{9.5987046, {(2 - 35*T + 293*T^2 - 1567*T^3 + 6004*T^4 - 17514*T^5 + 
    40389*T^6 - 75536*T^7 + 116657*T^8 - 150652*T^9 + 163919*T^10 - 
    150652*T^11 + 116657*T^12 - 75536*T^13 + 40389*T^14 - 17514*T^15 + 
    6004*T^16 - 1567*T^17 + 293*T^18 - 35*T^19 + 2*T^20)/T^10, 
  -((1 - 17*T1 + 137*T1^2 - 699*T1^3 + 2529*T1^4 - 6887*T1^5 + 14673*T1^6 - 
     25216*T1^7 + 35973*T1^8 - 43822*T1^9 + 46657*T1^10 - 43822*T1^11 + 
     35973*T1^12 - 25216*T1^13 + 14673*T1^14 - 6887*T1^15 + 2529*T1^16 - 
     699*T1^17 + 137*T1^18 - 17*T1^19 + T1^20 - 17*T2 + 274*T1*T2 - 
     2074*T1^2*T2 + 9845*T1^3*T2 - 32647*T1^4*T2 + 79577*T1^5*T2 - 
     146307*T1^6*T2 + 204966*T1^7*T2 - 217167*T1^8*T2 + 164250*T1^9*T2 - 
     60721*T1^10*T2 - 60721*T1^11*T2 + 164250*T1^12*T2 - 217167*T1^13*T2 + 
     204966*T1^14*T2 - 146307*T1^15*T2 + 79577*T1^16*T2 - 32647*T1^17*T2 + 
     9845*T1^18*T2 - 2074*T1^19*T2 + 274*T1^20*T2 - 17*T1^21*T2 + 137*T2^2 - 
     2074*T1*T2^2 + 14547*T1^2*T2^2 - 62993*T1^3*T2^2 + 185099*T1^4*T2^2 - 
     377522*T1^5*T2^2 + 511297*T1^6*T2^2 - 347055*T1^7*T2^2 - 
     253457*T1^8*T2^2 + 1117472*T1^9*T2^2 - 1850468*T1^10*T2^2 + 
     2130851*T1^11*T2^2 - 1850468*T1^12*T2^2 + 1117472*T1^13*T2^2 - 
     253457*T1^14*T2^2 - 347055*T1^15*T2^2 + 511297*T1^16*T2^2 - 
     377522*T1^17*T2^2 + 185099*T1^18*T2^2 - 62993*T1^19*T2^2 + 
     14547*T1^20*T2^2 - 2074*T1^21*T2^2 + 137*T1^22*T2^2 - 699*T2^3 + 
     9845*T1*T2^3 - 62993*T1^2*T2^3 + 242496*T1^3*T2^3 - 596362*T1^4*T2^3 + 
     854965*T1^5*T2^3 - 220119*T1^6*T2^3 - 2073979*T1^7*T2^3 + 
     5457570*T1^8*T2^3 - 7717253*T1^9*T2^3 + 6783526*T1^10*T2^3 - 
     2682007*T1^11*T2^3 - 2682007*T1^12*T2^3 + 6783526*T1^13*T2^3 - 
     7717253*T1^14*T2^3 + 5457570*T1^15*T2^3 - 2073979*T1^16*T2^3 - 
     220119*T1^17*T2^3 + 854965*T1^18*T2^3 - 596362*T1^19*T2^3 + 
     242496*T1^20*T2^3 - 62993*T1^21*T2^3 + 9845*T1^22*T2^3 - 
     699*T1^23*T2^3 + 2529*T2^4 - 32647*T1*T2^4 + 185099*T1^2*T2^4 - 
     596362*T1^3*T2^4 + 1006189*T1^4*T2^4 + 139726*T1^5*T2^4 - 
     5459095*T1^6*T2^4 + 15087763*T1^7*T2^4 - 22483953*T1^8*T2^4 + 
     18079085*T1^9*T2^4 - 399367*T1^10*T2^4 - 19561208*T1^11*T2^4 + 
     28152421*T1^12*T2^4 - 19561208*T1^13*T2^4 - 399367*T1^14*T2^4 + 
     18079085*T1^15*T2^4 - 22483953*T1^16*T2^4 + 15087763*T1^17*T2^4 - 
     5459095*T1^18*T2^4 + 139726*T1^19*T2^4 + 1006189*T1^20*T2^4 - 
     596362*T1^21*T2^4 + 185099*T1^22*T2^4 - 32647*T1^23*T2^4 + 
     2529*T1^24*T2^4 - 6887*T2^5 + 79577*T1*T2^5 - 377522*T1^2*T2^5 + 
     854965*T1^3*T2^5 + 139726*T1^4*T2^5 - 7417824*T1^5*T2^5 + 
     24867260*T1^6*T2^5 - 42586077*T1^7*T2^5 + 32450394*T1^8*T2^5 + 
     21842520*T1^9*T2^5 - 87970101*T1^10*T2^5 + 104029433*T1^11*T2^5 - 
     46201051*T1^12*T2^5 - 46201051*T1^13*T2^5 + 104029433*T1^14*T2^5 - 
     87970101*T1^15*T2^5 + 21842520*T1^16*T2^5 + 32450394*T1^17*T2^5 - 
     42586077*T1^18*T2^5 + 24867260*T1^19*T2^5 - 7417824*T1^20*T2^5 + 
     139726*T1^21*T2^5 + 854965*T1^22*T2^5 - 377522*T1^23*T2^5 + 
     79577*T1^24*T2^5 - 6887*T1^25*T2^5 + 14673*T2^6 - 146307*T1*T2^6 + 
     511297*T1^2*T2^6 - 220119*T1^3*T2^6 - 5459095*T1^4*T2^6 + 
     24867260*T1^5*T2^6 - 52411991*T1^6*T2^6 + 41030801*T1^7*T2^6 + 
     70195262*T1^8*T2^6 - 237490074*T1^9*T2^6 + 275632557*T1^10*T2^6 - 
     54862396*T1^11*T2^6 - 282638330*T1^12*T2^6 + 445126771*T1^13*T2^6 - 
     282638330*T1^14*T2^6 - 54862396*T1^15*T2^6 + 275632557*T1^16*T2^6 - 
     237490074*T1^17*T2^6 + 70195262*T1^18*T2^6 + 41030801*T1^19*T2^6 - 
     52411991*T1^20*T2^6 + 24867260*T1^21*T2^6 - 5459095*T1^22*T2^6 - 
     220119*T1^23*T2^6 + 511297*T1^24*T2^6 - 146307*T1^25*T2^6 + 
     14673*T1^26*T2^6 - 25216*T2^7 + 204966*T1*T2^7 - 347055*T1^2*T2^7 - 
     2073979*T1^3*T2^7 + 15087763*T1^4*T2^7 - 42586077*T1^5*T2^7 + 
     41030801*T1^6*T2^7 + 98193414*T1^7*T2^7 - 386281327*T1^8*T2^7 + 
     484503961*T1^9*T2^7 + 43798573*T1^10*T2^7 - 991034831*T1^11*T2^7 + 
