{9.7623399, {-((4 - 46*T + 263*T^2 - 1006*T^3 + 2912*T^4 - 6794*T^5 + 
     13131*T^6 - 21143*T^7 + 28240*T^8 - 31123*T^9 + 28240*T^10 - 
     21143*T^11 + 13131*T^12 - 6794*T^13 + 2912*T^14 - 1006*T^15 + 263*T^16 - 
     46*T^17 + 4*T^18)/T^9), (4*T1 - 44*T1^2 + 224*T1^3 - 684*T1^4 + 
    1348*T1^5 - 1688*T1^6 + 1128*T1^7 + 48*T1^8 - 672*T1^9 + 48*T1^10 + 
    1128*T1^11 - 1688*T1^12 + 1348*T1^13 - 684*T1^14 + 224*T1^15 - 44*T1^16 + 
    4*T1^17 + 4*T2 - 86*T1*T2 + 568*T1^2*T2 - 1730*T1^3*T2 + 1766*T1^4*T2 + 
    5642*T1^5*T2 - 26756*T1^6*T2 + 53706*T1^7*T2 - 60104*T1^8*T2 + 
    26996*T1^9*T2 + 26996*T1^10*T2 - 60104*T1^11*T2 + 53706*T1^12*T2 - 
    26756*T1^13*T2 + 5642*T1^14*T2 + 1766*T1^15*T2 - 1730*T1^16*T2 + 
    568*T1^17*T2 - 86*T1^18*T2 + 4*T1^19*T2 - 44*T2^2 + 568*T1*T2^2 - 
    1665*T1^2*T2^2 - 5942*T1^3*T2^2 + 61644*T1^4*T2^2 - 235808*T1^5*T2^2 + 
    555008*T1^6*T2^2 - 899817*T1^7*T2^2 + 1065177*T1^8*T2^2 - 
    1012678*T1^9*T2^2 + 946839*T1^10*T2^2 - 1012678*T1^11*T2^2 + 
    1065177*T1^12*T2^2 - 899817*T1^13*T2^2 + 555008*T1^14*T2^2 - 
    235808*T1^15*T2^2 + 61644*T1^16*T2^2 - 5942*T1^17*T2^2 - 
    1665*T1^18*T2^2 + 568*T1^19*T2^2 - 44*T1^20*T2^2 + 224*T2^3 - 
    1730*T1*T2^3 - 5942*T1^2*T2^3 + 103608*T1^3*T2^3 - 513212*T1^4*T2^3 + 
    1468414*T1^5*T2^3 - 2751593*T1^6*T2^3 + 3469592*T1^7*T2^3 - 
    2860939*T1^8*T2^3 + 1424659*T1^9*T2^3 - 331570*T1^10*T2^3 - 
    331570*T1^11*T2^3 + 1424659*T1^12*T2^3 - 2860939*T1^13*T2^3 + 
    3469592*T1^14*T2^3 - 2751593*T1^15*T2^3 + 1468414*T1^16*T2^3 - 
    513212*T1^17*T2^3 + 103608*T1^18*T2^3 - 5942*T1^19*T2^3 - 
    1730*T1^20*T2^3 + 224*T1^21*T2^3 - 684*T2^4 + 1766*T1*T2^4 + 
    61644*T1^2*T2^4 - 513212*T1^3*T2^4 + 1961673*T1^4*T2^4 - 
    4459353*T1^5*T2^4 + 6115882*T1^6*T2^4 - 3894266*T1^7*T2^4 - 
    2400083*T1^8*T2^4 + 8239043*T1^9*T2^4 - 9991266*T1^10*T2^4 + 
    9736261*T1^11*T2^4 - 9991266*T1^12*T2^4 + 8239043*T1^13*T2^4 - 
    2400083*T1^14*T2^4 - 3894266*T1^15*T2^4 + 6115882*T1^16*T2^4 - 
    4459353*T1^17*T2^4 + 1961673*T1^18*T2^4 - 513212*T1^19*T2^4 + 
    61644*T1^20*T2^4 + 1766*T1^21*T2^4 - 684*T1^22*T2^4 + 1348*T2^5 + 
    5642*T1*T2^5 - 235808*T1^2*T2^5 + 1468414*T1^3*T2^5 - 4459353*T1^4*T2^5 + 
    7295230*T1^5*T2^5 - 3742861*T1^6*T2^5 - 10290482*T1^7*T2^5 + 
    26715050*T1^8*T2^5 - 29783309*T1^9*T2^5 + 17752602*T1^10*T2^5 - 
    4670685*T1^11*T2^5 - 4670685*T1^12*T2^5 + 17752602*T1^13*T2^5 - 
    29783309*T1^14*T2^5 + 26715050*T1^15*T2^5 - 10290482*T1^16*T2^5 - 
    3742861*T1^17*T2^5 + 7295230*T1^18*T2^5 - 4459353*T1^19*T2^5 + 
    1468414*T1^20*T2^5 - 235808*T1^21*T2^5 + 5642*T1^22*T2^5 + 
    1348*T1^23*T2^5 - 1688*T2^6 - 26756*T1*T2^6 + 555008*T1^2*T2^6 - 
    2751593*T1^3*T2^6 + 6115882*T1^4*T2^6 - 3742861*T1^5*T2^6 - 
    14975075*T1^6*T2^6 + 44458524*T1^7*T2^6 - 52784049*T1^8*T2^6 + 
    15172041*T1^9*T2^6 + 40192214*T1^10*T2^6 - 68183663*T1^11*T2^6 + 
    71487417*T1^12*T2^6 - 68183663*T1^13*T2^6 + 40192214*T1^14*T2^6 + 
    15172041*T1^15*T2^6 - 52784049*T1^16*T2^6 + 44458524*T1^17*T2^6 - 
