{8.4573744, {-(((1 - T + T^2)^2*(2 - 21*T + 116*T^2 - 439*T^3 + 1247*T^4 - 
      2790*T^5 + 5074*T^6 - 7673*T^7 + 9787*T^8 - 10607*T^9 + 9787*T^10 - 
      7673*T^11 + 5074*T^12 - 2790*T^13 + 1247*T^14 - 439*T^15 + 116*T^16 - 
      21*T^17 + 2*T^18))/T^11), 
  -(((1 - T1 + T1^2)*(1 - T2 + T2^2)*(1 - T1*T2 + T1^2*T2^2)*
     (1 - 11*T1 + 64*T1^2 - 256*T1^3 + 775*T1^4 - 1870*T1^5 + 3714*T1^6 - 
      6209*T1^7 + 8872*T1^8 - 10948*T1^9 + 11735*T1^10 - 10948*T1^11 + 
      8872*T1^12 - 6209*T1^13 + 3714*T1^14 - 1870*T1^15 + 775*T1^16 - 
      256*T1^17 + 64*T1^18 - 11*T1^19 + T1^20 - 11*T2 + 110*T1*T2 - 
      583*T1^2*T2 + 2112*T1^3*T2 - 5709*T1^4*T2 + 12045*T1^5*T2 - 
      20284*T1^6*T2 + 27445*T1^7*T2 - 29293*T1^8*T2 + 22836*T1^9*T2 - 
      8657*T1^10*T2 - 8657*T1^11*T2 + 22836*T1^12*T2 - 29293*T1^13*T2 + 
      27445*T1^14*T2 - 20284*T1^15*T2 + 12045*T1^16*T2 - 5709*T1^17*T2 + 
      2112*T1^18*T2 - 583*T1^19*T2 + 110*T1^20*T2 - 11*T1^21*T2 + 64*T2^2 - 
      583*T1*T2^2 + 2909*T1^2*T2^2 - 10152*T1^3*T2^2 + 26776*T1^4*T2^2 - 
      55893*T1^5*T2^2 + 95330*T1^6*T2^2 - 136802*T1^7*T2^2 + 
      169647*T1^8*T2^2 - 188092*T1^9*T2^2 + 194236*T1^10*T2^2 - 
      195145*T1^11*T2^2 + 194236*T1^12*T2^2 - 188092*T1^13*T2^2 + 
      169647*T1^14*T2^2 - 136802*T1^15*T2^2 + 95330*T1^16*T2^2 - 
      55893*T1^17*T2^2 + 26776*T1^18*T2^2 - 10152*T1^19*T2^2 + 
      2909*T1^20*T2^2 - 583*T1^21*T2^2 + 64*T1^22*T2^2 - 256*T2^3 + 
      2112*T1*T2^3 - 10152*T1^2*T2^3 + 35244*T1^3*T2^3 - 92520*T1^4*T2^3 + 
      190314*T1^5*T2^3 - 314746*T1^6*T2^3 + 426990*T1^7*T2^3 - 
      475834*T1^8*T2^3 + 430190*T1^9*T2^3 - 294450*T1^10*T2^3 + 
      104220*T1^11*T2^3 + 104220*T1^12*T2^3 - 294450*T1^13*T2^3 + 
      430190*T1^14*T2^3 - 475834*T1^15*T2^3 + 426990*T1^16*T2^3 - 
      314746*T1^17*T2^3 + 190314*T1^18*T2^3 - 92520*T1^19*T2^3 + 
      35244*T1^20*T2^3 - 10152*T1^21*T2^3 + 2112*T1^22*T2^3 - 
      256*T1^23*T2^3 + 775*T2^4 - 5709*T1*T2^4 + 26776*T1^2*T2^4 - 
      92520*T1^3*T2^4 + 233562*T1^4*T2^4 - 442173*T1^5*T2^4 + 
      637490*T1^6*T2^4 - 693393*T1^7*T2^4 + 509250*T1^8*T2^4 - 
      130041*T1^9*T2^4 - 281889*T1^10*T2^4 + 555662*T1^11*T2^4 - 
      649698*T1^12*T2^4 + 555662*T1^13*T2^4 - 281889*T1^14*T2^4 - 
      130041*T1^15*T2^4 + 509250*T1^16*T2^4 - 693393*T1^17*T2^4 + 
      637490*T1^18*T2^4 - 442173*T1^19*T2^4 + 233562*T1^20*T2^4 - 
      92520*T1^21*T2^4 + 26776*T1^22*T2^4 - 5709*T1^23*T2^4 + 
      775*T1^24*T2^4 - 1870*T2^5 + 12045*T1*T2^5 - 55893*T1^2*T2^5 + 
      190314*T1^3*T2^5 - 442173*T1^4*T2^5 + 726024*T1^5*T2^5 - 
      851668*T1^6*T2^5 + 681111*T1^7*T2^5 - 253132*T1^8*T2^5 - 
      75166*T1^9*T2^5 + 68166*T1^10*T2^5 + 131104*T1^11*T2^5 - 
      93479*T1^12*T2^5 - 93479*T1^13*T2^5 + 131104*T1^14*T2^5 + 
      68166*T1^15*T2^5 - 75166*T1^16*T2^5 - 253132*T1^17*T2^5 + 
      681111*T1^18*T2^5 - 851668*T1^19*T2^5 + 726024*T1^20*T2^5 - 
      442173*T1^21*T2^5 + 190314*T1^22*T2^5 - 55893*T1^23*T2^5 + 
      12045*T1^24*T2^5 - 1870*T1^25*T2^5 + 3714*T2^6 - 20284*T1*T2^6 + 
      95330*T1^2*T2^6 - 314746*T1^3*T2^6 + 637490*T1^4*T2^6 - 
      851668*T1^5*T2^6 + 767418*T1^6*T2^6 - 433194*T1^7*T2^6 - 
      7932*T1^8*T2^6 + 260270*T1^9*T2^6 - 988386*T1^10*T2^6 + 
      3037271*T1^11*T2^6 - 6094083*T1^12*T2^6 + 7529394*T1^13*T2^6 - 
      6094083*T1^14*T2^6 + 3037271*T1^15*T2^6 - 988386*T1^16*T2^6 + 
      260270*T1^17*T2^6 - 7932*T1^18*T2^6 - 433194*T1^19*T2^6 + 
      767418*T1^20*T2^6 - 851668*T1^21*T2^6 + 637490*T1^22*T2^6 - 
      314746*T1^23*T2^6 + 95330*T1^24*T2^6 - 20284*T1^25*T2^6 + 
      3714*T1^26*T2^6 - 6209*T2^7 + 27445*T1*T2^7 - 136802*T1^2*T2^7 + 
      426990*T1^3*T2^7 - 693393*T1^4*T2^7 + 681111*T1^5*T2^7 - 