     1396959321*T1^12*T2^7 - 664425495*T1^13*T2^7 - 664425495*T1^14*T2^7 + 
     1396959321*T1^15*T2^7 - 991034831*T1^16*T2^7 + 43798573*T1^17*T2^7 + 
     484503961*T1^18*T2^7 - 386281327*T1^19*T2^7 + 98193414*T1^20*T2^7 + 
     41030801*T1^21*T2^7 - 42586077*T1^22*T2^7 + 15087763*T1^23*T2^7 - 
     2073979*T1^24*T2^7 - 347055*T1^25*T2^7 + 204966*T1^26*T2^7 - 
     25216*T1^27*T2^7 + 35973*T2^8 - 217167*T1*T2^8 - 253457*T1^2*T2^8 + 
     5457570*T1^3*T2^8 - 22483953*T1^4*T2^8 + 32450394*T1^5*T2^8 + 
     70195262*T1^6*T2^8 - 386281327*T1^7*T2^8 + 587117129*T1^8*T2^8 + 
     201982328*T1^9*T2^8 - 2055368430*T1^10*T2^8 + 3011313031*T1^11*T2^8 - 
     916559036*T1^12*T2^8 - 3047405069*T1^13*T2^8 + 5091660321*T1^14*T2^8 - 
     3047405069*T1^15*T2^8 - 916559036*T1^16*T2^8 + 3011313031*T1^17*T2^8 - 
     2055368430*T1^18*T2^8 + 201982328*T1^19*T2^8 + 587117129*T1^20*T2^8 - 
     386281327*T1^21*T2^8 + 70195262*T1^22*T2^8 + 32450394*T1^23*T2^8 - 
     22483953*T1^24*T2^8 + 5457570*T1^25*T2^8 - 253457*T1^26*T2^8 - 
     217167*T1^27*T2^8 + 35973*T1^28*T2^8 - 43822*T2^9 + 164250*T1*T2^9 + 
     1117472*T1^2*T2^9 - 7717253*T1^3*T2^9 + 18079085*T1^4*T2^9 + 
     21842520*T1^5*T2^9 - 237490074*T1^6*T2^9 + 484503961*T1^7*T2^9 + 
     201982328*T1^8*T2^9 - 2639695452*T1^9*T2^9 + 4416481835*T1^10*T2^9 - 
     724063171*T1^11*T2^9 - 8079206413*T1^12*T2^9 + 12834342361*T1^13*T2^9 - 
     6371171926*T1^14*T2^9 - 6371171926*T1^15*T2^9 + 12834342361*T1^16*T2^9 - 
     8079206413*T1^17*T2^9 - 724063171*T1^18*T2^9 + 4416481835*T1^19*T2^9 - 
     2639695452*T1^20*T2^9 + 201982328*T1^21*T2^9 + 484503961*T1^22*T2^9 - 
     237490074*T1^23*T2^9 + 21842520*T1^24*T2^9 + 18079085*T1^25*T2^9 - 
     7717253*T1^26*T2^9 + 1117472*T1^27*T2^9 + 164250*T1^28*T2^9 - 
     43822*T1^29*T2^9 + 46657*T2^10 - 60721*T1*T2^10 - 1850468*T1^2*T2^10 + 
     6783526*T1^3*T2^10 - 399367*T1^4*T2^10 - 87970101*T1^5*T2^10 + 
     275632557*T1^6*T2^10 + 43798573*T1^7*T2^10 - 2055368430*T1^8*T2^10 + 
     4416481835*T1^9*T2^10 - 391441108*T1^10*T2^10 - 
     13092193167*T1^11*T2^10 + 22558707383*T1^12*T2^10 - 
     8821102529*T1^13*T2^10 - 21701627004*T1^14*T2^10 + 
     38135887718*T1^15*T2^10 - 21701627004*T1^16*T2^10 - 
     8821102529*T1^17*T2^10 + 22558707383*T1^18*T2^10 - 
     13092193167*T1^19*T2^10 - 391441108*T1^20*T2^10 + 
     4416481835*T1^21*T2^10 - 2055368430*T1^22*T2^10 + 43798573*T1^23*T2^10 + 
     275632557*T1^24*T2^10 - 87970101*T1^25*T2^10 - 399367*T1^26*T2^10 + 
     6783526*T1^27*T2^10 - 1850468*T1^28*T2^10 - 60721*T1^29*T2^10 + 
     46657*T1^30*T2^10 - 43822*T2^11 - 60721*T1*T2^11 + 2130851*T1^2*T2^11 - 
     2682007*T1^3*T2^11 - 19561208*T1^4*T2^11 + 104029433*T1^5*T2^11 - 
     54862396*T1^6*T2^11 - 991034831*T1^7*T2^11 + 3011313031*T1^8*T2^11 - 
     724063171*T1^9*T2^11 - 13092193167*T1^10*T2^11 + 
     26929076642*T1^11*T2^11 - 8997757382*T1^12*T2^11 - 
     45023558761*T1^13*T2^11 + 78455575437*T1^14*T2^11 - 
     40101511671*T1^15*T2^11 - 40101511671*T1^16*T2^11 + 
     78455575437*T1^17*T2^11 - 45023558761*T1^18*T2^11 - 
     8997757382*T1^19*T2^11 + 26929076642*T1^20*T2^11 - 
     13092193167*T1^21*T2^11 - 724063171*T1^22*T2^11 + 
     3011313031*T1^23*T2^11 - 991034831*T1^24*T2^11 - 54862396*T1^25*T2^11 + 
     104029433*T1^26*T2^11 - 19561208*T1^27*T2^11 - 2682007*T1^28*T2^11 + 
     2130851*T1^29*T2^11 - 60721*T1^30*T2^11 - 43822*T1^31*T2^11 + 
     35973*T2^12 + 164250*T1*T2^12 - 1850468*T1^2*T2^12 - 
     2682007*T1^3*T2^12 + 28152421*T1^4*T2^12 - 46201051*T1^5*T2^12 - 
     282638330*T1^6*T2^12 + 1396959321*T1^7*T2^12 - 916559036*T1^8*T2^12 - 
     8079206413*T1^9*T2^12 + 22558707383*T1^10*T2^12 - 
     8997757382*T1^11*T2^12 - 56550243277*T1^12*T2^12 + 
     111940188524*T1^13*T2^12 - 50945538474*T1^14*T2^12 - 
     104202538932*T1^15*T2^12 + 190244295503*T1^16*T2^12 - 
     104202538932*T1^17*T2^12 - 50945538474*T1^18*T2^12 + 
     111940188524*T1^19*T2^12 - 56550243277*T1^20*T2^12 - 
     8997757382*T1^21*T2^12 + 22558707383*T1^22*T2^12 - 