    14975075*T1^18*T2^6 - 3742861*T1^19*T2^6 + 6115882*T1^20*T2^6 - 
    2751593*T1^21*T2^6 + 555008*T1^22*T2^6 - 26756*T1^23*T2^6 - 
    1688*T1^24*T2^6 + 1128*T2^7 + 53706*T1*T2^7 - 899817*T1^2*T2^7 + 
    3469592*T1^3*T2^7 - 3894266*T1^4*T2^7 - 10290482*T1^5*T2^7 + 
    44458524*T1^6*T2^7 - 61824360*T1^7*T2^7 + 2361462*T1^8*T2^7 + 
    124492301*T1^9*T2^7 - 200108140*T1^10*T2^7 + 152596287*T1^11*T2^7 - 
    49646037*T1^12*T2^7 - 49646037*T1^13*T2^7 + 152596287*T1^14*T2^7 - 
    200108140*T1^15*T2^7 + 124492301*T1^16*T2^7 + 2361462*T1^17*T2^7 - 
    61824360*T1^18*T2^7 + 44458524*T1^19*T2^7 - 10290482*T1^20*T2^7 - 
    3894266*T1^21*T2^7 + 3469592*T1^22*T2^7 - 899817*T1^23*T2^7 + 
    53706*T1^24*T2^7 + 1128*T1^25*T2^7 + 48*T2^8 - 60104*T1*T2^8 + 
    1065177*T1^2*T2^8 - 2860939*T1^3*T2^8 - 2400083*T1^4*T2^8 + 
    26715050*T1^5*T2^8 - 52784049*T1^6*T2^8 + 2361462*T1^7*T2^8 + 
    165493753*T1^8*T2^8 - 311195468*T1^9*T2^8 + 195484504*T1^10*T2^8 + 
    149085990*T1^11*T2^8 - 433269679*T1^12*T2^8 + 520306513*T1^13*T2^8 - 
    433269679*T1^14*T2^8 + 149085990*T1^15*T2^8 + 195484504*T1^16*T2^8 - 
    311195468*T1^17*T2^8 + 165493753*T1^18*T2^8 + 2361462*T1^19*T2^8 - 
    52784049*T1^20*T2^8 + 26715050*T1^21*T2^8 - 2400083*T1^22*T2^8 - 
    2860939*T1^23*T2^8 + 1065177*T1^24*T2^8 - 60104*T1^25*T2^8 + 
    48*T1^26*T2^8 - 672*T2^9 + 26996*T1*T2^9 - 1012678*T1^2*T2^9 + 
    1424659*T1^3*T2^9 + 8239043*T1^4*T2^9 - 29783309*T1^5*T2^9 + 
    15172041*T1^6*T2^9 + 124492301*T1^7*T2^9 - 311195468*T1^8*T2^9 + 
    216886226*T1^9*T2^9 + 362827498*T1^10*T2^9 - 965232126*T1^11*T2^9 + 
    963782011*T1^12*T2^9 - 380079292*T1^13*T2^9 - 380079292*T1^14*T2^9 + 
    963782011*T1^15*T2^9 - 965232126*T1^16*T2^9 + 362827498*T1^17*T2^9 + 
    216886226*T1^18*T2^9 - 311195468*T1^19*T2^9 + 124492301*T1^20*T2^9 + 
    15172041*T1^21*T2^9 - 29783309*T1^22*T2^9 + 8239043*T1^23*T2^9 + 
    1424659*T1^24*T2^9 - 1012678*T1^25*T2^9 + 26996*T1^26*T2^9 - 
    672*T1^27*T2^9 + 48*T2^10 + 26996*T1*T2^10 + 946839*T1^2*T2^10 - 
    331570*T1^3*T2^10 - 9991266*T1^4*T2^10 + 17752602*T1^5*T2^10 + 
    40192214*T1^6*T2^10 - 200108140*T1^7*T2^10 + 195484504*T1^8*T2^10 + 
    362827498*T1^9*T2^10 - 1258940857*T1^10*T2^10 + 1335962200*T1^11*T2^10 - 
    39044480*T1^12*T2^10 - 1608941927*T1^13*T2^10 + 2303504397*T1^14*T2^10 - 
    1608941927*T1^15*T2^10 - 39044480*T1^16*T2^10 + 1335962200*T1^17*T2^10 - 
    1258940857*T1^18*T2^10 + 362827498*T1^19*T2^10 + 195484504*T1^20*T2^10 - 
    200108140*T1^21*T2^10 + 40192214*T1^22*T2^10 + 17752602*T1^23*T2^10 - 
    9991266*T1^24*T2^10 - 331570*T1^25*T2^10 + 946839*T1^26*T2^10 + 
    26996*T1^27*T2^10 + 48*T1^28*T2^10 + 1128*T2^11 - 60104*T1*T2^11 - 
    1012678*T1^2*T2^11 - 331570*T1^3*T2^11 + 9736261*T1^4*T2^11 - 
    4670685*T1^5*T2^11 - 68183663*T1^6*T2^11 + 152596287*T1^7*T2^11 + 
    149085990*T1^8*T2^11 - 965232126*T1^9*T2^11 + 1335962200*T1^10*T2^11 + 
    228451824*T1^11*T2^11 - 2960159499*T1^12*T2^11 + 3954241043*T1^13*T2^11 - 
