^4*j^3*n^13*\[Lambda] + 
      641728512*j^4*n^13*\[Lambda] - 1484783616*i*j^4*n^13*\[Lambda] + 
      385875968*i^2*j^4*n^13*\[Lambda] + 33554432*i^3*j^4*n^13*\[Lambda] - 
      3135954944*n^14*\[Lambda] + 9510109184*i*n^14*\[Lambda] - 
      3110731776*i^2*n^14*\[Lambda] - 12054953984*i^3*n^14*\[Lambda] - 
      1595932672*i^4*n^14*\[Lambda] + 541065216*i^5*n^14*\[Lambda] + 
      33554432*i^6*n^14*\[Lambda] - 299040768*j*n^14*\[Lambda] + 
      5939396608*i*j*n^14*\[Lambda] + 186384384*i^2*j*n^14*\[Lambda] - 
      3619684352*i^3*j*n^14*\[Lambda] - 360710144*i^4*j*n^14*\[Lambda] + 
      33554432*i^5*j*n^14*\[Lambda] - 1316225024*j^2*n^14*\[Lambda] - 
      616562688*i*j^2*n^14*\[Lambda] + 281018368*i^2*j^2*n^14*\[Lambda] + 
      436207616*i^3*j^2*n^14*\[Lambda] + 67108864*i^4*j^2*n^14*\[Lambda] + 
      163577856*j^3*n^14*\[Lambda] - 159383552*i*j^3*n^14*\[Lambda] - 
      385875968*i^2*j^3*n^14*\[Lambda] + 100663296*i^3*j^3*n^14*\[Lambda] + 
      159383552*j^4*n^14*\[Lambda] - 335544320*i*j^4*n^14*\[Lambda] + 
      33554432*i^2*j^4*n^14*\[Lambda] - 3880615936*n^15*\[Lambda] + 
      8260616192*i*n^15*\[Lambda] + 2621440*i^2*n^15*\[Lambda] - 
      4640997376*i^3*n^15*\[Lambda] - 528482304*i^4*n^15*\[Lambda] + 
      50331648*i^5*n^15*\[Lambda] - 1116995584*j*n^15*\[Lambda] + 
      4326424576*i*j*n^15*\[Lambda] + 535822336*i^2*j*n^15*\[Lambda] - 
      754974720*i^3*j*n^15*\[Lambda] - 33554432*i^4*j*n^15*\[Lambda] - 
      391118848*j^2*n^15*\[Lambda] - 603979776*i*j^2*n^15*\[Lambda] - 
      150994944*i^2*j^2*n^15*\[Lambda] + 67108864*i^3*j^2*n^15*\[Lambda] + 
      109051904*j^3*n^15*\[Lambda] - 201326592*i*j^3*n^15*\[Lambda] - 
      33554432*i^2*j^3*n^15*\[Lambda] + 16777216*j^4*n^15*\[Lambda] - 
      33554432*i*j^4*n^15*\[Lambda] - 2680291328*n^16*\[Lambda] + 
      5160304640*i*n^16*\[Lambda] + 589299712*i^2*n^16*\[Lambda] - 
      1031798784*i^3*n^16*\[Lambda] - 67108864*i^4*n^16*\[Lambda] - 
      634388480*j*n^16*\[Lambda] + 1719664640*i*j*n^16*\[Lambda] + 
      163577856*i^2*j*n^16*\[Lambda] - 67108864*i^3*j*n^16*\[Lambda] - 
      46137344*j^2*n^16*\[Lambda] - 234881024*i*j^2*n^16*\[Lambda] - 
      33554432*i^2*j^2*n^16*\[Lambda] + 16777216*j^3*n^16*\[Lambda] - 
      33554432*i*j^3*n^16*\[Lambda] - 1103626240*n^17*\[Lambda] + 
      2094006272*i*n^17*\[Lambda] + 243269632*i^2*n^17*\[Lambda] - 
      100663296*i^3*n^17*\[Lambda] - 163577856*j*n^17*\[Lambda] + 
      369098752*i*j*n^17*\[Lambda] + 16777216*i^2*j*n^17*\[Lambda] - 
      33554432*i*j^2*n^17*\[Lambda] - 253755392*n^18*\[Lambda] + 
      490733568*i*n^18*\[Lambda] + 33554432*i^2*n^18*\[Lambda] - 
      16777216*j*n^18*\[Lambda] + 33554432*i*j*n^18*\[Lambda] - 
      25165824*n^19*\[Lambda] + 50331648*i*n^19*\[Lambda] + 
      170100*i*\[Lambda]^2 - 170100*i^2*\[Lambda]^2 - 
      756000*i^3*\[Lambda]^2 + 756000*i^4*\[Lambda]^2 + 
      302400*i^5*\[Lambda]^2 - 302400*i^6*\[Lambda]^2 - 
      963900*i*j*\[Lambda]^2 + 207900*i^2*j*\[Lambda]^2 + 
      3628800*i^3*j*\[Lambda]^2 - 2268000*i^4*j*\[Lambda]^2 - 
      1512000*i^5*j*\[Lambda]^2 + 907200*i^6*j*\[Lambda]^2 + 
      1927800*i*j^2*\[Lambda]^2 + 945000*i^2*j^2*\[Lambda]^2 - 
      5896800*i^3*j^2*\[Lambda]^2 + 1209600*i^4*j^2*\[Lambda]^2 + 
      2419200*i^5*j^2*\[Lambda]^2 - 604800*i^6*j^2*\[Lambda]^2 - 
      1587600*i*j^3*\[Lambda]^2 - 1738800*i^2*j^3*\[Lambda]^2 + 
      3628800*i^3*j^3*\[Lambda]^2 + 907200*i^4*j^3*\[Lambda]^2 - 
      1209600*i^5*j^3*\[Lambda]^2 + 453600*i*j^4*\[Lambda]^2 + 
      756000*i^2*j^4*\[Lambda]^2 - 604800*i^3*j^4*\[Lambda]^2 - 
      604800*i^4*j^4*\[Lambda]^2 + 2920860*i*n*\[Lambda]^2 - 
      2618460*i^2*n*\[Lambda]^2 - 11135700*i^3*n*\[Lambda]^2 + 
      9869400*i^4*n*\[Lambda]^2 + 3857040*i^5*n*\[Lambda]^2 - 
      3630240*i^6*n*\[Lambda]^2 - 15701040*i*j*n*\[Lambda]^2 + 
      3431340*i^2*j*n*\[Lambda]^2 + 51614280*i^3*j*n*\[Lambda]^2 - 
      29116800*i^4*j*n*\[Lambda]^2 - 18756000*i^5*j*n*\[Lambda]^2 + 
      10739520*i^6*j*n*\[Lambda]^2 + 29814480*i*j^2*n*\[Lambda]^2 + 
      13026600*i^2*j^2*n*\[Lambda]^2 - 80239680*i^3*j^2*n*\[Lambda]^2 + 
      14974560*i^4*j^2*n*\[Lambda]^2 + 29041920*i^5*j^2*n*\[Lambda]^2 - 
      6958080*i^6*j^2*n*\[Lambda]^2 - 23405760*i*j^3*n*\[Lambda]^2 - 
      23860080*i^2*j^3*n*\[Lambda]^2 + 46738080*i^3*j^3*n*\[Lambda]^2 + 
      11041920*i^4*j^3*n*\[Lambda]^2 - 13916160*i^5*j^3*n*\[Lambda]^2 + 
      6428160*i*j^4*n*\[Lambda]^2 + 10058400*i^2*j^4*n*\[Lambda]^2 - 
      7260480*i^3*j^4*n*\[Lambda]^2 - 6958080*i^4*j^4*n*\[Lambda]^2 - 
      198450*n^2*\[Lambda]^2 + 22682484*i*n^2*\[Lambda]^2 - 
      18916794*i^2*n^2*\[Lambda]^2 - 69567900*i^3*n^2*\[Lambda]^2 + 
      54476520*i^4*n^2*\[Lambda]^2 + 19406256*i^5*n^2*\[Lambda]^2 - 
      18082176*i^6*n^2*\[Lambda]^2 + 311850*j*n^2*\[Lambda]^2 - 
