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28*u - 21*u^2 + 363*u^3 - 1146*u^4 + 2392*u^5 - 3142*u^6 + 588*u^7 + 1907*u^8 + 9002*u^9 - 19363*u^10 - 12397*u^11 + 45035*u^12 + 15120*u^13 - 64444*u^14 - 49312*u^15 + 127747*u^16 + 42524*u^17 - 135519*u^18 - 83967*u^19 + 175654*u^20 + 92724*u^21 - 165020*u^22 - 120678*u^23 + 138726*u^24 + 126624*u^25 - 86894*u^26 - 116508*u^27 + 35560*u^28 + 82248*u^29 - 176*u^30 - 46022*u^31 - 9133*u^32 + 18676*u^33 + 8033*u^34 - 6131*u^35 - 3630*u^36 + 1338*u^37 + 1258*u^38 - 192*u^39 - 257*u^40 + 26*u^41 + 39*u^42 + u^43 + u^44", "-43591 - 37620*u - 686765*u^2 - 388375*u^3 - 197434*u^4 + 2826432*u^5 + 6785558*u^6 - 11037598*u^7 - 28209019*u^8 + 2326398*u^9 + 131168605*u^10 - 70588523*u^11 - 187991767*u^12 - 72820184*u^13 + 468328400*u^14 + 305346162*u^15 - 1029392347*u^16 - 609492620*u^17 + 1826341577*u^18 + 935029305*u^19 - 2337705874*u^20 - 1181444422*u^21 + 2120285398*u^22 + 1157750208*u^23 - 1362399762*u^24 - 846902280*u^25 + 611899376*u^26 + 457239142*u^27 - 181065126*u^28 - 180997150*u^29 + 27996528*u^30 + 51292154*u^31 + 1692373*u^32 - 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81830*u^4 + 8256*u^5 + 2900532*u^6 + 13966272*u^7 + 32957087*u^8 + 45621782*u^9 + 45265129*u^10 + 62414985*u^11 + 106884459*u^12 + 69100216*u^13 - 152647288*u^14 - 329648756*u^15 + 25445671*u^16 + 988202642*u^17 + 1840910023*u^18 + 1726264775*u^19 + 589348268*u^20 - 799967252*u^21 - 1637637548*u^22 - 1651478836*u^23 - 1043110064*u^24 - 212991524*u^25 + 436747192*u^26 + 668459224*u^27 + 518068216*u^28 + 218665572*u^29 - 8309676*u^30 - 89381016*u^31 - 73253431*u^32 - 32921318*u^33 - 6452515*u^34 + 2636245*u^35 + 3065926*u^36 + 1582864*u^37 + 561372*u^38 + 148320*u^39 + 29633*u^40 + 4402*u^41 + 463*u^42 + 31*u^43 + u^44", "1442653 + 22434598*u + 143143239*u^2 + 543233239*u^3 + 1417221080*u^4 + 2811379010*u^5 + 5013188966*u^6 + 10097399630*u^7 + 22665978637*u^8 + 45805724484*u^9 + 75209304757*u^10 + 104417033293*u^11 + 140436678899*u^12 + 202410105632*u^13 + 291980939864*u^14 + 376439529528*u^15 + 418101759097*u^16 + 412514796626*u^17 + 385286968133*u^18 + 361410251671*u^19 + 348187872426*u^20 + 337454653906*u^21 + 314878973580*u^22 + 272350061322*u^23 + 215336734264*u^24 + 156467740864*u^25 + 104866353138*u^26 + 64050405208*u^27 + 35109099800*u^28 + 17492552016*u^29 + 8425650672*u^30 + 4181663248*u^31 + 2052720579*u^32 + 865255676*u^33 + 260950567*u^34 + 35189545*u^35 - 10879416*u^36 - 7226652*u^37 - 1526494*u^38 + 52892*u^39 + 106681*u^40 + 24656*u^41 + 2141*u^42 + 15*u^43 + u^44", "1 - 10*u - 23*u^2 + 175*u^3 + 2390*u^4 - 19872*u^5 + 51368*u^6 + 193224*u^7 - 1784497*u^8 - 4812306*u^9 + 9787941*u^10 + 44518395*u^11 + 7488931*u^12 - 176911336*u^13 - 252191984*u^14 + 203310564*u^15 + 886479207*u^16 + 622759194*u^17 - 1004046277*u^18 - 2404562691*u^19 - 1666985468*u^20 + 731877640*u^21 + 2272074364*u^22 + 1509881076*u^23 - 375116460*u^24 - 1379236196*u^25 - 952633420*u^26 - 28912196*u^27 + 443302404*u^28 + 346658940*u^29 + 71003984*u^30 - 84510160*u^31 - 91696759*u^32 - 43977562*u^33 - 7975359*u^34 + 4457243*u^35 + 4621658*u^36 + 2279732*u^37 + 775208*u^38 + 195876*u^39 + 37289*u^40 + 5258*u^41 + 523*u^42 + 33*u^43 + u^44", "-1 - 16*u - 67*u^2 + 43*u^3 - 74*u^4 - 496*u^5 + 1412*u^6 + 1572*u^7 - 4471*u^8 - 44*u^9 + 7889*u^10 - 8617*u^11 - 7371*u^12 + 19054*u^13 - 1866*u^14 - 17806*u^15 + 17039*u^16 + 5226*u^17 - 27195*u^18 + 2827*u^19 + 24426*u^20 - 1246*u^21 - 10822*u^22 + 646*u^23 - 4754*u^24 - 5490*u^25 + 13274*u^26 + 8670*u^27 - 11802*u^28 - 6174*u^29 + 5146*u^30 + 1830*u^31 + 81*u^32 + 470*u^33 - 1637*u^34 - 707*u^35 + 1140*u^36 + 334*u^37 - 438*u^38 - 90*u^39 + 105*u^40 + 14*u^41 - 15*u^42 - u^43 + u^44", "-1 + 10*u - 25*u^2 - 45*u^3 + 234*u^4 - 6*u^5 - 732*u^6 + 262*u^7 + 1203*u^8 - 550*u^9 - 2473*u^10 + 1741*u^11 + 4487*u^12 - 7608*u^13 - 3210*u^14 + 13724*u^15 + 2609*u^16 - 13734*u^17 - 4491*u^18 + 22285*u^19 + 876*u^20 - 19616*u^21 + 7100*u^22 + 15134*u^23 - 2150*u^24 - 14920*u^25 + 7960*u^26 + 7360*u^27 - 2460*u^28 - 6722*u^29 + 3254*u^30 + 2114*u^31 - 491*u^32 - 1694*u^33 + 511*u^34 + 357*u^35 + 48*u^36 - 202*u^37 + 18*u^38 + 32*u^39 + 19*u^40 - 8*u^41 - u^42 + u^43 + u^44", "1 + 50*u + 1057*u^2 + 12141*u^3 + 83170*u^4 + 363236*u^5 + 1132328*u^6 + 2902880*u^7 + 6672771*u^8 + 13938994*u^9 + 27439321*u^10 + 52253421*u^11 + 95904547*u^12 + 181412388*u^13 + 336373792*u^14 + 541123844*u^15 + 798513231*u^16 + 1102009302*u^17 + 1353814567*u^18 + 1576600451*u^19 + 1672699304*u^20 + 1660966896*u^21 + 1618538704*u^22 + 1382331004*u^23 + 1229348628*u^24 + 919468376*u^25 + 712397492*u^26 + 467368652*u^27 + 304686068*u^28 + 172749156*u^29 + 92998808*u^30 + 44616576*u^31 + 19694357*u^32 + 7791746*u^33 + 2858809*u^34 + 893521*u^35 + 290526*u^36 + 66348*u^37 + 22172*u^38 + 3360*u^39 + 