     8079206413*T1^23*T2^12 - 916559036*T1^24*T2^12 + 
     1396959321*T1^25*T2^12 - 282638330*T1^26*T2^12 - 46201051*T1^27*T2^12 + 
     28152421*T1^28*T2^12 - 2682007*T1^29*T2^12 - 1850468*T1^30*T2^12 + 
     164250*T1^31*T2^12 + 35973*T1^32*T2^12 - 25216*T2^13 - 217167*T1*T2^13 + 
     1117472*T1^2*T2^13 + 6783526*T1^3*T2^13 - 19561208*T1^4*T2^13 - 
     46201051*T1^5*T2^13 + 445126771*T1^6*T2^13 - 664425495*T1^7*T2^13 - 
     3047405069*T1^8*T2^13 + 12834342361*T1^9*T2^13 - 
     8821102529*T1^10*T2^13 - 45023558761*T1^11*T2^13 + 
     111940188524*T1^12*T2^13 - 54573375416*T1^13*T2^13 - 
     165967654822*T1^14*T2^13 + 317434773147*T1^15*T2^13 - 
     166301943891*T1^16*T2^13 - 166301943891*T1^17*T2^13 + 
     317434773147*T1^18*T2^13 - 165967654822*T1^19*T2^13 - 
     54573375416*T1^20*T2^13 + 111940188524*T1^21*T2^13 - 
     45023558761*T1^22*T2^13 - 8821102529*T1^23*T2^13 + 
     12834342361*T1^24*T2^13 - 3047405069*T1^25*T2^13 - 
     664425495*T1^26*T2^13 + 445126771*T1^27*T2^13 - 46201051*T1^28*T2^13 - 
     19561208*T1^29*T2^13 + 6783526*T1^30*T2^13 + 1117472*T1^31*T2^13 - 
     217167*T1^32*T2^13 - 25216*T1^33*T2^13 + 14673*T2^14 + 204966*T1*T2^14 - 
     253457*T1^2*T2^14 - 7717253*T1^3*T2^14 - 399367*T1^4*T2^14 + 
     104029433*T1^5*T2^14 - 282638330*T1^6*T2^14 - 664425495*T1^7*T2^14 + 
     5091660321*T1^8*T2^14 - 6371171926*T1^9*T2^14 - 
     21701627004*T1^10*T2^14 + 78455575437*T1^11*T2^14 - 
     50945538474*T1^12*T2^14 - 165967654822*T1^13*T2^14 + 
     378001020208*T1^14*T2^14 - 199345182152*T1^15*T2^14 - 
     325331648837*T1^16*T2^14 + 623515882842*T1^17*T2^14 - 
     325331648837*T1^18*T2^14 - 199345182152*T1^19*T2^14 + 
     378001020208*T1^20*T2^14 - 165967654822*T1^21*T2^14 - 
     50945538474*T1^22*T2^14 + 78455575437*T1^23*T2^14 - 
     21701627004*T1^24*T2^14 - 6371171926*T1^25*T2^14 + 
     5091660321*T1^26*T2^14 - 664425495*T1^27*T2^14 - 282638330*T1^28*T2^14 + 
     104029433*T1^29*T2^14 - 399367*T1^30*T2^14 - 7717253*T1^31*T2^14 - 
     253457*T1^32*T2^14 + 204966*T1^33*T2^14 + 14673*T1^34*T2^14 - 
     6887*T2^15 - 146307*T1*T2^15 - 347055*T1^2*T2^15 + 5457570*T1^3*T2^15 + 
     18079085*T1^4*T2^15 - 87970101*T1^5*T2^15 - 54862396*T1^6*T2^15 + 
     1396959321*T1^7*T2^15 - 3047405069*T1^8*T2^15 - 6371171926*T1^9*T2^15 + 
     38135887718*T1^10*T2^15 - 40101511671*T1^11*T2^15 - 
     104202538932*T1^12*T2^15 + 317434773147*T1^13*T2^15 - 
     199345182152*T1^14*T2^15 - 409533022272*T1^15*T2^15 + 
     865874764952*T1^16*T2^15 - 463929315737*T1^17*T2^15 - 
     463929315737*T1^18*T2^15 + 865874764952*T1^19*T2^15 - 
     409533022272*T1^20*T2^15 - 199345182152*T1^21*T2^15 + 
     317434773147*T1^22*T2^15 - 104202538932*T1^23*T2^15 - 
     40101511671*T1^24*T2^15 + 38135887718*T1^25*T2^15 - 
     6371171926*T1^26*T2^15 - 3047405069*T1^27*T2^15 + 
     1396959321*T1^28*T2^15 - 54862396*T1^29*T2^15 - 87970101*T1^30*T2^15 + 
     18079085*T1^31*T2^15 + 5457570*T1^32*T2^15 - 347055*T1^33*T2^15 - 
     146307*T1^34*T2^15 - 6887*T1^35*T2^15 + 2529*T2^16 + 79577*T1*T2^16 + 
     511297*T1^2*T2^16 - 2073979*T1^3*T2^16 - 22483953*T1^4*T2^16 + 
     21842520*T1^5*T2^16 + 275632557*T1^6*T2^16 - 991034831*T1^7*T2^16 - 
     916559036*T1^8*T2^16 + 12834342361*T1^9*T2^16 - 
     21701627004*T1^10*T2^16 - 40101511671*T1^11*T2^16 + 
     190244295503*T1^12*T2^16 - 166301943891*T1^13*T2^16 - 
     325331648837*T1^14*T2^16 + 865874764952*T1^15*T2^16 - 
     509538210132*T1^16*T2^16 - 702007284282*T1^17*T2^16 + 
     1404531336628*T1^18*T2^16 - 702007284282*T1^19*T2^16 - 
     509538210132*T1^20*T2^16 + 865874764952*T1^21*T2^16 - 
     325331648837*T1^22*T2^16 - 166301943891*T1^23*T2^16 + 
     190244295503*T1^24*T2^16 - 40101511671*T1^25*T2^16 - 
     21701627004*T1^26*T2^16 + 12834342361*T1^27*T2^16 - 
     916559036*T1^28*T2^16 - 991034831*T1^29*T2^16 + 275632557*T1^30*T2^16 + 
     21842520*T1^31*T2^16 - 22483953*T1^32*T2^16 - 2073979*T1^33*T2^16 + 
