{3.9100171, {-((3 - 21*T + 61*T^2 - 120*T^3 + 273*T^4 - 665*T^5 + 1210*T^6 - 
     1483*T^7 + 1210*T^8 - 665*T^9 + 273*T^10 - 120*T^11 + 61*T^12 - 
     21*T^13 + 3*T^14)/T^7), (57 - 399*T1 + 1159*T1^2 - 2282*T1^3 + 
    5185*T1^4 - 12575*T1^5 + 22806*T1^6 - 27923*T1^7 + 22806*T1^8 - 
    12575*T1^9 + 5185*T1^10 - 2282*T1^11 + 1159*T1^12 - 399*T1^13 + 
    57*T1^14 - 399*T2 + 2342*T1*T2 - 4897*T1^2*T2 + 6531*T1^3*T2 - 
    18534*T1^4*T2 + 51523*T1^5*T2 - 73648*T1^6*T2 + 37228*T1^7*T2 + 
    37228*T1^8*T2 - 73648*T1^9*T2 + 51523*T1^10*T2 - 18534*T1^11*T2 + 
    6531*T1^12*T2 - 4897*T1^13*T2 + 2342*T1^14*T2 - 399*T1^15*T2 + 
    1159*T2^2 - 4897*T1*T2^2 + 2565*T1^2*T2^2 + 6287*T1^3*T2^2 + 
    26949*T1^4*T2^2 - 96337*T1^5*T2^2 + 39339*T1^6*T2^2 + 199250*T1^7*T2^2 - 
    350441*T1^8*T2^2 + 199250*T1^9*T2^2 + 39339*T1^10*T2^2 - 
    96337*T1^11*T2^2 + 26949*T1^12*T2^2 + 6287*T1^13*T2^2 + 2565*T1^14*T2^2 - 
    4897*T1^15*T2^2 + 1159*T1^16*T2^2 - 2282*T2^3 + 6531*T1*T2^3 + 
    6287*T1^2*T2^3 - 4792*T1^3*T2^3 - 123743*T1^4*T2^3 + 219321*T1^5*T2^3 + 
    115224*T1^6*T2^3 - 592886*T1^7*T2^3 + 379693*T1^8*T2^3 + 
    379693*T1^9*T2^3 - 592886*T1^10*T2^3 + 115224*T1^11*T2^3 + 
    219321*T1^12*T2^3 - 123743*T1^13*T2^3 - 4792*T1^14*T2^3 + 
    6287*T1^15*T2^3 + 6531*T1^16*T2^3 - 2282*T1^17*T2^3 + 5185*T2^4 - 
    18534*T1*T2^4 + 26949*T1^2*T2^4 - 123743*T1^3*T2^4 + 389239*T1^4*T2^4 - 
    249689*T1^5*T2^4 - 721067*T1^6*T2^4 + 1174149*T1^7*T2^4 - 
    10200*T1^8*T2^4 - 960977*T1^9*T2^4 - 10200*T1^10*T2^4 + 
    1174149*T1^11*T2^4 - 721067*T1^12*T2^4 - 249689*T1^13*T2^4 + 
    389239*T1^14*T2^4 - 123743*T1^15*T2^4 + 26949*T1^16*T2^4 - 
    18534*T1^17*T2^4 + 5185*T1^18*T2^4 - 12575*T2^5 + 51523*T1*T2^5 - 
    96337*T1^2*T2^5 + 219321*T1^3*T2^5 - 249689*T1^4*T2^5 - 
    813266*T1^5*T2^5 + 2627906*T1^6*T2^5 - 2275150*T1^7*T2^5 - 
    284399*T1^8*T2^5 + 843980*T1^9*T2^5 + 843980*T1^10*T2^5 - 
    284399*T1^11*T2^5 - 2275150*T1^12*T2^5 + 2627906*T1^13*T2^5 - 
    813266*T1^14*T2^5 - 249689*T1^15*T2^5 + 219321*T1^16*T2^5 - 
    96337*T1^17*T2^5 + 51523*T1^18*T2^5 - 12575*T1^19*T2^5 + 22806*T2^6 - 
    73648*T1*T2^6 + 39339*T1^2*T2^6 + 115224*T1^3*T2^6 - 721067*T1^4*T2^6 + 
    2627906*T1^5*T2^6 - 3914574*T1^6*T2^6 + 561757*T1^7*T2^6 + 
    4833881*T1^8*T2^6 - 5987909*T1^9*T2^6 + 5019650*T1^10*T2^6 - 