1337*u^40 + 130*u^41 + 55*u^42 + 3*u^43 + u^44", "12427 + 62574*u + 124849*u^2 + 272537*u^3 + 605418*u^4 + 266306*u^5 - 475356*u^6 + 2105902*u^7 + 5183877*u^8 - 231834*u^9 - 2976205*u^10 + 7811495*u^11 + 5829283*u^12 - 2826660*u^13 + 14074912*u^14 + 13705700*u^15 - 6909181*u^16 + 13240162*u^17 + 29769731*u^18 + 9640047*u^19 + 26090176*u^20 + 43888480*u^21 + 28028542*u^22 + 24827866*u^23 - 15218740*u^24 + 6404642*u^25 + 36696218*u^26 + 46921276*u^27 + 87268806*u^28 + 57309870*u^29 + 63413232*u^30 + 31150308*u^31 + 24282585*u^32 + 9668826*u^33 + 5629131*u^34 + 1871295*u^35 + 825468*u^36 + 231182*u^37 + 76064*u^38 + 17806*u^39 + 4153*u^40 + 782*u^41 + 115*u^42 + 15*u^43 + u^44", "26963 + 61994*u - 261849*u^2 - 558273*u^3 + 94872*u^4 - 2912876*u^5 - 6450984*u^6 + 1300000*u^7 + 39707265*u^8 + 158598488*u^9 + 241693005*u^10 + 385856453*u^11 + 639190349*u^12 + 662431370*u^13 + 890780770*u^14 + 891446798*u^15 + 726290061*u^16 + 767659484*u^17 + 362874001*u^18 + 320788749*u^19 + 30962466*u^20 - 92550482*u^21 - 55598738*u^22 - 254281746*u^23 + 38580516*u^24 - 192199038*u^25 + 91669220*u^26 - 64935458*u^27 + 67251098*u^28 - 492398*u^29 + 31058994*u^30 + 8279928*u^31 + 10267603*u^32 + 3614814*u^33 + 2432209*u^34 + 845545*u^35 + 400702*u^36 + 123794*u^37 + 43952*u^38 + 11486*u^39 + 2975*u^40 + 626*u^41 + 105*u^42 + 15*u^43 + u^44", "1 + 4*u + 3*u^2 + 23*u^3 + 76*u^4 + 12*u^5 + 172*u^6 + 762*u^7 + 1115*u^8 + 2980*u^9 + 3165*u^10 + 1513*u^11 + 393*u^12 - 8316*u^13 - 9270*u^14 - 10906*u^15 - 6275*u^16 + 15554*u^17 + 25313*u^18 + 53921*u^19 + 57066*u^20 + 58186*u^21 + 47824*u^22 + 20764*u^23 + 7638*u^24 - 15070*u^25 - 17672*u^26 - 17440*u^27 - 11194*u^28 + 476*u^29 + 5510*u^30 + 12452*u^31 + 12145*u^32 + 11650*u^33 + 8859*u^34 + 5983*u^35 + 3848*u^36 + 1962*u^37 + 1086*u^38 + 414*u^39 + 197*u^40 + 52*u^41 + 21*u^42 + 3*u^43 + u^44", "49 + 1078*u + 4725*u^2 - 6327*u^3 - 231686*u^4 - 1205848*u^5 - 3097620*u^6 + 3961648*u^7 + 61570931*u^8 + 317016770*u^9 + 1072758685*u^10 + 2996852581*u^11 + 7009224899*u^12 + 14468099248*u^13 + 26727531112*u^14 + 44620644860*u^15 + 68542217843*u^16 + 96440869698*u^17 + 125812433403*u^18 + 151883300711*u^19 + 170077453504*u^20 + 177055431792*u^21 + 171100757432*u^22 + 153832865516*u^23 + 128675782484*u^24 + 100161565712*u^25 + 72662174796*u^26 + 49188005816*u^27 + 31131292148*u^28 + 18457551108*u^29 + 10269237584*u^30 + 5355955680*u^31 + 2613995305*u^32 + 1185122506*u^33 + 495162117*u^34 + 187890317*u^35 + 63946470*u^36 + 18998424*u^37 + 4851944*u^38 + 1007864*u^39 + 164221*u^40 + 17822*u^41 + 955*u^42 - 77*u^43 + u^44", "261691 + 839404*u + 58889*u^2 - 2423711*u^3 - 3240948*u^4 - 1389782*u^5 + 4611334*u^6 + 12455340*u^7 + 4189271*u^8 - 15060686*u^9 - 14344003*u^10 + 285653*u^11 + 11647887*u^12 + 16061274*u^13 - 1241106*u^14 - 19247632*u^15 - 4743657*u^16 + 12738308*u^17 + 2734455*u^18 - 7580283*u^19 + 2340300*u^20 + 6107162*u^21 - 5820298*u^22 - 5441300*u^23 + 6260100*u^24 + 4918468*u^25 - 3971622*u^26 - 3663464*u^27 + 1783062*u^28 + 2142994*u^29 - 516026*u^30 - 806990*u^31 + 137053*u^32 + 223150*u^33 - 23217*u^34 - 46185*u^35 + 2716*u^36 + 8706*u^37 + 42*u^38 - 1010*u^39 + 73*u^40 + 114*u^41 + 13*u^42 - 9*u^43 + u^44", "-790939 - 2639984*u - 9377455*u^2 - 17735725*u^3 - 22977382*u^4 + 59425694*u^5 + 278298856*u^6 + 285500352*u^7 - 174055371*u^8 - 2089981952*u^9 - 4524692567*u^10 - 1479363683*u^11 + 4912665819*u^12 + 8104854172*u^13 + 5343447046*u^14 - 14675682708*u^15 - 22392101793*u^16 + 19749085204*u^17 + 34234225993*u^18 - 21446805637*u^19 - 33446115806*u^20 + 18505478446*u^21 + 23255594312*u^22 - 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28*u - 21*u^2 + 363*u^3 - 1146*u^4 + 2392*u^5 - 3142*u^6 + 588*u^7 + 1907*u^8 + 9002*u^9 - 19363*u^10 - 12397*u^11 + 45035*u^12 + 15120*u^13 - 64444*u^14 - 49312*u^15 + 127747*u^16 + 42524*u^17 - 135519*u^18 - 83967*u^19 + 175654*u^20 + 92724*u^21 - 165020*u^22 - 120678*u^23 + 138726*u^24 + 126624*u^25 - 86894*u^26 - 116508*u^27 + 35560*u^28 + 82248*u^29 - 176*u^30 - 46022*u^31 - 9133*u^32 + 18676*u^33 + 8033*u^34 - 6131*u^35 - 3630*u^36 + 1338*u^37 + 1258*u^38 - 192*u^39 - 257*u^40 + 26*u^41 + 39*u^42 + u^43 + u^44", "-43591 - 37620*u - 686765*u^2 - 388375*u^3 - 197434*u^4 + 2826432*u^5 + 6785558*u^6 - 11037598*u^7 - 28209019*u^8 + 2326398*u^9 + 131168605*u^10 - 70588523*u^11 - 187991767*u^12 - 72820184*u^13 + 468328400*u^14 + 305346162*u^15 - 1029392347*u^16 - 609492620*u^17 + 1826341577*u^18 + 935029305*u^19 - 2337705874*u^20 - 1181444422*u^21 + 2120285398*u^22 + 1157750208*u^23 - 1362399762*u^24 - 846902280*u^25 + 611899376*u^26 + 457239142*u^27 - 181065126*u^28 - 180997150*u^29 + 27996528*u^30 + 51292154*u^31 + 1692373*u^32 - 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3.195277200708128318`4.979699868855088*I", "-3.4943968310733372324`5.018563551109722 + 3.195277200708128318`4.979699868855088*I", -1.9322e1, 0, 0, "-10.0258378010290284957`5.145649027565138 - 1.509265936570048608`4.323294123620922*I", "-10.0258378010290284957`5.145649027565138 + 1.509265936570048608`4.323294123620922*I", -8.3454 ], "Abelian":false }, { "IdealName":"abJ10_92_1", "Generators":[ "b", "-1 + a", "-1 + v" ], "VariableOrder":[ "b", "a", "v" ], "Characteristic":0, "KnownGroebner":[], "Status":[ "vCompNormalize" ], "MonomialOrder":"lex", "IsHomogeneous":false, "IsZeroDim":true, "IdealDimension":0, "Timings":{ "TimingGroebner":7.438e-2, "TimingZeroDimVars":6.9492e-2, "TimingmagmaVCompNormalize":7.0767e-2, "TimingNumberOfSols":2.7431999999999998e-2, "TimingIsRadical":1.88e-3, "TimingArcColoring":6.5115e-2, "TimingObstruction":3.8700000000000003e-4, "TimingComplexVolumeN":0.493905, "TimingaCuspShapeN":4.373e-3, "TiminguValues":0.631414, "TiminguPolysN":7.3e-5, "TiminguPolys":0.84403, "TimingaCuspShape":8.7601e-2, "TimingRepresentationsN":2.3961000000000003e-2, "TiminguValues_ij":0.151321, "TiminguPoly_ij":0.149308, "TiminguPolys_ij_N":2.9e-5 }, "ZeroDimensionalVars":[ "b", "a", "v" ], "NumberOfSols":1, "IsRadical":true, "ArcColoring":[ "{1, 0}", "{1, 0}", "{1, 0}", "{1, 0}", "{1, 0}", "{1, 0}", "{1, 0}", "{1, 0}", "{1, 0}", "{1, 0}" ], "Obstruction":1, "ComplexVolumeN":"{0}", "uPolysN":[ "u", "u", "u", "u", "u", "u", "u", "u", "u", "u" ], "uPolys":[ "u", "u", "u", "u", "u", "u", "u", "u", "u", "u" ], "aCuspShape":0, "RepresentationsN":[ [ "v->1.", "a->1.", "b->0" ] ], "Epsilon":"Infinity", "uPolys_ij":[ "u" ], "GeometricComponent":0, "uPolys_ij_N":[ "u" ], "Multiplicity":1, "ij_list":[ [ "{1, 2}", "{1, 3}", "{1, 4}", "{1, 5}", "{1, 6}", "{1, 7}", "{1, 8}", "{1, 9}", "{1, 10}", "{2, 3}", "{2, 4}", "{2, 5}", "{2, 6}", "{2, 7}", "{2, 8}", "{2, 9}", "{2, 10}", "{3, 4}", "{3, 5}", "{3, 6}", "{3, 7}", "{3, 8}", "{3, 9}", "{3, 10}", "{4, 5}", "{4, 6}", "{4, 7}", "{4, 8}", "{4, 9}", "{4, 10}", "{5, 6}", "{5, 7}", "{5, 8}", "{5, 9}", "{5, 10}", "{6, 7}", "{6, 8}", "{6, 9}", "{6, 10}", "{7, 8}", "{7, 9}", "{7, 10}", "{8, 9}", "{8, 10}", "{9, 10}" ] ], "SortedReprnIndices":"{1}", "aCuspShapeN":"{0}", "Abelian":true } ] }, "uPolyC":[ "1 + 4*u + 3*u^2 - 3*u^3 + 6*u^4 + 18*u^5 - 54*u^6 - 142*u^7 + 93*u^8 + 496*u^9 + 47*u^10 - 1073*u^11 - 555*u^12 + 1690*u^13 + 1438*u^14 - 2108*u^15 - 2487*u^16 + 2210*u^17 + 3393*u^18 - 2039*u^19 - 3928*u^20 + 1790*u^21 + 4098*u^22 - 1592*u^23 - 4086*u^24 + 1366*u^25 + 4000*u^26 - 890*u^27 - 3682*u^28 + 180*u^29 + 2950*u^30 + 448*u^31 - 1917*u^32 - 692*u^33 + 949*u^34 + 565*u^35 - 328*u^36 - 306*u^37 + 62*u^38 + 112*u^39 + 3*u^40 - 26*u^41 - 5*u^42 + 3*u^43 + u^44", "-319 + 2050*u - 3607*u^2 - 3805*u^3 + 17578*u^4 - 3668*u^5 - 38158*u^6 + 18858*u^7 + 67823*u^8 - 46772*u^9 - 88327*u^10 + 72683*u^11 + 82051*u^12 - 78378*u^13 - 55406*u^14 + 86174*u^15 + 1451*u^16 - 97794*u^17 + 45157*u^18 + 123661*u^19 - 58966*u^20 - 150448*u^21 + 50574*u^22 + 145298*u^23 - 24196*u^24 - 120404*u^25 + 10698*u^26 + 81378*u^27 - 3160*u^28 - 49856*u^29 + 1846*u^30 + 27706*u^31 + 655*u^32 - 15670*u^33 - 489*u^34 + 7191*u^35 + 688*u^36 - 2954*u^37 - 76*u^38 + 732*u^39 + 57*u^40 - 154*u^41 + 7*u^42 + 11*u^43 + u^44", "1 + 4*u + 3*u^2 + 23*u^3 + 76*u^4 + 12*u^5 + 172*u^6 + 762*u^7 + 1115*u^8 + 2980*u^9 + 3165*u^10 + 1513*u^11 + 393*u^12 - 8316*u^13 - 9270*u^14 - 10906*u^15 - 6275*u^16 + 15554*u^17 + 25313*u^18 + 53921*u^19 + 57066*u^20 + 58186*u^21 + 47824*u^22 + 20764*u^23 + 7638*u^24 - 15070*u^25 - 17672*u^26 - 17440*u^27 - 11194*u^28 + 476*u^29 + 5510*u^30 + 12452*u^31 + 12145*u^32 + 11650*u^33 + 8859*u^34 + 5983*u^35 + 3848*u^36 + 1962*u^37 + 1086*u^38 + 414*u^39 + 197*u^40 + 52*u^41 + 21*u^42 + 3*u^43 + u^44", "1 + 10*u + 45*u^2 + 225*u^3 + 1142*u^4 + 5140*u^5 + 19876*u^6 + 67912*u^7 + 207063*u^8 + 564114*u^9 + 1376169*u^10 + 3023357*u^11 + 6025847*u^12 + 10978160*u^13 + 18413144*u^14 + 28625672*u^15 + 41513679*u^16 + 56492366*u^17 + 72506827*u^18 + 88139815*u^19 + 101793464*u^20 + 111923332*u^21 + 117296788*u^22 + 117231800*u^23 + 111746368*u^24 + 101558080*u^25 + 87927596*u^26 + 72407368*u^27 + 56575712*u^28 + 41807956*u^29 + 29106212*u^30 + 19006716*u^31 + 11584473*u^32 + 6552178*u^33 + 3415029*u^34 + 1626113*u^35 + 699898*u^36 + 268776*u^37 + 90628*u^38 + 26296*u^39 + 6393*u^40 + 1254*u^41 + 187*u^42 + 19*u^43 + u^44", "1 + 4*u + 3*u^2 - 3*u^3 + 6*u^4 + 18*u^5 - 54*u^6 - 142*u^7 + 93*u^8 + 496*u^9 + 47*u^10 - 1073*u^11 - 555*u^12 + 1690*u^13 + 1438*u^14 - 2108*u^15 - 2487*u^16 + 2210*u^17 + 3393*u^18 - 2039*u^19 - 3928*u^20 + 1790*u^21 + 4098*u^22 - 1592*u^23 - 4086*u^24 + 1366*u^25 + 4000*u^26 - 890*u^27 - 3682*u^28 + 180*u^29 + 2950*u^30 + 448*u^31 - 1917*u^32 - 692*u^33 + 949*u^34 + 565*u^35 - 328*u^36 - 306*u^37 + 62*u^38 + 112*u^39 + 3*u^40 - 26*u^41 - 5*u^42 + 