      433194*T1^6*T2^7 - 2670*T1^7*T2^7 + 1171221*T1^8*T2^7 - 
      3409225*T1^9*T2^7 + 8209741*T1^10*T2^7 - 14030165*T1^11*T2^7 + 
      15475087*T1^12*T2^7 - 6793286*T1^13*T2^7 - 6793286*T1^14*T2^7 + 
      15475087*T1^15*T2^7 - 14030165*T1^16*T2^7 + 8209741*T1^17*T2^7 - 
      3409225*T1^18*T2^7 + 1171221*T1^19*T2^7 - 2670*T1^20*T2^7 - 
      433194*T1^21*T2^7 + 681111*T1^22*T2^7 - 693393*T1^23*T2^7 + 
      426990*T1^24*T2^7 - 136802*T1^25*T2^7 + 27445*T1^26*T2^7 - 
      6209*T1^27*T2^7 + 8872*T2^8 - 29293*T1*T2^8 + 169647*T1^2*T2^8 - 
      475834*T1^3*T2^8 + 509250*T1^4*T2^8 - 253132*T1^5*T2^8 - 
      7932*T1^6*T2^8 + 1171221*T1^7*T2^8 - 4986082*T1^8*T2^8 + 
      10890861*T1^9*T2^8 - 18248008*T1^10*T2^8 + 17896329*T1^11*T2^8 - 
      672202*T1^12*T2^8 - 29078019*T1^13*T2^8 + 43445078*T1^14*T2^8 - 
      29078019*T1^15*T2^8 - 672202*T1^16*T2^8 + 17896329*T1^17*T2^8 - 
      18248008*T1^18*T2^8 + 10890861*T1^19*T2^8 - 4986082*T1^20*T2^8 + 
      1171221*T1^21*T2^8 - 7932*T1^22*T2^8 - 253132*T1^23*T2^8 + 
      509250*T1^24*T2^8 - 475834*T1^25*T2^8 + 169647*T1^26*T2^8 - 
      29293*T1^27*T2^8 + 8872*T1^28*T2^8 - 10948*T2^9 + 22836*T1*T2^9 - 
      188092*T1^2*T2^9 + 430190*T1^3*T2^9 - 130041*T1^4*T2^9 - 
      75166*T1^5*T2^9 + 260270*T1^6*T2^9 - 3409225*T1^7*T2^9 + 
      10890861*T1^8*T2^9 - 17841282*T1^9*T2^9 + 19369862*T1^10*T2^9 + 
      1050216*T1^11*T2^9 - 41018879*T1^12*T2^9 + 66052498*T1^13*T2^9 - 
      32079676*T1^14*T2^9 - 32079676*T1^15*T2^9 + 66052498*T1^16*T2^9 - 
      41018879*T1^17*T2^9 + 1050216*T1^18*T2^9 + 19369862*T1^19*T2^9 - 
      17841282*T1^20*T2^9 + 10890861*T1^21*T2^9 - 3409225*T1^22*T2^9 + 
      260270*T1^23*T2^9 - 75166*T1^24*T2^9 - 130041*T1^25*T2^9 + 
      430190*T1^26*T2^9 - 188092*T1^27*T2^9 + 22836*T1^28*T2^9 - 
      10948*T1^29*T2^9 + 11735*T2^10 - 8657*T1*T2^10 + 194236*T1^2*T2^10 - 
      294450*T1^3*T2^10 - 281889*T1^4*T2^10 + 68166*T1^5*T2^10 - 
      988386*T1^6*T2^10 + 8209741*T1^7*T2^10 - 18248008*T1^8*T2^10 + 
      19369862*T1^9*T2^10 - 3578782*T1^10*T2^10 - 45602291*T1^11*T2^10 + 
      91560306*T1^12*T2^10 - 69452151*T1^13*T2^10 - 29035465*T1^14*T2^10 + 
      82613390*T1^15*T2^10 - 29035465*T1^16*T2^10 - 69452151*T1^17*T2^10 + 
      91560306*T1^18*T2^10 - 45602291*T1^19*T2^10 - 3578782*T1^20*T2^10 + 
      19369862*T1^21*T2^10 - 18248008*T1^22*T2^10 + 8209741*T1^23*T2^10 - 
      988386*T1^24*T2^10 + 68166*T1^25*T2^10 - 281889*T1^26*T2^10 - 
      294450*T1^27*T2^10 + 194236*T1^28*T2^10 - 8657*T1^29*T2^10 + 
      11735*T1^30*T2^10 - 10948*T2^11 - 8657*T1*T2^11 - 195145*T1^2*T2^11 + 
      104220*T1^3*T2^11 + 555662*T1^4*T2^11 + 131104*T1^5*T2^11 + 
      3037271*T1^6*T2^11 - 14030165*T1^7*T2^11 + 17896329*T1^8*T2^11 + 
      1050216*T1^9*T2^11 - 45602291*T1^10*T2^11 + 112927642*T1^11*T2^11 - 
      113992706*T1^12*T2^11 - 2350201*T1^13*T2^11 + 129357915*T1^14*T2^11 - 
      77339099*T1^15*T2^11 - 77339099*T1^16*T2^11 + 129357915*T1^17*T2^11 - 
      2350201*T1^18*T2^11 - 113992706*T1^19*T2^11 + 112927642*T1^20*T2^11 - 
      45602291*T1^21*T2^11 + 1050216*T1^22*T2^11 + 17896329*T1^23*T2^11 - 
      14030165*T1^24*T2^11 + 3037271*T1^25*T2^11 + 131104*T1^26*T2^11 + 
      555662*T1^27*T2^11 + 104220*T1^28*T2^11 - 195145*T1^29*T2^11 - 
      8657*T1^30*T2^11 - 10948*T1^31*T2^11 + 8872*T2^12 + 22836*T1*T2^12 + 
      194236*T1^2*T2^12 + 104220*T1^3*T2^12 - 649698*T1^4*T2^12 - 
      93479*T1^5*T2^12 - 6094083*T1^6*T2^12 + 15475087*T1^7*T2^12 - 
      672202*T1^8*T2^12 - 41018879*T1^9*T2^12 + 91560306*T1^10*T2^12 - 
      113992706*T1^11*T2^12 - 27311*T1^12*T2^12 + 183045134*T1^13*T2^12 - 
      185078805*T1^14*T2^12 - 73765348*T1^15*T2^12 + 230388925*T1^16*T2^12 - 
