{ "Index":165, "Name":"10_81", "RolfsenName":"10_81", "DTname":"10a_7", "TunnelNumber":2, "BridgeNumber":"Not implemented", "Hyperbolic":true, "Diagram":{ "Scode":"{7, 1, 11, 3, -15, 5, -19, -9, -13, -17}", "Acode":"{4, 1, 6, 2, -8, 3, -10, -5, -7, -9}", "PDcode":[ "{4, 2, 5, 1}", "{8, 4, 9, 3}", "{12, 6, 13, 5}", "{16, 9, 17, 10}", "{20, 17, 1, 18}", "{18, 13, 19, 14}", "{14, 19, 15, 20}", "{10, 15, 11, 16}", "{6, 12, 7, 11}", "{2, 8, 3, 7}" ], "CBtype":"{2, 2}", "ParabolicReps":{ "SolvingSeq":[ "{5, 2, 9}", [], [ "{5, 2, 4, 2}", "{2, 4, 1, 2}", "{2, 1, 3, 1}", "{9, -5, 8, 2}", "{5, -8, 6, 1}", "{1, -9, 10, 2}", "{8, -10, 7, 2}" ], "{3, 6}", "{9}", 9 ], "SolvingSeqIdx":1, "Comps":{ "u":{ "CheckEq":[ "-1 - u + 2*a*b*u - 2*b^2*u - a^2*b^2*u + 2*a*b^3*u - b^4*u - 2*a*b*u^3 + 3*b^2*u^3 + a^2*b^2*u^3 - 3*a*b^3*u^3 + 2*b^4*u^3 - u^5 + 2*a*b*u^5 - 2*b^2*u^5 - a^2*b^2*u^5 + 2*a*b^3*u^5 - b^4*u^5", "u + b^2*u - a*b^3*u + b^4*u + u^2 - u^3 - b^2*u^3 + a*b^3*u^3 - 2*b^4*u^3 + u^5 + b^2*u^5 - a*b^3*u^5 + b^4*u^5", "1 - 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44084*u^39 - 2873*u^40 + 8964*u^41 + 2717*u^42 - 479*u^43 - 325*u^44 + 19*u^45 + 43*u^46 + 11*u^47 + u^48", "-8 + 28*u - 20*u^2 + 59*u^3 + 81*u^4 - 46*u^5 + 534*u^6 - 663*u^7 + 1504*u^8 - 1517*u^9 + 2154*u^10 - 1484*u^11 + 2351*u^12 - 1024*u^13 + 4010*u^14 - 1450*u^15 + 7391*u^16 - 1448*u^17 + 9318*u^18 + 1023*u^19 + 8367*u^20 + 4084*u^21 + 7328*u^22 + 4537*u^23 + 7726*u^24 + 3255*u^25 + 7234*u^26 + 3175*u^27 + 4452*u^28 + 4140*u^29 + 1640*u^30 + 3760*u^31 + 1060*u^32 + 1570*u^33 + 2002*u^34 - 599*u^35 + 2517*u^36 - 1372*u^37 + 1976*u^38 - 1031*u^39 + 1044*u^40 - 467*u^41 + 380*u^42 - 136*u^43 + 93*u^44 - 24*u^45 + 14*u^46 - 2*u^47 + u^48", "-43807 + 48840*u - 449967*u^2 + 556873*u^3 - 2005920*u^4 + 2484107*u^5 - 5388323*u^6 + 6246446*u^7 - 9223906*u^8 + 9220202*u^9 - 7540211*u^10 + 4342548*u^11 + 9386865*u^12 - 16872803*u^13 + 48028601*u^14 - 57533846*u^15 + 101742128*u^16 - 107937634*u^17 + 151657465*u^18 - 146678149*u^19 + 175228614*u^20 - 156540457*u^21 + 161953855*u^22 - 134156082*u^23 + 122550843*u^24 - 92489906*u^25 + 76849322*u^26 - 51589011*u^27 + 39953740*u^28 - 23621194*u^29 + 17188750*u^30 - 9036140*u^31 + 6133081*u^32 - 2937252*u^33 + 1831247*u^34 - 815099*u^35 + 463866*u^36 - 193781*u^37 + 100405*u^38 - 39128*u^39 + 18570*u^40 - 6748*u^41 + 2857*u^42 - 914*u^43 + 341*u^44 - 97*u^45 + 31*u^46 - 6*u^47 + u^48", "-821 - 2215*u - 4189*u^2 - 10982*u^3 + 16140*u^4 + 76814*u^5 + 65710*u^6 + 8651*u^7 - 535511*u^8 - 1226596*u^9 - 333404*u^10 - 1065639*u^11 + 1171961*u^12 + 12606995*u^13 - 6747596*u^14 + 6827929*u^15 + 20746074*u^16 - 80338265*u^17 + 74057013*u^18 - 93451824*u^19 - 13526284*u^20 + 194445992*u^21 - 231561714*u^22 + 377755815*u^23 - 247277468*u^24 + 62883787*u^25 + 104161663*u^26 - 318003403*u^27 + 393935114*u^28 - 377075924*u^29 + 361704926*u^30 - 227638450*u^31 + 188768099*u^32 - 88884387*u^33 + 65182265*u^34 - 24172014*u^35 + 15783264*u^36 - 4704150*u^37 + 2741080*u^38 - 