{1.8018085, {-((2 - 14*T + 45*T^2 - 91*T^3 + 132*T^4 - 155*T^5 + 161*T^6 - 
     155*T^7 + 132*T^8 - 91*T^9 + 45*T^10 - 14*T^11 + 2*T^12)/T^6), 
  (25 - 174*T1 + 556*T1^2 - 1118*T1^3 + 1613*T1^4 - 1887*T1^5 + 1957*T1^6 - 
    1887*T1^7 + 1613*T1^8 - 1118*T1^9 + 556*T1^10 - 174*T1^11 + 25*T1^12 - 
    174*T2 + 1038*T1*T2 - 2664*T1^2*T2 + 3924*T1^3*T2 - 3462*T1^4*T2 + 
    1920*T1^5*T2 - 492*T1^6*T2 - 492*T1^7*T2 + 1920*T1^8*T2 - 3462*T1^9*T2 + 
    3924*T1^10*T2 - 2664*T1^11*T2 + 1038*T1^12*T2 - 174*T1^13*T2 + 556*T2^2 - 
    2664*T1*T2^2 + 4537*T1^2*T2^2 - 1928*T1^3*T2^2 - 5694*T1^4*T2^2 + 
    11003*T1^5*T2^2 - 11619*T1^6*T2^2 + 10435*T1^7*T2^2 - 11619*T1^8*T2^2 + 
    11003*T1^9*T2^2 - 5694*T1^10*T2^2 - 1928*T1^11*T2^2 + 4537*T1^12*T2^2 - 
    2664*T1^13*T2^2 + 556*T1^14*T2^2 - 1118*T2^3 + 3924*T1*T2^3 - 
    1928*T1^2*T2^3 - 10030*T1^3*T2^3 + 22572*T1^4*T2^3 - 17398*T1^5*T2^3 + 
    5172*T1^6*T2^3 + 1284*T1^7*T2^3 + 1284*T1^8*T2^3 + 5172*T1^9*T2^3 - 
    17398*T1^10*T2^3 + 22572*T1^11*T2^3 - 10030*T1^12*T2^3 - 
    1928*T1^13*T2^3 + 3924*T1^14*T2^3 - 1118*T1^15*T2^3 + 1613*T2^4 - 
    3462*T1*T2^4 - 5694*T1^2*T2^4 + 22572*T1^3*T2^4 - 21899*T1^4*T2^4 - 
    10571*T1^5*T2^4 + 26907*T1^6*T2^4 - 20310*T1^7*T2^4 + 6765*T1^8*T2^4 - 
    20310*T1^9*T2^4 + 26907*T1^10*T2^4 - 10571*T1^11*T2^4 - 
    21899*T1^12*T2^4 + 22572*T1^13*T2^4 - 5694*T1^14*T2^4 - 3462*T1^15*T2^4 + 
    1613*T1^16*T2^4 - 1887*T2^5 + 1920*T1*T2^5 + 11003*T1^2*T2^5 - 
    17398*T1^3*T2^5 - 10571*T1^4*T2^5 + 55342*T1^5*T2^5 - 36258*T1^6*T2^5 + 
    1753*T1^7*T2^5 + 13379*T1^8*T2^5 + 13379*T1^9*T2^5 + 1753*T1^10*T2^5 - 
    36258*T1^11*T2^5 + 55342*T1^12*T2^5 - 10571*T1^13*T2^5 - 
    17398*T1^14*T2^5 + 11003*T1^15*T2^5 + 1920*T1^16*T2^5 - 1887*T1^17*T2^5 + 
    1957*T2^6 - 492*T1*T2^6 - 11619*T1^2*T2^6 + 5172*T1^3*T2^6 + 
    26907*T1^4*T2^6 - 36258*T1^5*T2^6 - 39766*T1^6*T2^6 + 70330*T1^7*T2^6 - 
    57642*T1^8*T2^6 + 18246*T1^9*T2^6 - 57642*T1^10*T2^6 + 70330*T1^11*T2^6 - 
    39766*T1^12*T2^6 - 36258*T1^13*T2^6 + 26907*T1^14*T2^6 + 
    5172*T1^15*T2^6 - 11619*T1^16*T2^6 - 492*T1^17*T2^6 + 1957*T1^18*T2^6 - 
    1887*T2^7 - 492*T1*T2^7 + 10435*T1^2*T2^7 + 1284*T1^3*T2^7 - 
    20310*T1^4*T2^7 + 1753*T1^5*T2^7 + 70330*T1^6*T2^7 - 37430*T1^7*T2^7 - 
    2150*T1^8*T2^7 + 29022*T1^9*T2^7 + 29022*T1^10*T2^7 - 2150*T1^11*T2^7 - 