      115092126*i*j*n^2*\[Lambda]^2 + 32033676*i^2*j*n^2*\[Lambda]^2 + 
      310913352*i^3*j*n^2*\[Lambda]^2 - 158595120*i^4*j*n^2*\[Lambda]^2 - 
      93639360*i^5*j*n^2*\[Lambda]^2 + 51700608*i^6*j*n^2*\[Lambda]^2 + 
      793800*j^2*n^2*\[Lambda]^2 + 206041392*i*j^2*n^2*\[Lambda]^2 + 
      63032160*i^2*j^2*n^2*\[Lambda]^2 - 459785232*i^3*j^2*n^2*\[Lambda]^2 + 
      80772864*i^4*j^2*n^2*\[Lambda]^2 + 140726208*i^5*j^2*n^2*\[Lambda]^2 - 
      31072512*i^6*j^2*n^2*\[Lambda]^2 - 1587600*j^3*n^2*\[Lambda]^2 - 
      153435024*i*j^3*n^2*\[Lambda]^2 - 129886032*i^2*j^3*n^2*\[Lambda]^2 + 
      250441632*i^3*j^3*n^2*\[Lambda]^2 + 52558848*i^4*j^3*n^2*\[Lambda]^2 - 
      62145024*i^5*j^3*n^2*\[Lambda]^2 + 680400*j^4*n^2*\[Lambda]^2 + 
      40521744*i*j^4*n^2*\[Lambda]^2 + 54042720*i^2*j^4*n^2*\[Lambda]^2 - 
      35962752*i^3*j^4*n^2*\[Lambda]^2 - 31072512*i^4*j^4*n^2*\[Lambda]^2 - 
      4050270*n^3*\[Lambda]^2 + 108997038*i*n^3*\[Lambda]^2 - 
      86568792*i^2*n^3*\[Lambda]^2 - 242279984*i^3*n^3*\[Lambda]^2 + 
      169799072*i^4*n^3*\[Lambda]^2 + 47213408*i^5*n^3*\[Lambda]^2 - 
      50615936*i^6*n^3*\[Lambda]^2 + 10300410*j*n^3*\[Lambda]^2 - 
      520395672*i*j*n^3*\[Lambda]^2 + 202833688*i^2*j*n^3*\[Lambda]^2 + 
      1042518528*i^3*j*n^3*\[Lambda]^2 - 495009600*i^4*j*n^3*\[Lambda]^2 - 
      238757632*i^5*j*n^3*\[Lambda]^2 + 135575040*i^6*j*n^3*\[Lambda]^2 + 
      1433880*j^2*n^3*\[Lambda]^2 + 872147760*i*j^2*n^3*\[Lambda]^2 + 
      68461744*i^2*j^2*n^3*\[Lambda]^2 - 1460999232*i^3*j^2*n^3*\[Lambda]^2 + 
      271445888*i^4*j^2*n^3*\[Lambda]^2 + 360371968*i^5*j^2*n^3*\[Lambda]^2 - 
      66267136*i^6*j^2*n^3*\[Lambda]^2 - 15366960*j^3*n^3*\[Lambda]^2 - 
      614826384*i*j^3*n^3*\[Lambda]^2 - 330933760*i^2*j^3*n^3*\[Lambda]^2 + 
      739217280*i^3*j^3*n^3*\[Lambda]^2 + 117532416*i^4*j^3*n^3*\[Lambda]^2 - 
      132534272*i^5*j^3*n^3*\[Lambda]^2 + 7853040*j^4*n^3*\[Lambda]^2 + 
      157099296*i*j^4*n^3*\[Lambda]^2 + 145210112*i^2*j^4*n^3*\[Lambda]^2 - 
      100525312*i^3*j^4*n^3*\[Lambda]^2 - 66267136*i^4*j^4*n^3*\[Lambda]^2 - 
      34186608*n^4*\[Lambda]^2 + 370644348*i*n^4*\[Lambda]^2 - 
      282083464*i^2*n^4*\[Lambda]^2 - 512611632*i^3*n^4*\[Lambda]^2 + 
      333289440*i^4*n^4*\[Lambda]^2 + 45353344*i^5*n^4*\[Lambda]^2 - 
      90683136*i^6*n^4*\[Lambda]^2 + 107541804*j*n^4*\[Lambda]^2 - 
      1679454256*i*j*n^4*\[Lambda]^2 + 871109648*i^2*j*n^4*\[Lambda]^2 + 
      2118248672*i^3*j*n^4*\[Lambda]^2 - 997710272*i^4*j*n^4*\[Lambda]^2 - 
      293034752*i^5*j*n^4*\[Lambda]^2 + 223122688*i^6*j*n^4*\[Lambda]^2 - 
      66872688*j^2*n^4*\[Lambda]^2 + 2632159664*i*j^2*n^4*\[Lambda]^2 - 
      574821440*i^2*j^2*n^4*\[Lambda]^2 - 2794599744*i^3*j^2*n^4*
       \[Lambda]^2 + 683266560*i^4*j^2*n^4*\[Lambda]^2 + 
      528469760*i^5*j^2*n^4*\[Lambda]^2 - 53261312*i^6*j^2*n^4*\[Lambda]^2 - 
      37405344*j^3*n^4*\[Lambda]^2 - 1761527360*i*j^3*n^4*\[Lambda]^2 - 
      199614016*i^2*j^3*n^4*\[Lambda]^2 + 1320161920*i^3*j^3*n^4*
       \[Lambda]^2 + 77789184*i^4*j^3*n^4*\[Lambda]^2 - 
      106522624*i^5*j^3*n^4*\[Lambda]^2 + 33415296*j^4*n^4*\[Lambda]^2 + 
      438313024*i*j^4*n^4*\[Lambda]^2 + 162508672*i^2*j^4*n^4*\[Lambda]^2 - 
      189877248*i^3*j^4*n^4*\[Lambda]^2 - 53261312*i^4*j^4*n^4*\[Lambda]^2 - 
      161791080*n^5*\[Lambda]^2 + 939637080*i*n^5*\[Lambda]^2 - 
      704147680*i^2*n^5*\[Lambda]^2 - 643067744*i^3*n^5*\[Lambda]^2 + 
      436589824*i^4*n^5*\[Lambda]^2 - 37814656*i^5*n^5*\[Lambda]^2 - 
      109449728*i^6*n^5*\[Lambda]^2 + 568106768*j*n^5*\[Lambda]^2 - 
      4161115968*i*j*n^5*\[Lambda]^2 + 2608605088*i^2*j*n^5*\[Lambda]^2 + 
      2583981312*i^3*j*n^5*\[Lambda]^2 - 1345283072*i^4*j*n^5*\[Lambda]^2 + 
      14934016*i^5*j*n^5*\[Lambda]^2 + 270018560*i^6*j*n^5*\[Lambda]^2 - 
      559192048*j^2*n^5*\[Lambda]^2 + 6193413888*i*j^2*n^5*\[Lambda]^2 - 
      3096787520*i^2*j^2*n^5*\[Lambda]^2 - 3120084736*i^3*j^2*n^5*
       \[Lambda]^2 + 1365362688*i^4*j^2*n^5*\[Lambda]^2 + 
      448972800*i^5*j^2*n^5*\[Lambda]^2 + 54722560*i^6*j^2*n^5*\[Lambda]^2 + 
      116087008*j^3*n^5*\[Lambda]^2 - 3981432000*i*j^3*n^5*\[Lambda]^2 + 
      1219431424*i^2*j^3*n^5*\[Lambda]^2 + 1418465280*i^3*j^3*n^5*
       \[Lambda]^2 - 224488448*i^4*j^3*n^5*\[Lambda]^2 + 
      109445120*i^5*j^3*n^5*\[Lambda]^2 + 51714496*j^4*n^5*\[Lambda]^2 + 
      963425664*i*j^4*n^5*\[Lambda]^2 - 159632896*i^2*j^4*n^5*\[Lambda]^2 - 
      286862336*i^3*j^4*n^5*\[Lambda]^2 + 54722560*i^4*j^4*n^5*\[Lambda]^2 - 
      491934968*n^6*\[Lambda]^2 + 1779074496*i*n^6*\[Lambda]^2 - 
      1412929696*i^2*n^6*\[Lambda]^2 - 308121216*i^3*n^6*\[Lambda]^2 + 
      427222144*i^4*n^6*\[Lambda]^2 - 144481280*i^5*n^6*\[Lambda]^2 - 
      80491520*i^6*n^6*\[Lambda]^2 + 1816941536*j*n^6*\[Lambda]^2 - 