      73765348*T1^17*T2^12 - 185078805*T1^18*T2^12 + 183045134*T1^19*T2^12 - 
      27311*T1^20*T2^12 - 113992706*T1^21*T2^12 + 91560306*T1^22*T2^12 - 
      41018879*T1^23*T2^12 - 672202*T1^24*T2^12 + 15475087*T1^25*T2^12 - 
      6094083*T1^26*T2^12 - 93479*T1^27*T2^12 - 649698*T1^28*T2^12 + 
      104220*T1^29*T2^12 + 194236*T1^30*T2^12 + 22836*T1^31*T2^12 + 
      8872*T1^32*T2^12 - 6209*T2^13 - 29293*T1*T2^13 - 188092*T1^2*T2^13 - 
      294450*T1^3*T2^13 + 555662*T1^4*T2^13 - 93479*T1^5*T2^13 + 
      7529394*T1^6*T2^13 - 6793286*T1^7*T2^13 - 29078019*T1^8*T2^13 + 
      66052498*T1^9*T2^13 - 69452151*T1^10*T2^13 - 2350201*T1^11*T2^13 + 
      183045134*T1^12*T2^13 - 233121866*T1^13*T2^13 - 63800676*T1^14*T2^13 + 
      401300745*T1^15*T2^13 - 238069903*T1^16*T2^13 - 238069903*T1^17*T2^13 + 
      401300745*T1^18*T2^13 - 63800676*T1^19*T2^13 - 233121866*T1^20*T2^13 + 
      183045134*T1^21*T2^13 - 2350201*T1^22*T2^13 - 69452151*T1^23*T2^13 + 
      66052498*T1^24*T2^13 - 29078019*T1^25*T2^13 - 6793286*T1^26*T2^13 + 
      7529394*T1^27*T2^13 - 93479*T1^28*T2^13 + 555662*T1^29*T2^13 - 
      294450*T1^30*T2^13 - 188092*T1^31*T2^13 - 29293*T1^32*T2^13 - 
      6209*T1^33*T2^13 + 3714*T2^14 + 27445*T1*T2^14 + 169647*T1^2*T2^14 + 
      430190*T1^3*T2^14 - 281889*T1^4*T2^14 + 131104*T1^5*T2^14 - 
      6094083*T1^6*T2^14 - 6793286*T1^7*T2^14 + 43445078*T1^8*T2^14 - 
      32079676*T1^9*T2^14 - 29035465*T1^10*T2^14 + 129357915*T1^11*T2^14 - 
      185078805*T1^12*T2^14 - 63800676*T1^13*T2^14 + 496652351*T1^14*T2^14 - 
      433478207*T1^15*T2^14 - 270981983*T1^16*T2^14 + 708532705*T1^17*T2^14 - 
      270981983*T1^18*T2^14 - 433478207*T1^19*T2^14 + 496652351*T1^20*T2^14 - 
      63800676*T1^21*T2^14 - 185078805*T1^22*T2^14 + 129357915*T1^23*T2^14 - 
      29035465*T1^24*T2^14 - 32079676*T1^25*T2^14 + 43445078*T1^26*T2^14 - 
      6793286*T1^27*T2^14 - 6094083*T1^28*T2^14 + 131104*T1^29*T2^14 - 
      281889*T1^30*T2^14 + 430190*T1^31*T2^14 + 169647*T1^32*T2^14 + 
      27445*T1^33*T2^14 + 3714*T1^34*T2^14 - 1870*T2^15 - 20284*T1*T2^15 - 
      136802*T1^2*T2^15 - 475834*T1^3*T2^15 - 130041*T1^4*T2^15 + 
      68166*T1^5*T2^15 + 3037271*T1^6*T2^15 + 15475087*T1^7*T2^15 - 
      29078019*T1^8*T2^15 - 32079676*T1^9*T2^15 + 82613390*T1^10*T2^15 - 
      77339099*T1^11*T2^15 - 73765348*T1^12*T2^15 + 401300745*T1^13*T2^15 - 
      433478207*T1^14*T2^15 - 321760790*T1^15*T2^15 + 
      1046661344*T1^16*T2^15 - 608089950*T1^17*T2^15 - 
      608089950*T1^18*T2^15 + 1046661344*T1^19*T2^15 - 
      321760790*T1^20*T2^15 - 433478207*T1^21*T2^15 + 401300745*T1^22*T2^15 - 
      73765348*T1^23*T2^15 - 77339099*T1^24*T2^15 + 82613390*T1^25*T2^15 - 
      32079676*T1^26*T2^15 - 29078019*T1^27*T2^15 + 15475087*T1^28*T2^15 + 
      3037271*T1^29*T2^15 + 68166*T1^30*T2^15 - 130041*T1^31*T2^15 - 
      475834*T1^32*T2^15 - 136802*T1^33*T2^15 - 20284*T1^34*T2^15 - 
      1870*T1^35*T2^15 + 775*T2^16 + 12045*T1*T2^16 + 95330*T1^2*T2^16 + 
      426990*T1^3*T2^16 + 509250*T1^4*T2^16 - 75166*T1^5*T2^16 - 
      988386*T1^6*T2^16 - 14030165*T1^7*T2^16 - 672202*T1^8*T2^16 + 
      66052498*T1^9*T2^16 - 29035465*T1^10*T2^16 - 77339099*T1^11*T2^16 + 
      230388925*T1^12*T2^16 - 238069903*T1^13*T2^16 - 270981983*T1^14*T2^16 + 
      1046661344*T1^15*T2^16 - 687512261*T1^16*T2^16 - 
      854298048*T1^17*T2^16 + 1815216243*T1^18*T2^16 - 
      854298048*T1^19*T2^16 - 687512261*T1^20*T2^16 + 
      1046661344*T1^21*T2^16 - 270981983*T1^22*T2^16 - 
      238069903*T1^23*T2^16 + 230388925*T1^24*T2^16 - 77339099*T1^25*T2^16 - 
      29035465*T1^26*T2^16 + 66052498*T1^27*T2^16 - 672202*T1^28*T2^16 - 
      14030165*T1^29*T2^16 - 988386*T1^30*T2^16 - 75166*T1^31*T2^16 + 