    37430*T1^12*T2^7 + 70330*T1^13*T2^7 + 1753*T1^14*T2^7 - 
    20310*T1^15*T2^7 + 1284*T1^16*T2^7 + 10435*T1^17*T2^7 - 492*T1^18*T2^7 - 
    1887*T1^19*T2^7 + 1613*T2^8 + 1920*T1*T2^8 - 11619*T1^2*T2^8 + 
    1284*T1^3*T2^8 + 6765*T1^4*T2^8 + 13379*T1^5*T2^8 - 57642*T1^6*T2^8 - 
    2150*T1^7*T2^8 + 6062*T1^8*T2^8 - 457*T1^9*T2^8 - 55648*T1^10*T2^8 - 
    457*T1^11*T2^8 + 6062*T1^12*T2^8 - 2150*T1^13*T2^8 - 57642*T1^14*T2^8 + 
    13379*T1^15*T2^8 + 6765*T1^16*T2^8 + 1284*T1^17*T2^8 - 11619*T1^18*T2^8 + 
    1920*T1^19*T2^8 + 1613*T1^20*T2^8 - 1118*T2^9 - 3462*T1*T2^9 + 
    11003*T1^2*T2^9 + 5172*T1^3*T2^9 - 20310*T1^4*T2^9 + 13379*T1^5*T2^9 + 
    18246*T1^6*T2^9 + 29022*T1^7*T2^9 - 457*T1^8*T2^9 + 1828*T1^9*T2^9 + 
    30265*T1^10*T2^9 + 30265*T1^11*T2^9 + 1828*T1^12*T2^9 - 457*T1^13*T2^9 + 
    29022*T1^14*T2^9 + 18246*T1^15*T2^9 + 13379*T1^16*T2^9 - 
    20310*T1^17*T2^9 + 5172*T1^18*T2^9 + 11003*T1^19*T2^9 - 3462*T1^20*T2^9 - 
    1118*T1^21*T2^9 + 556*T2^10 + 3924*T1*T2^10 - 5694*T1^2*T2^10 - 
    17398*T1^3*T2^10 + 26907*T1^4*T2^10 + 1753*T1^5*T2^10 - 
    57642*T1^6*T2^10 + 29022*T1^7*T2^10 - 55648*T1^8*T2^10 + 
    30265*T1^9*T2^10 - 53035*T1^10*T2^10 + 6323*T1^11*T2^10 - 
    53035*T1^12*T2^10 + 30265*T1^13*T2^10 - 55648*T1^14*T2^10 + 
    29022*T1^15*T2^10 - 57642*T1^16*T2^10 + 1753*T1^17*T2^10 + 
    26907*T1^18*T2^10 - 17398*T1^19*T2^10 - 5694*T1^20*T2^10 + 
    3924*T1^21*T2^10 + 556*T1^22*T2^10 - 174*T2^11 - 2664*T1*T2^11 - 
    1928*T1^2*T2^11 + 22572*T1^3*T2^11 - 10571*T1^4*T2^11 - 
    36258*T1^5*T2^11 + 70330*T1^6*T2^11 - 2150*T1^7*T2^11 - 457*T1^8*T2^11 + 
    30265*T1^9*T2^11 + 6323*T1^10*T2^11 + 24254*T1^11*T2^11 + 
    24254*T1^12*T2^11 + 6323*T1^13*T2^11 + 30265*T1^14*T2^11 - 
    457*T1^15*T2^11 - 2150*T1^16*T2^11 + 70330*T1^17*T2^11 - 
    36258*T1^18*T2^11 - 10571*T1^19*T2^11 + 22572*T1^20*T2^11 - 
    1928*T1^21*T2^11 - 2664*T1^22*T2^11 - 174*T1^23*T2^11 + 25*T2^12 + 
    1038*T1*T2^12 + 4537*T1^2*T2^12 - 10030*T1^3*T2^12 - 21899*T1^4*T2^12 + 
    55342*T1^5*T2^12 - 39766*T1^6*T2^12 - 37430*T1^7*T2^12 + 
    6062*T1^8*T2^12 + 1828*T1^9*T2^12 - 53035*T1^10*T2^12 + 
    24254*T1^11*T2^12 - 64536*T1^12*T2^12 + 24254*T1^13*T2^12 - 
    53035*T1^14*T2^12 + 1828*T1^15*T2^12 + 6062*T1^16*T2^12 - 
    37430*T1^17*T2^12 - 39766*T1^18*T2^12 + 55342*T1^19*T2^12 - 