3*u^43 + u^44", "7 - 28*u - 21*u^2 + 363*u^3 - 1146*u^4 + 2392*u^5 - 3142*u^6 + 588*u^7 + 1907*u^8 + 9002*u^9 - 19363*u^10 - 12397*u^11 + 45035*u^12 + 15120*u^13 - 64444*u^14 - 49312*u^15 + 127747*u^16 + 42524*u^17 - 135519*u^18 - 83967*u^19 + 175654*u^20 + 92724*u^21 - 165020*u^22 - 120678*u^23 + 138726*u^24 + 126624*u^25 - 86894*u^26 - 116508*u^27 + 35560*u^28 + 82248*u^29 - 176*u^30 - 46022*u^31 - 9133*u^32 + 18676*u^33 + 8033*u^34 - 6131*u^35 - 3630*u^36 + 1338*u^37 + 1258*u^38 - 192*u^39 - 257*u^40 + 26*u^41 + 39*u^42 + u^43 + u^44", "1 + 4*u + 3*u^2 + 23*u^3 + 76*u^4 + 12*u^5 + 172*u^6 + 762*u^7 + 1115*u^8 + 2980*u^9 + 3165*u^10 + 1513*u^11 + 393*u^12 - 8316*u^13 - 9270*u^14 - 10906*u^15 - 6275*u^16 + 15554*u^17 + 25313*u^18 + 53921*u^19 + 57066*u^20 + 58186*u^21 + 47824*u^22 + 20764*u^23 + 7638*u^24 - 15070*u^25 - 17672*u^26 - 17440*u^27 - 11194*u^28 + 476*u^29 + 5510*u^30 + 12452*u^31 + 12145*u^32 + 11650*u^33 + 8859*u^34 + 5983*u^35 + 3848*u^36 + 1962*u^37 + 1086*u^38 + 414*u^39 + 197*u^40 + 52*u^41 + 21*u^42 + 3*u^43 + u^44", "-1 - 16*u - 67*u^2 + 43*u^3 - 74*u^4 - 496*u^5 + 1412*u^6 + 1572*u^7 - 4471*u^8 - 44*u^9 + 7889*u^10 - 8617*u^11 - 7371*u^12 + 19054*u^13 - 1866*u^14 - 17806*u^15 + 17039*u^16 + 5226*u^17 - 27195*u^18 + 2827*u^19 + 24426*u^20 - 1246*u^21 - 10822*u^22 + 646*u^23 - 4754*u^24 - 5490*u^25 + 13274*u^26 + 8670*u^27 - 11802*u^28 - 6174*u^29 + 5146*u^30 + 1830*u^31 + 81*u^32 + 470*u^33 - 1637*u^34 - 707*u^35 + 1140*u^36 + 334*u^37 - 438*u^38 - 90*u^39 + 105*u^40 + 14*u^41 - 15*u^42 - u^43 + u^44", "-1 + 10*u - 25*u^2 - 45*u^3 + 234*u^4 - 6*u^5 - 732*u^6 + 262*u^7 + 1203*u^8 - 550*u^9 - 2473*u^10 + 1741*u^11 + 4487*u^12 - 7608*u^13 - 3210*u^14 + 13724*u^15 + 2609*u^16 - 13734*u^17 - 4491*u^18 + 22285*u^19 + 876*u^20 - 19616*u^21 + 7100*u^22 + 15134*u^23 - 2150*u^24 - 14920*u^25 + 7960*u^26 + 7360*u^27 - 2460*u^28 - 6722*u^29 + 3254*u^30 + 2114*u^31 - 491*u^32 - 1694*u^33 + 511*u^34 + 357*u^35 + 48*u^36 - 202*u^37 + 18*u^38 + 32*u^39 + 19*u^40 - 8*u^41 - u^42 + u^43 + u^44", "-1 - 16*u - 67*u^2 + 43*u^3 - 74*u^4 - 496*u^5 + 1412*u^6 + 1572*u^7 - 4471*u^8 - 44*u^9 + 7889*u^10 - 8617*u^11 - 7371*u^12 + 19054*u^13 - 1866*u^14 - 17806*u^15 + 17039*u^16 + 5226*u^17 - 27195*u^18 + 2827*u^19 + 24426*u^20 - 1246*u^21 - 10822*u^22 + 646*u^23 - 4754*u^24 - 5490*u^25 + 13274*u^26 + 8670*u^27 - 11802*u^28 - 6174*u^29 + 5146*u^30 + 1830*u^31 + 81*u^32 + 470*u^33 - 1637*u^34 - 707*u^35 + 1140*u^36 + 334*u^37 - 438*u^38 - 90*u^39 + 105*u^40 + 14*u^41 - 15*u^42 - u^43 + u^44" ], "RileyPolyC":[ "1 - 10*y + 45*y^2 - 225*y^3 + 1142*y^4 - 5140*y^5 + 19876*y^6 - 67912*y^7 + 207063*y^8 - 564114*y^9 + 1376169*y^10 - 3023357*y^11 + 6025847*y^12 - 10978160*y^13 + 18413144*y^14 - 28625672*y^15 + 41513679*y^16 - 56492366*y^17 + 72506827*y^18 - 88139815*y^19 + 101793464*y^20 - 111923332*y^21 + 117296788*y^22 - 117231800*y^23 + 111746368*y^24 - 101558080*y^25 + 87927596*y^26 - 72407368*y^27 + 56575712*y^28 - 41807956*y^29 + 29106212*y^30 - 19006716*y^31 + 11584473*y^32 - 6552178*y^33 + 3415029*y^34 - 1626113*y^35 + 699898*y^36 - 268776*y^37 + 90628*y^38 - 26296*y^39 + 6393*y^40 - 1254*y^41 + 187*y^42 - 19*y^43 + y^44", "101761 - 1901234*y + 17396185*y^2 - 101902113*y^3 + 435755542*y^4 - 1452584788*y^5 + 3909667860*y^6 - 8662047092*y^7 + 15971566023*y^8 - 24677312854*y^9 + 32058895461*y^10 - 35164588621*y^11 + 33157767899*y^12 - 28763673652*y^13 + 27329108260*y^14 - 33574448424*y^15 + 48510414531*y^16 - 69012801606*y^17 + 89802280599*y^18 - 106225522271*y^19 + 115687949056*y^20 - 117443181044*y^21 + 111875104968*y^22 - 100077980680*y^23 + 83952943128*y^24 - 65982720684*y^25 + 48701685252*y^26 - 33879004316*y^27 + 22285474788*y^28 - 13850357132*y^29 + 8105310536*y^30 - 4444672296*y^31 + 2280930493*y^32 - 1094622418*y^33 + 490356433*y^34 - 202581213*y^35 + 75697454*y^36 - 24837092*y^37 + 6962896*y^38 - 1603868*y^39 + 294005*y^40 - 39174*y^41 + 3551*y^42 - 107*y^43 + y^44", "1 - 10*y - 23*y^2 + 175*y^3 + 2390*y^4 - 19872*y^5 + 51368*y^6 + 193224*y^7 - 1784497*y^8 - 4812306*y^9 + 9787941*y^10 + 44518395*y^11 + 7488931*y^12 - 176911336*y^13 - 252191984*y^14 + 203310564*y^15 + 886479207*y^16 + 622759194*y^17 - 1004046277*y^18 - 2404562691*y^19 - 1666985468*y^20 + 731877640*y^21 + 2272074364*y^22 + 1509881076*y^23 - 375116460*y^24 - 1379236196*y^25 - 952633420*y^26 - 28912196*y^27 + 443302404*y^28 + 346658940*y^29 + 71003984*y^30 - 84510160*y^31 - 91696759*y^32 - 43977562*y^33 - 7975359*y^34 + 4457243*y^35 + 4621658*y^36 + 2279732*y^37 + 775208*y^38 + 195876*y^39 + 37289*y^40 + 5258*y^41 + 523*y^42 + 33*y^43 + y^44", "1 - 10*y - 191*y^2 - 10893*y^3 - 164110*y^4 - 1477488*y^5 - 8559628*y^6 - 37714624*y^7 - 129214413*y^8 - 352231786*y^9 - 783118631*y^10 - 1468511285*y^11 - 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