    1805224330*T1^14*T2^11 - 1805224330*T1^15*T2^11 + 
    3954241043*T1^16*T2^11 - 2960159499*T1^17*T2^11 + 228451824*T1^18*T2^11 + 
    1335962200*T1^19*T2^11 - 965232126*T1^20*T2^11 + 149085990*T1^21*T2^11 + 
    152596287*T1^22*T2^11 - 68183663*T1^23*T2^11 - 4670685*T1^24*T2^11 + 
    9736261*T1^25*T2^11 - 331570*T1^26*T2^11 - 1012678*T1^27*T2^11 - 
    60104*T1^28*T2^11 + 1128*T1^29*T2^11 - 1688*T2^12 + 53706*T1*T2^12 + 
    1065177*T1^2*T2^12 + 1424659*T1^3*T2^12 - 9991266*T1^4*T2^12 - 
    4670685*T1^5*T2^12 + 71487417*T1^6*T2^12 - 49646037*T1^7*T2^12 - 
    433269679*T1^8*T2^12 + 963782011*T1^9*T2^12 - 39044480*T1^10*T2^12 - 
    2960159499*T1^11*T2^12 + 4692621863*T1^12*T2^12 - 
    1379041773*T1^13*T2^12 - 5048429400*T1^14*T2^12 + 
    8293682945*T1^15*T2^12 - 5048429400*T1^16*T2^12 - 
    1379041773*T1^17*T2^12 + 4692621863*T1^18*T2^12 - 
    2960159499*T1^19*T2^12 - 39044480*T1^20*T2^12 + 963782011*T1^21*T2^12 - 
    433269679*T1^22*T2^12 - 49646037*T1^23*T2^12 + 71487417*T1^24*T2^12 - 
    4670685*T1^25*T2^12 - 9991266*T1^26*T2^12 + 1424659*T1^27*T2^12 + 
    1065177*T1^28*T2^12 + 53706*T1^29*T2^12 - 1688*T1^30*T2^12 + 1348*T2^13 - 
    26756*T1*T2^13 - 899817*T1^2*T2^13 - 2860939*T1^3*T2^13 + 
    8239043*T1^4*T2^13 + 17752602*T1^5*T2^13 - 68183663*T1^6*T2^13 - 
    49646037*T1^7*T2^13 + 520306513*T1^8*T2^13 - 380079292*T1^9*T2^13 - 
    1608941927*T1^10*T2^13 + 3954241043*T1^11*T2^13 - 
    1379041773*T1^12*T2^13 - 6796611500*T1^13*T2^13 + 
    11884377093*T1^14*T2^13 - 6017768957*T1^15*T2^13 - 
    6017768957*T1^16*T2^13 + 11884377093*T1^17*T2^13 - 
    6796611500*T1^18*T2^13 - 1379041773*T1^19*T2^13 + 
    3954241043*T1^20*T2^13 - 1608941927*T1^21*T2^13 - 380079292*T1^22*T2^13 + 
    520306513*T1^23*T2^13 - 49646037*T1^24*T2^13 - 68183663*T1^25*T2^13 + 
    17752602*T1^26*T2^13 + 8239043*T1^27*T2^13 - 2860939*T1^28*T2^13 - 
    899817*T1^29*T2^13 - 26756*T1^30*T2^13 + 1348*T1^31*T2^13 - 684*T2^14 + 
    5642*T1*T2^14 + 555008*T1^2*T2^14 + 3469592*T1^3*T2^14 - 
    2400083*T1^4*T2^14 - 29783309*T1^5*T2^14 + 40192214*T1^6*T2^14 + 
    152596287*T1^7*T2^14 - 433269679*T1^8*T2^14 - 380079292*T1^9*T2^14 + 
    2303504397*T1^10*T2^14 - 1805224330*T1^11*T2^14 - 
    5048429400*T1^12*T2^14 + 11884377093*T1^13*T2^14 - 
    6171064920*T1^14*T2^14 - 10907747678*T1^15*T2^14 + 
    20530086320*T1^16*T2^14 - 10907747678*T1^17*T2^14 - 
    6171064920*T1^18*T2^14 + 11884377093*T1^19*T2^14 - 
    5048429400*T1^20*T2^14 - 1805224330*T1^21*T2^14 + 
    2303504397*T1^22*T2^14 - 380079292*T1^23*T2^14 - 433269679*T1^24*T2^14 + 
    152596287*T1^25*T2^14 + 40192214*T1^26*T2^14 - 29783309*T1^27*T2^14 - 
    2400083*T1^28*T2^14 + 3469592*T1^29*T2^14 + 555008*T1^30*T2^14 + 
    5642*T1^31*T2^14 - 684*T1^32*T2^14 + 224*T2^15 + 1766*T1*T2^15 - 
    235808*T1^2*T2^15 - 2751593*T1^3*T2^15 - 3894266*T1^4*T2^15 + 
    26715050*T1^5*T2^15 + 15172041*T1^6*T2^15 - 200108140*T1^7*T2^15 + 
    149085990*T1^8*T2^15 + 963782011*T1^9*T2^15 - 1608941927*T1^10*T2^15 - 