      509250*T1^32*T2^16 + 426990*T1^33*T2^16 + 95330*T1^34*T2^16 + 
      12045*T1^35*T2^16 + 775*T1^36*T2^16 - 256*T2^17 - 5709*T1*T2^17 - 
      55893*T1^2*T2^17 - 314746*T1^3*T2^17 - 693393*T1^4*T2^17 - 
      253132*T1^5*T2^17 + 260270*T1^6*T2^17 + 8209741*T1^7*T2^17 + 
      17896329*T1^8*T2^17 - 41018879*T1^9*T2^17 - 69452151*T1^10*T2^17 + 
      129357915*T1^11*T2^17 - 73765348*T1^12*T2^17 - 238069903*T1^13*T2^17 + 
      708532705*T1^14*T2^17 - 608089950*T1^15*T2^17 - 854298048*T1^16*T2^17 + 
      2034387658*T1^17*T2^17 - 1159232578*T1^18*T2^17 - 
      1159232578*T1^19*T2^17 + 2034387658*T1^20*T2^17 - 
      854298048*T1^21*T2^17 - 608089950*T1^22*T2^17 + 708532705*T1^23*T2^17 - 
      238069903*T1^24*T2^17 - 73765348*T1^25*T2^17 + 129357915*T1^26*T2^17 - 
      69452151*T1^27*T2^17 - 41018879*T1^28*T2^17 + 17896329*T1^29*T2^17 + 
      8209741*T1^30*T2^17 + 260270*T1^31*T2^17 - 253132*T1^32*T2^17 - 
      693393*T1^33*T2^17 - 314746*T1^34*T2^17 - 55893*T1^35*T2^17 - 
      5709*T1^36*T2^17 - 256*T1^37*T2^17 + 64*T2^18 + 2112*T1*T2^18 + 
      26776*T1^2*T2^18 + 190314*T1^3*T2^18 + 637490*T1^4*T2^18 + 
      681111*T1^5*T2^18 - 7932*T1^6*T2^18 - 3409225*T1^7*T2^18 - 
      18248008*T1^8*T2^18 + 1050216*T1^9*T2^18 + 91560306*T1^10*T2^18 - 
      2350201*T1^11*T2^18 - 185078805*T1^12*T2^18 + 401300745*T1^13*T2^18 - 
      270981983*T1^14*T2^18 - 608089950*T1^15*T2^18 + 
      1815216243*T1^16*T2^18 - 1159232578*T1^17*T2^18 - 
      1186696687*T1^18*T2^18 + 2680607889*T1^19*T2^18 - 
      1186696687*T1^20*T2^18 - 1159232578*T1^21*T2^18 + 
      1815216243*T1^22*T2^18 - 608089950*T1^23*T2^18 - 
      270981983*T1^24*T2^18 + 401300745*T1^25*T2^18 - 185078805*T1^26*T2^18 - 
      2350201*T1^27*T2^18 + 91560306*T1^28*T2^18 + 1050216*T1^29*T2^18 - 
      18248008*T1^30*T2^18 - 3409225*T1^31*T2^18 - 7932*T1^32*T2^18 + 
      681111*T1^33*T2^18 + 637490*T1^34*T2^18 + 190314*T1^35*T2^18 + 
      26776*T1^36*T2^18 + 2112*T1^37*T2^18 + 64*T1^38*T2^18 - 11*T2^19 - 
      583*T1*T2^19 - 10152*T1^2*T2^19 - 92520*T1^3*T2^19 - 
      442173*T1^4*T2^19 - 851668*T1^5*T2^19 - 433194*T1^6*T2^19 + 
      1171221*T1^7*T2^19 + 10890861*T1^8*T2^19 + 19369862*T1^9*T2^19 - 
      45602291*T1^10*T2^19 - 113992706*T1^11*T2^19 + 183045134*T1^12*T2^19 - 
      63800676*T1^13*T2^19 - 433478207*T1^14*T2^19 + 1046661344*T1^15*T2^19 - 
      854298048*T1^16*T2^19 - 1159232578*T1^17*T2^19 + 
      2680607889*T1^18*T2^19 - 1539929320*T1^19*T2^19 - 
      1539929320*T1^20*T2^19 + 2680607889*T1^21*T2^19 - 
      1159232578*T1^22*T2^19 - 854298048*T1^23*T2^19 + 
      1046661344*T1^24*T2^19 - 433478207*T1^25*T2^19 - 63800676*T1^26*T2^19 + 
      183045134*T1^27*T2^19 - 113992706*T1^28*T2^19 - 45602291*T1^29*T2^19 + 
      19369862*T1^30*T2^19 + 10890861*T1^31*T2^19 + 1171221*T1^32*T2^19 - 
      433194*T1^33*T2^19 - 851668*T1^34*T2^19 - 442173*T1^35*T2^19 - 
      92520*T1^36*T2^19 - 10152*T1^37*T2^19 - 583*T1^38*T2^19 - 
      11*T1^39*T2^19 + T2^20 + 110*T1*T2^20 + 2909*T1^2*T2^20 + 
      35244*T1^3*T2^20 + 233562*T1^4*T2^20 + 726024*T1^5*T2^20 + 
      767418*T1^6*T2^20 - 2670*T1^7*T2^20 - 4986082*T1^8*T2^20 - 
      17841282*T1^9*T2^20 - 3578782*T1^10*T2^20 + 112927642*T1^11*T2^20 - 
      27311*T1^12*T2^20 - 233121866*T1^13*T2^20 + 496652351*T1^14*T2^20 - 
      321760790*T1^15*T2^20 - 687512261*T1^16*T2^20 + 
      2034387658*T1^17*T2^20 - 1186696687*T1^18*T2^20 - 
      1539929320*T1^19*T2^20 + 3280420500*T1^20*T2^20 - 
      1539929320*T1^21*T2^20 - 1186696687*T1^22*T2^20 + 
      2034387658*T1^23*T2^20 - 687512261*T1^24*T2^20 - 
      321760790*T1^25*T2^20 + 496652351*T1^26*T2^20 - 233121866*T1^27*T2^20 - 