656515*u^39 + 341579*u^40 - 64414*u^41 + 29926*u^42 - 4229*u^43 + 1755*u^44 - 167*u^45 + 62*u^46 - 3*u^47 + u^48", "2116 - 39284*u + 171015*u^2 - 294329*u^3 + 115800*u^4 + 456887*u^5 - 1331475*u^6 + 609667*u^7 + 5066588*u^8 - 5128671*u^9 - 15699466*u^10 + 19684532*u^11 + 30051106*u^12 - 47737379*u^13 - 9848703*u^14 + 15796981*u^15 + 4353091*u^16 + 88532382*u^17 - 90680781*u^18 - 136006771*u^19 + 165161234*u^20 + 121275455*u^21 - 151884437*u^22 - 125716813*u^23 + 133912996*u^24 + 105998129*u^25 - 122273355*u^26 - 44218313*u^27 + 79225450*u^28 + 1843966*u^29 - 32793339*u^30 + 6455477*u^31 + 9221783*u^32 - 3645046*u^33 - 1816320*u^34 + 1231286*u^35 + 191800*u^36 - 281021*u^37 + 7134*u^38 + 44084*u^39 - 2873*u^40 - 8964*u^41 + 2717*u^42 + 479*u^43 - 325*u^44 - 19*u^45 + 43*u^46 - 11*u^47 + u^48", "1 - 29816*u - 239828*u^2 - 1907476*u^3 - 10284910*u^4 - 37346719*u^5 - 101996946*u^6 - 218120630*u^7 - 347730137*u^8 - 313594492*u^9 + 311362929*u^10 + 2270994031*u^11 + 6548144429*u^12 + 14111236527*u^13 + 25401010383*u^14 + 39761202639*u^15 + 55321042874*u^16 + 69368791408*u^17 + 78773662992*u^18 + 81330005412*u^19 + 76856959132*u^20 + 66117932175*u^21 + 52430226208*u^22 + 38124949912*u^23 + 25928102966*u^24 + 16634201988*u^25 + 10383781779*u^26 + 6433147837*u^27 + 4011379260*u^28 + 2485155436*u^29 + 1491102340*u^30 + 839685728*u^31 + 435733249*u^32 + 205299016*u^33 + 88397272*u^34 + 34961548*u^35 + 13063822*u^36 + 4648917*u^37 + 1591578*u^38 + 508726*u^39 + 150381*u^40 + 40964*u^41 + 11209*u^42 + 3215*u^43 + 991*u^44 + 265*u^45 + 61*u^46 + 9*u^47 + u^48", "-110563424 + 17329696*u - 1642371168*u^2 - 3346122172*u^3 - 7818757018*u^4 + 9028857643*u^5 + 55924772993*u^6 + 49426453884*u^7 + 3518082993*u^8 - 61597157133*u^9 - 93266961519*u^10 + 7860635425*u^11 + 75545209331*u^12 + 15185826006*u^13 - 54441883148*u^14 - 86871605173*u^15 - 51719565381*u^16 + 30156860260*u^17 + 68483588792*u^18 + 47399378276*u^19 + 12944989472*u^20 - 1554599933*u^21 + 3289779231*u^22 + 7366892054*u^23 + 3681737265*u^24 - 102910751*u^25 - 626394977*u^26 - 353205669*u^27 - 337109163*u^28 - 100692835*u^29 + 189823463*u^30 + 223204359*u^31 + 124879406*u^32 + 57699832*u^33 + 29920630*u^34 + 15092325*u^35 + 6304552*u^36 + 2274672*u^37 + 756432*u^38 + 219706*u^39 + 57191*u^40 + 14979*u^41 + 3391*u^42 + 982*u^43 + 382*u^44 + 50*u^45 - 4*u^46 + 3*u^47 + u^48", "-43807 - 48840*u - 449967*u^2 - 556873*u^3 - 2005920*u^4 - 2484107*u^5 - 5388323*u^6 - 6246446*u^7 - 9223906*u^8 - 9220202*u^9 - 7540211*u^10 - 4342548*u^11 + 9386865*u^12 + 16872803*u^13 + 48028601*u^14 + 57533846*u^15 + 101742128*u^16 + 107937634*u^17 + 151657465*u^18 + 146678149*u^19 + 175228614*u^20 + 156540457*u^21 + 161953855*u^22 + 134156082*u^23 + 122550843*u^24 + 92489906*u^25 + 76849322*u^26 + 51589011*u^27 + 39953740*u^28 + 23621194*u^29 + 17188750*u^30 + 9036140*u^31 + 6133081*u^32 + 2937252*u^33 + 1831247*u^34 + 815099*u^35 + 463866*u^36 + 193781*u^37 + 100405*u^38 + 39128*u^39 + 18570*u^40 + 6748*u^41 + 2857*u^42 + 914*u^43 + 