      8046757376*i*j*n^6*\[Lambda]^2 + 5699029632*i^2*j*n^6*\[Lambda]^2 + 
      1558296576*i^3*j*n^6*\[Lambda]^2 - 1129335808*i^4*j*n^6*\[Lambda]^2 + 
      655012864*i^5*j*n^6*\[Lambda]^2 + 296465408*i^6*j*n^6*\[Lambda]^2 - 
      2158453632*j^2*n^6*\[Lambda]^2 + 11747231232*i*j^2*n^6*\[Lambda]^2 - 
      8037863424*i^2*j^2*n^6*\[Lambda]^2 - 1404791296*i^3*j^2*n^6*
       \[Lambda]^2 + 2067439616*i^4*j^2*n^6*\[Lambda]^2 + 
      238956544*i^5*j^2*n^6*\[Lambda]^2 + 178896896*i^6*j^2*n^6*\[Lambda]^2 + 
      950201344*j^3*n^6*\[Lambda]^2 - 7399341312*i*j^3*n^6*\[Lambda]^2 + 
      4205244928*i^2*j^3*n^6*\[Lambda]^2 + 693206016*i^3*j^3*n^6*
       \[Lambda]^2 - 656277504*i^4*j^3*n^6*\[Lambda]^2 + 
      357793792*i^5*j^3*n^6*\[Lambda]^2 - 71051008*j^4*n^6*\[Lambda]^2 + 
      1723340800*i*j^4*n^6*\[Lambda]^2 - 874150912*i^2*j^4*n^6*\[Lambda]^2 - 
      377634816*i^3*j^4*n^6*\[Lambda]^2 + 178896896*i^4*j^4*n^6*\[Lambda]^2 - 
      1040836864*n^7*\[Lambda]^2 + 2476612448*i*n^7*\[Lambda]^2 - 
      2270088832*i^2*n^7*\[Lambda]^2 + 534347392*i^3*n^7*\[Lambda]^2 + 
      445331968*i^4*n^7*\[Lambda]^2 - 135962624*i^5*n^7*\[Lambda]^2 - 
      5572608*i^6*n^7*\[Lambda]^2 + 3862112960*j*n^7*\[Lambda]^2 - 
      11927014272*i*j*n^7*\[Lambda]^2 + 9402602240*i^2*j*n^7*\[Lambda]^2 - 
      267018240*i^3*j*n^7*\[Lambda]^2 - 368126976*i^4*j*n^7*\[Lambda]^2 + 
      1157885952*i^5*j*n^7*\[Lambda]^2 + 309907456*i^6*j*n^7*\[Lambda]^2 - 
      5039877056*j^2*n^7*\[Lambda]^2 + 17717800448*i*j^2*n^7*\[Lambda]^2 - 
      13505945600*i^2*j^2*n^7*\[Lambda]^2 + 1166553088*i^3*j^2*n^7*
       \[Lambda]^2 + 2206302208*i^4*j^2*n^7*\[Lambda]^2 + 
      161644544*i^5*j^2*n^7*\[Lambda]^2 + 194510848*i^6*j^2*n^7*\[Lambda]^2 + 
      2759319936*j^3*n^7*\[Lambda]^2 - 11145821184*i*j^3*n^7*\[Lambda]^2 + 
      7074716672*i^2*j^3*n^7*\[Lambda]^2 - 432701440*i^3*j^3*n^7*
       \[Lambda]^2 - 817348608*i^4*j^3*n^7*\[Lambda]^2 + 
      389021696*i^5*j^3*n^7*\[Lambda]^2 - 473716224*j^4*n^7*\[Lambda]^2 + 
      2474265600*i*j^4*n^7*\[Lambda]^2 - 1520820224*i^2*j^4*n^7*\[Lambda]^2 - 
      401326080*i^3*j^4*n^7*\[Lambda]^2 + 194510848*i^4*j^4*n^7*\[Lambda]^2 - 
      1601882400*n^8*\[Lambda]^2 + 2540482304*i*n^8*\[Lambda]^2 - 
      2724823936*i^2*n^8*\[Lambda]^2 + 1517545984*i^3*n^8*\[Lambda]^2 + 
      607462912*i^4*n^8*\[Lambda]^2 - 15209472*i^5*n^8*\[Lambda]^2 + 
      68198400*i^6*n^8*\[Lambda]^2 + 5770778816*j*n^8*\[Lambda]^2 - 
      13182722944*i*j*n^8*\[Lambda]^2 + 11819375872*i^2*j*n^8*\[Lambda]^2 - 
      1247681536*i^3*j*n^8*\[Lambda]^2 + 293718016*i^4*j*n^8*\[Lambda]^2 + 
      1138556928*i^5*j*n^8*\[Lambda]^2 + 254836736*i^6*j*n^8*\[Lambda]^2 - 
      7857737472*j^2*n^8*\[Lambda]^2 + 20547773184*i*j^2*n^8*\[Lambda]^2 - 
      15979992064*i^2*j^2*n^8*\[Lambda]^2 + 2194432000*i^3*j^2*n^8*
       \[Lambda]^2 + 1559625728*i^4*j^2*n^8*\[Lambda]^2 + 
      186449920*i^5*j^2*n^8*\[Lambda]^2 + 111411200*i^6*j^2*n^8*\[Lambda]^2 + 
      4693987840*j^3*n^8*\[Lambda]^2 - 13029307392*i*j^3*n^8*\[Lambda]^2 + 
      7511384064*i^2*j^3*n^8*\[Lambda]^2 - 1149255680*i^3*j^3*n^8*
       \[Lambda]^2 - 577241088*i^4*j^3*n^8*\[Lambda]^2 + 
      222822400*i^5*j^3*n^8*\[Lambda]^2 - 1000861696*j^4*n^8*\[Lambda]^2 + 
      2753003520*i*j^4*n^8*\[Lambda]^2 - 1560788992*i^2*j^4*n^8*\[Lambda]^2 - 
      301203456*i^3*j^4*n^8*\[Lambda]^2 + 111411200*i^4*j^4*n^8*\[Lambda]^2 - 
      1790969216*n^9*\[Lambda]^2 + 2075553664*i*n^9*\[Lambda]^2 - 
      2106479616*i^2*n^9*\[Lambda]^2 + 2152891392*i^3*n^9*\[Lambda]^2 + 
      714041344*i^4*n^9*\[Lambda]^2 + 64417792*i^5*n^9*\[Lambda]^2 + 
      85655552*i^6*n^9*\[Lambda]^2 + 6263658880*j*n^9*\[Lambda]^2 - 
      10640478208*i*j*n^9*\[Lambda]^2 + 11147693056*i^2*j*n^9*\[Lambda]^2 - 
      965038080*i^3*j*n^9*\[Lambda]^2 + 329768960*i^4*j*n^9*\[Lambda]^2 + 
      724172800*i^5*j*n^9*\[Lambda]^2 + 136708096*i^6*j*n^9*\[Lambda]^2 - 
      8606369792*j^2*n^9*\[Lambda]^2 + 17762871296*i*j^2*n^9*\[Lambda]^2 - 
      13657374720*i^2*j^2*n^9*\[Lambda]^2 + 1181548544*i^3*j^2*n^9*
       \[Lambda]^2 + 683147264*i^4*j^2*n^9*\[Lambda]^2 + 
      144179200*i^5*j^2*n^9*\[Lambda]^2 + 33554432*i^6*j^2*n^9*\[Lambda]^2 + 
      5221199872*j^3*n^9*\[Lambda]^2 - 11253366784*i*j^3*n^9*\[Lambda]^2 + 
      5312659456*i^2*j^3*n^9*\[Lambda]^2 - 1080033280*i^3*j^3*n^9*
       \[Lambda]^2 - 235143168*i^4*j^3*n^9*\[Lambda]^2 + 
      67108864*i^5*j^3*n^9*\[Lambda]^2 - 1218928640*j^4*n^9*\[Lambda]^2 + 
      2279522304*i*j^4*n^9*\[Lambda]^2 - 1035599872*i^2*j^4*n^9*\[Lambda]^2 - 
      142868480*i^3*j^4*n^9*\[Lambda]^2 + 33554432*i^4*j^4*n^9*\[Lambda]^2 - 
      1323634304*n^10*\[Lambda]^2 + 1635877376*i*n^10*\[Lambda]^2 - 
      561632256*i^2*n^10*\[Lambda]^2 + 2188388352*i^3*n^10*\[Lambda]^2 + 