      27311*T1^28*T2^20 + 112927642*T1^29*T2^20 - 3578782*T1^30*T2^20 - 
      17841282*T1^31*T2^20 - 4986082*T1^32*T2^20 - 2670*T1^33*T2^20 + 
      767418*T1^34*T2^20 + 726024*T1^35*T2^20 + 233562*T1^36*T2^20 + 
      35244*T1^37*T2^20 + 2909*T1^38*T2^20 + 110*T1^39*T2^20 + T1^40*T2^20 - 
      11*T1*T2^21 - 583*T1^2*T2^21 - 10152*T1^3*T2^21 - 92520*T1^4*T2^21 - 
      442173*T1^5*T2^21 - 851668*T1^6*T2^21 - 433194*T1^7*T2^21 + 
      1171221*T1^8*T2^21 + 10890861*T1^9*T2^21 + 19369862*T1^10*T2^21 - 
      45602291*T1^11*T2^21 - 113992706*T1^12*T2^21 + 183045134*T1^13*T2^21 - 
      63800676*T1^14*T2^21 - 433478207*T1^15*T2^21 + 1046661344*T1^16*T2^21 - 
      854298048*T1^17*T2^21 - 1159232578*T1^18*T2^21 + 
      2680607889*T1^19*T2^21 - 1539929320*T1^20*T2^21 - 
      1539929320*T1^21*T2^21 + 2680607889*T1^22*T2^21 - 
      1159232578*T1^23*T2^21 - 854298048*T1^24*T2^21 + 
      1046661344*T1^25*T2^21 - 433478207*T1^26*T2^21 - 63800676*T1^27*T2^21 + 
      183045134*T1^28*T2^21 - 113992706*T1^29*T2^21 - 45602291*T1^30*T2^21 + 
      19369862*T1^31*T2^21 + 10890861*T1^32*T2^21 + 1171221*T1^33*T2^21 - 
      433194*T1^34*T2^21 - 851668*T1^35*T2^21 - 442173*T1^36*T2^21 - 
      92520*T1^37*T2^21 - 10152*T1^38*T2^21 - 583*T1^39*T2^21 - 
      11*T1^40*T2^21 + 64*T1^2*T2^22 + 2112*T1^3*T2^22 + 26776*T1^4*T2^22 + 
      190314*T1^5*T2^22 + 637490*T1^6*T2^22 + 681111*T1^7*T2^22 - 
      7932*T1^8*T2^22 - 3409225*T1^9*T2^22 - 18248008*T1^10*T2^22 + 
      1050216*T1^11*T2^22 + 91560306*T1^12*T2^22 - 2350201*T1^13*T2^22 - 
      185078805*T1^14*T2^22 + 401300745*T1^15*T2^22 - 270981983*T1^16*T2^22 - 
      608089950*T1^17*T2^22 + 1815216243*T1^18*T2^22 - 
      1159232578*T1^19*T2^22 - 1186696687*T1^20*T2^22 + 
      2680607889*T1^21*T2^22 - 1186696687*T1^22*T2^22 - 
      1159232578*T1^23*T2^22 + 1815216243*T1^24*T2^22 - 
      608089950*T1^25*T2^22 - 270981983*T1^26*T2^22 + 401300745*T1^27*T2^22 - 
      185078805*T1^28*T2^22 - 2350201*T1^29*T2^22 + 91560306*T1^30*T2^22 + 
      1050216*T1^31*T2^22 - 18248008*T1^32*T2^22 - 3409225*T1^33*T2^22 - 
      7932*T1^34*T2^22 + 681111*T1^35*T2^22 + 637490*T1^36*T2^22 + 
      190314*T1^37*T2^22 + 26776*T1^38*T2^22 + 2112*T1^39*T2^22 + 
      64*T1^40*T2^22 - 256*T1^3*T2^23 - 5709*T1^4*T2^23 - 55893*T1^5*T2^23 - 
      314746*T1^6*T2^23 - 693393*T1^7*T2^23 - 253132*T1^8*T2^23 + 
      260270*T1^9*T2^23 + 8209741*T1^10*T2^23 + 17896329*T1^11*T2^23 - 
      41018879*T1^12*T2^23 - 69452151*T1^13*T2^23 + 129357915*T1^14*T2^23 - 
      73765348*T1^15*T2^23 - 238069903*T1^16*T2^23 + 708532705*T1^17*T2^23 - 
      608089950*T1^18*T2^23 - 854298048*T1^19*T2^23 + 
      2034387658*T1^20*T2^23 - 1159232578*T1^21*T2^23 - 
      1159232578*T1^22*T2^23 + 2034387658*T1^23*T2^23 - 
      854298048*T1^24*T2^23 - 608089950*T1^25*T2^23 + 708532705*T1^26*T2^23 - 
      238069903*T1^27*T2^23 - 73765348*T1^28*T2^23 + 129357915*T1^29*T2^23 - 
      69452151*T1^30*T2^23 - 41018879*T1^31*T2^23 + 17896329*T1^32*T2^23 + 
      8209741*T1^33*T2^23 + 260270*T1^34*T2^23 - 253132*T1^35*T2^23 - 
      693393*T1^36*T2^23 - 314746*T1^37*T2^23 - 55893*T1^38*T2^23 - 
      5709*T1^39*T2^23 - 256*T1^40*T2^23 + 775*T1^4*T2^24 + 
      12045*T1^5*T2^24 + 95330*T1^6*T2^24 + 426990*T1^7*T2^24 + 
      509250*T1^8*T2^24 - 75166*T1^9*T2^24 - 988386*T1^10*T2^24 - 
      14030165*T1^11*T2^24 - 672202*T1^12*T2^24 + 66052498*T1^13*T2^24 - 
      29035465*T1^14*T2^24 - 77339099*T1^15*T2^24 + 230388925*T1^16*T2^24 - 
      238069903*T1^17*T2^24 - 270981983*T1^18*T2^24 + 
      1046661344*T1^19*T2^24 - 687512261*T1^20*T2^24 - 
      854298048*T1^21*T2^24 + 1815216243*T1^22*T2^24 - 
      854298048*T1^23*T2^24 - 687512261*T1^24*T2^24 + 