    21899*T1^20*T2^12 - 10030*T1^21*T2^12 + 4537*T1^22*T2^12 + 
    1038*T1^23*T2^12 + 25*T1^24*T2^12 - 174*T1*T2^13 - 2664*T1^2*T2^13 - 
    1928*T1^3*T2^13 + 22572*T1^4*T2^13 - 10571*T1^5*T2^13 - 
    36258*T1^6*T2^13 + 70330*T1^7*T2^13 - 2150*T1^8*T2^13 - 457*T1^9*T2^13 + 
    30265*T1^10*T2^13 + 6323*T1^11*T2^13 + 24254*T1^12*T2^13 + 
    24254*T1^13*T2^13 + 6323*T1^14*T2^13 + 30265*T1^15*T2^13 - 
    457*T1^16*T2^13 - 2150*T1^17*T2^13 + 70330*T1^18*T2^13 - 
    36258*T1^19*T2^13 - 10571*T1^20*T2^13 + 22572*T1^21*T2^13 - 
    1928*T1^22*T2^13 - 2664*T1^23*T2^13 - 174*T1^24*T2^13 + 556*T1^2*T2^14 + 
    3924*T1^3*T2^14 - 5694*T1^4*T2^14 - 17398*T1^5*T2^14 + 26907*T1^6*T2^14 + 
    1753*T1^7*T2^14 - 57642*T1^8*T2^14 + 29022*T1^9*T2^14 - 
    55648*T1^10*T2^14 + 30265*T1^11*T2^14 - 53035*T1^12*T2^14 + 
    6323*T1^13*T2^14 - 53035*T1^14*T2^14 + 30265*T1^15*T2^14 - 
    55648*T1^16*T2^14 + 29022*T1^17*T2^14 - 57642*T1^18*T2^14 + 
    1753*T1^19*T2^14 + 26907*T1^20*T2^14 - 17398*T1^21*T2^14 - 
    5694*T1^22*T2^14 + 3924*T1^23*T2^14 + 556*T1^24*T2^14 - 1118*T1^3*T2^15 - 
    3462*T1^4*T2^15 + 11003*T1^5*T2^15 + 5172*T1^6*T2^15 - 20310*T1^7*T2^15 + 
    13379*T1^8*T2^15 + 18246*T1^9*T2^15 + 29022*T1^10*T2^15 - 
    457*T1^11*T2^15 + 1828*T1^12*T2^15 + 30265*T1^13*T2^15 + 
    30265*T1^14*T2^15 + 1828*T1^15*T2^15 - 457*T1^16*T2^15 + 
    29022*T1^17*T2^15 + 18246*T1^18*T2^15 + 13379*T1^19*T2^15 - 
    20310*T1^20*T2^15 + 5172*T1^21*T2^15 + 11003*T1^22*T2^15 - 
    3462*T1^23*T2^15 - 1118*T1^24*T2^15 + 1613*T1^4*T2^16 + 1920*T1^5*T2^16 - 
    11619*T1^6*T2^16 + 1284*T1^7*T2^16 + 6765*T1^8*T2^16 + 13379*T1^9*T2^16 - 
    57642*T1^10*T2^16 - 2150*T1^11*T2^16 + 6062*T1^12*T2^16 - 
    457*T1^13*T2^16 - 55648*T1^14*T2^16 - 457*T1^15*T2^16 + 
    6062*T1^16*T2^16 - 2150*T1^17*T2^16 - 57642*T1^18*T2^16 + 
    13379*T1^19*T2^16 + 6765*T1^20*T2^16 + 1284*T1^21*T2^16 - 
    11619*T1^22*T2^16 + 1920*T1^23*T2^16 + 1613*T1^24*T2^16 - 
    1887*T1^5*T2^17 - 492*T1^6*T2^17 + 10435*T1^7*T2^17 + 1284*T1^8*T2^17 - 
    20310*T1^9*T2^17 + 1753*T1^10*T2^17 + 70330*T1^11*T2^17 - 
    37430*T1^12*T2^17 - 2150*T1^13*T2^17 + 29022*T1^14*T2^17 + 
    29022*T1^15*T2^17 - 2150*T1^16*T2^17 - 37430*T1^17*T2^17 + 
    70330*T1^18*T2^17 + 1753*T1^19*T2^17 - 20310*T1^20*T2^17 + 
    1284*T1^21*T2^17 + 10435*T1^22*T2^17 - 492*T1^23*T2^17 - 