    1805224330*T1^11*T2^15 + 8293682945*T1^12*T2^15 - 
    6017768957*T1^13*T2^15 - 10907747678*T1^14*T2^15 + 
    24726543402*T1^15*T2^15 - 13442162168*T1^16*T2^15 - 
    13442162168*T1^17*T2^15 + 24726543402*T1^18*T2^15 - 
    10907747678*T1^19*T2^15 - 6017768957*T1^20*T2^15 + 
    8293682945*T1^21*T2^15 - 1805224330*T1^22*T2^15 - 
    1608941927*T1^23*T2^15 + 963782011*T1^24*T2^15 + 149085990*T1^25*T2^15 - 
    200108140*T1^26*T2^15 + 15172041*T1^27*T2^15 + 26715050*T1^28*T2^15 - 
    3894266*T1^29*T2^15 - 2751593*T1^30*T2^15 - 235808*T1^31*T2^15 + 
    1766*T1^32*T2^15 + 224*T1^33*T2^15 - 44*T2^16 - 1730*T1*T2^16 + 
    61644*T1^2*T2^16 + 1468414*T1^3*T2^16 + 6115882*T1^4*T2^16 - 
    10290482*T1^5*T2^16 - 52784049*T1^6*T2^16 + 124492301*T1^7*T2^16 + 
    195484504*T1^8*T2^16 - 965232126*T1^9*T2^16 - 39044480*T1^10*T2^16 + 
    3954241043*T1^11*T2^16 - 5048429400*T1^12*T2^16 - 
    6017768957*T1^13*T2^16 + 20530086320*T1^14*T2^16 - 
    13442162168*T1^15*T2^16 - 17402923957*T1^16*T2^16 + 
    35843482351*T1^17*T2^16 - 17402923957*T1^18*T2^16 - 
    13442162168*T1^19*T2^16 + 20530086320*T1^20*T2^16 - 
    6017768957*T1^21*T2^16 - 5048429400*T1^22*T2^16 + 
    3954241043*T1^23*T2^16 - 39044480*T1^24*T2^16 - 965232126*T1^25*T2^16 + 
    195484504*T1^26*T2^16 + 124492301*T1^27*T2^16 - 52784049*T1^28*T2^16 - 
    10290482*T1^29*T2^16 + 6115882*T1^30*T2^16 + 1468414*T1^31*T2^16 + 
    61644*T1^32*T2^16 - 1730*T1^33*T2^16 - 44*T1^34*T2^16 + 4*T2^17 + 
    568*T1*T2^17 - 5942*T1^2*T2^17 - 513212*T1^3*T2^17 - 4459353*T1^4*T2^17 - 
    3742861*T1^5*T2^17 + 44458524*T1^6*T2^17 + 2361462*T1^7*T2^17 - 
    311195468*T1^8*T2^17 + 362827498*T1^9*T2^17 + 1335962200*T1^10*T2^17 - 
    2960159499*T1^11*T2^17 - 1379041773*T1^12*T2^17 + 
    11884377093*T1^13*T2^17 - 10907747678*T1^14*T2^17 - 
    13442162168*T1^15*T2^17 + 35843482351*T1^16*T2^17 - 
    20174602098*T1^17*T2^17 - 20174602098*T1^18*T2^17 + 
    35843482351*T1^19*T2^17 - 13442162168*T1^20*T2^17 - 
    10907747678*T1^21*T2^17 + 11884377093*T1^22*T2^17 - 
    1379041773*T1^23*T2^17 - 2960159499*T1^24*T2^17 + 
    1335962200*T1^25*T2^17 + 362827498*T1^26*T2^17 - 311195468*T1^27*T2^17 + 
    2361462*T1^28*T2^17 + 44458524*T1^29*T2^17 - 3742861*T1^30*T2^17 - 
    4459353*T1^31*T2^17 - 513212*T1^32*T2^17 - 5942*T1^33*T2^17 + 
    568*T1^34*T2^17 + 4*T1^35*T2^17 - 86*T1*T2^18 - 1665*T1^2*T2^18 + 
    103608*T1^3*T2^18 + 1961673*T1^4*T2^18 + 7295230*T1^5*T2^18 - 
    14975075*T1^6*T2^18 - 61824360*T1^7*T2^18 + 165493753*T1^8*T2^18 + 
    216886226*T1^9*T2^18 - 1258940857*T1^10*T2^18 + 228451824*T1^11*T2^18 + 
    4692621863*T1^12*T2^18 - 6796611500*T1^13*T2^18 - 
    6171064920*T1^14*T2^18 + 24726543402*T1^15*T2^18 - 
    17402923957*T1^16*T2^18 - 20174602098*T1^17*T2^18 + 
    43069669812*T1^18*T2^18 - 20174602098*T1^19*T2^18 - 
    17402923957*T1^20*T2^18 + 24726543402*T1^21*T2^18 - 
    6171064920*T1^22*T2^18 - 6796611500*T1^23*T2^18 + 
    4692621863*T1^24*T2^18 + 228451824*T1^25*T2^18 - 1258940857*T1^26*T2^18 + 