      1046661344*T1^25*T2^24 - 270981983*T1^26*T2^24 - 
      238069903*T1^27*T2^24 + 230388925*T1^28*T2^24 - 77339099*T1^29*T2^24 - 
      29035465*T1^30*T2^24 + 66052498*T1^31*T2^24 - 672202*T1^32*T2^24 - 
      14030165*T1^33*T2^24 - 988386*T1^34*T2^24 - 75166*T1^35*T2^24 + 
      509250*T1^36*T2^24 + 426990*T1^37*T2^24 + 95330*T1^38*T2^24 + 
      12045*T1^39*T2^24 + 775*T1^40*T2^24 - 1870*T1^5*T2^25 - 
      20284*T1^6*T2^25 - 136802*T1^7*T2^25 - 475834*T1^8*T2^25 - 
      130041*T1^9*T2^25 + 68166*T1^10*T2^25 + 3037271*T1^11*T2^25 + 
      15475087*T1^12*T2^25 - 29078019*T1^13*T2^25 - 32079676*T1^14*T2^25 + 
      82613390*T1^15*T2^25 - 77339099*T1^16*T2^25 - 73765348*T1^17*T2^25 + 
      401300745*T1^18*T2^25 - 433478207*T1^19*T2^25 - 321760790*T1^20*T2^25 + 
      1046661344*T1^21*T2^25 - 608089950*T1^22*T2^25 - 
      608089950*T1^23*T2^25 + 1046661344*T1^24*T2^25 - 
      321760790*T1^25*T2^25 - 433478207*T1^26*T2^25 + 401300745*T1^27*T2^25 - 
      73765348*T1^28*T2^25 - 77339099*T1^29*T2^25 + 82613390*T1^30*T2^25 - 
      32079676*T1^31*T2^25 - 29078019*T1^32*T2^25 + 15475087*T1^33*T2^25 + 
      3037271*T1^34*T2^25 + 68166*T1^35*T2^25 - 130041*T1^36*T2^25 - 
      475834*T1^37*T2^25 - 136802*T1^38*T2^25 - 20284*T1^39*T2^25 - 
      1870*T1^40*T2^25 + 3714*T1^6*T2^26 + 27445*T1^7*T2^26 + 
      169647*T1^8*T2^26 + 430190*T1^9*T2^26 - 281889*T1^10*T2^26 + 
      131104*T1^11*T2^26 - 6094083*T1^12*T2^26 - 6793286*T1^13*T2^26 + 
      43445078*T1^14*T2^26 - 32079676*T1^15*T2^26 - 29035465*T1^16*T2^26 + 
      129357915*T1^17*T2^26 - 185078805*T1^18*T2^26 - 63800676*T1^19*T2^26 + 
      496652351*T1^20*T2^26 - 433478207*T1^21*T2^26 - 270981983*T1^22*T2^26 + 
      708532705*T1^23*T2^26 - 270981983*T1^24*T2^26 - 433478207*T1^25*T2^26 + 
      496652351*T1^26*T2^26 - 63800676*T1^27*T2^26 - 185078805*T1^28*T2^26 + 
      129357915*T1^29*T2^26 - 29035465*T1^30*T2^26 - 32079676*T1^31*T2^26 + 
      43445078*T1^32*T2^26 - 6793286*T1^33*T2^26 - 6094083*T1^34*T2^26 + 
      131104*T1^35*T2^26 - 281889*T1^36*T2^26 + 430190*T1^37*T2^26 + 
      169647*T1^38*T2^26 + 27445*T1^39*T2^26 + 3714*T1^40*T2^26 - 
      6209*T1^7*T2^27 - 29293*T1^8*T2^27 - 188092*T1^9*T2^27 - 
      294450*T1^10*T2^27 + 555662*T1^11*T2^27 - 93479*T1^12*T2^27 + 
      7529394*T1^13*T2^27 - 6793286*T1^14*T2^27 - 29078019*T1^15*T2^27 + 
      66052498*T1^16*T2^27 - 69452151*T1^17*T2^27 - 2350201*T1^18*T2^27 + 
      183045134*T1^19*T2^27 - 233121866*T1^20*T2^27 - 63800676*T1^21*T2^27 + 
      401300745*T1^22*T2^27 - 238069903*T1^23*T2^27 - 238069903*T1^24*T2^27 + 
      401300745*T1^25*T2^27 - 63800676*T1^26*T2^27 - 233121866*T1^27*T2^27 + 
      183045134*T1^28*T2^27 - 2350201*T1^29*T2^27 - 69452151*T1^30*T2^27 + 
      66052498*T1^31*T2^27 - 29078019*T1^32*T2^27 - 6793286*T1^33*T2^27 + 
      7529394*T1^34*T2^27 - 93479*T1^35*T2^27 + 555662*T1^36*T2^27 - 
      294450*T1^37*T2^27 - 188092*T1^38*T2^27 - 29293*T1^39*T2^27 - 
      6209*T1^40*T2^27 + 8872*T1^8*T2^28 + 22836*T1^9*T2^28 + 
      194236*T1^10*T2^28 + 104220*T1^11*T2^28 - 649698*T1^12*T2^28 - 
      93479*T1^13*T2^28 - 6094083*T1^14*T2^28 + 15475087*T1^15*T2^28 - 
      672202*T1^16*T2^28 - 41018879*T1^17*T2^28 + 91560306*T1^18*T2^28 - 
      113992706*T1^19*T2^28 - 27311*T1^20*T2^28 + 183045134*T1^21*T2^28 - 
      185078805*T1^22*T2^28 - 73765348*T1^23*T2^28 + 230388925*T1^24*T2^28 - 
      73765348*T1^25*T2^28 - 185078805*T1^26*T2^28 + 183045134*T1^27*T2^28 - 
      27311*T1^28*T2^28 - 113992706*T1^29*T2^28 + 91560306*T1^30*T2^28 - 
      41018879*T1^31*T2^28 - 672202*T1^32*T2^28 + 15475087*T1^33*T2^28 - 
      6094083*T1^34*T2^28 - 93479*T1^35*T2^28 - 649698*T1^36*T2^28 + 
      104220*T1^37*T2^28 + 194236*T1^38*T2^28 + 22836*T1^39*T2^28 + 