    5987909*T1^11*T2^6 + 4833881*T1^12*T2^6 + 561757*T1^13*T2^6 - 
    3914574*T1^14*T2^6 + 2627906*T1^15*T2^6 - 721067*T1^16*T2^6 + 
    115224*T1^17*T2^6 + 39339*T1^18*T2^6 - 73648*T1^19*T2^6 + 
    22806*T1^20*T2^6 - 27923*T2^7 + 37228*T1*T2^7 + 199250*T1^2*T2^7 - 
    592886*T1^3*T2^7 + 1174149*T1^4*T2^7 - 2275150*T1^5*T2^7 + 
    561757*T1^6*T2^7 + 8068338*T1^7*T2^7 - 16587018*T1^8*T2^7 + 
    14677262*T1^9*T2^7 - 5391741*T1^10*T2^7 - 5391741*T1^11*T2^7 + 
    14677262*T1^12*T2^7 - 16587018*T1^13*T2^7 + 8068338*T1^14*T2^7 + 
    561757*T1^15*T2^7 - 2275150*T1^16*T2^7 + 1174149*T1^17*T2^7 - 
    592886*T1^18*T2^7 + 199250*T1^19*T2^7 + 37228*T1^20*T2^7 - 
    27923*T1^21*T2^7 + 22806*T2^8 + 37228*T1*T2^8 - 350441*T1^2*T2^8 + 
    379693*T1^3*T2^8 - 10200*T1^4*T2^8 - 284399*T1^5*T2^8 + 
    4833881*T1^6*T2^8 - 16587018*T1^7*T2^8 + 19639559*T1^8*T2^8 + 
    1871798*T1^9*T2^8 - 32695521*T1^10*T2^8 + 47502387*T1^11*T2^8 - 
    32695521*T1^12*T2^8 + 1871798*T1^13*T2^8 + 19639559*T1^14*T2^8 - 
    16587018*T1^15*T2^8 + 4833881*T1^16*T2^8 - 284399*T1^17*T2^8 - 
    10200*T1^18*T2^8 + 379693*T1^19*T2^8 - 350441*T1^20*T2^8 + 
    37228*T1^21*T2^8 + 22806*T1^22*T2^8 - 12575*T2^9 - 73648*T1*T2^9 + 
    199250*T1^2*T2^9 + 379693*T1^3*T2^9 - 960977*T1^4*T2^9 + 
    843980*T1^5*T2^9 - 5987909*T1^6*T2^9 + 14677262*T1^7*T2^9 + 
    1871798*T1^8*T2^9 - 50011134*T1^9*T2^9 + 75251035*T1^10*T2^9 - 
    37763441*T1^11*T2^9 - 37763441*T1^12*T2^9 + 75251035*T1^13*T2^9 - 
    50011134*T1^14*T2^9 + 1871798*T1^15*T2^9 + 14677262*T1^16*T2^9 - 
    5987909*T1^17*T2^9 + 843980*T1^18*T2^9 - 960977*T1^19*T2^9 + 
    379693*T1^20*T2^9 + 199250*T1^21*T2^9 - 73648*T1^22*T2^9 - 
    12575*T1^23*T2^9 + 5185*T2^10 + 51523*T1*T2^10 + 39339*T1^2*T2^10 - 
    592886*T1^3*T2^10 - 10200*T1^4*T2^10 + 843980*T1^5*T2^10 + 
    5019650*T1^6*T2^10 - 5391741*T1^7*T2^10 - 32695521*T1^8*T2^10 + 
    75251035*T1^9*T2^10 - 33096834*T1^10*T2^10 - 78437400*T1^11*T2^10 + 
    144261640*T1^12*T2^10 - 78437400*T1^13*T2^10 - 33096834*T1^14*T2^10 + 
    75251035*T1^15*T2^10 - 32695521*T1^16*T2^10 - 5391741*T1^17*T2^10 + 
    5019650*T1^18*T2^10 + 843980*T1^19*T2^10 - 10200*T1^20*T2^10 - 
    592886*T1^21*T2^10 + 39339*T1^22*T2^10 + 51523*T1^23*T2^10 + 
    5185*T1^24*T2^10 - 2282*T2^11 - 18534*T1*T2^11 - 96337*T1^2*T2^11 + 