    216886226*T1^27*T2^18 + 165493753*T1^28*T2^18 - 61824360*T1^29*T2^18 - 
    14975075*T1^30*T2^18 + 7295230*T1^31*T2^18 + 1961673*T1^32*T2^18 + 
    103608*T1^33*T2^18 - 1665*T1^34*T2^18 - 86*T1^35*T2^18 + 4*T1*T2^19 + 
    568*T1^2*T2^19 - 5942*T1^3*T2^19 - 513212*T1^4*T2^19 - 
    4459353*T1^5*T2^19 - 3742861*T1^6*T2^19 + 44458524*T1^7*T2^19 + 
    2361462*T1^8*T2^19 - 311195468*T1^9*T2^19 + 362827498*T1^10*T2^19 + 
    1335962200*T1^11*T2^19 - 2960159499*T1^12*T2^19 - 
    1379041773*T1^13*T2^19 + 11884377093*T1^14*T2^19 - 
    10907747678*T1^15*T2^19 - 13442162168*T1^16*T2^19 + 
    35843482351*T1^17*T2^19 - 20174602098*T1^18*T2^19 - 
    20174602098*T1^19*T2^19 + 35843482351*T1^20*T2^19 - 
    13442162168*T1^21*T2^19 - 10907747678*T1^22*T2^19 + 
    11884377093*T1^23*T2^19 - 1379041773*T1^24*T2^19 - 
    2960159499*T1^25*T2^19 + 1335962200*T1^26*T2^19 + 362827498*T1^27*T2^19 - 
    311195468*T1^28*T2^19 + 2361462*T1^29*T2^19 + 44458524*T1^30*T2^19 - 
    3742861*T1^31*T2^19 - 4459353*T1^32*T2^19 - 513212*T1^33*T2^19 - 
    5942*T1^34*T2^19 + 568*T1^35*T2^19 + 4*T1^36*T2^19 - 44*T1^2*T2^20 - 
    1730*T1^3*T2^20 + 61644*T1^4*T2^20 + 1468414*T1^5*T2^20 + 
    6115882*T1^6*T2^20 - 10290482*T1^7*T2^20 - 52784049*T1^8*T2^20 + 
    124492301*T1^9*T2^20 + 195484504*T1^10*T2^20 - 965232126*T1^11*T2^20 - 
    39044480*T1^12*T2^20 + 3954241043*T1^13*T2^20 - 5048429400*T1^14*T2^20 - 
    6017768957*T1^15*T2^20 + 20530086320*T1^16*T2^20 - 
    13442162168*T1^17*T2^20 - 17402923957*T1^18*T2^20 + 
    35843482351*T1^19*T2^20 - 17402923957*T1^20*T2^20 - 
    13442162168*T1^21*T2^20 + 20530086320*T1^22*T2^20 - 
    6017768957*T1^23*T2^20 - 5048429400*T1^24*T2^20 + 
    3954241043*T1^25*T2^20 - 39044480*T1^26*T2^20 - 965232126*T1^27*T2^20 + 
    195484504*T1^28*T2^20 + 124492301*T1^29*T2^20 - 52784049*T1^30*T2^20 - 
    10290482*T1^31*T2^20 + 6115882*T1^32*T2^20 + 1468414*T1^33*T2^20 + 
    61644*T1^34*T2^20 - 1730*T1^35*T2^20 - 44*T1^36*T2^20 + 224*T1^3*T2^21 + 
    1766*T1^4*T2^21 - 235808*T1^5*T2^21 - 2751593*T1^6*T2^21 - 
    3894266*T1^7*T2^21 + 26715050*T1^8*T2^21 + 15172041*T1^9*T2^21 - 
    200108140*T1^10*T2^21 + 149085990*T1^11*T2^21 + 963782011*T1^12*T2^21 - 
    1608941927*T1^13*T2^21 - 1805224330*T1^14*T2^21 + 
    8293682945*T1^15*T2^21 - 6017768957*T1^16*T2^21 - 
    10907747678*T1^17*T2^21 + 24726543402*T1^18*T2^21 - 
    13442162168*T1^19*T2^21 - 13442162168*T1^20*T2^21 + 
    24726543402*T1^21*T2^21 - 10907747678*T1^22*T2^21 - 
    6017768957*T1^23*T2^21 + 8293682945*T1^24*T2^21 - 
    1805224330*T1^25*T2^21 - 1608941927*T1^26*T2^21 + 963782011*T1^27*T2^21 + 
    149085990*T1^28*T2^21 - 200108140*T1^29*T2^21 + 15172041*T1^30*T2^21 + 
    26715050*T1^31*T2^21 - 3894266*T1^32*T2^21 - 2751593*T1^33*T2^21 - 
    235808*T1^34*T2^21 + 1766*T1^35*T2^21 + 224*T1^36*T2^21 - 
    684*T1^4*T2^22 + 5642*T1^5*T2^22 + 555008*T1^6*T2^22 + 
    3469592*T1^7*T2^22 - 2400083*T1^8*T2^22 - 29783309*T1^9*T2^22 + 