341*u^44 + 97*u^45 + 31*u^46 + 6*u^47 + u^48", "-8 - 28*u - 20*u^2 - 59*u^3 + 81*u^4 + 46*u^5 + 534*u^6 + 663*u^7 + 1504*u^8 + 1517*u^9 + 2154*u^10 + 1484*u^11 + 2351*u^12 + 1024*u^13 + 4010*u^14 + 1450*u^15 + 7391*u^16 + 1448*u^17 + 9318*u^18 - 1023*u^19 + 8367*u^20 - 4084*u^21 + 7328*u^22 - 4537*u^23 + 7726*u^24 - 3255*u^25 + 7234*u^26 - 3175*u^27 + 4452*u^28 - 4140*u^29 + 1640*u^30 - 3760*u^31 + 1060*u^32 - 1570*u^33 + 2002*u^34 + 599*u^35 + 2517*u^36 + 1372*u^37 + 1976*u^38 + 1031*u^39 + 1044*u^40 + 467*u^41 + 380*u^42 + 136*u^43 + 93*u^44 + 24*u^45 + 14*u^46 + 2*u^47 + u^48", "1 - 180*u + 1292*u^2 - 5404*u^3 + 18174*u^4 - 55511*u^5 + 159042*u^6 - 426986*u^7 + 1067067*u^8 - 2471632*u^9 + 5308433*u^10 - 10612701*u^11 + 19856905*u^12 - 34966921*u^13 + 58255303*u^14 - 92239265*u^15 + 139314702*u^16 - 201281812*u^17 + 278756776*u^18 - 370539224*u^19 + 473067540*u^20 - 580173413*u^21 + 683361492*u^22 - 772732908*u^23 + 838488742*u^24 - 872735276*u^25 + 871100627*u^26 - 833604243*u^27 + 764477228*u^28 - 671125508*u^29 + 562767652*u^30 - 449182512*u^31 + 339641621*u^32 - 241898900*u^33 + 161249800*u^34 - 99931312*u^35 + 57177870*u^36 - 29988167*u^37 + 14306790*u^38 - 6156638*u^39 + 2366769*u^40 - 803448*u^41 + 237401*u^42 - 59917*u^43 + 12587*u^44 - 2119*u^45 + 269*u^46 - 23*u^47 + u^48", "-1 + 5*u + 2*u^2 - 135*u^3 + 194*u^4 - 973*u^5 + 264*u^6 + 31716*u^7 + 60358*u^8 - 138045*u^9 - 809511*u^10 + 408310*u^11 - 9288347*u^12 - 10683522*u^13 - 16439917*u^14 - 27001139*u^15 + 16797930*u^16 - 12767269*u^17 + 91636718*u^18 + 31342411*u^19 + 155352152*u^20 + 65201385*u^21 + 171861014*u^22 + 65705072*u^23 + 146819599*u^24 + 43974612*u^25 + 102709767*u^26 + 21234495*u^27 + 59550170*u^28 + 7683546*u^29 + 28489298*u^30 + 2174196*u^31 + 11175935*u^32 + 531917*u^33 + 3579520*u^34 + 133593*u^35 + 933060*u^36 + 36319*u^37 + 196976*u^38 + 9078*u^39 + 33310*u^40 + 1773*u^41 + 4407*u^42 + 246*u^43 + 435*u^44 + 22*u^45 + 29*u^46 + u^47 + u^48", "-1448 - 20340*u - 64684*u^2 + 263231*u^3 + 667413*u^4 + 1167224*u^5 + 253504*u^6 - 5580535*u^7 - 9298142*u^8 - 4810255*u^9 + 12035326*u^10 + 33705432*u^11 + 22711827*u^12 - 28759556*u^13 - 55509296*u^14 - 11309078*u^15 + 67757363*u^16 + 76790918*u^17 - 13300954*u^18 - 75363037*u^19 - 30362433*u^20 + 45200166*u^21 + 50599970*u^22 - 2749071*u^23 - 27768686*u^24 - 9509801*u^25 + 9904642*u^26 + 8404811*u^27 + 70482*u^28 - 2939668*u^29 - 1092988*u^30 + 606062*u^31 + 654572*u^32 - 22048*u^33 - 180604*u^34 - 11979*u^35 + 53215*u^36 + 1026*u^37 - 13808*u^38 + 897*u^39 + 3780*u^40 - 245*u^41 - 714*u^42 + 48*u^43 + 103*u^44 - 8*u^45 - 8*u^46 + 2*u^47 + u^48", "-1 + u + 15*u^2 - 24*u^3 - 36*u^4 + 220*u^5 + 598*u^6 - 2247*u^7 - 5509*u^8 + 5040*u^9 + 59280*u^10 - 10009*u^11 - 240931*u^12 - 374203*u^13 + 1034434*u^14 + 1874091*u^15 - 1129692*u^16 - 9001591*u^17 - 224563*u^18 + 23323602*u^19 + 11674110*u^20 - 52417176*u^21 - 27980966*u^22 + 91249485*u^23 + 30377528*u^24 - 113844797*u^25 - 14085739*u^26 + 101468093*u^27 - 4574236*u^28 - 65868498*u^29 + 12107500*u^30 + 31494790*u^31 - 9748309*u^32 - 11035025*u^33 + 4881263*u^34 + 2741658*u^35 - 1696132*u^36 - 436438*u^37 + 419058*u^38 + 26779*u^39 - 72483*u^40 + 5620*u^41 + 8262*u^42 - 1667*u^43 - 521*u^44 + 189*u^45 + 6*u^46 - 9*u^47 + u^48", "-244 - 1478*u - 3133*u^2 + 13342*u^3 + 81346*u^4 + 90240*u^5 - 224116*u^6 - 1787298*u^7 - 4156734*u^8 - 5598667*u^9 + 5679486*u^10 + 32200762*u^11 + 8913386*u^12 - 52737451*u^13 - 31803762*u^14 + 69466903*u^15 + 134490459*u^16 - 76344004*u^17 - 265476963*u^18 + 114871402*u^19 + 325996342*u^20 - 147056928*u^21 - 298444954*u^22 + 129114030*u^23 + 231620342*u^24 - 78806865*u^25 - 153827311*u^26 + 30904096*u^27 + 83780884*u^28 - 4144223*u^29 - 36104269*u^30 - 3387029*u^31 + 12172245*u^32 + 2756139*u^33 - 3192517*u^34 - 1138728*u^35 + 646748*u^36 + 326848*u^37 - 101090*u^38 - 70811*u^39 + 12719*u^40 + 11766*u^41 - 1478*u^42 - 1447*u^43 + 177*u^44 + 119*u^45 - 18*u^46 - 5*u^47 + u^48", "-192217 - 424325*u + 1055901*u^2 + 4579742*u^3 + 11617080*u^4 + 16723674*u^5 + 4700698*u^6 + 108046751*u^7 + 488023439*u^8 + 602866222*u^9 - 229272900*u^10 - 764109647*u^11 + 842020851*u^12 + 2614249373*u^13 + 878924794*u^14 - 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40*u^2 + 26*u^3 + 106*u^4 - 191*u^5 - 34*u^6 + 286*u^7 + 3*u^8 - 234*u^9 - 695*u^10 + 1161*u^11 + 1725*u^12 - 4563*u^13 - 573*u^14 + 9773*u^15 - 5454*u^16 - 13534*u^17 + 17212*u^18 + 10846*u^19 - 32108*u^20 + 3735*u^21 + 41136*u^22 - 29512*u^23 - 31982*u^24 + 52660*u^25 + 3183*u^26 - 54731*u^27 + 28052*u^28 + 32772*u^29 - 40804*u^30 - 4016*u^31 + 31441*u^32 - 12610*u^33 - 13724*u^34 + 13482*u^35 + 1518*u^36 - 7263*u^37 + 2186*u^38 + 2154*u^39 - 1583*u^40 - 174*u^41 + 521*u^42 - 115*u^43 - 81*u^44 + 43*u^45 + u^46 - 5*u^47 + u^48)", "(1 + u)^3*(1 + 2*u + u^2 + u^3)*(1 + 180*u + 1292*u^2 + 5404*u^3 + 18174*u^4 + 55511*u^5 + 159042*u^6 + 426986*u^7 + 1067067*u^8 + 2471632*u^9 + 5308433*u^10 + 10612701*u^11 + 19856905*u^12 + 34966921*u^13 + 58255303*u^14 + 92239265*u^15 + 139314702*u^16 + 201281812*u^17 + 278756776*u^18 + 370539224*u^19 + 473067540*u^20 + 580173413*u^21 + 683361492*u^22 + 772732908*u^23 + 838488742*u^24 + 872735276*u^25 + 871100627*u^26 + 833604243*u^27 + 764477228*u^28 + 671125508*u^29 + 562767652*u^30 + 449182512*u^31 + 339641621*u^32 + 241898900*u^33 + 161249800*u^34 + 99931312*u^35 + 57177870*u^36 + 29988167*u^37 + 14306790*u^38 + 6156638*u^39 + 2366769*u^40 + 803448*u^41 + 237401*u^42 + 59917*u^43 + 12587*u^44 + 2119*u^45 + 269*u^46 + 23*u^47 + u^48)", "u^3*(-1 + 2*u - u^2 + u^3)*(-8 + 28*u - 20*u^2 + 59*u^3 + 81*u^4 - 46*u^5 + 534*u^6 - 663*u^7 + 1504*u^8 - 1517*u^9 + 2154*u^10 - 1484*u^11 + 2351*u^12 - 1024*u^13 + 4010*u^14 - 1450*u^15 + 7391*u^16 - 1448*u^17 + 9318*u^18 + 1023*u^19 + 8367*u^20 + 4084*u^21 + 7328*u^22 + 4537*u^23 + 7726*u^24 + 3255*u^25 + 7234*u^26 + 3175*u^27 + 4452*u^28 + 4140*u^29 + 1640*u^30 + 3760*u^31 + 1060*u^32 + 1570*u^33 + 2002*u^34 - 599*u^35 + 2517*u^36 - 1372*u^37 + 1976*u^38 - 1031*u^39 + 1044*u^40 - 