    115224*T1^3*T2^11 + 1174149*T1^4*T2^11 - 284399*T1^5*T2^11 - 
    5987909*T1^6*T2^11 - 5391741*T1^7*T2^11 + 47502387*T1^8*T2^11 - 
    37763441*T1^9*T2^11 - 78437400*T1^10*T2^11 + 167241606*T1^11*T2^11 - 
    92925744*T1^12*T2^11 - 92925744*T1^13*T2^11 + 167241606*T1^14*T2^11 - 
    78437400*T1^15*T2^11 - 37763441*T1^16*T2^11 + 47502387*T1^17*T2^11 - 
    5391741*T1^18*T2^11 - 5987909*T1^19*T2^11 - 284399*T1^20*T2^11 + 
    1174149*T1^21*T2^11 + 115224*T1^22*T2^11 - 96337*T1^23*T2^11 - 
    18534*T1^24*T2^11 - 2282*T1^25*T2^11 + 1159*T2^12 + 6531*T1*T2^12 + 
    26949*T1^2*T2^12 + 219321*T1^3*T2^12 - 721067*T1^4*T2^12 - 
    2275150*T1^5*T2^12 + 4833881*T1^6*T2^12 + 14677262*T1^7*T2^12 - 
    32695521*T1^8*T2^12 - 37763441*T1^9*T2^12 + 144261640*T1^10*T2^12 - 
    92925744*T1^11*T2^12 - 109232280*T1^12*T2^12 + 235873244*T1^13*T2^12 - 
    109232280*T1^14*T2^12 - 92925744*T1^15*T2^12 + 144261640*T1^16*T2^12 - 
    37763441*T1^17*T2^12 - 32695521*T1^18*T2^12 + 14677262*T1^19*T2^12 + 
    4833881*T1^20*T2^12 - 2275150*T1^21*T2^12 - 721067*T1^22*T2^12 + 
    219321*T1^23*T2^12 + 26949*T1^24*T2^12 + 6531*T1^25*T2^12 + 
    1159*T1^26*T2^12 - 399*T2^13 - 4897*T1*T2^13 + 6287*T1^2*T2^13 - 
    123743*T1^3*T2^13 - 249689*T1^4*T2^13 + 2627906*T1^5*T2^13 + 
    561757*T1^6*T2^13 - 16587018*T1^7*T2^13 + 1871798*T1^8*T2^13 + 
    75251035*T1^9*T2^13 - 78437400*T1^10*T2^13 - 92925744*T1^11*T2^13 + 
    235873244*T1^12*T2^13 - 135088418*T1^13*T2^13 - 135088418*T1^14*T2^13 + 
    235873244*T1^15*T2^13 - 92925744*T1^16*T2^13 - 78437400*T1^17*T2^13 + 
    75251035*T1^18*T2^13 + 1871798*T1^19*T2^13 - 16587018*T1^20*T2^13 + 
    561757*T1^21*T2^13 + 2627906*T1^22*T2^13 - 249689*T1^23*T2^13 - 
    123743*T1^24*T2^13 + 6287*T1^25*T2^13 - 4897*T1^26*T2^13 - 
    399*T1^27*T2^13 + 57*T2^14 + 2342*T1*T2^14 + 2565*T1^2*T2^14 - 
    4792*T1^3*T2^14 + 389239*T1^4*T2^14 - 813266*T1^5*T2^14 - 
    3914574*T1^6*T2^14 + 8068338*T1^7*T2^14 + 19639559*T1^8*T2^14 - 
    50011134*T1^9*T2^14 - 33096834*T1^10*T2^14 + 167241606*T1^11*T2^14 - 
    109232280*T1^12*T2^14 - 135088418*T1^13*T2^14 + 288627876*T1^14*T2^14 - 
    135088418*T1^15*T2^14 - 109232280*T1^16*T2^14 + 167241606*T1^17*T2^14 - 
    33096834*T1^18*T2^14 - 50011134*T1^19*T2^14 + 19639559*T1^20*T2^14 + 
