{{33*(36 + k)*(660593166458880 + 106177445228672*k + 7081594872752*k^2 + 
     250798974072*k^3 + 4972825728*k^4 + 52320600*k^5 + 228096*k^6 + 
     49499794077312*n + 7817603368688*k*n + 510367134260*k^2*n + 
     17612221248*k^3*n + 338408568*k^4*n + 3426948*k^5*n + 14256*k^6*n + 
     558806585616*n^2 + 80550608754*k*n^2 + 4625320608*k^2*n^2 + 
     132262254*k^3*n^2 + 1883736*k^4*n^2 + 10692*k^5*n^2 - 369620730*n^3 - 
     31657113*k*n^3 - 896913*k^2*n^3 - 8424*k^3*n^3 + 89397*n^4 + 2268*k*n^4)*
    S[k]^3*S[n]^2 - (24623824 + 1894336*k + 47844*k^2 + 396*k^3 + 360054*n + 
     20817*k*n + 297*k^2*n - 117*n^2)*(14551043808 + 1616605268*k + 
     67147310*k^2 + 1236204*k^3 + 8514*k^4 + 531976452*n + 58614874*k*n + 
     2408079*k^2*n + 43758*k^3*n + 297*k^4*n - 65772*n^2 - 1764*k*n^2 - 
     63*n^3)*S[k]^2*S[n]^4, 0, 0, 0, (92 + 2*k + n)*
   (23455536 + 1840282*k + 47250*k^2 + 396*k^3 + 339066*n + 20223*k*n + 
    297*k^2*n - 117*n^2)*(24623824 + 1894336*k + 47844*k^2 + 396*k^3 + 
    360054*n + 20817*k*n + 297*k^2*n - 117*n^2)*S[k]*S[n]^4}, 
 {-22*(36 + k)*(23455536 + 1840282*k + 47250*k^2 + 396*k^3 + 339066*n + 
    20223*k*n + 297*k^2*n - 117*n^2)*(12602020 + 1492008*k + 65423*k^2 + 
    1260*k^3 + 9*k^4 - 44328*n - 2550*k*n - 36*k^2*n + 21*n^2)*S[k]^3*S[n]^2, 
  0, 0, (92 + 2*k + n)*(23455536 + 1840282*k + 47250*k^2 + 396*k^3 + 
    339066*n + 20223*k*n + 297*k^2*n - 117*n^2)*(24623824 + 1894336*k + 
    47844*k^2 + 396*k^3 + 360054*n + 20817*k*n + 297*k^2*n - 117*n^2)*S[k], 
  0}, {(1194888041441510400 + 258397447757021568*k + 24380205482777536*k^2 + 
     1310747468037648*k^3 + 43914508291832*k^4 + 938763153144*k^5 + 
     12502824840*k^6 + 94838040*k^7 + 313632*k^8 + 16689926677715712*n + 
     3315684241279824*k*n + 281599013095872*k^2*n + 13253822930352*k^3*n + 
     373375163592*k^4*n + 6296114880*k^5*n + 58848768*k^6*n + 235224*k^7*n - 
     11779670631312*n^2 - 1650713079780*k*n^2 - 91644111072*k^2*n^2 - 
     2519589312*k^3*n^2 - 34315380*k^4*n^2 - 185328*k^5*n^2 + 
     15053244876*n^3 + 1170909972*k*n^3 + 29255634*k^2*n^3 + 233442*k^3*n^3 + 
     58024512*n^4 + 3689469*k*n^4 + 56133*k^2*n^4 - 22113*n^5)*S[k]^3*
    S[n]^2 - 22*(35 + k)*(24623824 + 1894336*k + 47844*k^2 + 396*k^3 + 
     360054*n + 20817*k*n + 297*k^2*n - 117*n^2)*(11090640 + 1359950*k + 
     61625*k^2 + 1224*k^3 + 9*k^4 - 41730*n - 2478*k*n - 36*k^2*n + 21*n^2)*
    S[k]^2*S[n]^4, 0, 0, (92 + 2*k + n)*(23455536 + 1840282*k + 47250*k^2 + 
    396*k^3 + 339066*n + 20223*k*n + 297*k^2*n - 117*n^2)*
   (24623824 + 1894336*k + 47844*k^2 + 396*k^3 + 360054*n + 20817*k*n + 
    297*k^2*n - 117*n^2)*S[n]^2, 0}, 
 {44*(92 + 2*k + n)*(272 + 6*k + 3*n)*(274 + 6*k + 3*n)*
    (25493088 + 2593856*k + 87468*k^2 + 954*k^3 - 789792*n - 49696*k*n - 
     657*k^2*n + 2466*n^2 - 135*k*n^2 + 117*n^3)*S[k]^3*S[n]^2 + 
   (92 + 2*k + n)*(24623824 + 1894336*k + 47844*k^2 + 396*k^3 + 360054*n + 
     20817*k*n + 297*k^2*n - 117*n^2)*(40078848 + 3316928*k + 90504*k^2 + 
     792*k^3 + 289096*n + 18432*k*n + 396*k^2*n - 738*n^2 - 198*k*n^2 + 
     99*n^3)*S[k]^2*S[n]^4, 0, (92 + 2*k + n)*(23455536 + 1840282*k + 
    47250*k^2 + 396*k^3 + 339066*n + 20223*k*n + 297*k^2*n - 117*n^2)*
   (24623824 + 1894336*k + 47844*k^2 + 396*k^3 + 360054*n + 20817*k*n + 
    297*k^2*n - 117*n^2)*S[k]*S[n]^2, 0, 0}, 
 {-44*(34 + k)*(92 + 2*k + n)*(272 + 6*k + 3*n)*(274 + 6*k + 3*n)*
    (-184476 - 3197*k + 27*k^2 - 13770*n - 270*k*n - 117*n^2)*S[k]^3*S[n]^2 - 
   (92 + 2*k + n)*(24623824 + 1894336*k + 47844*k^2 + 396*k^3 + 360054*n + 
     20817*k*n + 297*k^2*n - 117*n^2)*(19857408 + 1671568*k + 45396*k^2 + 
     396*k^3 + 83538*n + 9360*k*n + 198*k^2*n - 3501*n^2 - 99*k*n^2)*S[k]^2*
    S[n]^4, (92 + 2*k + n)*(23455536 + 1840282*k + 47250*k^2 + 396*k^3 + 
    339066*n + 20223*k*n + 297*k^2*n - 117*n^2)*(24623824 + 1894336*k + 
    47844*k^2 + 396*k^3 + 360054*n + 20817*k*n + 297*k^2*n - 117*n^2)*S[k]*
   S[n]^2, 0, 0, 0}, 
 {-((92 + 2*k + n)*(23455536 + 1840282*k + 47250*k^2 + 396*k^3 + 339066*n + 
     20223*k*n + 297*k^2*n - 117*n^2)*(21374176 + 1743640*k + 46188*k^2 + 
     396*k^3 + 107496*n + 10152*k*n + 198*k^2*n - 3600*n^2 - 99*k*n^2)*S[k]^3*
    S[n]^2), (92 + 2*k + n)*(23455536 + 1840282*k + 47250*k^2 + 396*k^3 + 
    339066*n + 20223*k*n + 297*k^2*n - 117*n^2)*(24623824 + 1894336*k + 
    47844*k^2 + 396*k^3 + 360054*n + 20817*k*n + 297*k^2*n - 117*n^2)*S[k]^2, 
  0, 0, 0}}