     511297*T1^34*T2^16 + 79577*T1^35*T2^16 + 2529*T1^36*T2^16 - 699*T2^17 - 
     32647*T1*T2^17 - 377522*T1^2*T2^17 - 220119*T1^3*T2^17 + 
     15087763*T1^4*T2^17 + 32450394*T1^5*T2^17 - 237490074*T1^6*T2^17 + 
     43798573*T1^7*T2^17 + 3011313031*T1^8*T2^17 - 8079206413*T1^9*T2^17 - 
     8821102529*T1^10*T2^17 + 78455575437*T1^11*T2^17 - 
     104202538932*T1^12*T2^17 - 166301943891*T1^13*T2^17 + 
     623515882842*T1^14*T2^17 - 463929315737*T1^15*T2^17 - 
     702007284282*T1^16*T2^17 + 1638133924912*T1^17*T2^17 - 
     894626010396*T1^18*T2^17 - 894626010396*T1^19*T2^17 + 
     1638133924912*T1^20*T2^17 - 702007284282*T1^21*T2^17 - 
     463929315737*T1^22*T2^17 + 623515882842*T1^23*T2^17 - 
     166301943891*T1^24*T2^17 - 104202538932*T1^25*T2^17 + 
     78455575437*T1^26*T2^17 - 8821102529*T1^27*T2^17 - 
     8079206413*T1^28*T2^17 + 3011313031*T1^29*T2^17 + 43798573*T1^30*T2^17 - 
     237490074*T1^31*T2^17 + 32450394*T1^32*T2^17 + 15087763*T1^33*T2^17 - 
     220119*T1^34*T2^17 - 377522*T1^35*T2^17 - 32647*T1^36*T2^17 - 
     699*T1^37*T2^17 + 137*T2^18 + 9845*T1*T2^18 + 185099*T1^2*T2^18 + 
     854965*T1^3*T2^18 - 5459095*T1^4*T2^18 - 42586077*T1^5*T2^18 + 
     70195262*T1^6*T2^18 + 484503961*T1^7*T2^18 - 2055368430*T1^8*T2^18 - 
     724063171*T1^9*T2^18 + 22558707383*T1^10*T2^18 - 
     45023558761*T1^11*T2^18 - 50945538474*T1^12*T2^18 + 
     317434773147*T1^13*T2^18 - 325331648837*T1^14*T2^18 - 
     463929315737*T1^15*T2^18 + 1404531336628*T1^16*T2^18 - 
     894626010396*T1^17*T2^18 - 1071033471257*T1^18*T2^18 + 
     2227277202291*T1^19*T2^18 - 1071033471257*T1^20*T2^18 - 
     894626010396*T1^21*T2^18 + 1404531336628*T1^22*T2^18 - 
     463929315737*T1^23*T2^18 - 325331648837*T1^24*T2^18 + 
     317434773147*T1^25*T2^18 - 50945538474*T1^26*T2^18 - 
     45023558761*T1^27*T2^18 + 22558707383*T1^28*T2^18 - 
     724063171*T1^29*T2^18 - 2055368430*T1^30*T2^18 + 484503961*T1^31*T2^18 + 
     70195262*T1^32*T2^18 - 42586077*T1^33*T2^18 - 5459095*T1^34*T2^18 + 
     854965*T1^35*T2^18 + 185099*T1^36*T2^18 + 9845*T1^37*T2^18 + 
     137*T1^38*T2^18 - 17*T2^19 - 2074*T1*T2^19 - 62993*T1^2*T2^19 - 
     596362*T1^3*T2^19 + 139726*T1^4*T2^19 + 24867260*T1^5*T2^19 + 
     41030801*T1^6*T2^19 - 386281327*T1^7*T2^19 + 201982328*T1^8*T2^19 + 
     4416481835*T1^9*T2^19 - 13092193167*T1^10*T2^19 - 
     8997757382*T1^11*T2^19 + 111940188524*T1^12*T2^19 - 
     165967654822*T1^13*T2^19 - 199345182152*T1^14*T2^19 + 
     865874764952*T1^15*T2^19 - 702007284282*T1^16*T2^19 - 
     894626010396*T1^17*T2^19 + 2227277202291*T1^18*T2^19 - 
     1230178288338*T1^19*T2^19 - 1230178288338*T1^20*T2^19 + 
     2227277202291*T1^21*T2^19 - 894626010396*T1^22*T2^19 - 
     702007284282*T1^23*T2^19 + 865874764952*T1^24*T2^19 - 
     199345182152*T1^25*T2^19 - 165967654822*T1^26*T2^19 + 
     111940188524*T1^27*T2^19 - 8997757382*T1^28*T2^19 - 
     13092193167*T1^29*T2^19 + 4416481835*T1^30*T2^19 + 
     201982328*T1^31*T2^19 - 386281327*T1^32*T2^19 + 41030801*T1^33*T2^19 + 
     24867260*T1^34*T2^19 + 139726*T1^35*T2^19 - 596362*T1^36*T2^19 - 
     62993*T1^37*T2^19 - 2074*T1^38*T2^19 - 17*T1^39*T2^19 + T2^20 + 
     274*T1*T2^20 + 14547*T1^2*T2^20 + 242496*T1^3*T2^20 + 
     1006189*T1^4*T2^20 - 7417824*T1^5*T2^20 - 52411991*T1^6*T2^20 + 
     98193414*T1^7*T2^20 + 587117129*T1^8*T2^20 - 2639695452*T1^9*T2^20 - 
     391441108*T1^10*T2^20 + 26929076642*T1^11*T2^20 - 
     56550243277*T1^12*T2^20 - 54573375416*T1^13*T2^20 + 
     378001020208*T1^14*T2^20 - 409533022272*T1^15*T2^20 - 
     509538210132*T1^16*T2^20 + 1638133924912*T1^17*T2^20 - 
     1071033471257*T1^18*T2^20 - 1230178288338*T1^19*T2^20 + 
     2590946571024*T1^20*T2^20 - 1230178288338*T1^21*T2^20 - 
     1071033471257*T1^22*T2^20 + 1638133924912*T1^23*T2^20 - 
     509538210132*T1^24*T2^20 - 409533022272*T1^25*T2^20 + 
     378001020208*T1^26*T2^20 - 54573375416*T1^27*T2^20 - 
     56550243277*T1^28*T2^20 + 26929076642*T1^29*T2^20 - 