    40192214*T1^10*T2^22 + 152596287*T1^11*T2^22 - 433269679*T1^12*T2^22 - 
    380079292*T1^13*T2^22 + 2303504397*T1^14*T2^22 - 1805224330*T1^15*T2^22 - 
    5048429400*T1^16*T2^22 + 11884377093*T1^17*T2^22 - 
    6171064920*T1^18*T2^22 - 10907747678*T1^19*T2^22 + 
    20530086320*T1^20*T2^22 - 10907747678*T1^21*T2^22 - 
    6171064920*T1^22*T2^22 + 11884377093*T1^23*T2^22 - 
    5048429400*T1^24*T2^22 - 1805224330*T1^25*T2^22 + 
    2303504397*T1^26*T2^22 - 380079292*T1^27*T2^22 - 433269679*T1^28*T2^22 + 
    152596287*T1^29*T2^22 + 40192214*T1^30*T2^22 - 29783309*T1^31*T2^22 - 
    2400083*T1^32*T2^22 + 3469592*T1^33*T2^22 + 555008*T1^34*T2^22 + 
    5642*T1^35*T2^22 - 684*T1^36*T2^22 + 1348*T1^5*T2^23 - 26756*T1^6*T2^23 - 
    899817*T1^7*T2^23 - 2860939*T1^8*T2^23 + 8239043*T1^9*T2^23 + 
    17752602*T1^10*T2^23 - 68183663*T1^11*T2^23 - 49646037*T1^12*T2^23 + 
    520306513*T1^13*T2^23 - 380079292*T1^14*T2^23 - 1608941927*T1^15*T2^23 + 
    3954241043*T1^16*T2^23 - 1379041773*T1^17*T2^23 - 
    6796611500*T1^18*T2^23 + 11884377093*T1^19*T2^23 - 
    6017768957*T1^20*T2^23 - 6017768957*T1^21*T2^23 + 
    11884377093*T1^22*T2^23 - 6796611500*T1^23*T2^23 - 
    1379041773*T1^24*T2^23 + 3954241043*T1^25*T2^23 - 
    1608941927*T1^26*T2^23 - 380079292*T1^27*T2^23 + 520306513*T1^28*T2^23 - 
    49646037*T1^29*T2^23 - 68183663*T1^30*T2^23 + 17752602*T1^31*T2^23 + 
    8239043*T1^32*T2^23 - 2860939*T1^33*T2^23 - 899817*T1^34*T2^23 - 
    26756*T1^35*T2^23 + 1348*T1^36*T2^23 - 1688*T1^6*T2^24 + 
    53706*T1^7*T2^24 + 1065177*T1^8*T2^24 + 1424659*T1^9*T2^24 - 
    9991266*T1^10*T2^24 - 4670685*T1^11*T2^24 + 71487417*T1^12*T2^24 - 
    49646037*T1^13*T2^24 - 433269679*T1^14*T2^24 + 963782011*T1^15*T2^24 - 
    39044480*T1^16*T2^24 - 2960159499*T1^17*T2^24 + 4692621863*T1^18*T2^24 - 
    1379041773*T1^19*T2^24 - 5048429400*T1^20*T2^24 + 
    8293682945*T1^21*T2^24 - 5048429400*T1^22*T2^24 - 
    1379041773*T1^23*T2^24 + 4692621863*T1^24*T2^24 - 
    2960159499*T1^25*T2^24 - 39044480*T1^26*T2^24 + 963782011*T1^27*T2^24 - 
    433269679*T1^28*T2^24 - 49646037*T1^29*T2^24 + 71487417*T1^30*T2^24 - 
    4670685*T1^31*T2^24 - 9991266*T1^32*T2^24 + 1424659*T1^33*T2^24 + 
    1065177*T1^34*T2^24 + 53706*T1^35*T2^24 - 1688*T1^36*T2^24 + 
    1128*T1^7*T2^25 - 60104*T1^8*T2^25 - 1012678*T1^9*T2^25 - 
    331570*T1^10*T2^25 + 9736261*T1^11*T2^25 - 4670685*T1^12*T2^25 - 
    68183663*T1^13*T2^25 + 152596287*T1^14*T2^25 + 149085990*T1^15*T2^25 - 
    965232126*T1^16*T2^25 + 1335962200*T1^17*T2^25 + 228451824*T1^18*T2^25 - 
    2960159499*T1^19*T2^25 + 3954241043*T1^20*T2^25 - 
    1805224330*T1^21*T2^25 - 1805224330*T1^22*T2^25 + 
    3954241043*T1^23*T2^25 - 2960159499*T1^24*T2^25 + 228451824*T1^25*T2^25 + 
    1335962200*T1^26*T2^25 - 965232126*T1^27*T2^25 + 149085990*T1^28*T2^25 + 
    152596287*T1^29*T2^25 - 68183663*T1^30*T2^25 - 4670685*T1^31*T2^25 + 
    9736261*T1^32*T2^25 - 331570*T1^33*T2^25 - 1012678*T1^34*T2^25 - 
    60104*T1^35*T2^25 + 1128*T1^36*T2^25 + 48*T1^8*T2^26 + 26996*T1^9*T2^26 + 
