{ "Index":259, "Name":"11a_10", "RolfsenName":"11a_10", "DTname":"11a_10", "TunnelNumber":1, "BridgeNumber":"Not implemented", "Hyperbolic":true, "Diagram":{ "Scode":"{-9, 1, -17, -3, 5, 21, 19, -7, 11, 13, 15}", "Acode":"{-5, 1, -9, -2, 3, 11, 10, -4, 6, 7, 8}", "PDcode":[ "{4, 2, 5, 1}", "{10, 6, 11, 5}", "{8, 3, 9, 4}", "{2, 9, 3, 10}", "{18, 12, 19, 11}", "{16, 7, 17, 8}", "{6, 17, 7, 18}", "{22, 16, 1, 15}", "{12, 22, 13, 21}", "{20, 14, 21, 13}", "{14, 20, 15, 19}" ], "CBtype":"{2, 1}", "ParabolicReps":{ "SolvingSeq":[ "{6, 11, 3}", [], [ "{6, 11, 7, 1}", "{6, 3, 5, 2}", "{11, 7, 10, 2}", "{7, 10, 8, 1}", "{11, 8, 1, 1}", "{3, 1, 2, 2}", "{10, 6, 9, 2}", "{3, -9, 4, 1}" ], "{1, 8}", "{4}", 4 ], "SolvingSeqIdx":1, "Comps":{ "u":{ "CheckEq":[ "-a - 2*a*b*u - b^2*u + a^2*b^2*u + a*b^3*u - a*u^2 - b*u^2 - 4*u^3 + 4*a*b*u^3 - 2*b^2*u^3 - 2*a^2*b^2*u^3 + 2*a*b^3*u^3 - 4*b*u^4 - 4*u^5 + 6*a*b*u^5 - b^2*u^5 - 3*a^2*b^2*u^5 + a*b^3*u^5 + 6*a*u^6 - 6*b*u^6 - u^7 + 2*a*b*u^7 - a^2*b^2*u^7 + 9*a*u^8 - 4*b*u^8 + 5*a*u^10 - b*u^10 + a*u^12", "-b + u - b^2*u + a*b^3*u + b^4*u + a*u^2 + b*u^2 - 2*u^3 + 2*b^2*u^3 - 2*a*b^3*u^3 + 2*b^4*u^3 - 4*a*u^4 - 3*u^5 + 3*b^2*u^5 - 3*a*b^3*u^5 + b^4*u^5 - 2*a*u^6 - 6*b*u^6 - u^7 + b^2*u^7 - a*b^3*u^7 + 10*a*u^8 - 9*b*u^8 + 13*a*u^10 - 5*b*u^10 + 6*a*u^12 - b*u^12 + a*u^14", "1 - a*b - 2*u + u^2 + 3*a^2*u^2 - a*b*u^2 - 4*b^2*u^2 - u^3 - 6*a^2*u^4 + 24*a*b*u^4 - 16*b^2*u^4 - 14*a^2*u^6 + 24*a*b*u^6 - b^2*u^6 + 3*a^2*u^8 - 34*a*b*u^8 + 41*b^2*u^8 + 22*a^2*u^10 - 72*a*b*u^10 + 55*b^2*u^10 + 19*a^2*u^12 - 50*a*b*u^12 + 32*b^2*u^12 + 7*a^2*u^14 - 16*a*b*u^14 + 9*b^2*u^14 + a^2*u^16 - 2*a*b*u^16 + b^2*u^16", "-b^2 - u + 2*u^2 + 4*a*b*u^2 - 5*b^2*u^2 - u^3 + u^4 - 3*a^2*u^4 + 11*a*b*u^4 - 6*b^2*u^4 - 6*a^2*u^6 + 8*a*b*u^6 + 4*b^2*u^6 + 2*a^2*u^8 - 22*a*b*u^8 + 27*b^2*u^8 + 14*a^2*u^10 - 48*a*b*u^10 + 38*b^2*u^10 + 14*a^2*u^12 - 38*a*b*u^12 + 25*b^2*u^12 + 6*a^2*u^14 - 14*a*b*u^14 + 8*b^2*u^14 + a^2*u^16 - 2*a*b*u^16 + b^2*u^16" ], "TimingForPrimaryIdeals":0.27625 }, "v":{ "CheckEq":[ "-b^2", "-b - b^4*v", "-a + v + b^2*v - a*b^3*v - b*v^2", "1 - a*b - v - b^2*v^2" ], "TimingForPrimaryIdeals":7.45e-2 }, "PrimaryIdeals":[ { "IdealName":"J11a_10_0", "Generators":[ "1 + 2*b + 5*u + 9*u^2 + 29*u^3 + 81*u^4 - 354*u^5 + 640*u^6 - 264*u^7 - 