    8068338*T1^21*T2^14 - 3914574*T1^22*T2^14 - 813266*T1^23*T2^14 + 
    389239*T1^24*T2^14 - 4792*T1^25*T2^14 + 2565*T1^26*T2^14 + 
    2342*T1^27*T2^14 + 57*T1^28*T2^14 - 399*T1*T2^15 - 4897*T1^2*T2^15 + 
    6287*T1^3*T2^15 - 123743*T1^4*T2^15 - 249689*T1^5*T2^15 + 
    2627906*T1^6*T2^15 + 561757*T1^7*T2^15 - 16587018*T1^8*T2^15 + 
    1871798*T1^9*T2^15 + 75251035*T1^10*T2^15 - 78437400*T1^11*T2^15 - 
    92925744*T1^12*T2^15 + 235873244*T1^13*T2^15 - 135088418*T1^14*T2^15 - 
    135088418*T1^15*T2^15 + 235873244*T1^16*T2^15 - 92925744*T1^17*T2^15 - 
    78437400*T1^18*T2^15 + 75251035*T1^19*T2^15 + 1871798*T1^20*T2^15 - 
    16587018*T1^21*T2^15 + 561757*T1^22*T2^15 + 2627906*T1^23*T2^15 - 
    249689*T1^24*T2^15 - 123743*T1^25*T2^15 + 6287*T1^26*T2^15 - 
    4897*T1^27*T2^15 - 399*T1^28*T2^15 + 1159*T1^2*T2^16 + 6531*T1^3*T2^16 + 
    26949*T1^4*T2^16 + 219321*T1^5*T2^16 - 721067*T1^6*T2^16 - 
    2275150*T1^7*T2^16 + 4833881*T1^8*T2^16 + 14677262*T1^9*T2^16 - 
    32695521*T1^10*T2^16 - 37763441*T1^11*T2^16 + 144261640*T1^12*T2^16 - 
    92925744*T1^13*T2^16 - 109232280*T1^14*T2^16 + 235873244*T1^15*T2^16 - 
    109232280*T1^16*T2^16 - 92925744*T1^17*T2^16 + 144261640*T1^18*T2^16 - 
    37763441*T1^19*T2^16 - 32695521*T1^20*T2^16 + 14677262*T1^21*T2^16 + 
    4833881*T1^22*T2^16 - 2275150*T1^23*T2^16 - 721067*T1^24*T2^16 + 
    219321*T1^25*T2^16 + 26949*T1^26*T2^16 + 6531*T1^27*T2^16 + 
    1159*T1^28*T2^16 - 2282*T1^3*T2^17 - 18534*T1^4*T2^17 - 
    96337*T1^5*T2^17 + 115224*T1^6*T2^17 + 1174149*T1^7*T2^17 - 
    284399*T1^8*T2^17 - 5987909*T1^9*T2^17 - 5391741*T1^10*T2^17 + 
    47502387*T1^11*T2^17 - 37763441*T1^12*T2^17 - 78437400*T1^13*T2^17 + 
    167241606*T1^14*T2^17 - 92925744*T1^15*T2^17 - 92925744*T1^16*T2^17 + 
    167241606*T1^17*T2^17 - 78437400*T1^18*T2^17 - 37763441*T1^19*T2^17 + 
    47502387*T1^20*T2^17 - 5391741*T1^21*T2^17 - 5987909*T1^22*T2^17 - 
    284399*T1^23*T2^17 + 1174149*T1^24*T2^17 + 115224*T1^25*T2^17 - 
    96337*T1^26*T2^17 - 18534*T1^27*T2^17 - 2282*T1^28*T2^17 + 
    5185*T1^4*T2^18 + 51523*T1^5*T2^18 + 39339*T1^6*T2^18 - 
    592886*T1^7*T2^18 - 10200*T1^8*T2^18 + 843980*T1^9*T2^18 + 
    5019650*T1^10*T2^18 - 5391741*T1^11*T2^18 - 32695521*T1^12*T2^18 + 
    75251035*T1^13*T2^18 - 33096834*T1^14*T2^18 - 78437400*T1^15*T2^18 + 