    1887*T1^24*T2^17 + 1957*T1^6*T2^18 - 492*T1^7*T2^18 - 11619*T1^8*T2^18 + 
    5172*T1^9*T2^18 + 26907*T1^10*T2^18 - 36258*T1^11*T2^18 - 
    39766*T1^12*T2^18 + 70330*T1^13*T2^18 - 57642*T1^14*T2^18 + 
    18246*T1^15*T2^18 - 57642*T1^16*T2^18 + 70330*T1^17*T2^18 - 
    39766*T1^18*T2^18 - 36258*T1^19*T2^18 + 26907*T1^20*T2^18 + 
    5172*T1^21*T2^18 - 11619*T1^22*T2^18 - 492*T1^23*T2^18 + 
    1957*T1^24*T2^18 - 1887*T1^7*T2^19 + 1920*T1^8*T2^19 + 11003*T1^9*T2^19 - 
    17398*T1^10*T2^19 - 10571*T1^11*T2^19 + 55342*T1^12*T2^19 - 
    36258*T1^13*T2^19 + 1753*T1^14*T2^19 + 13379*T1^15*T2^19 + 
    13379*T1^16*T2^19 + 1753*T1^17*T2^19 - 36258*T1^18*T2^19 + 
    55342*T1^19*T2^19 - 10571*T1^20*T2^19 - 17398*T1^21*T2^19 + 
    11003*T1^22*T2^19 + 1920*T1^23*T2^19 - 1887*T1^24*T2^19 + 
    1613*T1^8*T2^20 - 3462*T1^9*T2^20 - 5694*T1^10*T2^20 + 
    22572*T1^11*T2^20 - 21899*T1^12*T2^20 - 10571*T1^13*T2^20 + 
    26907*T1^14*T2^20 - 20310*T1^15*T2^20 + 6765*T1^16*T2^20 - 
    20310*T1^17*T2^20 + 26907*T1^18*T2^20 - 10571*T1^19*T2^20 - 
    21899*T1^20*T2^20 + 22572*T1^21*T2^20 - 5694*T1^22*T2^20 - 
    3462*T1^23*T2^20 + 1613*T1^24*T2^20 - 1118*T1^9*T2^21 + 
    3924*T1^10*T2^21 - 1928*T1^11*T2^21 - 10030*T1^12*T2^21 + 
    22572*T1^13*T2^21 - 17398*T1^14*T2^21 + 5172*T1^15*T2^21 + 
    1284*T1^16*T2^21 + 1284*T1^17*T2^21 + 5172*T1^18*T2^21 - 
    17398*T1^19*T2^21 + 22572*T1^20*T2^21 - 10030*T1^21*T2^21 - 
    1928*T1^22*T2^21 + 3924*T1^23*T2^21 - 1118*T1^24*T2^21 + 
    556*T1^10*T2^22 - 2664*T1^11*T2^22 + 4537*T1^12*T2^22 - 
    1928*T1^13*T2^22 - 5694*T1^14*T2^22 + 11003*T1^15*T2^22 - 
    11619*T1^16*T2^22 + 10435*T1^17*T2^22 - 11619*T1^18*T2^22 + 
    11003*T1^19*T2^22 - 5694*T1^20*T2^22 - 1928*T1^21*T2^22 + 
    4537*T1^22*T2^22 - 2664*T1^23*T2^22 + 556*T1^24*T2^22 - 174*T1^11*T2^23 + 
    1038*T1^12*T2^23 - 2664*T1^13*T2^23 + 3924*T1^14*T2^23 - 
    3462*T1^15*T2^23 + 1920*T1^16*T2^23 - 492*T1^17*T2^23 - 492*T1^18*T2^23 + 
    1920*T1^19*T2^23 - 3462*T1^20*T2^23 + 3924*T1^21*T2^23 - 
    2664*T1^22*T2^23 + 1038*T1^23*T2^23 - 174*T1^24*T2^23 + 25*T1^12*T2^24 - 
    174*T1^13*T2^24 + 556*T1^14*T2^24 - 1118*T1^15*T2^24 + 1613*T1^16*T2^24 - 
    1887*T1^17*T2^24 + 1957*T1^18*T2^24 - 1887*T1^19*T2^24 + 
    1613*T1^20*T2^24 - 1118*T1^21*T2^24 + 556*T1^22*T2^24 - 174*T1^23*T2^24 + 
    25*T1^24*T2^24)/(T1^12*T2^12)}}