     391441108*T1^30*T2^20 - 2639695452*T1^31*T2^20 + 587117129*T1^32*T2^20 + 
     98193414*T1^33*T2^20 - 52411991*T1^34*T2^20 - 7417824*T1^35*T2^20 + 
     1006189*T1^36*T2^20 + 242496*T1^37*T2^20 + 14547*T1^38*T2^20 + 
     274*T1^39*T2^20 + T1^40*T2^20 - 17*T1*T2^21 - 2074*T1^2*T2^21 - 
     62993*T1^3*T2^21 - 596362*T1^4*T2^21 + 139726*T1^5*T2^21 + 
     24867260*T1^6*T2^21 + 41030801*T1^7*T2^21 - 386281327*T1^8*T2^21 + 
     201982328*T1^9*T2^21 + 4416481835*T1^10*T2^21 - 
     13092193167*T1^11*T2^21 - 8997757382*T1^12*T2^21 + 
     111940188524*T1^13*T2^21 - 165967654822*T1^14*T2^21 - 
     199345182152*T1^15*T2^21 + 865874764952*T1^16*T2^21 - 
     702007284282*T1^17*T2^21 - 894626010396*T1^18*T2^21 + 
     2227277202291*T1^19*T2^21 - 1230178288338*T1^20*T2^21 - 
     1230178288338*T1^21*T2^21 + 2227277202291*T1^22*T2^21 - 
     894626010396*T1^23*T2^21 - 702007284282*T1^24*T2^21 + 
     865874764952*T1^25*T2^21 - 199345182152*T1^26*T2^21 - 
     165967654822*T1^27*T2^21 + 111940188524*T1^28*T2^21 - 
     8997757382*T1^29*T2^21 - 13092193167*T1^30*T2^21 + 
     4416481835*T1^31*T2^21 + 201982328*T1^32*T2^21 - 386281327*T1^33*T2^21 + 
     41030801*T1^34*T2^21 + 24867260*T1^35*T2^21 + 139726*T1^36*T2^21 - 
     596362*T1^37*T2^21 - 62993*T1^38*T2^21 - 2074*T1^39*T2^21 - 
     17*T1^40*T2^21 + 137*T1^2*T2^22 + 9845*T1^3*T2^22 + 185099*T1^4*T2^22 + 
     854965*T1^5*T2^22 - 5459095*T1^6*T2^22 - 42586077*T1^7*T2^22 + 
     70195262*T1^8*T2^22 + 484503961*T1^9*T2^22 - 2055368430*T1^10*T2^22 - 
     724063171*T1^11*T2^22 + 22558707383*T1^12*T2^22 - 
     45023558761*T1^13*T2^22 - 50945538474*T1^14*T2^22 + 
     317434773147*T1^15*T2^22 - 325331648837*T1^16*T2^22 - 
     463929315737*T1^17*T2^22 + 1404531336628*T1^18*T2^22 - 
     894626010396*T1^19*T2^22 - 1071033471257*T1^20*T2^22 + 
     2227277202291*T1^21*T2^22 - 1071033471257*T1^22*T2^22 - 
     894626010396*T1^23*T2^22 + 1404531336628*T1^24*T2^22 - 
     463929315737*T1^25*T2^22 - 325331648837*T1^26*T2^22 + 
     317434773147*T1^27*T2^22 - 50945538474*T1^28*T2^22 - 
     45023558761*T1^29*T2^22 + 22558707383*T1^30*T2^22 - 
     724063171*T1^31*T2^22 - 2055368430*T1^32*T2^22 + 484503961*T1^33*T2^22 + 
     70195262*T1^34*T2^22 - 42586077*T1^35*T2^22 - 5459095*T1^36*T2^22 + 
     854965*T1^37*T2^22 + 185099*T1^38*T2^22 + 9845*T1^39*T2^22 + 
     137*T1^40*T2^22 - 699*T1^3*T2^23 - 32647*T1^4*T2^23 - 
     377522*T1^5*T2^23 - 220119*T1^6*T2^23 + 15087763*T1^7*T2^23 + 
     32450394*T1^8*T2^23 - 237490074*T1^9*T2^23 + 43798573*T1^10*T2^23 + 
     3011313031*T1^11*T2^23 - 8079206413*T1^12*T2^23 - 
     8821102529*T1^13*T2^23 + 78455575437*T1^14*T2^23 - 
     104202538932*T1^15*T2^23 - 166301943891*T1^16*T2^23 + 
     623515882842*T1^17*T2^23 - 463929315737*T1^18*T2^23 - 
     702007284282*T1^19*T2^23 + 1638133924912*T1^20*T2^23 - 
     894626010396*T1^21*T2^23 - 894626010396*T1^22*T2^23 + 
     1638133924912*T1^23*T2^23 - 702007284282*T1^24*T2^23 - 
     463929315737*T1^25*T2^23 + 623515882842*T1^26*T2^23 - 
     166301943891*T1^27*T2^23 - 104202538932*T1^28*T2^23 + 
     78455575437*T1^29*T2^23 - 8821102529*T1^30*T2^23 - 
     8079206413*T1^31*T2^23 + 3011313031*T1^32*T2^23 + 43798573*T1^33*T2^23 - 
     237490074*T1^34*T2^23 + 32450394*T1^35*T2^23 + 15087763*T1^36*T2^23 - 
     220119*T1^37*T2^23 - 377522*T1^38*T2^23 - 32647*T1^39*T2^23 - 
     699*T1^40*T2^23 + 2529*T1^4*T2^24 + 79577*T1^5*T2^24 + 
     511297*T1^6*T2^24 - 2073979*T1^7*T2^24 - 22483953*T1^8*T2^24 + 
     21842520*T1^9*T2^24 + 275632557*T1^10*T2^24 - 991034831*T1^11*T2^24 - 
     916559036*T1^12*T2^24 + 12834342361*T1^13*T2^24 - 
     21701627004*T1^14*T2^24 - 40101511671*T1^15*T2^24 + 
     190244295503*T1^16*T2^24 - 166301943891*T1^17*T2^24 - 
     325331648837*T1^18*T2^24 + 865874764952*T1^19*T2^24 - 
     509538210132*T1^20*T2^24 - 702007284282*T1^21*T2^24 + 
     1404531336628*T1^22*T2^24 - 702007284282*T1^23*T2^24 - 