      527204352*i^4*n^10*\[Lambda]^2 + 45645824*i^5*n^10*\[Lambda]^2 + 
      51904512*i^6*n^10*\[Lambda]^2 + 4967197184*j*n^10*\[Lambda]^2 - 
      6292981760*i*j*n^10*\[Lambda]^2 + 7688754176*i^2*j*n^10*\[Lambda]^2 - 
      384499712*i^3*j*n^10*\[Lambda]^2 + 24576000*i^4*j*n^10*\[Lambda]^2 + 
      300154880*i^5*j*n^10*\[Lambda]^2 + 41156608*i^6*j*n^10*\[Lambda]^2 - 
      6803585024*j^2*n^10*\[Lambda]^2 + 11264651264*i*j^2*n^10*\[Lambda]^2 - 
      8365948928*i^2*j^2*n^10*\[Lambda]^2 - 120455168*i^3*j^2*n^10*
       \[Lambda]^2 + 165675008*i^4*j^2*n^10*\[Lambda]^2 + 
      55574528*i^5*j^2*n^10*\[Lambda]^2 + 4194304*i^6*j^2*n^10*\[Lambda]^2 + 
      3965558784*j^3*n^10*\[Lambda]^2 - 6805929984*i*j^3*n^10*\[Lambda]^2 + 
      2473984000*i^2*j^3*n^10*\[Lambda]^2 - 573308928*i^3*j^3*n^10*
       \[Lambda]^2 - 50331648*i^4*j^3*n^10*\[Lambda]^2 + 
      8388608*i^5*j^3*n^10*\[Lambda]^2 - 935133184*j^4*n^10*\[Lambda]^2 + 
      1340604416*i*j^4*n^10*\[Lambda]^2 - 441712640*i^2*j^4*n^10*
       \[Lambda]^2 - 37748736*i^3*j^4*n^10*\[Lambda]^2 + 
      4194304*i^4*j^4*n^10*\[Lambda]^2 - 378201088*n^11*\[Lambda]^2 + 
      1292213248*i*n^11*\[Lambda]^2 + 807245824*i^2*n^11*\[Lambda]^2 + 
      1717821440*i^3*n^11*\[Lambda]^2 + 196149248*i^4*n^11*\[Lambda]^2 + 
      6946816*i^5*n^11*\[Lambda]^2 + 16252928*i^6*n^11*\[Lambda]^2 + 
      2734811136*j*n^11*\[Lambda]^2 - 2932260864*i*j*n^11*\[Lambda]^2 + 
      3809579008*i^2*j*n^11*\[Lambda]^2 - 149815296*i^3*j*n^11*\[Lambda]^2 - 
      113770496*i^4*j*n^11*\[Lambda]^2 + 74448896*i^5*j*n^11*\[Lambda]^2 + 
      5242880*i^6*j*n^11*\[Lambda]^2 - 3886874624*j^2*n^11*\[Lambda]^2 + 
      5344231424*i*j^2*n^11*\[Lambda]^2 - 3554672640*i^2*j^2*n^11*
       \[Lambda]^2 - 456130560*i^3*j^2*n^11*\[Lambda]^2 + 
      16777216*i^4*j^2*n^11*\[Lambda]^2 + 8388608*i^5*j^2*n^11*\[Lambda]^2 + 
      2121138176*j^3*n^11*\[Lambda]^2 - 2670985216*i*j^3*n^11*\[Lambda]^2 + 
      705953792*i^2*j^3*n^11*\[Lambda]^2 - 167772160*i^3*j^3*n^11*
       \[Lambda]^2 - 4194304*i^4*j^3*n^11*\[Lambda]^2 - 
      447873024*j^4*n^11*\[Lambda]^2 + 524550144*i*j^4*n^11*\[Lambda]^2 - 
      111149056*i^2*j^4*n^11*\[Lambda]^2 - 4194304*i^3*j^4*n^11*\[Lambda]^2 + 
      388358656*n^12*\[Lambda]^2 + 682478592*i*n^12*\[Lambda]^2 + 
      1190305792*i^2*n^12*\[Lambda]^2 + 1035534336*i^3*n^12*\[Lambda]^2 + 
      7208960*i^4*n^12*\[Lambda]^2 - 3407872*i^5*n^12*\[Lambda]^2 + 
      2097152*i^6*n^12*\[Lambda]^2 + 798265344*j*n^12*\[Lambda]^2 - 
      1269071872*i*j*n^12*\[Lambda]^2 + 1374453760*i^2*j*n^12*\[Lambda]^2 - 
      101449728*i^3*j*n^12*\[Lambda]^2 - 62390272*i^4*j*n^12*\[Lambda]^2 + 
      8388608*i^5*j*n^12*\[Lambda]^2 - 1511227392*j^2*n^12*\[Lambda]^2 + 
      2068381696*i*j^2*n^12*\[Lambda]^2 - 989593600*i^2*j^2*n^12*
       \[Lambda]^2 - 211812352*i^3*j^2*n^12*\[Lambda]^2 + 
      842399744*j^3*n^12*\[Lambda]^2 - 584843264*i*j^3*n^12*\[Lambda]^2 + 
      102760448*i^2*j^3*n^12*\[Lambda]^2 - 20971520*i^3*j^3*n^12*
       \[Lambda]^2 - 122683392*j^4*n^12*\[Lambda]^2 + 
      121634816*i*j^4*n^12*\[Lambda]^2 - 12582912*i^2*j^4*n^12*\[Lambda]^2 + 
      472852480*n^13*\[Lambda]^2 - 60575744*i*n^13*\[Lambda]^2 + 
      825032704*i^2*n^13*\[Lambda]^2 + 447217664*i^3*n^13*\[Lambda]^2 - 
      18350080*i^4*n^13*\[Lambda]^2 - 1048576*i^5*n^13*\[Lambda]^2 - 
      173522944*j*n^13*\[Lambda]^2 - 523763712*i*j*n^13*\[Lambda]^2 + 
      381812736*i^2*j*n^13*\[Lambda]^2 - 47185920*i^3*j*n^13*\[Lambda]^2 - 
      10485760*i^4*j*n^13*\[Lambda]^2 - 292028416*j^2*n^13*\[Lambda]^2 + 
      712507392*i*j^2*n^13*\[Lambda]^2 - 163577856*i^2*j^2*n^13*\[Lambda]^2 - 
      33554432*i^3*j^2*n^13*\[Lambda]^2 + 267386880*j^3*n^13*\[Lambda]^2 - 
      41943040*i*j^3*n^13*\[Lambda]^2 + 4194304*i^2*j^3*n^13*\[Lambda]^2 - 
      14680064*j^4*n^13*\[Lambda]^2 + 12582912*i*j^4*n^13*\[Lambda]^2 + 
      95010816*n^14*\[Lambda]^2 - 411926528*i*n^14*\[Lambda]^2 + 
      351797248*i^2*n^14*\[Lambda]^2 + 120061952*i^3*n^14*\[Lambda]^2 - 
      4194304*i^4*n^14*\[Lambda]^2 - 322437120*j*n^14*\[Lambda]^2 - 
      154664960*i*j*n^14*\[Lambda]^2 + 81002496*i^2*j*n^14*\[Lambda]^2 - 
      8388608*i^3*j*n^14*\[Lambda]^2 + 51904512*j^2*n^14*\[Lambda]^2 + 
      189792256*i*j^2*n^14*\[Lambda]^2 - 12582912*i^2*j^2*n^14*\[Lambda]^2 + 
      65011712*j^3*n^14*\[Lambda]^2 + 4194304*i*j^3*n^14*\[Lambda]^2 - 
      180158464*n^15*\[Lambda]^2 - 304218112*i*n^15*\[Lambda]^2 + 
      89653248*i^2*n^15*\[Lambda]^2 + 14680064*i^3*n^15*\[Lambda]^2 - 
      163577856*j*n^15*\[Lambda]^2 - 20971520*i*j*n^15*\[Lambda]^2 + 
      9437184*i^2*j*n^15*\[Lambda]^2 + 46137344*j^2*n^15*\[Lambda]^2 + 
      25165824*i*j^2*n^15*\[Lambda]^2 + 8388608*j^3*n^15*\[Lambda]^2 - 
      166592512*n^16*\[Lambda]^2 - 101974016*i*n^16*\[Lambda]^2 + 