    946839*T1^10*T2^26 - 331570*T1^11*T2^26 - 9991266*T1^12*T2^26 + 
    17752602*T1^13*T2^26 + 40192214*T1^14*T2^26 - 200108140*T1^15*T2^26 + 
    195484504*T1^16*T2^26 + 362827498*T1^17*T2^26 - 1258940857*T1^18*T2^26 + 
    1335962200*T1^19*T2^26 - 39044480*T1^20*T2^26 - 1608941927*T1^21*T2^26 + 
    2303504397*T1^22*T2^26 - 1608941927*T1^23*T2^26 - 39044480*T1^24*T2^26 + 
    1335962200*T1^25*T2^26 - 1258940857*T1^26*T2^26 + 362827498*T1^27*T2^26 + 
    195484504*T1^28*T2^26 - 200108140*T1^29*T2^26 + 40192214*T1^30*T2^26 + 
    17752602*T1^31*T2^26 - 9991266*T1^32*T2^26 - 331570*T1^33*T2^26 + 
    946839*T1^34*T2^26 + 26996*T1^35*T2^26 + 48*T1^36*T2^26 - 
    672*T1^9*T2^27 + 26996*T1^10*T2^27 - 1012678*T1^11*T2^27 + 
    1424659*T1^12*T2^27 + 8239043*T1^13*T2^27 - 29783309*T1^14*T2^27 + 
    15172041*T1^15*T2^27 + 124492301*T1^16*T2^27 - 311195468*T1^17*T2^27 + 
    216886226*T1^18*T2^27 + 362827498*T1^19*T2^27 - 965232126*T1^20*T2^27 + 
    963782011*T1^21*T2^27 - 380079292*T1^22*T2^27 - 380079292*T1^23*T2^27 + 
    963782011*T1^24*T2^27 - 965232126*T1^25*T2^27 + 362827498*T1^26*T2^27 + 
    216886226*T1^27*T2^27 - 311195468*T1^28*T2^27 + 124492301*T1^29*T2^27 + 
    15172041*T1^30*T2^27 - 29783309*T1^31*T2^27 + 8239043*T1^32*T2^27 + 
    1424659*T1^33*T2^27 - 1012678*T1^34*T2^27 + 26996*T1^35*T2^27 - 
    672*T1^36*T2^27 + 48*T1^10*T2^28 - 60104*T1^11*T2^28 + 
    1065177*T1^12*T2^28 - 2860939*T1^13*T2^28 - 2400083*T1^14*T2^28 + 
    26715050*T1^15*T2^28 - 52784049*T1^16*T2^28 + 2361462*T1^17*T2^28 + 
    165493753*T1^18*T2^28 - 311195468*T1^19*T2^28 + 195484504*T1^20*T2^28 + 
    149085990*T1^21*T2^28 - 433269679*T1^22*T2^28 + 520306513*T1^23*T2^28 - 
    433269679*T1^24*T2^28 + 149085990*T1^25*T2^28 + 195484504*T1^26*T2^28 - 
    311195468*T1^27*T2^28 + 165493753*T1^28*T2^28 + 2361462*T1^29*T2^28 - 
    52784049*T1^30*T2^28 + 26715050*T1^31*T2^28 - 2400083*T1^32*T2^28 - 
    2860939*T1^33*T2^28 + 1065177*T1^34*T2^28 - 60104*T1^35*T2^28 + 
    48*T1^36*T2^28 + 1128*T1^11*T2^29 + 53706*T1^12*T2^29 - 
    899817*T1^13*T2^29 + 3469592*T1^14*T2^29 - 3894266*T1^15*T2^29 - 
    10290482*T1^16*T2^29 + 44458524*T1^17*T2^29 - 61824360*T1^18*T2^29 + 
    2361462*T1^19*T2^29 + 124492301*T1^20*T2^29 - 200108140*T1^21*T2^29 + 
    152596287*T1^22*T2^29 - 49646037*T1^23*T2^29 - 49646037*T1^24*T2^29 + 
    152596287*T1^25*T2^29 - 200108140*T1^26*T2^29 + 124492301*T1^27*T2^29 + 
    2361462*T1^28*T2^29 - 61824360*T1^29*T2^29 + 44458524*T1^30*T2^29 - 
    10290482*T1^31*T2^29 - 3894266*T1^32*T2^29 + 3469592*T1^33*T2^29 - 
    899817*T1^34*T2^29 + 53706*T1^35*T2^29 + 1128*T1^36*T2^29 - 
    1688*T1^12*T2^30 - 26756*T1^13*T2^30 + 555008*T1^14*T2^30 - 
    2751593*T1^15*T2^30 + 6115882*T1^16*T2^30 - 3742861*T1^17*T2^30 - 
    14975075*T1^18*T2^30 + 44458524*T1^19*T2^30 - 52784049*T1^20*T2^30 + 
    15172041*T1^21*T2^30 + 40192214*T1^22*T2^30 - 68183663*T1^23*T2^30 + 
    71487417*T1^24*T2^30 - 68183663*T1^25*T2^30 + 40192214*T1^26*T2^30 + 