467*u^41 + 380*u^42 - 136*u^43 + 93*u^44 - 24*u^45 + 14*u^46 - 2*u^47 + u^48)", "(1 + u)^3*(1 - u^2 + u^3)*(1 + 10*u - 40*u^2 + 26*u^3 + 106*u^4 - 191*u^5 - 34*u^6 + 286*u^7 + 3*u^8 - 234*u^9 - 695*u^10 + 1161*u^11 + 1725*u^12 - 4563*u^13 - 573*u^14 + 9773*u^15 - 5454*u^16 - 13534*u^17 + 17212*u^18 + 10846*u^19 - 32108*u^20 + 3735*u^21 + 41136*u^22 - 29512*u^23 - 31982*u^24 + 52660*u^25 + 3183*u^26 - 54731*u^27 + 28052*u^28 + 32772*u^29 - 40804*u^30 - 4016*u^31 + 31441*u^32 - 12610*u^33 - 13724*u^34 + 13482*u^35 + 1518*u^36 - 7263*u^37 + 2186*u^38 + 2154*u^39 - 1583*u^40 - 174*u^41 + 521*u^42 - 115*u^43 - 81*u^44 + 43*u^45 + u^46 - 5*u^47 + u^48)", "u^3*(1 + 2*u + u^2 + u^3)*(-8 - 28*u - 20*u^2 - 59*u^3 + 81*u^4 + 46*u^5 + 534*u^6 + 663*u^7 + 1504*u^8 + 1517*u^9 + 2154*u^10 + 1484*u^11 + 2351*u^12 + 1024*u^13 + 4010*u^14 + 1450*u^15 + 7391*u^16 + 1448*u^17 + 9318*u^18 - 1023*u^19 + 8367*u^20 - 4084*u^21 + 7328*u^22 - 4537*u^23 + 7726*u^24 - 3255*u^25 + 7234*u^26 - 3175*u^27 + 4452*u^28 - 4140*u^29 + 1640*u^30 - 3760*u^31 + 1060*u^32 - 1570*u^33 + 2002*u^34 + 599*u^35 + 2517*u^36 + 1372*u^37 + 1976*u^38 + 1031*u^39 + 1044*u^40 + 467*u^41 + 380*u^42 + 136*u^43 + 93*u^44 + 24*u^45 + 14*u^46 + 2*u^47 + u^48)", "u^3*(1 + 2*u + u^2 + u^3)*(-8 + 28*u - 20*u^2 + 59*u^3 + 81*u^4 - 46*u^5 + 534*u^6 - 663*u^7 + 1504*u^8 - 1517*u^9 + 2154*u^10 - 1484*u^11 + 2351*u^12 - 1024*u^13 + 4010*u^14 - 1450*u^15 + 7391*u^16 - 1448*u^17 + 9318*u^18 + 1023*u^19 + 8367*u^20 + 4084*u^21 + 7328*u^22 + 4537*u^23 + 7726*u^24 + 3255*u^25 + 7234*u^26 + 3175*u^27 + 4452*u^28 + 4140*u^29 + 1640*u^30 + 3760*u^31 + 1060*u^32 + 1570*u^33 + 2002*u^34 - 599*u^35 + 2517*u^36 - 1372*u^37 + 1976*u^38 - 1031*u^39 + 1044*u^40 - 467*u^41 + 380*u^42 - 136*u^43 + 93*u^44 - 24*u^45 + 14*u^46 - 2*u^47 + u^48)", "(1 + u)^3*(1 - u^2 + u^3)*(1 - 10*u - 40*u^2 - 26*u^3 + 106*u^4 + 191*u^5 - 34*u^6 - 286*u^7 + 3*u^8 + 234*u^9 - 695*u^10 - 1161*u^11 + 1725*u^12 + 4563*u^13 - 573*u^14 - 9773*u^15 - 5454*u^16 + 13534*u^17 + 17212*u^18 - 10846*u^19 - 32108*u^20 - 3735*u^21 + 41136*u^22 + 29512*u^23 - 31982*u^24 - 52660*u^25 + 3183*u^26 + 54731*u^27 + 28052*u^28 - 32772*u^29 - 40804*u^30 + 4016*u^31 + 31441*u^32 + 12610*u^33 - 13724*u^34 - 13482*u^35 + 1518*u^36 + 7263*u^37 + 2186*u^38 - 2154*u^39 - 1583*u^40 + 174*u^41 + 521*u^42 + 115*u^43 - 81*u^44 - 43*u^45 + u^46 + 5*u^47 + u^48)", "u^3*(-1 + 2*u - u^2 + u^3)*(-8 - 28*u - 20*u^2 - 59*u^3 + 81*u^4 + 46*u^5 + 534*u^6 + 663*u^7 + 1504*u^8 + 1517*u^9 + 2154*u^10 + 1484*u^11 + 2351*u^12 + 1024*u^13 + 4010*u^14 + 1450*u^15 + 7391*u^16 + 1448*u^17 + 9318*u^18 - 1023*u^19 + 8367*u^20 - 4084*u^21 + 7328*u^22 - 4537*u^23 + 7726*u^24 - 3255*u^25 + 7234*u^26 - 3175*u^27 + 4452*u^28 - 4140*u^29 + 1640*u^30 - 3760*u^31 + 1060*u^32 - 1570*u^33 + 2002*u^34 + 599*u^35 + 2517*u^36 + 1372*u^37 + 1976*u^38 + 1031*u^39 + 1044*u^40 + 467*u^41 + 380*u^42 + 136*u^43 + 93*u^44 + 24*u^45 + 14*u^46 + 2*u^47 + u^48)", "(-1 + u)^3*(-1 + u^2 + u^3)*(1 - 10*u - 40*u^2 - 26*u^3 + 106*u^4 + 191*u^5 - 34*u^6 - 286*u^7 + 3*u^8 + 234*u^9 - 695*u^10 - 1161*u^11 + 1725*u^12 + 4563*u^13 - 573*u^14 - 9773*u^15 - 5454*u^16 + 13534*u^17 + 17212*u^18 - 10846*u^19 - 32108*u^20 - 3735*u^21 + 41136*u^22 + 29512*u^23 - 31982*u^24 - 52660*u^25 + 3183*u^26 + 54731*u^27 + 28052*u^28 - 32772*u^29 - 40804*u^30 + 4016*u^31 + 31441*u^32 + 12610*u^33 - 13724*u^34 - 13482*u^35 + 1518*u^36 + 7263*u^37 + 2186*u^38 - 2154*u^39 - 1583*u^40 + 174*u^41 + 521*u^42 + 115*u^43 - 81*u^44 - 43*u^45 + u^46 + 5*u^47 + u^48)", "(-1 + u)^3*(-1 + 2*u - u^2 + u^3)*(1 - 180*u + 1292*u^2 - 5404*u^3 + 18174*u^4 - 55511*u^5 + 159042*u^6 - 426986*u^7 + 1067067*u^8 - 2471632*u^9 + 5308433*u^10 - 10612701*u^11 + 19856905*u^12 - 34966921*u^13 + 58255303*u^14 - 92239265*u^15 + 139314702*u^16 - 201281812*u^17 + 278756776*u^18 - 370539224*u^19 + 473067540*u^20 - 580173413*u^21 + 683361492*u^22 - 772732908*u^23 + 838488742*u^24 - 872735276*u^25 + 871100627*u^26 - 833604243*u^27 + 764477228*u^28 - 671125508*u^29 + 562767652*u^30 - 449182512*u^31 + 339641621*u^32 - 241898900*u^33 + 161249800*u^34 - 99931312*u^35 + 57177870*u^36 - 29988167*u^37 + 14306790*u^38 - 6156638*u^39 + 2366769*u^40 - 803448*u^41 + 237401*u^42 - 59917*u^43 + 12587*u^44 - 2119*u^45 + 269*u^46 - 23*u^47 + u^48)" ], "RileyPolyC":[ "(-1 + y)^3*(-1 + 2*y - y^2 + y^3)*(1 - 180*y + 1292*y^2 - 5404*y^3 + 18174*y^4 - 55511*y^5 + 159042*y^6 - 426986*y^7 + 1067067*y^8 - 2471632*y^9 + 5308433*y^10 - 10612701*y^11 + 19856905*y^12 - 34966921*y^13 + 58255303*y^14 - 92239265*y^15 + 139314702*y^16 - 201281812*y^17 + 278756776*y^18 - 370539224*y^19 + 473067540*y^20 - 580173413*y^21 + 683361492*y^22 - 772732908*y^23 + 838488742*y^24 - 872735276*y^25 + 871100627*y^26 - 833604243*y^27 + 764477228*y^28 - 671125508*y^29 + 562767652*y^30 - 449182512*y^31 + 339641621*y^32 - 241898900*y^33 + 161249800*y^34 - 99931312*y^35 + 57177870*y^36 - 29988167*y^37 + 14306790*y^38 - 6156638*y^39 + 2366769*y^40 - 803448*y^41 + 237401*y^42 - 59917*y^43 + 12587*y^44 - 2119*y^45 + 269*y^46 - 23*y^47 + y^48)", "(-1 + y)^3*(-1 + 2*y + 3*y^2 + y^3)*(1 - 29816*y - 239828*y^2 - 1907476*y^3 - 10284910*y^4 - 37346719*y^5 - 101996946*y^6 - 218120630*y^7 - 347730137*y^8 - 313594492*y^9 + 311362929*y^10 + 2270994031*y^11 + 6548144429*y^12 + 14111236527*y^13 + 25401010383*y^14 + 39761202639*y^15 + 55321042874*y^16 + 69368791408*y^17 + 78773662992*y^18 + 81330005412*y^19 + 76856959132*y^20 + 66117932175*y^21 + 52430226208*y^22 + 38124949912*y^23 + 25928102966*y^24 + 16634201988*y^25 + 10383781779*y^26 + 6433147837*y^27 + 4011379260*y^28 + 2485155436*y^29 + 1491102340*y^30 + 839685728*y^31 + 435733249*y^32 + 205299016*y^33 + 88397272*y^34 + 34961548*y^35 + 13063822*y^36 + 4648917*y^37 + 1591578*y^38 + 508726*y^39 + 150381*y^40 + 40964*y^41 + 11209*y^42 + 3215*y^43 + 991*y^44 + 265*y^45 + 61*y^46 + 9*y^47 + y^48)", "y^3*(-1 + 2*y + 3*y^2 + y^3)*(64 - 464*y - 4200*y^2 - 12689*y^3 + 3693*y^4 + 152954*y^5 + 606142*y^6 + 1450343*y^7 + 2718656*y^8 + 5083899*y^9 + 10804850*y^10 + 23426958*y^11 + 45924303*y^12 + 79691472*y^13 + 125967202*y^14 + 186463820*y^15 + 259563907*y^16 + 335922580*y^17 + 401038524*y^18 + 443529289*y^19 + 459097651*y^20 + 446808034*y^21 + 406378562*y^22 + 342478603*y^23 + 268855110*y^24 + 203466515*y^25 + 158285622*y^26 + 134361937*y^27 + 125184144*y^28 + 122431248*y^29 + 119145256*y^30 + 110830488*y^31 + 96192460*y^32 + 77107524*y^33 + 57097796*y^34 + 39258683*y^35 + 25149973*y^36 + 14960122*y^37 + 8169126*y^38 + 4027203*y^39 + 1759424*y^40 + 668683*y^41 + 216946*y^42 + 58828*y^43 + 12981*y^44 + 2244*y^45 + 286*y^46 + 24*y^47 + y^48)", "(-1 + y)^3*(-1 + 2*y - y^2 + y^3)*(1 - 180*y + 1292*y^2 - 5404*y^3 + 18174*y^4 - 55511*y^5 + 159042*y^6 - 426986*y^7 + 1067067*y^8 - 2471632*y^9 + 5308433*y^10 - 10612701*y^11 + 19856905*y^12 - 34966921*y^13 + 58255303*y^14 - 92239265*y^15 + 139314702*y^16 - 201281812*y^17 + 278756776*y^18 - 370539224*y^19 + 473067540*y^20 - 580173413*y^21 + 683361492*y^22 - 772732908*y^23 + 838488742*y^24 - 872735276*y^25 + 871100627*y^26 - 833604243*y^27 + 764477228*y^28 - 671125508*y^29 + 562767652*y^30 - 449182512*y^31 + 339641621*y^32 - 241898900*y^33 + 161249800*y^34 - 99931312*y^35 + 57177870*y^36 - 29988167*y^37 + 14306790*y^38 - 6156638*y^39 + 2366769*y^40 - 803448*y^41 + 237401*y^42 - 59917*y^43 + 12587*y^44 - 2119*y^45 + 269*y^46 - 23*y^47 + y^48)", "y^3*(-1 + 2*y + 3*y^2 + y^3)*(64 - 464*y - 4200*y^2 - 12689*y^3 + 3693*y^4 + 152954*y^5 + 606142*y^6 + 1450343*y^7 + 2718656*y^8 + 5083899*y^9 + 10804850*y^10 + 23426958*y^11 + 45924303*y^12 + 79691472*y^13 + 125967202*y^14 + 186463820*y^15 + 259563907*y^16 + 335922580*y^17 + 401038524*y^18 + 443529289*y^19 + 459097651*y^20 + 446808034*y^21 + 406378562*y^22 + 342478603*y^23 + 268855110*y^24 + 203466515*y^25 + 158285622*y^26 + 134361937*y^27 + 125184144*y^28 + 122431248*y^29 + 119145256*y^30 + 110830488*y^31 + 96192460*y^32 + 77107524*y^33 + 57097796*y^34 + 39258683*y^35 + 25149973*y^36 + 14960122*y^37 + 8169126*y^38 + 4027203*y^39 + 1759424*y^40 + 668683*y^41 + 216946*y^42 + 58828*y^43 + 12981*y^44 + 2244*y^45 + 286*y^46 + 24*y^47 + y^48)", "y^3*(-1 + 2*y + 3*y^2 + y^3)*(64 - 464*y - 4200*y^2 - 12689*y^3 + 3693*y^4 + 152954*y^5 + 606142*y^6 + 1450343*y^7 + 2718656*y^8 + 5083899*y^9 + 10804850*y^10 + 23426958*y^11 + 45924303*y^12 + 79691472*y^13 + 125967202*y^14 + 186463820*y^15 + 259563907*y^16 + 335922580*y^17 + 401038524*y^18 + 443529289*y^19 + 459097651*y^20 + 446808034*y^21 + 406378562*y^22 + 342478603*y^23 + 268855110*y^24 + 203466515*y^25 + 158285622*y^26 + 134361937*y^27 + 125184144*y^28 + 122431248*y^29 + 119145256*y^30 + 110830488*y^31 + 96192460*y^32 + 77107524*y^33 + 57097796*y^34 + 39258683*y^35 + 25149973*y^36 + 14960122*y^37 + 8169126*y^38 + 4027203*y^39 + 1759424*y^40 + 668683*y^41 + 216946*y^42 + 58828*y^43 + 12981*y^44 + 2244*y^45 + 286*y^46 + 24*y^47 + y^48)", "(-1 + y)^3*(-1 + 2*y - y^2 + y^3)*(1 - 180*y + 1292*y^2 - 5404*y^3 + 18174*y^4 - 55511*y^5 + 159042*y^6 - 426986*y^7 + 1067067*y^8 - 2471632*y^9 + 