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73928*u^27 + 32710*u^28 - 12395*u^29 + 3823*u^30 - 914*u^31 + 159*u^32 - 18*u^33 + u^34", "-1 + 7*u - 29*u^2 + 317*u^3 - 655*u^4 + 4555*u^5 - 2674*u^6 + 21344*u^7 - 6220*u^8 + 38574*u^9 - 8396*u^10 + 11482*u^11 + 9468*u^12 - 63648*u^13 + 49336*u^14 - 115010*u^15 + 74289*u^16 - 97883*u^17 + 65743*u^18 - 47513*u^19 + 42155*u^20 - 11949*u^21 + 21452*u^22 - 16*u^23 + 8743*u^24 + 1089*u^25 + 2789*u^26 + 413*u^27 + 684*u^28 + 90*u^29 + 126*u^30 + 13*u^31 + 16*u^32 + u^33 + u^34", "-937 + 1584*u + 5315*u^2 - 13145*u^3 - 26808*u^4 + 47181*u^5 + 52290*u^6 - 71348*u^7 - 18168*u^8 + 80074*u^9 + 70430*u^10 + 64532*u^11 - 133896*u^12 - 116854*u^13 + 19778*u^14 - 193670*u^15 + 230033*u^16 - 396948*u^17 + 193867*u^18 - 381285*u^19 + 150276*u^20 - 176947*u^21 + 103492*u^22 - 44088*u^23 + 46507*u^24 - 5358*u^25 + 13335*u^26 + 21*u^27 + 2527*u^28 + 89*u^29 + 322*u^30 + 8*u^31 + 26*u^32 + u^34", "1 + 10*u + 29*u^2 + 69*u^3 + 64*u^4 - 57*u^5 - 208*u^6 - 208*u^7 + 46*u^8 + 188*u^9 - 154*u^10 - 158*u^11 + 906*u^12 + 1334*u^13 - 556*u^14 - 3064*u^15 - 1867*u^16 + 2998*u^17 + 4119*u^18 - 715*u^19 - 4050*u^20 - 1617*u^21 + 2368*u^22 + 2300*u^23 - 867*u^24 - 1658*u^25 + 213*u^26 + 779*u^27 - 59*u^28 - 243*u^29 + 26*u^30 + 46*u^31 - 8*u^32 - 4*u^33 + u^34", "1 - 42*u - 411*u^2 - 325*u^3 + 4150*u^4 - 2569*u^5 - 4464*u^6 - 14120*u^7 + 83550*u^8 - 148404*u^9 + 195822*u^10 - 584850*u^11 + 1640438*u^12 - 2756490*u^13 + 3394764*u^14 - 4950008*u^15 + 8998269*u^16 - 13686954*u^17 + 15131467*u^18 - 12773469*u^19 + 10357084*u^20 - 10949457*u^21 + 13344688*u^22 - 14192244*u^23 + 11979573*u^24 - 7957466*u^25 + 4187857*u^26 - 1753371*u^27 + 582695*u^28 - 152191*u^29 + 30634*u^30 - 4594*u^31 + 484*u^32 - 32*u^33 + u^34", "1 + u - 9*u^2 - 23*u^3 - 49*u^4 + 117*u^5 + 204*u^6 - 378*u^7 + 2218*u^8 + 668*u^9 - 17406*u^10 + 3488*u^11 + 44368*u^12 - 52350*u^13 - 44464*u^14 + 219548*u^15 - 65207*u^16 - 596327*u^17 + 217761*u^18 + 1194071*u^19 + 125157*u^20 - 1247279*u^21 - 692648*u^22 + 382914*u^23 + 397217*u^24 - 7941*u^25 - 94881*u^26 - 17003*u^27 + 10826*u^28 + 3524*u^29 - 482*u^30 - 291*u^31 - 8*u^32 + 9*u^33 + u^34", "-1744 + 11980*u - 7911*u^2 - 21266*u^3 - 170236*u^4 + 56195*u^5 + 436556*u^6 + 908600*u^7 + 95932*u^8 - 991720*u^9 - 713398*u^10 + 5314602*u^11 + 13507428*u^12 + 13497358*u^13 + 4117922*u^14 - 2933710*u^15 - 2229456*u^16 - 3437430*u^17 - 4444787*u^18 + 793836*u^19 + 3953588*u^20 - 778093*u^21 - 691504*u^22 + 577376*u^23 - 62848*u^24 - 85896*u^25 + 28949*u^26 - 8664*u^27 + 1774*u^28 - 1093*u^29 + 255*u^30 - 8*u^31 + 5*u^32 - 2*u^33 + u^34", "1 - u - 9*u^2 + 23*u^3 - 49*u^4 - 117*u^5 + 204*u^6 + 378*u^7 + 2218*u^8 - 668*u^9 - 17406*u^10 - 3488*u^11 + 44368*u^12 + 52350*u^13 - 44464*u^14 - 219548*u^15 - 65207*u^16 + 596327*u^17 + 217761*u^18 - 1194071*u^19 + 125157*u^20 + 1247279*u^21 - 692648*u^22 - 382914*u^23 + 397217*u^24 + 7941*u^25 - 94881*u^26 + 17003*u^27 + 10826*u^28 - 3524*u^29 - 482*u^30 + 291*u^31 - 8*u^32 - 9*u^33 + u^34", "-279 - 387*u + 1155*u^2 - 24795*u^3 - 16339*u^4 + 478453*u^5 + 470018*u^6 - 2622894*u^7 - 2595750*u^8 + 5906930*u^9 + 5020066*u^10 - 2337954*u^11 + 4913992*u^12 + 2678968*u^13 - 6581224*u^14 + 2242516*u^15 + 1255269*u^16 - 4584661*u^17 + 1817687*u^18 - 1095965*u^19 + 926453*u^20 - 345041*u^21 + 266312*u^22 - 50856*u^23 + 69205*u^24 - 24949*u^25 + 10005*u^26 - 6077*u^27 + 1212*u^28 - 844*u^29 + 158*u^30 - 37*u^31 + 16*u^32 - u^33 + u^34", "-964 + 8204*u - 8517*u^2 - 87092*u^3 + 204032*u^4 + 74201*u^5 - 264192*u^6 - 47484*u^7 - 248508*u^8 - 73570*u^9 - 327250*u^10 + 81004*u^11 + 446086*u^12 - 844386*u^13 + 786200*u^14 - 1467554*u^15 + 1285078*u^16 - 1743838*u^17 + 1267805*u^18 - 1415858*u^19 + 904788*u^20 - 795251*u^21 + 466646*u^22 - 323164*u^23 + 169064*u^24 - 95204*u^25 + 45389*u^26 - 21154*u^27 + 8584*u^28 - 3191*u^29 + 1075*u^30 - 318*u^31 + 75*u^32 - 12*u^33 + u^34" ], "GeometricComponent":"{31, 32}", "uPolys_ij_N":[ "4 + 4*u - 35*u^2 - 34*u^3 + 90*u^4 - u^5 - 272*u^6 + 36*u^7 + 356*u^8 - 312*u^9 - 596*u^10 + 366*u^11 + 762*u^12 - 74*u^13 - 690*u^14 - 260*u^15 + 420*u^16 + 128*u^17 - 431*u^18 + 144*u^19 + 678*u^20 - 109*u^21 - 746*u^22 - 148*u^23 + 496*u^24 + 276*u^25 - 183*u^26 - 204*u^27 + 18*u^28 + 85*u^29 + 15*u^30 - 20*u^31 - 7*u^32 + 2*u^33 + u^34", "16 + 296*u + 2217*u^2 + 9624*u^3 + 29632*u^4 + 73705*u^5 + 161808*u^6 + 336244*u^7 + 660024*u^8 + 1138476*u^9 + 1625058*u^10 + 1909564*u^11 + 1991628*u^12 + 2156510*u^13 + 2606358*u^14 + 3105100*u^15 + 3209490*u^16 + 2826300*u^17 + 2311327*u^18 + 2006368*u^19 + 1883704*u^20 + 1703297*u^21 + 1349646*u^22 + 914760*u^23 + 542174*u^24 + 293960*u^25 + 151443*u^26 + 73928*u^27 + 32710*u^28 + 12395*u^29 + 3823*u^30 + 914*u^31 + 159*u^32 + 18*u^33 + u^34", "-964 - 8204*u - 8517*u^2 + 87092*u^3 + 204032*u^4 - 74201*u^5 - 264192*u^6 + 47484*u^7 - 248508*u^8 + 73570*u^9 - 327250*u^10 - 81004*u^11 + 446086*u^12 + 844386*u^13 + 786200*u^14 + 1467554*u^15 + 1285078*u^16 + 1743838*u^17 + 1267805*u^18 + 1415858*u^19 + 904788*u^20 + 795251*u^21 + 466646*u^22 + 323164*u^23 + 169064*u^24 + 95204*u^25 + 45389*u^26 + 21154*u^27 + 8584*u^28 + 3191*u^29 + 1075*u^30 + 318*u^31 + 75*u^32 + 12*u^33 + u^34", "-167 + 4516*u - 6291*u^2 - 20569*u^3 + 58874*u^4 - 1159*u^5 - 253888*u^6 + 717028*u^7 - 1401326*u^8 + 2318816*u^9 - 3308166*u^10 + 4079094*u^11 - 4524758*u^12 + 4776130*u^13 - 4891748*u^14 + 4766838*u^15 - 4326121*u^16 + 3628860*u^17 - 2795131*u^18 + 1946801*u^19 - 1210388*u^20 + 669249*u^21 - 330040*u^22 + 142514*u^23 - 48457*u^24 + 8776*u^25 + 3111*u^26 - 3335*u^27 + 1565*u^28 - 493*u^29 + 176*u^30 - 80*u^31 + 32*u^32 - 8*u^33 + u^34", "1 - 10*u + 29*u^2 - 69*u^3 + 64*u^4 + 57*u^5 - 208*u^6 + 208*u^7 + 46*u^8 - 188*u^9 - 154*u^10 + 158*u^11 + 906*u^12 - 1334*u^13 - 556*u^14 + 3064*u^15 - 1867*u^16 - 2998*u^17 + 4119*u^18 + 715*u^19 - 4050*u^20 + 1617*u^21 + 2368*u^22 - 2300*u^23 - 867*u^24 + 1658*u^25 + 213*u^26 - 779*u^27 - 59*u^28 + 243*u^29 + 26*u^30 - 46*u^31 - 8*u^32 + 4*u^33 + u^34", "-279 + 387*u + 1155*u^2 + 24795*u^3 - 16339*u^4 - 478453*u^5 + 470018*u^6 + 2622894*u^7 - 2595750*u^8 - 5906930*u^9 + 5020066*u^10 + 2337954*u^11 + 4913992*u^12 - 2678968*u^13 - 6581224*u^14 - 2242516*u^15 + 1255269*u^16 + 4584661*u^17 + 1817687*u^18 + 1095965*u^19 + 926453*u^20 + 345041*u^21 + 266312*u^22 + 50856*u^23 + 69205*u^24 + 24949*u^25 + 10005*u^26 + 6077*u^27 + 1212*u^28 + 844*u^29 + 158*u^30 + 37*u^31 + 16*u^32 + u^33 + u^34", "149 + 271*u + 1378*u^2 - 1700*u^3 - 3965*u^4 - 11379*u^5 - 13880*u^6 + 43378*u^7 - 6434*u^8 - 34786*u^9 - 133508*u^10 - 320632*u^11 + 164746*u^12 - 181326*u^13 + 746686*u^14 + 523904*u^15 + 1046301*u^16 + 1206703*u^17 + 765210*u^18 + 1020774*u^19 + 271777*u^20 + 449163*u^21 + 67354*u^22 + 110032*u^23 + 4897*u^24 + 15541*u^25 + 1464*u^26 + 330*u^27 - 64*u^28 - 54*u^29 + 105*u^30 + 6*u^31 - 9*u^32 - u^33 + u^34", "4 - 4*u - 35*u^2 + 34*u^3 + 90*u^4 + u^5 - 272*u^6 - 36*u^7 + 356*u^8 + 312*u^9 - 596*u^10 - 366*u^11 + 762*u^12 + 74*u^13 - 690*u^14 + 260*u^15 + 420*u^16 - 128*u^17 - 431*u^18 - 144*u^19 + 678*u^20 + 109*u^21 - 746*u^22 + 148*u^23 + 496*u^24 - 276*u^25 - 183*u^26 + 204*u^27 + 18*u^28 - 85*u^29 + 15*u^30 + 20*u^31 - 7*u^32 - 2*u^33 + u^34", "149 + 644*u + 5935*u^2 + 11997*u^3 - 9398*u^4 - 27087*u^5 + 16564*u^6 + 82082*u^7 + 103654*u^8 + 98560*u^9 + 108358*u^10 + 30130*u^11 - 29504*u^12 + 41974*u^13 - 121690*u^14 - 289678*u^15 - 227557*u^16 - 236056*u^17 - 155475*u^18 + 31879*u^19 + 16984*u^20 + 80291*u^21 + 66612*u^22 + 23986*u^23 + 40713*u^24 - 262*u^25 + 13819*u^26 - 1677*u^27 + 2945*u^28 - 415*u^29 + 392*u^30 - 46*u^31 + 30*u^32 - 2*u^33 + u^34", "1 + 42*u - 411*u^2 + 325*u^3 + 4150*u^4 + 2569*u^5 - 4464*u^6 + 14120*u^7 + 83550*u^8 + 148404*u^9 + 195822*u^10 + 584850*u^11 + 1640438*u^12 + 2756490*u^13 + 3394764*u^14 + 4950008*u^15 + 8998269*u^16 + 13686954*u^17 + 15131467*u^18 + 12773469*u^19 + 10357084*u^20 + 10949457*u^21 + 13344688*u^22 + 14192244*u^23 + 11979573*u^24 + 7957466*u^25 + 4187857*u^26 + 1753371*u^27 + 582695*u^28 + 152191*u^29 + 30634*u^30 + 4594*u^31 + 484*u^32 + 32*u^33 + u^34", "149 - 644*u + 5935*u^2 - 11997*u^3 - 9398*u^4 + 27087*u^5 + 16564*u^6 - 82082*u^7 + 103654*u^8 - 98560*u^9 + 108358*u^10 - 30130*u^11 - 29504*u^12 - 41974*u^13 - 121690*u^14 + 289678*u^15 - 227557*u^16 + 236056*u^17 - 155475*u^18 - 31879*u^19 + 16984*u^20 - 80291*u^21 + 66612*u^22 - 23986*u^23 + 40713*u^24 + 262*u^25 + 13819*u^26 + 1677*u^27 + 2945*u^28 + 415*u^29 + 392*u^30 + 46*u^31 + 30*u^32 + 2*u^33 + u^34", "-937 - 1584*u + 5315*u^2 + 13145*u^3 - 26808*u^4 - 47181*u^5 + 52290*u^6 + 71348*u^7 - 18168*u^8 - 80074*u^9 + 70430*u^10 - 64532*u^11 - 133896*u^12 + 116854*u^13 + 19778*u^14 + 193670*u^15 + 230033*u^16 + 396948*u^17 + 193867*u^18 + 381285*u^19 + 150276*u^20 + 176947*u^21 + 103492*u^22 + 44088*u^23 + 46507*u^24 + 5358*u^25 + 13335*u^26 - 21*u^27 + 2527*u^28 - 89*u^29 + 322*u^30 - 8*u^31 + 26*u^32 + u^34", "-167 - 4516*u - 6291*u^2 + 20569*u^3 + 58874*u^4 + 1159*u^5 - 253888*u^6 - 717028*u^7 - 1401326*u^8 - 2318816*u^9 - 3308166*u^10 - 4079094*u^11 - 4524758*u^12 - 4776130*u^13 - 4891748*u^14 - 4766838*u^15 - 4326121*u^16 - 3628860*u^17 - 2795131*u^18 - 1946801*u^19 - 1210388*u^20 - 669249*u^21 - 330040*u^22 - 142514*u^23 - 48457*u^24 - 8776*u^25 + 3111*u^26 + 3335*u^27 + 1565*u^28 + 493*u^29 + 176*u^30 + 80*u^31 + 32*u^32 + 8*u^33 + u^34", "4916 + 13962*u + 42055*u^2 - 77542*u^3 - 218324*u^4 - 569817*u^5 - 592786*u^6 - 264662*u^7 + 131700*u^8 + 1745776*u^9 + 2972402*u^10 + 4170800*u^11 + 1879390*u^12 - 1064752*u^13 - 3446378*u^14 - 3850392*u^15 - 1251582*u^16 - 2773008*u^17 - 223565*u^18 + 1682836*u^19 + 593960*u^20 + 777811*u^21 + 119254*u^22 + 325848*u^23 + 180550*u^24 + 114762*u^25 + 48727*u^26 + 22070*u^27 + 11204*u^28 + 5493*u^29 + 2137*u^30 + 616*u^31 + 125*u^32 + 16*u^33 + u^34", "-1 - 7*u - 29*u^2 - 317*u^3 - 655*u^4 - 4555*u^5 - 2674*u^6 - 21344*u^7 - 6220*u^8 - 38574*u^9 - 8396*u^10 - 11482*u^11 + 9468*u^12 + 63648*u^13 + 49336*u^14 + 115010*u^15 + 74289*u^16 + 97883*u^17 + 65743*u^18 + 47513*u^19 + 42155*u^20 + 11949*u^21 + 21452*u^22 + 16*u^23 + 8743*u^24 - 1089*u^25 + 2789*u^26 - 413*u^27 + 684*u^28 - 90*u^29 + 126*u^30 - 13*u^31 + 16*u^32 - u^33 + u^34", "16 - 296*u + 2217*u^2 - 9624*u^3 + 29632*u^4 - 73705*u^5 + 161808*u^6 - 336244*u^7 + 660024*u^8 - 1138476*u^9 + 1625058*u^10 - 1909564*u^11 + 1991628*u^12 - 2156510*u^13 + 2606358*u^14 - 3105100*u^15 + 3209490*u^16 - 2826300*u^17 + 2311327*u^18 - 2006368*u^19 + 1883704*u^20 - 1703297*u^21 + 1349646*u^22 - 914760*u^23 + 542174*u^24 - 293960*u^25 + 151443*u^26 - 73928*u^27 + 32710*u^28 - 12395*u^29 + 3823*u^30 - 914*u^31 + 159*u^32 - 18*u^33 + u^34", "-1 + 7*u - 29*u^2 + 317*u^3 - 655*u^4 + 4555*u^5 - 2674*u^6 + 21344*u^7 - 6220*u^8 + 38574*u^9 - 8396*u^10 + 11482*u^11 + 9468*u^12 - 63648*u^13 + 49336*u^14 - 115010*u^15 + 74289*u^16 - 97883*u^17 + 65743*u^18 - 47513*u^19 + 42155*u^20 - 11949*u^21 + 21452*u^22 - 16*u^23 + 8743*u^24 + 1089*u^25 + 2789*u^26 + 413*u^27 + 684*u^28 + 90*u^29 + 126*u^30 + 13*u^31 + 16*u^32 + u^33 + u^34", "-937 + 1584*u + 5315*u^2 - 13145*u^3 - 26808*u^4 + 47181*u^5 + 52290*u^6 - 71348*u^7 - 18168*u^8 + 80074*u^9 + 70430*u^10 + 64532*u^11 - 133896*u^12 - 116854*u^13 + 19778*u^14 - 193670*u^15 + 230033*u^16 - 396948*u^17 + 193867*u^18 - 381285*u^19 + 150276*u^20 - 176947*u^21 + 103492*u^22 - 44088*u^23 + 46507*u^24 - 5358*u^25 + 13335*u^26 + 21*u^27 + 2527*u^28 + 89*u^29 + 322*u^30 + 8*u^31 + 26*u^32 + u^34", "1 + 10*u + 29*u^2 + 69*u^3 + 64*u^4 - 57*u^5 - 208*u^6 - 208*u^7 + 46*u^8 + 188*u^9 - 154*u^10 - 158*u^11 + 906*u^12 + 1334*u^13 - 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57*u^5 - 208*u^6 - 208*u^7 + 46*u^8 + 188*u^9 - 154*u^10 - 158*u^11 + 906*u^12 + 1334*u^13 - 556*u^14 - 3064*u^15 - 1867*u^16 + 2998*u^17 + 4119*u^18 - 715*u^19 - 4050*u^20 - 1617*u^21 + 2368*u^22 + 2300*u^23 - 867*u^24 - 1658*u^25 + 213*u^26 + 779*u^27 - 59*u^28 - 243*u^29 + 26*u^30 + 46*u^31 - 8*u^32 - 4*u^33 + u^34)", "u^2*(-1 + u + u^2)*(4 + 4*u - 35*u^2 - 34*u^3 + 90*u^4 - u^5 - 272*u^6 + 36*u^7 + 356*u^8 - 312*u^9 - 596*u^10 + 366*u^11 + 762*u^12 - 74*u^13 - 690*u^14 - 260*u^15 + 420*u^16 + 128*u^17 - 431*u^18 + 144*u^19 + 678*u^20 - 109*u^21 - 746*u^22 - 148*u^23 + 496*u^24 + 276*u^25 - 183*u^26 - 204*u^27 + 18*u^28 + 85*u^29 + 15*u^30 - 20*u^31 - 7*u^32 + 2*u^33 + u^34)", "(1 + u)^2*(-1 - u + u^2)*(1 + 10*u + 29*u^2 + 69*u^3 + 64*u^4 - 57*u^5 - 208*u^6 - 208*u^7 + 46*u^8 + 188*u^9 - 154*u^10 - 158*u^11 + 906*u^12 + 1334*u^13 - 556*u^14 - 3064*u^15 - 1867*u^16 + 2998*u^17 + 4119*u^18 - 715*u^19 - 4050*u^20 - 1617*u^21 + 2368*u^22 + 2300*u^23 - 867*u^24 - 1658*u^25 + 213*u^26 + 779*u^27 - 59*u^28 - 243*u^29 + 26*u^30 + 46*u^31 - 