      10485760*i^2*n^16*\[Lambda]^2 - 40894464*j*n^16*\[Lambda]^2 + 
      8388608*j^2*n^16*\[Lambda]^2 - 60293120*n^17*\[Lambda]^2 - 
      13631488*i*n^17*\[Lambda]^2 - 4194304*j*n^17*\[Lambda]^2 - 
      8388608*n^18*\[Lambda]^2 - 198450*i*\[Lambda]^3 + 
      529200*i^2*\[Lambda]^3 - 151200*i^3*\[Lambda]^3 - 
      302400*i^4*\[Lambda]^3 + 151200*i^5*\[Lambda]^3 + 
      1124550*i*j*\[Lambda]^3 - 2116800*i^2*j*\[Lambda]^3 + 
      151200*i^3*j*\[Lambda]^3 + 1209600*i^4*j*\[Lambda]^3 - 
      453600*i^5*j*\[Lambda]^3 - 2249100*i*j^2*\[Lambda]^3 + 
      2646000*i^2*j^2*\[Lambda]^3 + 756000*i^3*j^2*\[Lambda]^3 - 
      1512000*i^4*j^2*\[Lambda]^3 + 302400*i^5*j^2*\[Lambda]^3 + 
      1852200*i*j^3*\[Lambda]^3 - 1058400*i^2*j^3*\[Lambda]^3 - 
      1058400*i^3*j^3*\[Lambda]^3 + 604800*i^4*j^3*\[Lambda]^3 - 
      529200*i*j^4*\[Lambda]^3 + 302400*i^3*j^4*\[Lambda]^3 + 
      198450*n*\[Lambda]^3 - 3076920*i*n*\[Lambda]^3 + 
      6756120*i^2*n*\[Lambda]^3 - 1600920*i^3*n*\[Lambda]^3 - 
      3504240*i^4*n*\[Lambda]^3 + 1638720*i^5*n*\[Lambda]^3 - 
      1039500*j*n*\[Lambda]^3 + 16412130*i*j*n*\[Lambda]^3 - 
      26381880*i^2*j*n*\[Lambda]^3 + 1147320*i^3*j*n*\[Lambda]^3 + 
      13714560*i^4*j*n*\[Lambda]^3 - 4916160*i^5*j*n*\[Lambda]^3 + 
      1852200*j^2*n*\[Lambda]^3 - 31009860*i*j^2*n*\[Lambda]^3 + 
      31777200*i^2*j^2*n*\[Lambda]^3 + 9327600*i^3*j^2*n*\[Lambda]^3 - 
      16689600*i^4*j^2*n*\[Lambda]^3 + 3277440*i^5*j^2*n*\[Lambda]^3 - 
      1285200*j^3*n*\[Lambda]^3 + 24345720*i*j^3*n*\[Lambda]^3 - 
      11924640*i^2*j^3*n*\[Lambda]^3 - 12075840*i^3*j^3*n*\[Lambda]^3 + 
      6554880*i^4*j^3*n*\[Lambda]^3 + 302400*j^4*n*\[Lambda]^3 - 
      6718320*i*j^4*n*\[Lambda]^3 - 302400*i^2*j^4*n*\[Lambda]^3 + 
      3277440*i^3*j^4*n*\[Lambda]^3 + 2476845*n^2*\[Lambda]^3 - 
      20807073*i*n^2*\[Lambda]^3 + 37626528*i^2*n^2*\[Lambda]^3 - 
      7122768*i^3*n^2*\[Lambda]^3 - 16968576*i^4*n^2*\[Lambda]^3 + 
      7204848*i^5*n^2*\[Lambda]^3 - 13068000*j*n^2*\[Lambda]^3 + 
      104623572*i*j*n^2*\[Lambda]^3 - 142508352*i^2*j*n^2*\[Lambda]^3 + 
      2975208*i^3*j*n^2*\[Lambda]^3 + 64143264*i^4*j*n^2*\[Lambda]^3 - 
      21589344*i^5*j*n^2*\[Lambda]^3 + 23337720*j^2*n^2*\[Lambda]^3 - 
      185651304*i*j^2*n^2*\[Lambda]^3 + 163798800*i^2*j^2*n^2*\[Lambda]^3 + 
      46903440*i^3*j^2*n^2*\[Lambda]^3 - 74771520*i^4*j^2*n^2*\[Lambda]^3 + 
      14359296*i^5*j^2*n^2*\[Lambda]^3 - 16058520*j^3*n^2*\[Lambda]^3 + 
      137407128*i*j^3*n^2*\[Lambda]^3 - 57189696*i^2*j^3*n^2*\[Lambda]^3 - 
      55905216*i^3*j^3*n^2*\[Lambda]^3 + 28718592*i^4*j^3*n^2*\[Lambda]^3 + 
      3680640*j^4*n^2*\[Lambda]^3 - 36284448*i*j^4*n^2*\[Lambda]^3 - 
      2773440*i^2*j^4*n^2*\[Lambda]^3 + 14359296*i^3*j^4*n^2*\[Lambda]^3 + 
      13635603*n^3*\[Lambda]^3 - 82835106*i*n^3*\[Lambda]^3 + 
      125579196*i^2*n^3*\[Lambda]^3 - 19225320*i^3*n^3*\[Lambda]^3 - 
      47028096*i^4*n^3*\[Lambda]^3 + 17465472*i^5*n^3*\[Lambda]^3 - 
      71477460*j*n^3*\[Lambda]^3 + 393496704*i*j*n^3*\[Lambda]^3 - 
      460475160*i^2*j*n^3*\[Lambda]^3 + 6003936*i^3*j*n^3*\[Lambda]^3 + 
      168870528*i^4*j*n^3*\[Lambda]^3 - 52173696*i^5*j*n^3*\[Lambda]^3 + 
      126746928*j^2*n^3*\[Lambda]^3 - 654039312*i*j^2*n^3*\[Lambda]^3 + 
      502784064*i^2*j^2*n^3*\[Lambda]^3 + 127056000*i^3*j^2*n^3*\[Lambda]^3 - 
      183442176*i^4*j^2*n^3*\[Lambda]^3 + 34351104*i^5*j^2*n^3*\[Lambda]^3 - 
      86361048*j^3*n^3*\[Lambda]^3 + 451912128*i*j^3*n^3*\[Lambda]^3 - 
      164625408*i^2*j^3*n^3*\[Lambda]^3 - 139719936*i^3*j^3*n^3*\[Lambda]^3 + 
      68702208*i^4*j^3*n^3*\[Lambda]^3 + 19233216*j^4*n^3*\[Lambda]^3 - 
      113050944*i*j^4*n^3*\[Lambda]^3 - 9098496*i^2*j^4*n^3*\[Lambda]^3 + 
      34351104*i^3*j^4*n^3*\[Lambda]^3 + 46466898*n^4*\[Lambda]^3 - 
      221809696*i*n^4*\[Lambda]^3 + 286573512*i^2*n^4*\[Lambda]^3 - 
      37298624*i^3*n^4*\[Lambda]^3 - 85232256*i^4*n^4*\[Lambda]^3 + 
      26223488*i^5*n^4*\[Lambda]^3 - 236171272*j*n^4*\[Lambda]^3 + 
      993817032*i*j*n^4*\[Lambda]^3 - 1022982704*i^2*j*n^4*\[Lambda]^3 + 
      22442752*i^3*j*n^4*\[Lambda]^3 + 286366336*i^4*j*n^4*\[Lambda]^3 - 
      78221696*i^5*j*n^4*\[Lambda]^3 + 406772768*j^2*n^4*\[Lambda]^3 - 
      1545927632*i*j^2*n^4*\[Lambda]^3 + 1064728704*i^2*j^2*n^4*\[Lambda]^3 + 
      205815232*i^3*j^2*n^4*\[Lambda]^3 - 275487488*i^4*j^2*n^4*\[Lambda]^3 + 
      49868800*i^5*j^2*n^4*\[Lambda]^3 - 273624608*j^3*n^4*\[Lambda]^3 + 
      989449248*i*j^3*n^4*\[Lambda]^3 - 332048896*i^2*j^3*n^4*\[Lambda]^3 - 
      206316800*i^3*j^3*n^4*\[Lambda]^3 + 99737600*i^4*j^3*n^4*\[Lambda]^3 + 
      59530432*j^4*n^4*\[Lambda]^3 - 231314688*i*j^4*n^4*\[Lambda]^3 - 
      12469504*i^2*j^4*n^4*\[Lambda]^3 + 49868800*i^3*j^4*n^4*\[Lambda]^3 + 
      113196132*n^5*\[Lambda]^3 - 431074632*i*n^5*\[Lambda]^3 + 