5308433*y^10 - 10612701*y^11 + 19856905*y^12 - 34966921*y^13 + 58255303*y^14 - 92239265*y^15 + 139314702*y^16 - 201281812*y^17 + 278756776*y^18 - 370539224*y^19 + 473067540*y^20 - 580173413*y^21 + 683361492*y^22 - 772732908*y^23 + 838488742*y^24 - 872735276*y^25 + 871100627*y^26 - 833604243*y^27 + 764477228*y^28 - 671125508*y^29 + 562767652*y^30 - 449182512*y^31 + 339641621*y^32 - 241898900*y^33 + 161249800*y^34 - 99931312*y^35 + 57177870*y^36 - 29988167*y^37 + 14306790*y^38 - 6156638*y^39 + 2366769*y^40 - 803448*y^41 + 237401*y^42 - 59917*y^43 + 12587*y^44 - 2119*y^45 + 269*y^46 - 23*y^47 + y^48)", "y^3*(-1 + 2*y + 3*y^2 + y^3)*(64 - 464*y - 4200*y^2 - 12689*y^3 + 3693*y^4 + 152954*y^5 + 606142*y^6 + 1450343*y^7 + 2718656*y^8 + 5083899*y^9 + 10804850*y^10 + 23426958*y^11 + 45924303*y^12 + 79691472*y^13 + 125967202*y^14 + 186463820*y^15 + 259563907*y^16 + 335922580*y^17 + 401038524*y^18 + 443529289*y^19 + 459097651*y^20 + 446808034*y^21 + 406378562*y^22 + 342478603*y^23 + 268855110*y^24 + 203466515*y^25 + 158285622*y^26 + 134361937*y^27 + 125184144*y^28 + 122431248*y^29 + 119145256*y^30 + 110830488*y^31 + 96192460*y^32 + 77107524*y^33 + 57097796*y^34 + 39258683*y^35 + 25149973*y^36 + 14960122*y^37 + 8169126*y^38 + 4027203*y^39 + 1759424*y^40 + 668683*y^41 + 216946*y^42 + 58828*y^43 + 12981*y^44 + 2244*y^45 + 286*y^46 + 24*y^47 + y^48)", "(-1 + y)^3*(-1 + 2*y - y^2 + y^3)*(1 - 180*y + 1292*y^2 - 5404*y^3 + 18174*y^4 - 55511*y^5 + 159042*y^6 - 426986*y^7 + 1067067*y^8 - 2471632*y^9 + 5308433*y^10 - 10612701*y^11 + 19856905*y^12 - 34966921*y^13 + 58255303*y^14 - 92239265*y^15 + 139314702*y^16 - 201281812*y^17 + 278756776*y^18 - 370539224*y^19 + 473067540*y^20 - 580173413*y^21 + 683361492*y^22 - 772732908*y^23 + 838488742*y^24 - 872735276*y^25 + 871100627*y^26 - 833604243*y^27 + 764477228*y^28 - 671125508*y^29 + 562767652*y^30 - 449182512*y^31 + 339641621*y^32 - 241898900*y^33 + 161249800*y^34 - 99931312*y^35 + 57177870*y^36 - 29988167*y^37 + 14306790*y^38 - 6156638*y^39 + 2366769*y^40 - 803448*y^41 + 237401*y^42 - 59917*y^43 + 12587*y^44 - 2119*y^45 + 269*y^46 - 23*y^47 + y^48)", "(-1 + y)^3*(-1 + 2*y + 3*y^2 + y^3)*(1 - 29816*y - 239828*y^2 - 1907476*y^3 - 10284910*y^4 - 37346719*y^5 - 101996946*y^6 - 218120630*y^7 - 347730137*y^8 - 313594492*y^9 + 311362929*y^10 + 2270994031*y^11 + 6548144429*y^12 + 14111236527*y^13 + 25401010383*y^14 + 39761202639*y^15 + 55321042874*y^16 + 69368791408*y^17 + 78773662992*y^18 + 81330005412*y^19 + 76856959132*y^20 + 66117932175*y^21 + 52430226208*y^22 + 38124949912*y^23 + 25928102966*y^24 + 16634201988*y^25 + 10383781779*y^26 + 6433147837*y^27 + 4011379260*y^28 + 2485155436*y^29 + 1491102340*y^30 + 839685728*y^31 + 435733249*y^32 + 205299016*y^33 + 88397272*y^34 + 34961548*y^35 + 13063822*y^36 + 4648917*y^37 + 1591578*y^38 + 508726*y^39 + 150381*y^40 + 40964*y^41 + 11209*y^42 + 3215*y^43 + 991*y^44 + 265*y^45 + 61*y^46 + 9*y^47 + y^48)" ] }, "GeometricRepresentation":[ 1.4492700000000001e1, [ "J10_81_0", 1, "{44, 45}" ] ] } }