     509538210132*T1^24*T2^24 + 865874764952*T1^25*T2^24 - 
     325331648837*T1^26*T2^24 - 166301943891*T1^27*T2^24 + 
     190244295503*T1^28*T2^24 - 40101511671*T1^29*T2^24 - 
     21701627004*T1^30*T2^24 + 12834342361*T1^31*T2^24 - 
     916559036*T1^32*T2^24 - 991034831*T1^33*T2^24 + 275632557*T1^34*T2^24 + 
     21842520*T1^35*T2^24 - 22483953*T1^36*T2^24 - 2073979*T1^37*T2^24 + 
     511297*T1^38*T2^24 + 79577*T1^39*T2^24 + 2529*T1^40*T2^24 - 
     6887*T1^5*T2^25 - 146307*T1^6*T2^25 - 347055*T1^7*T2^25 + 
     5457570*T1^8*T2^25 + 18079085*T1^9*T2^25 - 87970101*T1^10*T2^25 - 
     54862396*T1^11*T2^25 + 1396959321*T1^12*T2^25 - 3047405069*T1^13*T2^25 - 
     6371171926*T1^14*T2^25 + 38135887718*T1^15*T2^25 - 
     40101511671*T1^16*T2^25 - 104202538932*T1^17*T2^25 + 
     317434773147*T1^18*T2^25 - 199345182152*T1^19*T2^25 - 
     409533022272*T1^20*T2^25 + 865874764952*T1^21*T2^25 - 
     463929315737*T1^22*T2^25 - 463929315737*T1^23*T2^25 + 
     865874764952*T1^24*T2^25 - 409533022272*T1^25*T2^25 - 
     199345182152*T1^26*T2^25 + 317434773147*T1^27*T2^25 - 
     104202538932*T1^28*T2^25 - 40101511671*T1^29*T2^25 + 
     38135887718*T1^30*T2^25 - 6371171926*T1^31*T2^25 - 
     3047405069*T1^32*T2^25 + 1396959321*T1^33*T2^25 - 54862396*T1^34*T2^25 - 
     87970101*T1^35*T2^25 + 18079085*T1^36*T2^25 + 5457570*T1^37*T2^25 - 
     347055*T1^38*T2^25 - 146307*T1^39*T2^25 - 6887*T1^40*T2^25 + 
     14673*T1^6*T2^26 + 204966*T1^7*T2^26 - 253457*T1^8*T2^26 - 
     7717253*T1^9*T2^26 - 399367*T1^10*T2^26 + 104029433*T1^11*T2^26 - 
     282638330*T1^12*T2^26 - 664425495*T1^13*T2^26 + 5091660321*T1^14*T2^26 - 
     6371171926*T1^15*T2^26 - 21701627004*T1^16*T2^26 + 
     78455575437*T1^17*T2^26 - 50945538474*T1^18*T2^26 - 
     165967654822*T1^19*T2^26 + 378001020208*T1^20*T2^26 - 
     199345182152*T1^21*T2^26 - 325331648837*T1^22*T2^26 + 
     623515882842*T1^23*T2^26 - 325331648837*T1^24*T2^26 - 
     199345182152*T1^25*T2^26 + 378001020208*T1^26*T2^26 - 
     165967654822*T1^27*T2^26 - 50945538474*T1^28*T2^26 + 
     78455575437*T1^29*T2^26 - 21701627004*T1^30*T2^26 - 
     6371171926*T1^31*T2^26 + 5091660321*T1^32*T2^26 - 
     664425495*T1^33*T2^26 - 282638330*T1^34*T2^26 + 104029433*T1^35*T2^26 - 
     399367*T1^36*T2^26 - 7717253*T1^37*T2^26 - 253457*T1^38*T2^26 + 
     204966*T1^39*T2^26 + 14673*T1^40*T2^26 - 25216*T1^7*T2^27 - 
     217167*T1^8*T2^27 + 1117472*T1^9*T2^27 + 6783526*T1^10*T2^27 - 
     19561208*T1^11*T2^27 - 46201051*T1^12*T2^27 + 445126771*T1^13*T2^27 - 
     664425495*T1^14*T2^27 - 3047405069*T1^15*T2^27 + 
     12834342361*T1^16*T2^27 - 8821102529*T1^17*T2^27 - 
     45023558761*T1^18*T2^27 + 111940188524*T1^19*T2^27 - 
     54573375416*T1^20*T2^27 - 165967654822*T1^21*T2^27 + 
     317434773147*T1^22*T2^27 - 166301943891*T1^23*T2^27 - 
     166301943891*T1^24*T2^27 + 317434773147*T1^25*T2^27 - 
     165967654822*T1^26*T2^27 - 54573375416*T1^27*T2^27 + 
     111940188524*T1^28*T2^27 - 45023558761*T1^29*T2^27 - 
     8821102529*T1^30*T2^27 + 12834342361*T1^31*T2^27 - 
     3047405069*T1^32*T2^27 - 664425495*T1^33*T2^27 + 445126771*T1^34*T2^27 - 
     46201051*T1^35*T2^27 - 19561208*T1^36*T2^27 + 6783526*T1^37*T2^27 + 
     1117472*T1^38*T2^27 - 217167*T1^39*T2^27 - 25216*T1^40*T2^27 + 
     35973*T1^8*T2^28 + 164250*T1^9*T2^28 - 1850468*T1^10*T2^28 - 
     2682007*T1^11*T2^28 + 28152421*T1^12*T2^28 - 46201051*T1^13*T2^28 - 
     282638330*T1^14*T2^28 + 1396959321*T1^15*T2^28 - 916559036*T1^16*T2^28 - 
     8079206413*T1^17*T2^28 + 22558707383*T1^18*T2^28 - 
     8997757382*T1^19*T2^28 - 56550243277*T1^20*T2^28 + 
     111940188524*T1^21*T2^28 - 50945538474*T1^22*T2^28 - 
     104202538932*T1^23*T2^28 + 190244295503*T1^24*T2^28 - 
     104202538932*T1^25*T2^28 - 50945538474*T1^26*T2^28 + 
     111940188524*T1^27*T2^28 - 56550243277*T1^28*T2^28 - 
     8997757382*T1^29*T2^28 + 22558707383*T1^30*T2^28 - 
     8079206413*T1^31*T2^28 - 916559036*T1^32*T2^28 + 