8*u^32 - 4*u^33 + u^34)", "(1 + u)^2*(-1 - u + u^2)*(1 + 10*u + 29*u^2 + 69*u^3 + 64*u^4 - 57*u^5 - 208*u^6 - 208*u^7 + 46*u^8 + 188*u^9 - 154*u^10 - 158*u^11 + 906*u^12 + 1334*u^13 - 556*u^14 - 3064*u^15 - 1867*u^16 + 2998*u^17 + 4119*u^18 - 715*u^19 - 4050*u^20 - 1617*u^21 + 2368*u^22 + 2300*u^23 - 867*u^24 - 1658*u^25 + 213*u^26 + 779*u^27 - 59*u^28 - 243*u^29 + 26*u^30 + 46*u^31 - 8*u^32 - 4*u^33 + u^34)", "u^2*(-1 - u + u^2)*(4 - 4*u - 35*u^2 + 34*u^3 + 90*u^4 + u^5 - 272*u^6 - 36*u^7 + 356*u^8 + 312*u^9 - 596*u^10 - 366*u^11 + 762*u^12 + 74*u^13 - 690*u^14 + 260*u^15 + 420*u^16 - 128*u^17 - 431*u^18 - 144*u^19 + 678*u^20 + 109*u^21 - 746*u^22 + 148*u^23 + 496*u^24 - 276*u^25 - 183*u^26 + 204*u^27 + 18*u^28 - 85*u^29 + 15*u^30 + 20*u^31 - 7*u^32 - 2*u^33 + u^34)", "u^2*(-1 - u + u^2)*(4 + 4*u - 35*u^2 - 34*u^3 + 90*u^4 - u^5 - 272*u^6 + 36*u^7 + 356*u^8 - 312*u^9 - 596*u^10 + 366*u^11 + 762*u^12 - 74*u^13 - 690*u^14 - 260*u^15 + 420*u^16 + 128*u^17 - 431*u^18 + 144*u^19 + 678*u^20 - 109*u^21 - 746*u^22 - 148*u^23 + 496*u^24 + 276*u^25 - 183*u^26 - 204*u^27 + 18*u^28 + 85*u^29 + 15*u^30 - 20*u^31 - 7*u^32 + 2*u^33 + u^34)", "(1 + u)^2*(-1 - u + u^2)*(1 - 10*u + 29*u^2 - 69*u^3 + 64*u^4 + 57*u^5 - 208*u^6 + 208*u^7 + 46*u^8 - 188*u^9 - 154*u^10 + 158*u^11 + 906*u^12 - 1334*u^13 - 556*u^14 + 3064*u^15 - 1867*u^16 - 2998*u^17 + 4119*u^18 + 715*u^19 - 4050*u^20 + 1617*u^21 + 2368*u^22 - 2300*u^23 - 867*u^24 + 1658*u^25 + 213*u^26 - 779*u^27 - 59*u^28 + 243*u^29 + 26*u^30 - 46*u^31 - 8*u^32 + 4*u^33 + u^34)", "u^2*(-1 + u + u^2)*(4 - 4*u - 35*u^2 + 34*u^3 + 90*u^4 + u^5 - 272*u^6 - 36*u^7 + 356*u^8 + 312*u^9 - 596*u^10 - 366*u^11 + 762*u^12 + 74*u^13 - 690*u^14 + 260*u^15 + 420*u^16 - 128*u^17 - 431*u^18 - 144*u^19 + 678*u^20 + 109*u^21 - 746*u^22 + 148*u^23 + 496*u^24 - 276*u^25 - 183*u^26 + 204*u^27 + 18*u^28 - 85*u^29 + 15*u^30 + 20*u^31 - 7*u^32 - 2*u^33 + u^34)", "(-1 + u)^2*(-1 + u + u^2)*(1 - 10*u + 29*u^2 - 69*u^3 + 64*u^4 + 57*u^5 - 208*u^6 + 208*u^7 + 46*u^8 - 188*u^9 - 154*u^10 + 158*u^11 + 906*u^12 - 1334*u^13 - 556*u^14 + 3064*u^15 - 1867*u^16 - 2998*u^17 + 4119*u^18 + 715*u^19 - 4050*u^20 + 1617*u^21 + 2368*u^22 - 2300*u^23 - 867*u^24 + 1658*u^25 + 213*u^26 - 779*u^27 - 59*u^28 + 243*u^29 + 26*u^30 - 46*u^31 - 8*u^32 + 4*u^33 + u^34)", "(-1 + u)^2*(-1 + u + u^2)*(1 - 10*u + 29*u^2 - 69*u^3 + 64*u^4 + 57*u^5 - 208*u^6 + 208*u^7 + 46*u^8 - 188*u^9 - 154*u^10 + 158*u^11 + 906*u^12 - 1334*u^13 - 556*u^14 + 3064*u^15 - 1867*u^16 - 2998*u^17 + 4119*u^18 + 715*u^19 - 4050*u^20 + 