    144261640*T1^16*T2^18 - 78437400*T1^17*T2^18 - 33096834*T1^18*T2^18 + 
    75251035*T1^19*T2^18 - 32695521*T1^20*T2^18 - 5391741*T1^21*T2^18 + 
    5019650*T1^22*T2^18 + 843980*T1^23*T2^18 - 10200*T1^24*T2^18 - 
    592886*T1^25*T2^18 + 39339*T1^26*T2^18 + 51523*T1^27*T2^18 + 
    5185*T1^28*T2^18 - 12575*T1^5*T2^19 - 73648*T1^6*T2^19 + 
    199250*T1^7*T2^19 + 379693*T1^8*T2^19 - 960977*T1^9*T2^19 + 
    843980*T1^10*T2^19 - 5987909*T1^11*T2^19 + 14677262*T1^12*T2^19 + 
    1871798*T1^13*T2^19 - 50011134*T1^14*T2^19 + 75251035*T1^15*T2^19 - 
    37763441*T1^16*T2^19 - 37763441*T1^17*T2^19 + 75251035*T1^18*T2^19 - 
    50011134*T1^19*T2^19 + 1871798*T1^20*T2^19 + 14677262*T1^21*T2^19 - 
    5987909*T1^22*T2^19 + 843980*T1^23*T2^19 - 960977*T1^24*T2^19 + 
    379693*T1^25*T2^19 + 199250*T1^26*T2^19 - 73648*T1^27*T2^19 - 
    12575*T1^28*T2^19 + 22806*T1^6*T2^20 + 37228*T1^7*T2^20 - 
    350441*T1^8*T2^20 + 379693*T1^9*T2^20 - 10200*T1^10*T2^20 - 
    284399*T1^11*T2^20 + 4833881*T1^12*T2^20 - 16587018*T1^13*T2^20 + 
    19639559*T1^14*T2^20 + 1871798*T1^15*T2^20 - 32695521*T1^16*T2^20 + 
    47502387*T1^17*T2^20 - 32695521*T1^18*T2^20 + 1871798*T1^19*T2^20 + 
    19639559*T1^20*T2^20 - 16587018*T1^21*T2^20 + 4833881*T1^22*T2^20 - 
    284399*T1^23*T2^20 - 10200*T1^24*T2^20 + 379693*T1^25*T2^20 - 
    350441*T1^26*T2^20 + 37228*T1^27*T2^20 + 22806*T1^28*T2^20 - 
    27923*T1^7*T2^21 + 37228*T1^8*T2^21 + 199250*T1^9*T2^21 - 
    592886*T1^10*T2^21 + 1174149*T1^11*T2^21 - 2275150*T1^12*T2^21 + 
    561757*T1^13*T2^21 + 8068338*T1^14*T2^21 - 16587018*T1^15*T2^21 + 
    14677262*T1^16*T2^21 - 5391741*T1^17*T2^21 - 5391741*T1^18*T2^21 + 
    14677262*T1^19*T2^21 - 16587018*T1^20*T2^21 + 8068338*T1^21*T2^21 + 
    561757*T1^22*T2^21 - 2275150*T1^23*T2^21 + 1174149*T1^24*T2^21 - 
    592886*T1^25*T2^21 + 199250*T1^26*T2^21 + 37228*T1^27*T2^21 - 
    27923*T1^28*T2^21 + 22806*T1^8*T2^22 - 73648*T1^9*T2^22 + 
    39339*T1^10*T2^22 + 115224*T1^11*T2^22 - 721067*T1^12*T2^22 + 
    2627906*T1^13*T2^22 - 3914574*T1^14*T2^22 + 561757*T1^15*T2^22 + 
    4833881*T1^16*T2^22 - 5987909*T1^17*T2^22 + 5019650*T1^18*T2^22 - 
    5987909*T1^19*T2^22 + 4833881*T1^20*T2^22 + 561757*T1^21*T2^22 - 
    3914574*T1^22*T2^22 + 2627906*T1^23*T2^22 - 721067*T1^24*T2^22 + 
    115224*T1^25*T2^22 + 39339*T1^26*T2^22 - 73648*T1^27*T2^22 + 