     1396959321*T1^33*T2^28 - 282638330*T1^34*T2^28 - 46201051*T1^35*T2^28 + 
     28152421*T1^36*T2^28 - 2682007*T1^37*T2^28 - 1850468*T1^38*T2^28 + 
     164250*T1^39*T2^28 + 35973*T1^40*T2^28 - 43822*T1^9*T2^29 - 
     60721*T1^10*T2^29 + 2130851*T1^11*T2^29 - 2682007*T1^12*T2^29 - 
     19561208*T1^13*T2^29 + 104029433*T1^14*T2^29 - 54862396*T1^15*T2^29 - 
     991034831*T1^16*T2^29 + 3011313031*T1^17*T2^29 - 724063171*T1^18*T2^29 - 
     13092193167*T1^19*T2^29 + 26929076642*T1^20*T2^29 - 
     8997757382*T1^21*T2^29 - 45023558761*T1^22*T2^29 + 
     78455575437*T1^23*T2^29 - 40101511671*T1^24*T2^29 - 
     40101511671*T1^25*T2^29 + 78455575437*T1^26*T2^29 - 
     45023558761*T1^27*T2^29 - 8997757382*T1^28*T2^29 + 
     26929076642*T1^29*T2^29 - 13092193167*T1^30*T2^29 - 
     724063171*T1^31*T2^29 + 3011313031*T1^32*T2^29 - 991034831*T1^33*T2^29 - 
     54862396*T1^34*T2^29 + 104029433*T1^35*T2^29 - 19561208*T1^36*T2^29 - 
     2682007*T1^37*T2^29 + 2130851*T1^38*T2^29 - 60721*T1^39*T2^29 - 
     43822*T1^40*T2^29 + 46657*T1^10*T2^30 - 60721*T1^11*T2^30 - 
     1850468*T1^12*T2^30 + 6783526*T1^13*T2^30 - 399367*T1^14*T2^30 - 
     87970101*T1^15*T2^30 + 275632557*T1^16*T2^30 + 43798573*T1^17*T2^30 - 
     2055368430*T1^18*T2^30 + 4416481835*T1^19*T2^30 - 
     391441108*T1^20*T2^30 - 13092193167*T1^21*T2^30 + 
     22558707383*T1^22*T2^30 - 8821102529*T1^23*T2^30 - 
     21701627004*T1^24*T2^30 + 38135887718*T1^25*T2^30 - 
     21701627004*T1^26*T2^30 - 8821102529*T1^27*T2^30 + 
     22558707383*T1^28*T2^30 - 13092193167*T1^29*T2^30 - 
     391441108*T1^30*T2^30 + 4416481835*T1^31*T2^30 - 
     2055368430*T1^32*T2^30 + 43798573*T1^33*T2^30 + 275632557*T1^34*T2^30 - 
     87970101*T1^35*T2^30 - 399367*T1^36*T2^30 + 6783526*T1^37*T2^30 - 
     1850468*T1^38*T2^30 - 60721*T1^39*T2^30 + 46657*T1^40*T2^30 - 
     43822*T1^11*T2^31 + 164250*T1^12*T2^31 + 1117472*T1^13*T2^31 - 
     7717253*T1^14*T2^31 + 18079085*T1^15*T2^31 + 21842520*T1^16*T2^31 - 
     237490074*T1^17*T2^31 + 484503961*T1^18*T2^31 + 201982328*T1^19*T2^31 - 
     2639695452*T1^20*T2^31 + 4416481835*T1^21*T2^31 - 
     724063171*T1^22*T2^31 - 8079206413*T1^23*T2^31 + 
     12834342361*T1^24*T2^31 - 6371171926*T1^25*T2^31 - 
     6371171926*T1^26*T2^31 + 12834342361*T1^27*T2^31 - 
     8079206413*T1^28*T2^31 - 724063171*T1^29*T2^31 + 
     4416481835*T1^30*T2^31 - 2639695452*T1^31*T2^31 + 
     201982328*T1^32*T2^31 + 484503961*T1^33*T2^31 - 237490074*T1^34*T2^31 + 
     21842520*T1^35*T2^31 + 18079085*T1^36*T2^31 - 7717253*T1^37*T2^31 + 
     1117472*T1^38*T2^31 + 164250*T1^39*T2^31 - 43822*T1^40*T2^31 + 
     35973*T1^12*T2^32 - 217167*T1^13*T2^32 - 253457*T1^14*T2^32 + 
     5457570*T1^15*T2^32 - 22483953*T1^16*T2^32 + 32450394*T1^17*T2^32 + 
     70195262*T1^18*T2^32 - 386281327*T1^19*T2^32 + 587117129*T1^20*T2^32 + 
     201982328*T1^21*T2^32 - 2055368430*T1^22*T2^32 + 
     3011313031*T1^23*T2^32 - 916559036*T1^24*T2^32 - 
     3047405069*T1^25*T2^32 + 5091660321*T1^26*T2^32 - 
     3047405069*T1^27*T2^32 - 916559036*T1^28*T2^32 + 
     3011313031*T1^29*T2^32 - 2055368430*T1^30*T2^32 + 
     201982328*T1^31*T2^32 + 587117129*T1^32*T2^32 - 386281327*T1^33*T2^32 + 
     70195262*T1^34*T2^32 + 32450394*T1^35*T2^32 - 22483953*T1^36*T2^32 + 
     5457570*T1^37*T2^32 - 253457*T1^38*T2^32 - 217167*T1^39*T2^32 + 
     35973*T1^40*T2^32 - 25216*T1^13*T2^33 + 204966*T1^14*T2^33 - 
     347055*T1^15*T2^33 - 2073979*T1^16*T2^33 + 15087763*T1^17*T2^33 - 
     42586077*T1^18*T2^33 + 41030801*T1^19*T2^33 + 98193414*T1^20*T2^33 - 
     386281327*T1^21*T2^33 + 484503961*T1^22*T2^33 + 43798573*T1^23*T2^33 - 
     991034831*T1^24*T2^33 + 1396959321*T1^25*T2^33 - 664425495*T1^26*T2^33 - 
     664425495*T1^27*T2^33 + 1396959321*T1^28*T2^33 - 991034831*T1^29*T2^33 + 
     43798573*T1^30*T2^33 + 484503961*T1^31*T2^33 - 386281327*T1^32*T2^33 + 
     98193414*T1^33*T2^33 + 41030801*T1^34*T2^33 - 42586077*T1^35*T2^33 + 