      8872*T1^40*T2^28 - 10948*T1^9*T2^29 - 8657*T1^10*T2^29 - 
      195145*T1^11*T2^29 + 104220*T1^12*T2^29 + 555662*T1^13*T2^29 + 
      131104*T1^14*T2^29 + 3037271*T1^15*T2^29 - 14030165*T1^16*T2^29 + 
      17896329*T1^17*T2^29 + 1050216*T1^18*T2^29 - 45602291*T1^19*T2^29 + 
      112927642*T1^20*T2^29 - 113992706*T1^21*T2^29 - 2350201*T1^22*T2^29 + 
      129357915*T1^23*T2^29 - 77339099*T1^24*T2^29 - 77339099*T1^25*T2^29 + 
      129357915*T1^26*T2^29 - 2350201*T1^27*T2^29 - 113992706*T1^28*T2^29 + 
      112927642*T1^29*T2^29 - 45602291*T1^30*T2^29 + 1050216*T1^31*T2^29 + 
      17896329*T1^32*T2^29 - 14030165*T1^33*T2^29 + 3037271*T1^34*T2^29 + 
      131104*T1^35*T2^29 + 555662*T1^36*T2^29 + 104220*T1^37*T2^29 - 
      195145*T1^38*T2^29 - 8657*T1^39*T2^29 - 10948*T1^40*T2^29 + 
      11735*T1^10*T2^30 - 8657*T1^11*T2^30 + 194236*T1^12*T2^30 - 
      294450*T1^13*T2^30 - 281889*T1^14*T2^30 + 68166*T1^15*T2^30 - 
      988386*T1^16*T2^30 + 8209741*T1^17*T2^30 - 18248008*T1^18*T2^30 + 
      19369862*T1^19*T2^30 - 3578782*T1^20*T2^30 - 45602291*T1^21*T2^30 + 
      91560306*T1^22*T2^30 - 69452151*T1^23*T2^30 - 29035465*T1^24*T2^30 + 
      82613390*T1^25*T2^30 - 29035465*T1^26*T2^30 - 69452151*T1^27*T2^30 + 
      91560306*T1^28*T2^30 - 45602291*T1^29*T2^30 - 3578782*T1^30*T2^30 + 
      19369862*T1^31*T2^30 - 18248008*T1^32*T2^30 + 8209741*T1^33*T2^30 - 
      988386*T1^34*T2^30 + 68166*T1^35*T2^30 - 281889*T1^36*T2^30 - 
      294450*T1^37*T2^30 + 194236*T1^38*T2^30 - 8657*T1^39*T2^30 + 
      11735*T1^40*T2^30 - 10948*T1^11*T2^31 + 22836*T1^12*T2^31 - 
      188092*T1^13*T2^31 + 430190*T1^14*T2^31 - 130041*T1^15*T2^31 - 
      75166*T1^16*T2^31 + 260270*T1^17*T2^31 - 3409225*T1^18*T2^31 + 
      10890861*T1^19*T2^31 - 17841282*T1^20*T2^31 + 19369862*T1^21*T2^31 + 
      1050216*T1^22*T2^31 - 41018879*T1^23*T2^31 + 66052498*T1^24*T2^31 - 
      32079676*T1^25*T2^31 - 32079676*T1^26*T2^31 + 66052498*T1^27*T2^31 - 
      41018879*T1^28*T2^31 + 1050216*T1^29*T2^31 + 19369862*T1^30*T2^31 - 
      17841282*T1^31*T2^31 + 10890861*T1^32*T2^31 - 3409225*T1^33*T2^31 + 
      260270*T1^34*T2^31 - 75166*T1^35*T2^31 - 130041*T1^36*T2^31 + 
      430190*T1^37*T2^31 - 188092*T1^38*T2^31 + 22836*T1^39*T2^31 - 
      10948*T1^40*T2^31 + 8872*T1^12*T2^32 - 29293*T1^13*T2^32 + 
      169647*T1^14*T2^32 - 475834*T1^15*T2^32 + 509250*T1^16*T2^32 - 
      253132*T1^17*T2^32 - 7932*T1^18*T2^32 + 1171221*T1^19*T2^32 - 
      4986082*T1^20*T2^32 + 10890861*T1^21*T2^32 - 18248008*T1^22*T2^32 + 
      17896329*T1^23*T2^32 - 672202*T1^24*T2^32 - 29078019*T1^25*T2^32 + 
      43445078*T1^26*T2^32 - 29078019*T1^27*T2^32 - 672202*T1^28*T2^32 + 
      17896329*T1^29*T2^32 - 18248008*T1^30*T2^32 + 10890861*T1^31*T2^32 - 
      4986082*T1^32*T2^32 + 1171221*T1^33*T2^32 - 7932*T1^34*T2^32 - 
      253132*T1^35*T2^32 + 509250*T1^36*T2^32 - 475834*T1^37*T2^32 + 
      169647*T1^38*T2^32 - 29293*T1^39*T2^32 + 8872*T1^40*T2^32 - 
      6209*T1^13*T2^33 + 27445*T1^14*T2^33 - 136802*T1^15*T2^33 + 
      426990*T1^16*T2^33 - 693393*T1^17*T2^33 + 681111*T1^18*T2^33 - 
      433194*T1^19*T2^33 - 2670*T1^20*T2^33 + 1171221*T1^21*T2^33 - 
      3409225*T1^22*T2^33 + 8209741*T1^23*T2^33 - 14030165*T1^24*T2^33 + 
      15475087*T1^25*T2^33 - 6793286*T1^26*T2^33 - 6793286*T1^27*T2^33 + 
      15475087*T1^28*T2^33 - 14030165*T1^29*T2^33 + 8209741*T1^30*T2^33 - 
      3409225*T1^31*T2^33 + 1171221*T1^32*T2^33 - 2670*T1^33*T2^33 - 
      433194*T1^34*T2^33 + 681111*T1^35*T2^33 - 693393*T1^36*T2^33 + 
      426990*T1^37*T2^33 - 136802*T1^38*T2^33 + 27445*T1^39*T2^33 - 
      6209*T1^40*T2^33 + 3714*T1^14*T2^34 - 20284*T1^15*T2^34 + 