    15172041*T1^27*T2^30 - 52784049*T1^28*T2^30 + 44458524*T1^29*T2^30 - 
    14975075*T1^30*T2^30 - 3742861*T1^31*T2^30 + 6115882*T1^32*T2^30 - 
    2751593*T1^33*T2^30 + 555008*T1^34*T2^30 - 26756*T1^35*T2^30 - 
    1688*T1^36*T2^30 + 1348*T1^13*T2^31 + 5642*T1^14*T2^31 - 
    235808*T1^15*T2^31 + 1468414*T1^16*T2^31 - 4459353*T1^17*T2^31 + 
    7295230*T1^18*T2^31 - 3742861*T1^19*T2^31 - 10290482*T1^20*T2^31 + 
    26715050*T1^21*T2^31 - 29783309*T1^22*T2^31 + 17752602*T1^23*T2^31 - 
    4670685*T1^24*T2^31 - 4670685*T1^25*T2^31 + 17752602*T1^26*T2^31 - 
    29783309*T1^27*T2^31 + 26715050*T1^28*T2^31 - 10290482*T1^29*T2^31 - 
    3742861*T1^30*T2^31 + 7295230*T1^31*T2^31 - 4459353*T1^32*T2^31 + 
    1468414*T1^33*T2^31 - 235808*T1^34*T2^31 + 5642*T1^35*T2^31 + 
    1348*T1^36*T2^31 - 684*T1^14*T2^32 + 1766*T1^15*T2^32 + 
    61644*T1^16*T2^32 - 513212*T1^17*T2^32 + 1961673*T1^18*T2^32 - 
    4459353*T1^19*T2^32 + 6115882*T1^20*T2^32 - 3894266*T1^21*T2^32 - 
    2400083*T1^22*T2^32 + 8239043*T1^23*T2^32 - 9991266*T1^24*T2^32 + 
    9736261*T1^25*T2^32 - 9991266*T1^26*T2^32 + 8239043*T1^27*T2^32 - 
    2400083*T1^28*T2^32 - 3894266*T1^29*T2^32 + 6115882*T1^30*T2^32 - 
    4459353*T1^31*T2^32 + 1961673*T1^32*T2^32 - 513212*T1^33*T2^32 + 
    61644*T1^34*T2^32 + 1766*T1^35*T2^32 - 684*T1^36*T2^32 + 
    224*T1^15*T2^33 - 1730*T1^16*T2^33 - 5942*T1^17*T2^33 + 
    103608*T1^18*T2^33 - 513212*T1^19*T2^33 + 1468414*T1^20*T2^33 - 
    2751593*T1^21*T2^33 + 3469592*T1^22*T2^33 - 2860939*T1^23*T2^33 + 
    1424659*T1^24*T2^33 - 331570*T1^25*T2^33 - 331570*T1^26*T2^33 + 
    1424659*T1^27*T2^33 - 2860939*T1^28*T2^33 + 3469592*T1^29*T2^33 - 
    2751593*T1^30*T2^33 + 1468414*T1^31*T2^33 - 513212*T1^32*T2^33 + 
    103608*T1^33*T2^33 - 5942*T1^34*T2^33 - 1730*T1^35*T2^33 + 
    224*T1^36*T2^33 - 44*T1^16*T2^34 + 568*T1^17*T2^34 - 1665*T1^18*T2^34 - 
    5942*T1^19*T2^34 + 61644*T1^20*T2^34 - 235808*T1^21*T2^34 + 
    555008*T1^22*T2^34 - 899817*T1^23*T2^34 + 1065177*T1^24*T2^34 - 
    1012678*T1^25*T2^34 + 946839*T1^26*T2^34 - 1012678*T1^27*T2^34 + 
    1065177*T1^28*T2^34 - 899817*T1^29*T2^34 + 555008*T1^30*T2^34 - 
    235808*T1^31*T2^34 + 61644*T1^32*T2^34 - 5942*T1^33*T2^34 - 
    1665*T1^34*T2^34 + 568*T1^35*T2^34 - 44*T1^36*T2^34 + 4*T1^17*T2^35 - 
    86*T1^18*T2^35 + 568*T1^19*T2^35 - 1730*T1^20*T2^35 + 1766*T1^21*T2^35 + 
    5642*T1^22*T2^35 - 26756*T1^23*T2^35 + 53706*T1^24*T2^35 - 
    60104*T1^25*T2^35 + 26996*T1^26*T2^35 + 26996*T1^27*T2^35 - 
    60104*T1^28*T2^35 + 53706*T1^29*T2^35 - 26756*T1^30*T2^35 + 
    5642*T1^31*T2^35 + 1766*T1^32*T2^35 - 1730*T1^33*T2^35 + 
    568*T1^34*T2^35 - 86*T1^35*T2^35 + 4*T1^36*T2^35 + 4*T1^19*T2^36 - 
    44*T1^20*T2^36 + 224*T1^21*T2^36 - 684*T1^22*T2^36 + 1348*T1^23*T2^36 - 
    1688*T1^24*T2^36 + 1128*T1^25*T2^36 + 48*T1^26*T2^36 - 672*T1^27*T2^36 + 
    48*T1^28*T2^36 + 1128*T1^29*T2^36 - 1688*T1^30*T2^36 + 1348*T1^31*T2^36 - 
    684*T1^32*T2^36 + 224*T1^33*T2^36 - 44*T1^34*T2^36 + 4*T1^35*T2^36)/
   (T1^18*T2^18)}}