      475573008*i^2*n^5*\[Lambda]^3 - 54488800*i^3*n^5*\[Lambda]^3 - 
      107751168*i^4*n^5*\[Lambda]^3 + 25400576*i^5*n^5*\[Lambda]^3 - 
      547650680*j*n^5*\[Lambda]^3 + 1809210368*i*j*n^5*\[Lambda]^3 - 
      1672744832*i^2*j*n^5*\[Lambda]^3 + 69848832*i^3*j*n^5*\[Lambda]^3 + 
      340449280*i^4*j*n^5*\[Lambda]^3 - 77760512*i^5*j*n^5*\[Lambda]^3 + 
      885391072*j^2*n^5*\[Lambda]^3 - 2636387520*i*j^2*n^5*\[Lambda]^3 + 
      1681940608*i^2*j^2*n^5*\[Lambda]^3 + 210998528*i^3*j^2*n^5*
       \[Lambda]^3 - 266457088*i^4*j^2*n^5*\[Lambda]^3 + 
      45318144*i^5*j^2*n^5*\[Lambda]^3 - 582557920*j^3*n^5*\[Lambda]^3 + 
      1558277248*i*j^3*n^5*\[Lambda]^3 - 503005184*i^2*j^3*n^5*\[Lambda]^3 - 
      179646464*i^3*j^3*n^5*\[Lambda]^3 + 90636288*i^4*j^3*n^5*\[Lambda]^3 + 
      125389952*j^4*n^5*\[Lambda]^3 - 333875968*i*j^4*n^5*\[Lambda]^3 - 
      733184*i^2*j^4*n^5*\[Lambda]^3 + 45318144*i^3*j^4*n^5*\[Lambda]^3 + 
      205983272*n^6*\[Lambda]^3 - 635665520*i*n^6*\[Lambda]^3 + 
      586869920*i^2*n^6*\[Lambda]^3 - 57178432*i^3*n^6*\[Lambda]^3 - 
      95762944*i^4*n^6*\[Lambda]^3 + 15011584*i^5*n^6*\[Lambda]^3 - 
      960386960*j*n^6*\[Lambda]^3 + 2462510464*i*j*n^6*\[Lambda]^3 - 
      2059423104*i^2*j*n^6*\[Lambda]^3 + 130535552*i^3*j*n^6*\[Lambda]^3 + 
      300681216*i^4*j*n^6*\[Lambda]^3 - 54507520*i^5*j*n^6*\[Lambda]^3 + 
      1410668032*j^2*n^6*\[Lambda]^3 - 3369960768*i*j^2*n^6*\[Lambda]^3 + 
      2037907968*i^2*j^2*n^6*\[Lambda]^3 + 151440384*i^3*j^2*n^6*
       \[Lambda]^3 - 171700224*i^4*j^2*n^6*\[Lambda]^3 + 
      25231360*i^5*j^2*n^6*\[Lambda]^3 - 889758208*j^3*n^6*\[Lambda]^3 + 
      1844672512*i*j^3*n^6*\[Lambda]^3 - 572235776*i^2*j^3*n^6*\[Lambda]^3 - 
      79433728*i^3*j^3*n^6*\[Lambda]^3 + 50462720*i^4*j^3*n^6*\[Lambda]^3 + 
      191859712*j^4*n^6*\[Lambda]^3 - 352563200*i*j^4*n^6*\[Lambda]^3 + 
      21098496*i^2*j^4*n^6*\[Lambda]^3 + 25231360*i^3*j^4*n^6*\[Lambda]^3 + 
      273684272*n^7*\[Lambda]^3 - 732156640*i*n^7*\[Lambda]^3 + 
      536363136*i^2*n^7*\[Lambda]^3 - 40378624*i^3*n^7*\[Lambda]^3 - 
      55859200*i^4*n^7*\[Lambda]^3 + 2882560*i^5*n^7*\[Lambda]^3 - 
      1293008800*j*n^7*\[Lambda]^3 + 2531343872*i*j*n^7*\[Lambda]^3 - 
      1899945600*i^2*j*n^7*\[Lambda]^3 + 157992448*i^3*j*n^7*\[Lambda]^3 + 
      200114176*i^4*j*n^7*\[Lambda]^3 - 29130752*i^5*j*n^7*\[Lambda]^3 + 
      1709435136*j^2*n^7*\[Lambda]^3 - 3264702208*i*j^2*n^7*\[Lambda]^3 + 
      1878288384*i^2*j^2*n^7*\[Lambda]^3 + 102502400*i^3*j^2*n^7*
       \[Lambda]^3 - 77922304*i^4*j^2*n^7*\[Lambda]^3 + 
      7864320*i^5*j^2*n^7*\[Lambda]^3 - 1000590080*j^3*n^7*\[Lambda]^3 + 
      1660348416*i*j^3*n^7*\[Lambda]^3 - 465305600*i^2*j^3*n^7*\[Lambda]^3 - 
      720896*i^3*j^3*n^7*\[Lambda]^3 + 15728640*i^4*j^3*n^7*\[Lambda]^3 + 
      215443456*j^4*n^7*\[Lambda]^3 - 273084416*i*j^4*n^7*\[Lambda]^3 + 
      30736384*i^2*j^4*n^7*\[Lambda]^3 + 7864320*i^3*j^4*n^7*\[Lambda]^3 + 
      250717024*n^8*\[Lambda]^3 - 683114880*i*n^8*\[Lambda]^3 + 
      347024128*i^2*n^8*\[Lambda]^3 - 19870464*i^3*n^8*\[Lambda]^3 - 
      16531456*i^4*n^8*\[Lambda]^3 - 3792896*i^5*n^8*\[Lambda]^3 - 
      1296985856*j*n^8*\[Lambda]^3 + 1944574336*i*j*n^8*\[Lambda]^3 - 
      1294712064*i^2*j*n^8*\[Lambda]^3 + 140926976*i^3*j*n^8*\[Lambda]^3 + 
      94863360*i^4*j*n^8*\[Lambda]^3 - 12353536*i^5*j*n^8*\[Lambda]^3 + 
      1587366656*j^2*n^8*\[Lambda]^3 - 2381669376*i*j^2*n^8*\[Lambda]^3 + 
      1288347648*i^2*j^2*n^8*\[Lambda]^3 + 81346560*i^3*j^2*n^8*\[Lambda]^3 - 
      27328512*i^4*j^2*n^8*\[Lambda]^3 + 1048576*i^5*j^2*n^8*\[Lambda]^3 - 
      830652416*j^3*n^8*\[Lambda]^3 + 1112457216*i*j^3*n^8*\[Lambda]^3 - 
      249430016*i^2*j^3*n^8*\[Lambda]^3 + 16842752*i^3*j^3*n^8*\[Lambda]^3 + 
      2097152*i^4*j^3*n^8*\[Lambda]^3 + 171458560*j^4*n^8*\[Lambda]^3 - 
      150142976*i*j^4*n^8*\[Lambda]^3 + 21037056*i^2*j^4*n^8*\[Lambda]^3 + 
      1048576*i^3*j^4*n^8*\[Lambda]^3 + 146883904*n^9*\[Lambda]^3 - 
      546712960*i*n^9*\[Lambda]^3 + 126553600*i^2*n^9*\[Lambda]^3 - 
      9329664*i^3*n^9*\[Lambda]^3 + 1310720*i^4*n^9*\[Lambda]^3 - 
      3964928*i^5*n^9*\[Lambda]^3 - 907172352*j*n^9*\[Lambda]^3 + 
      1083902976*i*j*n^9*\[Lambda]^3 - 641469440*i^2*j*n^9*\[Lambda]^3 + 
      102449152*i^3*j*n^9*\[Lambda]^3 + 27787264*i^4*j*n^9*\[Lambda]^3 - 
      3670016*i^5*j*n^9*\[Lambda]^3 + 1106997248*j^2*n^9*\[Lambda]^3 - 
      1299787776*i*j^2*n^9*\[Lambda]^3 + 644972544*i^2*j^2*n^9*\[Lambda]^3 + 
      53411840*i^3*j^2*n^9*\[Lambda]^3 - 7340032*i^4*j^2*n^9*\[Lambda]^3 - 
      509751296*j^3*n^9*\[Lambda]^3 + 527794176*i*j^3*n^9*\[Lambda]^3 - 
      77594624*i^2*j^3*n^9*\[Lambda]^3 + 7340032*i^3*j^3*n^9*\[Lambda]^3 + 
      90013696*j^4*n^9*\[Lambda]^3 - 54591488*i*j^4*n^9*\[Lambda]^3 + 