      95330*T1^16*T2^34 - 314746*T1^17*T2^34 + 637490*T1^18*T2^34 - 
      851668*T1^19*T2^34 + 767418*T1^20*T2^34 - 433194*T1^21*T2^34 - 
      7932*T1^22*T2^34 + 260270*T1^23*T2^34 - 988386*T1^24*T2^34 + 
      3037271*T1^25*T2^34 - 6094083*T1^26*T2^34 + 7529394*T1^27*T2^34 - 
      6094083*T1^28*T2^34 + 3037271*T1^29*T2^34 - 988386*T1^30*T2^34 + 
      260270*T1^31*T2^34 - 7932*T1^32*T2^34 - 433194*T1^33*T2^34 + 
      767418*T1^34*T2^34 - 851668*T1^35*T2^34 + 637490*T1^36*T2^34 - 
      314746*T1^37*T2^34 + 95330*T1^38*T2^34 - 20284*T1^39*T2^34 + 
      3714*T1^40*T2^34 - 1870*T1^15*T2^35 + 12045*T1^16*T2^35 - 
      55893*T1^17*T2^35 + 190314*T1^18*T2^35 - 442173*T1^19*T2^35 + 
      726024*T1^20*T2^35 - 851668*T1^21*T2^35 + 681111*T1^22*T2^35 - 
      253132*T1^23*T2^35 - 75166*T1^24*T2^35 + 68166*T1^25*T2^35 + 
      131104*T1^26*T2^35 - 93479*T1^27*T2^35 - 93479*T1^28*T2^35 + 
      131104*T1^29*T2^35 + 68166*T1^30*T2^35 - 75166*T1^31*T2^35 - 
      253132*T1^32*T2^35 + 681111*T1^33*T2^35 - 851668*T1^34*T2^35 + 
      726024*T1^35*T2^35 - 442173*T1^36*T2^35 + 190314*T1^37*T2^35 - 
      55893*T1^38*T2^35 + 12045*T1^39*T2^35 - 1870*T1^40*T2^35 + 
      775*T1^16*T2^36 - 5709*T1^17*T2^36 + 26776*T1^18*T2^36 - 
      92520*T1^19*T2^36 + 233562*T1^20*T2^36 - 442173*T1^21*T2^36 + 
      637490*T1^22*T2^36 - 693393*T1^23*T2^36 + 509250*T1^24*T2^36 - 
      130041*T1^25*T2^36 - 281889*T1^26*T2^36 + 555662*T1^27*T2^36 - 
      649698*T1^28*T2^36 + 555662*T1^29*T2^36 - 281889*T1^30*T2^36 - 
      130041*T1^31*T2^36 + 509250*T1^32*T2^36 - 693393*T1^33*T2^36 + 
      637490*T1^34*T2^36 - 442173*T1^35*T2^36 + 233562*T1^36*T2^36 - 
      92520*T1^37*T2^36 + 26776*T1^38*T2^36 - 5709*T1^39*T2^36 + 
      775*T1^40*T2^36 - 256*T1^17*T2^37 + 2112*T1^18*T2^37 - 
      10152*T1^19*T2^37 + 35244*T1^20*T2^37 - 92520*T1^21*T2^37 + 
      190314*T1^22*T2^37 - 314746*T1^23*T2^37 + 426990*T1^24*T2^37 - 
      475834*T1^25*T2^37 + 430190*T1^26*T2^37 - 294450*T1^27*T2^37 + 
      104220*T1^28*T2^37 + 104220*T1^29*T2^37 - 294450*T1^30*T2^37 + 
      430190*T1^31*T2^37 - 475834*T1^32*T2^37 + 426990*T1^33*T2^37 - 
      314746*T1^34*T2^37 + 190314*T1^35*T2^37 - 92520*T1^36*T2^37 + 
      35244*T1^37*T2^37 - 10152*T1^38*T2^37 + 2112*T1^39*T2^37 - 
      256*T1^40*T2^37 + 64*T1^18*T2^38 - 583*T1^19*T2^38 + 2909*T1^20*T2^38 - 
      10152*T1^21*T2^38 + 26776*T1^22*T2^38 - 55893*T1^23*T2^38 + 
      95330*T1^24*T2^38 - 136802*T1^25*T2^38 + 169647*T1^26*T2^38 - 
      188092*T1^27*T2^38 + 194236*T1^28*T2^38 - 195145*T1^29*T2^38 + 
      194236*T1^30*T2^38 - 188092*T1^31*T2^38 + 169647*T1^32*T2^38 - 
      136802*T1^33*T2^38 + 95330*T1^34*T2^38 - 55893*T1^35*T2^38 + 
      26776*T1^36*T2^38 - 10152*T1^37*T2^38 + 2909*T1^38*T2^38 - 
      583*T1^39*T2^38 + 64*T1^40*T2^38 - 11*T1^19*T2^39 + 110*T1^20*T2^39 - 
      583*T1^21*T2^39 + 2112*T1^22*T2^39 - 5709*T1^23*T2^39 + 
      12045*T1^24*T2^39 - 20284*T1^25*T2^39 + 27445*T1^26*T2^39 - 
      29293*T1^27*T2^39 + 22836*T1^28*T2^39 - 8657*T1^29*T2^39 - 
      8657*T1^30*T2^39 + 22836*T1^31*T2^39 - 29293*T1^32*T2^39 + 
      27445*T1^33*T2^39 - 20284*T1^34*T2^39 + 12045*T1^35*T2^39 - 
      5709*T1^36*T2^39 + 2112*T1^37*T2^39 - 583*T1^38*T2^39 + 
      110*T1^39*T2^39 - 11*T1^40*T2^39 + T1^20*T2^40 - 11*T1^21*T2^40 + 
      64*T1^22*T2^40 - 256*T1^23*T2^40 + 775*T1^24*T2^40 - 1870*T1^25*T2^40 + 
      3714*T1^26*T2^40 - 6209*T1^27*T2^40 + 8872*T1^28*T2^40 - 
      10948*T1^29*T2^40 + 11735*T1^30*T2^40 - 10948*T1^31*T2^40 + 
      8872*T1^32*T2^40 - 6209*T1^33*T2^40 + 3714*T1^34*T2^40 - 
      1870*T1^35*T2^40 + 775*T1^36*T2^40 - 256*T1^37*T2^40 + 64*T1^38*T2^40 - 
      11*T1^39*T2^40 + T1^40*T2^40))/(T1^22*T2^22))}}