     15087763*T1^36*T2^33 - 2073979*T1^37*T2^33 - 347055*T1^38*T2^33 + 
     204966*T1^39*T2^33 - 25216*T1^40*T2^33 + 14673*T1^14*T2^34 - 
     146307*T1^15*T2^34 + 511297*T1^16*T2^34 - 220119*T1^17*T2^34 - 
     5459095*T1^18*T2^34 + 24867260*T1^19*T2^34 - 52411991*T1^20*T2^34 + 
     41030801*T1^21*T2^34 + 70195262*T1^22*T2^34 - 237490074*T1^23*T2^34 + 
     275632557*T1^24*T2^34 - 54862396*T1^25*T2^34 - 282638330*T1^26*T2^34 + 
     445126771*T1^27*T2^34 - 282638330*T1^28*T2^34 - 54862396*T1^29*T2^34 + 
     275632557*T1^30*T2^34 - 237490074*T1^31*T2^34 + 70195262*T1^32*T2^34 + 
     41030801*T1^33*T2^34 - 52411991*T1^34*T2^34 + 24867260*T1^35*T2^34 - 
     5459095*T1^36*T2^34 - 220119*T1^37*T2^34 + 511297*T1^38*T2^34 - 
     146307*T1^39*T2^34 + 14673*T1^40*T2^34 - 6887*T1^15*T2^35 + 
     79577*T1^16*T2^35 - 377522*T1^17*T2^35 + 854965*T1^18*T2^35 + 
     139726*T1^19*T2^35 - 7417824*T1^20*T2^35 + 24867260*T1^21*T2^35 - 
     42586077*T1^22*T2^35 + 32450394*T1^23*T2^35 + 21842520*T1^24*T2^35 - 
     87970101*T1^25*T2^35 + 104029433*T1^26*T2^35 - 46201051*T1^27*T2^35 - 
     46201051*T1^28*T2^35 + 104029433*T1^29*T2^35 - 87970101*T1^30*T2^35 + 
     21842520*T1^31*T2^35 + 32450394*T1^32*T2^35 - 42586077*T1^33*T2^35 + 
     24867260*T1^34*T2^35 - 7417824*T1^35*T2^35 + 139726*T1^36*T2^35 + 
     854965*T1^37*T2^35 - 377522*T1^38*T2^35 + 79577*T1^39*T2^35 - 
     6887*T1^40*T2^35 + 2529*T1^16*T2^36 - 32647*T1^17*T2^36 + 
     185099*T1^18*T2^36 - 596362*T1^19*T2^36 + 1006189*T1^20*T2^36 + 
     139726*T1^21*T2^36 - 5459095*T1^22*T2^36 + 15087763*T1^23*T2^36 - 
     22483953*T1^24*T2^36 + 18079085*T1^25*T2^36 - 399367*T1^26*T2^36 - 
     19561208*T1^27*T2^36 + 28152421*T1^28*T2^36 - 19561208*T1^29*T2^36 - 
     399367*T1^30*T2^36 + 18079085*T1^31*T2^36 - 22483953*T1^32*T2^36 + 
     15087763*T1^33*T2^36 - 5459095*T1^34*T2^36 + 139726*T1^35*T2^36 + 
     1006189*T1^36*T2^36 - 596362*T1^37*T2^36 + 185099*T1^38*T2^36 - 
     32647*T1^39*T2^36 + 2529*T1^40*T2^36 - 699*T1^17*T2^37 + 
     9845*T1^18*T2^37 - 62993*T1^19*T2^37 + 242496*T1^20*T2^37 - 
     596362*T1^21*T2^37 + 854965*T1^22*T2^37 - 220119*T1^23*T2^37 - 
     2073979*T1^24*T2^37 + 5457570*T1^25*T2^37 - 7717253*T1^26*T2^37 + 
     6783526*T1^27*T2^37 - 2682007*T1^28*T2^37 - 2682007*T1^29*T2^37 + 
     6783526*T1^30*T2^37 - 7717253*T1^31*T2^37 + 5457570*T1^32*T2^37 - 
     2073979*T1^33*T2^37 - 220119*T1^34*T2^37 + 854965*T1^35*T2^37 - 
     596362*T1^36*T2^37 + 242496*T1^37*T2^37 - 62993*T1^38*T2^37 + 
     9845*T1^39*T2^37 - 699*T1^40*T2^37 + 137*T1^18*T2^38 - 
     2074*T1^19*T2^38 + 14547*T1^20*T2^38 - 62993*T1^21*T2^38 + 
     185099*T1^22*T2^38 - 377522*T1^23*T2^38 + 511297*T1^24*T2^38 - 
     347055*T1^25*T2^38 - 253457*T1^26*T2^38 + 1117472*T1^27*T2^38 - 
     1850468*T1^28*T2^38 + 2130851*T1^29*T2^38 - 1850468*T1^30*T2^38 + 
     1117472*T1^31*T2^38 - 253457*T1^32*T2^38 - 347055*T1^33*T2^38 + 
     511297*T1^34*T2^38 - 377522*T1^35*T2^38 + 185099*T1^36*T2^38 - 
     62993*T1^37*T2^38 + 14547*T1^38*T2^38 - 2074*T1^39*T2^38 + 
     137*T1^40*T2^38 - 17*T1^19*T2^39 + 274*T1^20*T2^39 - 2074*T1^21*T2^39 + 
     9845*T1^22*T2^39 - 32647*T1^23*T2^39 + 79577*T1^24*T2^39 - 
     146307*T1^25*T2^39 + 204966*T1^26*T2^39 - 217167*T1^27*T2^39 + 
     164250*T1^28*T2^39 - 60721*T1^29*T2^39 - 60721*T1^30*T2^39 + 
     164250*T1^31*T2^39 - 217167*T1^32*T2^39 + 204966*T1^33*T2^39 - 
     146307*T1^34*T2^39 + 79577*T1^35*T2^39 - 32647*T1^36*T2^39 + 
     9845*T1^37*T2^39 - 2074*T1^38*T2^39 + 274*T1^39*T2^39 - 17*T1^40*T2^39 + 
     T1^20*T2^40 - 17*T1^21*T2^40 + 137*T1^22*T2^40 - 699*T1^23*T2^40 + 
     2529*T1^24*T2^40 - 6887*T1^25*T2^40 + 14673*T1^26*T2^40 - 
     25216*T1^27*T2^40 + 35973*T1^28*T2^40 - 43822*T1^29*T2^40 + 
     46657*T1^30*T2^40 - 43822*T1^31*T2^40 + 35973*T1^32*T2^40 - 
     25216*T1^33*T2^40 + 14673*T1^34*T2^40 - 6887*T1^35*T2^40 + 
     2529*T1^36*T2^40 - 699*T1^37*T2^40 + 137*T1^38*T2^40 - 17*T1^39*T2^40 + 
     T1^40*T2^40)/(T1^20*T2^20))}}