      7340032*i^2*j^4*n^9*\[Lambda]^3 + 58657920*n^10*\[Lambda]^3 - 
      388775424*i*n^10*\[Lambda]^3 - 22550528*i^2*n^10*\[Lambda]^3 - 
      4218880*i^3*n^10*\[Lambda]^3 + 2490368*i^4*n^10*\[Lambda]^3 - 
      1638400*i^5*n^10*\[Lambda]^3 - 380779776*j*n^10*\[Lambda]^3 + 
      406628352*i*j*n^10*\[Lambda]^3 - 223830016*i^2*j*n^10*\[Lambda]^3 + 
      57573376*i^3*j*n^10*\[Lambda]^3 + 3670016*i^4*j*n^10*\[Lambda]^3 - 
      524288*i^5*j*n^10*\[Lambda]^3 + 544763904*j^2*n^10*\[Lambda]^3 - 
      538427392*i*j^2*n^10*\[Lambda]^3 + 230031360*i^2*j^2*n^10*\[Lambda]^3 + 
      20185088*i^3*j^2*n^10*\[Lambda]^3 - 1048576*i^4*j^2*n^10*\[Lambda]^3 - 
      237109248*j^3*n^10*\[Lambda]^3 + 163577856*i*j^3*n^10*\[Lambda]^3 - 
      10485760*i^2*j^3*n^10*\[Lambda]^3 + 1048576*i^3*j^3*n^10*\[Lambda]^3 + 
      27525120*j^4*n^10*\[Lambda]^3 - 11534336*i*j^4*n^10*\[Lambda]^3 + 
      1048576*i^2*j^4*n^10*\[Lambda]^3 + 48301056*n^11*\[Lambda]^3 - 
      231141376*i*n^11*\[Lambda]^3 - 65159168*i^2*n^11*\[Lambda]^3 - 
      229376*i^3*n^11*\[Lambda]^3 + 524288*i^4*n^11*\[Lambda]^3 - 
      262144*i^5*n^11*\[Lambda]^3 - 40322048*j*n^11*\[Lambda]^3 + 
      73302016*i*j*n^11*\[Lambda]^3 - 49348608*i^2*j*n^11*\[Lambda]^3 + 
      20316160*i^3*j*n^11*\[Lambda]^3 + 156172288*j^2*n^11*\[Lambda]^3 - 
      174391296*i*j^2*n^11*\[Lambda]^3 + 54001664*i^2*j^2*n^11*\[Lambda]^3 + 
      3145728*i^3*j^2*n^11*\[Lambda]^3 - 86573056*j^3*n^11*\[Lambda]^3 + 
      28835840*i*j^3*n^11*\[Lambda]^3 + 3670016*j^4*n^11*\[Lambda]^3 - 
      1048576*i*j^4*n^11*\[Lambda]^3 + 74475520*n^12*\[Lambda]^3 - 
      99663872*i*n^12*\[Lambda]^3 - 41549824*i^2*n^12*\[Lambda]^3 + 
      851968*i^3*n^12*\[Lambda]^3 + 46735360*j*n^12*\[Lambda]^3 - 
      16875520*i*j*n^12*\[Lambda]^3 - 4521984*i^2*j*n^12*\[Lambda]^3 + 
      3145728*i^3*j*n^12*\[Lambda]^3 + 3211264*j^2*n^12*\[Lambda]^3 - 
      41680896*i*j^2*n^12*\[Lambda]^3 + 6291456*i^2*j^2*n^12*\[Lambda]^3 - 
      23068672*j^3*n^12*\[Lambda]^3 + 2097152*i*j^3*n^12*\[Lambda]^3 + 
      72859648*n^13*\[Lambda]^3 - 26050560*i*n^13*\[Lambda]^3 - 
      12713984*i^2*n^13*\[Lambda]^3 + 262144*i^3*n^13*\[Lambda]^3 + 
      23101440*j*n^13*\[Lambda]^3 - 13893632*i*j*n^13*\[Lambda]^3 + 
      262144*i^2*j*n^13*\[Lambda]^3 - 13631488*j^2*n^13*\[Lambda]^3 - 
      5242880*i*j^2*n^13*\[Lambda]^3 - 3145728*j^3*n^13*\[Lambda]^3 + 
      40730624*n^14*\[Lambda]^3 - 3014656*i*n^14*\[Lambda]^3 - 
      1572864*i^2*n^14*\[Lambda]^3 + 2818048*j*n^14*\[Lambda]^3 - 
      2621440*i*j*n^14*\[Lambda]^3 - 3145728*j^2*n^14*\[Lambda]^3 + 
      12320768*n^15*\[Lambda]^3 - 262144*j*n^15*\[Lambda]^3 + 
      1572864*n^16*\[Lambda]^3 + 28350*i*\[Lambda]^4 - 
      75600*i^2*\[Lambda]^4 + 37800*i^3*\[Lambda]^4 - 
      160650*i*j*\[Lambda]^4 + 302400*i^2*j*\[Lambda]^4 - 
      113400*i^3*j*\[Lambda]^4 + 321300*i*j^2*\[Lambda]^4 - 
      378000*i^2*j^2*\[Lambda]^4 + 75600*i^3*j^2*\[Lambda]^4 - 
      264600*i*j^3*\[Lambda]^4 + 151200*i^2*j^3*\[Lambda]^4 + 
      75600*i*j^4*\[Lambda]^4 - 33075*n*\[Lambda]^4 + 
      381285*i*n*\[Lambda]^4 - 854010*i^2*n*\[Lambda]^4 + 
      409680*i^3*n*\[Lambda]^4 + 173250*j*n*\[Lambda]^4 - 
      2018340*i*j*n*\[Lambda]^4 + 3371940*i^2*j*n*\[Lambda]^4 - 
      1229040*i^3*j*n*\[Lambda]^4 - 308700*j^2*n*\[Lambda]^4 + 
      3790980*i*j^2*n*\[Lambda]^4 - 4147200*i^2*j^2*n*\[Lambda]^4 + 
      819360*i^3*j^2*n*\[Lambda]^4 + 214200*j^3*n*\[Lambda]^4 - 
      2968560*i*j^3*n*\[Lambda]^4 + 1638720*i^2*j^3*n*\[Lambda]^4 - 
      50400*j^4*n*\[Lambda]^4 + 819360*i*j^4*n*\[Lambda]^4 - 
      347445*n^2*\[Lambda]^4 + 2208324*i*n^2*\[Lambda]^4 - 
      4012614*i^2*n^2*\[Lambda]^4 + 1801212*i^3*n^2*\[Lambda]^4 + 
      1880850*j*n^2*\[Lambda]^4 - 10821696*i*j*n^2*\[Lambda]^4 + 
      15503196*i^2*j*n^2*\[Lambda]^4 - 5397336*i^3*j*n^2*\[Lambda]^4 - 
      3415020*j^2*n^2*\[Lambda]^4 + 18753672*i*j^2*n^2*\[Lambda]^4 - 
      18545760*i^2*j^2*n^2*\[Lambda]^4 + 3589824*i^3*j^2*n^2*\[Lambda]^4 + 
      2359320*j^3*n^2*\[Lambda]^4 - 13682064*i*j^3*n^2*\[Lambda]^4 + 
      7179648*i^2*j^3*n^2*\[Lambda]^4 - 546240*j^4*n^2*\[Lambda]^4 + 
      3589824*i*j^4*n^2*\[Lambda]^4 - 1492008*n^3*\[Lambda]^4 + 
      7471262*i*n^3*\[Lambda]^4 - 10776712*i^2*n^3*\[Lambda]^4 + 
      4366368*i^3*n^3*\[Lambda]^4 + 8332220*j*n^3*\[Lambda]^4 - 
      33735212*i*j*n^3*\[Lambda]^4 + 40265904*i^2*j*n^3*\[Lambda]^4 - 
      13043424*i^3*j*n^3*\[Lambda]^4 - 15489328*j^2*n^3*\[Lambda]^4 + 
      53013616*i*j^2*n^3*\[Lambda]^4 - 46012736*i^2*j^2*n^3*\[Lambda]^4 + 
      8587776*i^3*j^2*n^3*\[Lambda]^4 + 10648048*j^3*n^3*\[Lambda]^4 - 
      35234368*i*j^3*n^3*\[Lambda]^4 + 17175552*i^2*j^3*n^3*\[Lambda]^4 - 
      2426816*j^4*n^3*\[Lambda]^4 + 8587776*i*j^4*n^3*\[Lambda]^4 - 
      3761456*n^4*\[Lambda]^4 + 16815948*i*n^4*\[Lambda]^4 - 