1617*u^21 + 2368*u^22 - 2300*u^23 - 867*u^24 + 1658*u^25 + 213*u^26 - 779*u^27 - 59*u^28 + 243*u^29 + 26*u^30 - 46*u^31 - 8*u^32 + 4*u^33 + u^34)" ], "RileyPolyC":[ "(-1 + y)^2*(1 - 3*y + y^2)*(1 - 42*y - 411*y^2 - 325*y^3 + 4150*y^4 - 2569*y^5 - 4464*y^6 - 14120*y^7 + 83550*y^8 - 148404*y^9 + 195822*y^10 - 584850*y^11 + 1640438*y^12 - 2756490*y^13 + 3394764*y^14 - 4950008*y^15 + 8998269*y^16 - 13686954*y^17 + 15131467*y^18 - 12773469*y^19 + 10357084*y^20 - 10949457*y^21 + 13344688*y^22 - 14192244*y^23 + 11979573*y^24 - 7957466*y^25 + 4187857*y^26 - 1753371*y^27 + 582695*y^28 - 152191*y^29 + 30634*y^30 - 4594*y^31 + 484*y^32 - 32*y^33 + y^34)", "y^2*(1 - 3*y + y^2)*(16 - 296*y + 2217*y^2 - 9624*y^3 + 29632*y^4 - 73705*y^5 + 161808*y^6 - 336244*y^7 + 660024*y^8 - 1138476*y^9 + 1625058*y^10 - 1909564*y^11 + 1991628*y^12 - 2156510*y^13 + 2606358*y^14 - 3105100*y^15 + 3209490*y^16 - 2826300*y^17 + 2311327*y^18 - 2006368*y^19 + 1883704*y^20 - 1703297*y^21 + 1349646*y^22 - 914760*y^23 + 542174*y^24 - 293960*y^25 + 151443*y^26 - 73928*y^27 + 32710*y^28 - 12395*y^29 + 3823*y^30 - 914*y^31 + 159*y^32 - 18*y^33 + y^34)", "(-1 + y)^2*(1 - 3*y + y^2)*(1 - 42*y - 411*y^2 - 325*y^3 + 4150*y^4 - 2569*y^5 - 4464*y^6 - 14120*y^7 + 83550*y^8 - 148404*y^9 + 195822*y^10 - 584850*y^11 + 1640438*y^12 - 2756490*y^13 + 3394764*y^14 - 4950008*y^15 + 8998269*y^16 - 13686954*y^17 + 15131467*y^18 - 12773469*y^19 + 10357084*y^20 - 10949457*y^21 + 13344688*y^22 - 14192244*y^23 + 11979573*y^24 - 7957466*y^25 + 4187857*y^26 - 1753371*y^27 + 582695*y^28 - 152191*y^29 + 30634*y^30 - 4594*y^31 + 484*y^32 - 32*y^33 + y^34)", "(-1 + y)^2*(1 - 3*y + y^2)*(1 - 42*y - 411*y^2 - 325*y^3 + 4150*y^4 - 2569*y^5 - 4464*y^6 - 14120*y^7 + 83550*y^8 - 148404*y^9 + 195822*y^10 - 584850*y^11 + 1640438*y^12 - 2756490*y^13 + 3394764*y^14 - 4950008*y^15 + 8998269*y^16 - 13686954*y^17 + 15131467*y^18 - 12773469*y^19 + 10357084*y^20 - 10949457*y^21 + 13344688*y^22 - 14192244*y^23 + 11979573*y^24 - 7957466*y^25 + 4187857*y^26 - 1753371*y^27 + 582695*y^28 - 152191*y^29 + 30634*y^30 - 4594*y^31 + 484*y^32 - 32*y^33 + y^34)", "y^2*(1 - 3*y + y^2)*(16 - 296*y + 2217*y^2 - 9624*y^3 + 29632*y^4 - 73705*y^5 + 161808*y^6 - 336244*y^7 + 660024*y^8 - 1138476*y^9 + 1625058*y^10 - 1909564*y^11 + 1991628*y^12 - 2156510*y^13 + 2606358*y^14 - 3105100*y^15 + 3209490*y^16 - 2826300*y^17 + 2311327*y^18 - 2006368*y^19 + 1883704*y^20 - 1703297*y^21 + 1349646*y^22 - 914760*y^23 + 542174*y^24 - 293960*y^25 + 151443*y^26 - 73928*y^27 + 32710*y^28 - 12395*y^29 + 3823*y^30 - 914*y^31 + 159*y^32 - 18*y^33 + y^34)", "y^2*(1 - 3*y + y^2)*(16 - 296*y + 2217*y^2 - 9624*y^3 + 29632*y^4 - 73705*y^5 + 161808*y^6 - 336244*y^7 + 660024*y^8 - 1138476*y^9 + 1625058*y^10 - 1909564*y^11 + 1991628*y^12 - 2156510*y^13 + 2606358*y^14 - 3105100*y^15 + 3209490*y^16 - 2826300*y^17 + 2311327*y^18 - 2006368*y^19 + 1883704*y^20 - 1703297*y^21 + 1349646*y^22 - 914760*y^23 + 542174*y^24 - 293960*y^25 + 151443*y^26 - 73928*y^27 + 32710*y^28 - 12395*y^29 + 3823*y^30 - 914*y^31 + 159*y^32 - 18*y^33 + y^34)", "(-1 + y)^2*(1 - 3*y + y^2)*(1 - 42*y - 411*y^2 - 325*y^3 + 4150*y^4 - 2569*y^5 - 4464*y^6 - 14120*y^7 + 83550*y^8 - 148404*y^9 + 195822*y^10 - 584850*y^11 + 1640438*y^12 - 2756490*y^13 + 3394764*y^14 - 4950008*y^15 + 8998269*y^16 - 13686954*y^17 + 15131467*y^18 - 12773469*y^19 + 10357084*y^20 - 10949457*y^21 + 13344688*y^22 - 14192244*y^23 + 11979573*y^24 - 7957466*y^25 + 4187857*y^26 - 1753371*y^27 + 582695*y^28 - 152191*y^29 + 30634*y^30 - 4594*y^31 + 484*y^32 - 32*y^33 + y^34)", "y^2*(1 - 3*y + y^2)*(16 - 296*y + 2217*y^2 - 9624*y^3 + 29632*y^4 - 73705*y^5 + 161808*y^6 - 336244*y^7 + 660024*y^8 - 1138476*y^9 + 1625058*y^10 - 1909564*y^11 + 1991628*y^12 - 2156510*y^13 + 2606358*y^14 - 3105100*y^15 + 3209490*y^16 - 2826300*y^17 + 2311327*y^18 - 2006368*y^19 + 1883704*y^20 - 1703297*y^21 + 1349646*y^22 - 914760*y^23 + 542174*y^24 - 293960*y^25 + 151443*y^26 - 73928*y^27 + 32710*y^28 - 12395*y^29 + 3823*y^30 - 914*y^31 + 159*y^32 - 18*y^33 + y^34)", "(-1 + y)^2*(1 - 3*y + y^2)*(1 - 42*y - 411*y^2 - 325*y^3 + 4150*y^4 - 2569*y^5 - 4464*y^6 - 14120*y^7 + 83550*y^8 - 148404*y^9 + 195822*y^10 - 584850*y^11 + 1640438*y^12 - 2756490*y^13 + 3394764*y^14 - 4950008*y^15 + 8998269*y^16 - 13686954*y^17 + 15131467*y^18 - 12773469*y^19 + 10357084*y^20 - 10949457*y^21 + 13344688*y^22 - 14192244*y^23 + 11979573*y^24 - 7957466*y^25 + 4187857*y^26 - 1753371*y^27 + 582695*y^28 - 152191*y^29 + 30634*y^30 - 4594*y^31 + 484*y^32 - 32*y^33 + y^34)", "(-1 + y)^2*(1 - 3*y + y^2)*(1 - 42*y - 411*y^2 - 325*y^3 + 4150*y^4 - 2569*y^5 - 4464*y^6 - 14120*y^7 + 83550*y^8 - 148404*y^9 + 195822*y^10 - 584850*y^11 + 1640438*y^12 - 2756490*y^13 + 3394764*y^14 - 4950008*y^15 + 8998269*y^16 - 13686954*y^17 + 15131467*y^18 - 12773469*y^19 + 10357084*y^20 - 10949457*y^21 + 13344688*y^22 - 14192244*y^23 + 11979573*y^24 - 7957466*y^25 + 4187857*y^26 - 1753371*y^27 + 582695*y^28 - 152191*y^29 + 30634*y^30 - 4594*y^31 + 484*y^32 - 32*y^33 + y^34)" ] }, "GeometricRepresentation":[ 1.25403e1, [ "J10_79_0", 1, "{31, 32}" ] ] } }