    22806*T1^28*T2^22 - 12575*T1^9*T2^23 + 51523*T1^10*T2^23 - 
    96337*T1^11*T2^23 + 219321*T1^12*T2^23 - 249689*T1^13*T2^23 - 
    813266*T1^14*T2^23 + 2627906*T1^15*T2^23 - 2275150*T1^16*T2^23 - 
    284399*T1^17*T2^23 + 843980*T1^18*T2^23 + 843980*T1^19*T2^23 - 
    284399*T1^20*T2^23 - 2275150*T1^21*T2^23 + 2627906*T1^22*T2^23 - 
    813266*T1^23*T2^23 - 249689*T1^24*T2^23 + 219321*T1^25*T2^23 - 
    96337*T1^26*T2^23 + 51523*T1^27*T2^23 - 12575*T1^28*T2^23 + 
    5185*T1^10*T2^24 - 18534*T1^11*T2^24 + 26949*T1^12*T2^24 - 
    123743*T1^13*T2^24 + 389239*T1^14*T2^24 - 249689*T1^15*T2^24 - 
    721067*T1^16*T2^24 + 1174149*T1^17*T2^24 - 10200*T1^18*T2^24 - 
    960977*T1^19*T2^24 - 10200*T1^20*T2^24 + 1174149*T1^21*T2^24 - 
    721067*T1^22*T2^24 - 249689*T1^23*T2^24 + 389239*T1^24*T2^24 - 
    123743*T1^25*T2^24 + 26949*T1^26*T2^24 - 18534*T1^27*T2^24 + 
    5185*T1^28*T2^24 - 2282*T1^11*T2^25 + 6531*T1^12*T2^25 + 
    6287*T1^13*T2^25 - 4792*T1^14*T2^25 - 123743*T1^15*T2^25 + 
    219321*T1^16*T2^25 + 115224*T1^17*T2^25 - 592886*T1^18*T2^25 + 
    379693*T1^19*T2^25 + 379693*T1^20*T2^25 - 592886*T1^21*T2^25 + 
    115224*T1^22*T2^25 + 219321*T1^23*T2^25 - 123743*T1^24*T2^25 - 
    4792*T1^25*T2^25 + 6287*T1^26*T2^25 + 6531*T1^27*T2^25 - 
    2282*T1^28*T2^25 + 1159*T1^12*T2^26 - 4897*T1^13*T2^26 + 
    2565*T1^14*T2^26 + 6287*T1^15*T2^26 + 26949*T1^16*T2^26 - 
    96337*T1^17*T2^26 + 39339*T1^18*T2^26 + 199250*T1^19*T2^26 - 
    350441*T1^20*T2^26 + 199250*T1^21*T2^26 + 39339*T1^22*T2^26 - 
    96337*T1^23*T2^26 + 26949*T1^24*T2^26 + 6287*T1^25*T2^26 + 
    2565*T1^26*T2^26 - 4897*T1^27*T2^26 + 1159*T1^28*T2^26 - 
    399*T1^13*T2^27 + 2342*T1^14*T2^27 - 4897*T1^15*T2^27 + 
    6531*T1^16*T2^27 - 18534*T1^17*T2^27 + 51523*T1^18*T2^27 - 
    73648*T1^19*T2^27 + 37228*T1^20*T2^27 + 37228*T1^21*T2^27 - 
    73648*T1^22*T2^27 + 51523*T1^23*T2^27 - 18534*T1^24*T2^27 + 
    6531*T1^25*T2^27 - 4897*T1^26*T2^27 + 2342*T1^27*T2^27 - 
    399*T1^28*T2^27 + 57*T1^14*T2^28 - 399*T1^15*T2^28 + 1159*T1^16*T2^28 - 
    2282*T1^17*T2^28 + 5185*T1^18*T2^28 - 12575*T1^19*T2^28 + 
    22806*T1^20*T2^28 - 27923*T1^21*T2^28 + 22806*T1^22*T2^28 - 
    12575*T1^23*T2^28 + 5185*T1^24*T2^28 - 2282*T1^25*T2^28 + 
    1159*T1^26*T2^28 - 399*T1^27*T2^28 + 57*T1^28*T2^28)/(T1^14*T2^14)}}