      18918304*i^2*n^4*\[Lambda]^4 + 6555872*i^3*n^4*\[Lambda]^4 + 
      20817936*j*n^4*\[Lambda]^4 - 69829632*i*j*n^4*\[Lambda]^4 + 
      67424128*i^2*j*n^4*\[Lambda]^4 - 19555424*i^3*j*n^4*\[Lambda]^4 - 
      39297904*j^2*n^4*\[Lambda]^4 + 97263040*i*j^2*n^4*\[Lambda]^4 - 
      71776640*i^2*j^2*n^4*\[Lambda]^4 + 12467200*i^3*j^2*n^4*\[Lambda]^4 + 
      26720864*j^3*n^4*\[Lambda]^4 - 57388736*i*j^3*n^4*\[Lambda]^4 + 
      24934400*i^2*j^3*n^4*\[Lambda]^4 - 6022144*j^4*n^4*\[Lambda]^4 + 
      12467200*i*j^4*n^4*\[Lambda]^4 - 6943504*n^5*\[Lambda]^4 + 
      26788608*i*n^5*\[Lambda]^4 - 23272256*i^2*n^5*\[Lambda]^4 + 
      6350144*i^3*n^5*\[Lambda]^4 + 34429000*j*n^5*\[Lambda]^4 - 
      103394128*i*j*n^5*\[Lambda]^4 + 77956224*i^2*j*n^5*\[Lambda]^4 - 
      19440128*i^3*j*n^5*\[Lambda]^4 - 63483680*j^2*n^5*\[Lambda]^4 + 
      123444416*i*j^2*n^5*\[Lambda]^4 - 75699200*i^2*j^2*n^5*\[Lambda]^4 + 
      11329536*i^3*j^2*n^5*\[Lambda]^4 + 41631936*j^3*n^5*\[Lambda]^4 - 
      63081472*i*j^3*n^5*\[Lambda]^4 + 22659072*i^2*j^3*n^5*\[Lambda]^4 - 
      9268224*j^4*n^5*\[Lambda]^4 + 11329536*i*j^4*n^5*\[Lambda]^4 - 
      10670304*n^6*\[Lambda]^4 + 30487264*i*n^6*\[Lambda]^4 - 
      20786464*i^2*n^6*\[Lambda]^4 + 3752896*i^3*n^6*\[Lambda]^4 + 
      42555792*j*n^6*\[Lambda]^4 - 114471616*i*j*n^6*\[Lambda]^4 + 
      63454656*i^2*j*n^6*\[Lambda]^4 - 13626880*i^3*j*n^6*\[Lambda]^4 - 
      70985024*j^2*n^6*\[Lambda]^4 + 111563776*i*j^2*n^6*\[Lambda]^4 - 
      57260032*i^2*j^2*n^6*\[Lambda]^4 + 6307840*i^3*j^2*n^6*\[Lambda]^4 + 
      42239488*j^3*n^6*\[Lambda]^4 - 48528384*i*j^3*n^6*\[Lambda]^4 + 
      12615680*i^2*j^3*n^6*\[Lambda]^4 - 9060352*j^4*n^6*\[Lambda]^4 + 
      6307840*i*j^4*n^6*\[Lambda]^4 - 13242400*n^7*\[Lambda]^4 + 
      23393056*i*n^7*\[Lambda]^4 - 13976832*i^2*n^7*\[Lambda]^4 + 
      720640*i^3*n^7*\[Lambda]^4 + 42127520*j*n^7*\[Lambda]^4 - 
      96436608*i*j*n^7*\[Lambda]^4 + 34300672*i^2*j*n^7*\[Lambda]^4 - 
      7282688*i^3*j*n^7*\[Lambda]^4 - 58819072*j^2*n^7*\[Lambda]^4 + 
      72293376*i*j^2*n^7*\[Lambda]^4 - 32620544*i^2*j^2*n^7*\[Lambda]^4 + 
      1966080*i^3*j^2*n^7*\[Lambda]^4 + 28908544*j^3*n^7*\[Lambda]^4 - 
      26460160*i*j^3*n^7*\[Lambda]^4 + 3932160*i^2*j^3*n^7*\[Lambda]^4 - 
      5455872*j^4*n^7*\[Lambda]^4 + 1966080*i*j^4*n^7*\[Lambda]^4 - 
      11849024*n^8*\[Lambda]^4 + 9698240*i*n^8*\[Lambda]^4 - 
      7921152*i^2*n^8*\[Lambda]^4 - 948224*i^3*n^8*\[Lambda]^4 + 
      32705472*j*n^8*\[Lambda]^4 - 60429824*i*j*n^8*\[Lambda]^4 + 
      9332736*i^2*j*n^8*\[Lambda]^4 - 3088384*i^3*j*n^8*\[Lambda]^4 - 
      36766720*j^2*n^8*\[Lambda]^4 + 33439744*i*j^2*n^8*\[Lambda]^4 - 
      13926400*i^2*j^2*n^8*\[Lambda]^4 + 262144*i^3*j^2*n^8*\[Lambda]^4 + 
      14295040*j^3*n^8*\[Lambda]^4 - 9977856*i*j^3*n^8*\[Lambda]^4 + 
      524288*i^2*j^3*n^8*\[Lambda]^4 - 1835008*j^4*n^8*\[Lambda]^4 + 
      262144*i*j^4*n^8*\[Lambda]^4 - 6691968*n^9*\[Lambda]^4 - 
      449280*i*n^9*\[Lambda]^4 - 4530176*i^2*n^9*\[Lambda]^4 - 
      991232*i^3*n^9*\[Lambda]^4 + 19136768*j*n^9*\[Lambda]^4 - 
      25796608*i*j*n^9*\[Lambda]^4 - 1138688*i^2*j*n^9*\[Lambda]^4 - 
      917504*i^3*j*n^9*\[Lambda]^4 - 15360000*j^2*n^9*\[Lambda]^4 + 
      10895360*i*j^2*n^9*\[Lambda]^4 - 3932160*i^2*j^2*n^9*\[Lambda]^4 + 
      5652480*j^3*n^9*\[Lambda]^4 - 2359296*i*j^3*n^9*\[Lambda]^4 - 
      262144*j^4*n^9*\[Lambda]^4 - 1369600*n^10*\[Lambda]^4 - 
      2455552*i*n^10*\[Lambda]^4 - 2416640*i^2*n^10*\[Lambda]^4 - 
      409600*i^3*n^10*\[Lambda]^4 + 9369600*j*n^10*\[Lambda]^4 - 
      6029312*i*j*n^10*\[Lambda]^4 - 1589248*i^2*j*n^10*\[Lambda]^4 - 
      131072*i^3*j*n^10*\[Lambda]^4 - 2605056*j^2*n^10*\[Lambda]^4 + 
      2359296*i*j^2*n^10*\[Lambda]^4 - 524288*i^2*j^2*n^10*\[Lambda]^4 + 
      1703936*j^3*n^10*\[Lambda]^4 - 262144*i*j^3*n^10*\[Lambda]^4 + 
      1454080*n^11*\[Lambda]^4 - 753664*i*n^11*\[Lambda]^4 - 
      851968*i^2*n^11*\[Lambda]^4 - 65536*i^3*n^11*\[Lambda]^4 + 
      4620288*j*n^11*\[Lambda]^4 - 229376*i*j*n^11*\[Lambda]^4 - 
      327680*i^2*j*n^11*\[Lambda]^4 + 655360*j^2*n^11*\[Lambda]^4 + 
      262144*i*j^2*n^11*\[Lambda]^4 + 262144*j^3*n^11*\[Lambda]^4 + 
      1671168*n^12*\[Lambda]^4 + 114688*i*n^12*\[Lambda]^4 - 
      131072*i^2*n^12*\[Lambda]^4 + 1818624*j*n^12*\[Lambda]^4 + 
      131072*i*j*n^12*\[Lambda]^4 + 262144*j^2*n^12*\[Lambda]^4 + 
      753664*n^13*\[Lambda]^4 + 65536*i*n^13*\[Lambda]^4 + 
      327680*j*n^13*\[Lambda]^4 + 131072*n^14*\[Lambda]^4))/
    (-1 + 4*i - 4*i^2 + 4*j - 12*i*j + 8*i^2*j - 4*j^2 + 8*i*j^2 + 
     3*\[Lambda] - 2*i*\[Lambda] - 2*j*\[Lambda]), {0, 0, 0}}}, 
 OreAlgebraObject[{S[i], S[j], S[n]}, Together, Together[#1 + #2] & , 
  Together[#1*#2] & , None], DegreeLexicographic]