1005*u^8 + 2237*u^9 - 4838*u^10 + 3805*u^11 + 710*u^12 - 6233*u^13 + 17012*u^14 - 16631*u^15 + 19162*u^16 + 9980*u^17 - 13782*u^18 + 52906*u^19 - 53514*u^20 + 23776*u^21 - 44660*u^22 - 106680*u^23 - 30900*u^24 - 254576*u^25 - 109358*u^26 - 228736*u^27 - 107716*u^28 + 194832*u^29 + 316160*u^30 + 895800*u^31 + 961389*u^32 + 1195029*u^33 + 1007793*u^34 + 515341*u^35 + 56909*u^36 - 801038*u^37 - 1235016*u^38 - 1787004*u^39 - 1910367*u^40 - 1882293*u^41 - 1706680*u^42 - 1330437*u^43 - 1065094*u^44 - 684143*u^45 - 490588*u^46 - 262105*u^47 - 169347*u^48 - 74645*u^49 - 43531*u^50 - 15435*u^51 - 8117*u^52 - 2200*u^53 - 1040*u^54 - 194*u^55 - 82*u^56 - 8*u^57 - 3*u^58", "-4 + 2*a - 4*u - 31*u^2 - 41*u^3 + 160*u^4 - 218*u^5 + 95*u^6 - 54*u^7 + 137*u^8 + 1658*u^9 - 1776*u^10 + 2839*u^11 - 3702*u^12 - 2494*u^13 + 5226*u^14 - 17845*u^15 + 9824*u^16 - 21250*u^17 - 15598*u^18 + 21878*u^19 - 33872*u^20 + 74664*u^21 + 28302*u^22 + 81972*u^23 + 182746*u^24 + 105416*u^25 + 281746*u^26 + 107200*u^27 + 13140*u^28 - 221684*u^29 - 704176*u^30 - 885040*u^31 - 1270524*u^32 - 1148944*u^33 - 876839*u^34 - 369093*u^35 + 439836*u^36 + 1028722*u^37 + 1711227*u^38 + 1982510*u^39 + 2101537*u^40 + 1969818*u^41 + 1648030*u^42 + 1331101*u^43 + 927954*u^44 + 656870*u^45 + 389070*u^46 + 241789*u^47 + 122264*u^48 + 66170*u^49 + 28429*u^50 + 13143*u^51 + 4732*u^52 + 1798*u^53 + 529*u^54 + 152*u^55 + 35*u^56 + 6*u^57 + u^58", "-1 - 3*u - 9*u^2 - 8*u^3 - 30*u^4 + 94*u^5 - 110*u^6 - 167*u^7 + 693*u^8 - 692*u^9 + 934*u^10 + 835*u^11 - 3263*u^12 + 3933*u^13 - 5050*u^14 - 1807*u^15 + 3941*u^16 - 18242*u^17 + 8966*u^18 - 13648*u^19 - 4568*u^20 + 30352*u^21 - 8964*u^22 + 72490*u^23 + 48548*u^24 + 84594*u^25 + 146870*u^26 + 62714*u^27 + 107660*u^28 - 85832*u^29 - 232424*u^30 - 415868*u^31 - 668181*u^32 - 656687*u^33 - 685657*u^34 - 402136*u^35 - 67702*u^36 + 326354*u^37 + 772418*u^38 + 1014173*u^39 + 1235739*u^40 + 1215578*u^41 + 1135664*u^42 + 953131*u^43 + 731507*u^44 + 542559*u^45 + 349314*u^46 + 232031*u^47 + 125612*u^48 + 75089*u^49 + 33811*u^50 + 18196*u^51 + 6640*u^52 + 3208*u^53 + 902*u^54 + 389*u^55 + 76*u^56 + 29*u^57 + 3*u^58 + u^59" ], "VariableOrder":[ "b", "a", "u" ], "Characteristic":0, "KnownGroebner":[], "Status":[ "vCompNormalize" ], "MonomialOrder":"lex", "IsHomogeneous":false, "IsZeroDim":true, "IdealDimension":0, "Timings":{ "TimingGroebner":9.6984e-2, "TimingZeroDimVars":0.311545, "TimingmagmaVCompNormalize":0.3127, "TimingNumberOfSols":0.783893, "TimingIsRadical":0.233893, "TimingArcColoring":0.109278, "TimingObstruction":0.485559, "TimingComplexVolumeN":5.9142699e1, "TimingaCuspShapeN":0.716286, "TiminguValues":0.796834, "TiminguPolysN":0.534281, "TiminguPolys":1.55966, "TimingaCuspShape":0.268039, "TimingRepresentationsN":0.747495, "TiminguValues_ij":0.332779, "TiminguPoly_ij":7.047629, "TiminguPolys_ij_N":2.280388 }, "ZeroDimensionalVars":[ "b", "a", "u" ], "NumberOfSols":59, "IsRadical":true, "ArcColoring":[ [ "-u - 2*u^3 - u^5", "u - 2*u^3 - 3*u^5 - u^7" ], [ "(-1 - 7*u - 6*u^2 + 24*u^3 - 297*u^4 + 832*u^5 - 1431*u^6 + 1122*u^7 + 1256*u^8 - 6183*u^9 + 13582*u^10 - 15976*u^11 + 8612*u^12 + 12295*u^13 - 47782*u^14 + 72982*u^15 - 80802*u^16 + 28356*u^17 + 43020*u^18 - 162896*u^19 + 224702*u^20 - 209540*u^21 + 143166*u^22 + 129996*u^23 - 185654*u^24 + 544726*u^25 - 255868*u^26 + 454572*u^27 + 75232*u^28 - 281566*u^29 + 142384*u^30 - 1135512*u^31 - 460765*u^32 - 1325879*u^33 - 992758*u^34 - 515316*u^35 - 521557*u^36 + 809844*u^37 + 735413*u^38 + 1759034*u^39 + 1718050*u^40 + 1856679*u^41 + 1803802*u^42 + 1332868*u^43 + 1252188*u^44 + 701661*u^45 + 627894*u^46 + 276530*u^47 + 233639*u^48 + 81255*u^49 + 64466*u^50 + 17368*u^51 + 12893*u^52 + 2562*u^53 + 1775*u^54 + 234*u^55 + 151*u^56 + 10*u^57 + 6*u^58)\/2", "(-5 - 13*u - 41*u^2 - 33*u^3 - 221*u^4 + 822*u^5 - 1328*u^6 + 220*u^7 + 2977*u^8 - 5243*u^9 + 10586*u^10 - 7181*u^11 - 4326*u^12 + 14939*u^13 - 38896*u^14 + 33173*u^15 - 41106*u^16 - 27856*u^17 + 27782*u^18 - 113034*u^19 + 119698*u^20 - 36404*u^21 + 127844*u^22 + 259556*u^23 + 128892*u^24 + 605658*u^25 + 289654*u^26 + 545620*u^27 + 177588*u^28 - 517038*u^29 - 950016*u^30 - 2289922*u^31 - 2488993*u^32 - 3018673*u^33 - 2431217*u^34 - 1234569*u^35 + 76087*u^36 + 2146862*u^37 + 3306760*u^38 + 4638324*u^39 + 4906395*u^40 + 4837143*u^41 + 4307180*u^42 + 3398141*u^43 + 2657958*u^44 + 1739369*u^45 + 1213496*u^46 + 663855*u^47 + 415583*u^48 + 188445*u^49 + 105995*u^50 + 38855*u^51 + 19601*u^52 + 5524*u^53 + 2488*u^54 + 486*u^55 + 194*u^56 + 20*u^57 + 7*u^58)\/2" ], [ "(4 + 4*u + 31*u^2 + 41*u^3 - 160*u^4 + 218*u^5 - 95*u^6 + 54*u^7 - 137*u^8 - 1658*u^9 + 1776*u^10 - 2839*u^11 + 3702*u^12 + 2494*u^13 - 5226*u^14 + 17845*u^15 - 9824*u^16 + 21250*u^17 + 15598*u^18 - 21878*u^19 + 33872*u^20 - 74664*u^21 - 28302*u^22 - 81972*u^23 - 182746*u^24 - 105416*u^25 - 281746*u^26 - 107200*u^27 - 13140*u^28 + 221684*u^29 + 704176*u^30 + 885040*u^31 + 1270524*u^32 + 1148944*u^33 + 876839*u^34 + 369093*u^35 - 439836*u^36 - 1028722*u^37 - 1711227*u^38 - 1982510*u^39 - 2101537*u^40 - 1969818*u^41 - 1648030*u^42 - 1331101*u^43 - 927954*u^44 - 656870*u^45 - 389070*u^46 - 241789*u^47 - 122264*u^48 - 66170*u^49 - 28429*u^50 - 13143*u^51 - 4732*u^52 - 1798*u^53 - 529*u^54 - 152*u^55 - 35*u^56 - 6*u^57 - u^58)\/2", "(-1 - 5*u - 9*u^2 - 29*u^3 - 81*u^4 + 354*u^5 - 640*u^6 + 264*u^7 + 1005*u^8 - 2237*u^9 + 4838*u^10 - 3805*u^11 - 710*u^12 + 6233*u^13 - 17012*u^14 + 16631*u^15 - 19162*u^16 - 9980*u^17 + 13782*u^18 - 52906*u^19 + 53514*u^20 - 23776*u^21 + 44660*u^22 + 106680*u^23 + 30900*u^24 + 254576*u^25 + 109358*u^26 + 228736*u^27 + 107716*u^28 - 194832*u^29 - 316160*u^30 - 895800*u^31 - 961389*u^32 - 1195029*u^33 - 1007793*u^34 - 515341*u^35 - 56909*u^36 + 801038*u^37 + 1235016*u^38 + 1787004*u^39 + 1910367*u^40 + 1882293*u^41 + 1706680*u^42 + 1330437*u^43 + 1065094*u^44 + 684143*u^45 + 490588*u^46 + 262105*u^47 + 169347*u^48 + 74645*u^49 + 43531*u^50 + 15435*u^51 + 8117*u^52 + 2200*u^53 + 1040*u^54 + 194*u^55 + 82*u^56 + 8*u^57 + 3*u^58)\/2" ], [ "(-2 - 8*u - 13*u^2 + 41*u^3 - 338*u^4 + 864*u^5 - 1227*u^6 + 420*u^7 + 2361*u^8 - 6628*u^9 + 12372*u^10 - 11423*u^11 + 1266*u^12 + 18296*u^13 - 48600*u^14 + 61457*u^15 - 59760*u^16 - 1616*u^17 + 61738*u^18 - 165882*u^19 + 199224*u^20 - 152244*u^21 + 90898*u^22 + 199460*u^23 - 184466*u^24 + 556632*u^25 - 158382*u^26 + 407544*u^27 + 181784*u^28 - 369656*u^29 + 88188*u^30 - 1287964*u^31 - 733118*u^32 - 1515080*u^33 - 1300317*u^34 - 592631*u^35 - 586214*u^36 + 979488*u^37 + 1013821*u^38 + 2135504*u^39 + 2188353*u^40 + 2265364*u^41 + 2238762*u^42 + 1630095*u^43 + 1530798*u^44 + 858256*u^45 + 759480*u^46 + 337763*u^47 + 280278*u^48 + 99000*u^49 + 76807*u^50 + 21093*u^51 + 15270*u^52 + 3100*u^53 + 2091*u^54 + 282*u^55 + 177*u^56 + 12*u^57 + 7*u^58)\/2", "(-7 - 19*u - 55*u^2 - 43*u^3 - 251*u^4 + 996*u^5 - 1634*u^6 + 58*u^7 + 4431*u^8 - 7205*u^9 + 13166*u^10 - 6527*u^11 - 11418*u^12 + 26265*u^13 - 53646*u^14 + 35951*u^15 - 33870*u^16 - 67934*u^17 + 64378*u^18 - 157274*u^19 + 133906*u^20 + 13240*u^21 + 89496*u^22 + 416532*u^23 + 140376*u^24 + 776624*u^25 + 471458*u^26 + 597380*u^27 + 346076*u^28 - 782608*u^29 - 1257312*u^30 - 2999264*u^31 - 3389303*u^32 - 3863691*u^33 - 3284519*u^34 - 1514635*u^35 + 118717*u^36 + 2870692*u^37 + 4427438*u^38 + 6085390*u^39 + 6514669*u^40 + 6320693*u^41 + 5684284*u^42 + 4433155*u^43 + 3490454*u^44 + 2267115*u^45 + 1586942*u^46 + 864737*u^47 + 541521*u^48 + 245345*u^49 + 137677*u^50 + 50565*u^51 + 25387*u^52 + 7186*u^53 + 3214*u^54 + 632*u^55 + 250*u^56 + 26*u^57 + 9*u^58)\/2" ], [ "(2 + 12*u - 11*u^2 + 33*u^3 + 16*u^4 - 242*u^5 + 701*u^6 - 968*u^7 + 165*u^8 + 1438*u^9 - 4706*u^10 + 6793*u^11 - 4776*u^12 - 1250*u^13 + 13830*u^14 - 21955*u^15 + 28496*u^16 - 10576*u^17 - 7262*u^18 + 42142*u^19 - 66276*u^20 + 50616*u^21 - 54602*u^22 - 50468*u^23 + 16790*u^24 - 170188*u^25 + 31766*u^26 - 120156*u^27 + 16544*u^28 + 164252*u^29 + 132296*u^30 + 472180*u^31 + 327878*u^32 + 469010*u^33 + 301417*u^34 + 61237*u^35 - 71840*u^36 - 469546*u^37 - 527439*u^38 - 758436*u^39 - 730039*u^40 - 699376*u^41 - 619840*u^42 - 452745*u^43 - 373972*u^44 - 217720*u^45 - 167978*u^46 - 78973*u^47 - 56894*u^48 - 21470*u^49 - 14427*u^50 - 4263*u^51 - 2668*u^52 - 586*u^53 - 341*u^54 - 50*u^55 - 27*u^56 - 2*u^57 - u^58)\/2", "(1 + 3*u - 5*u^2 + 21*u^3 + 5*u^4 - 110*u^5 + 356*u^6 - 546*u^7 + 255*u^8 + 509*u^9 - 2398*u^10 + 3861*u^11 - 3542*u^12 + 841*u^13 + 6298*u^14 - 12023*u^15 + 18014*u^16 - 10254*u^17 + 1610*u^18 + 20910*u^19 - 37574*u^20 + 35924*u^21 - 41652*u^22 - 17888*u^23 + 1920*u^24 - 101384*u^25 + 23318*u^26 - 94480*u^27 + 12496*u^28 + 69288*u^29 + 68172*u^30 + 283572*u^31 + 196001*u^32 + 328809*u^33 + 216647*u^34 + 100719*u^35 + 6465*u^36 - 254514*u^37 - 302872*u^38 - 486734*u^39 - 477303*u^40 - 485539*u^41 - 436288*u^42 - 333291*u^43 - 278762*u^44 - 168587*u^45 - 131594*u^46 - 64053*u^47 - 46639*u^48 - 18195*u^49 - 12341*u^50 - 3769*u^51 - 2377*u^52 - 540*u^53 - 316*u^54 - 48*u^55 - 26*u^56 - 2*u^57 - u^58)\/2" ], "{1, 0}", [ 1, "u^2" ], [ "1 + u^2", "2*u^2 + u^4" ], [ "2*u + u^3", "u + u^3" ], [ "u", "u + u^3" ], [ 0, "u" ] ], "Obstruction":-1, "ComplexVolumeN":[ "-10.4657 + 1.43686*I", "-10.4657 - 1.43686*I", "-8.54972 + 10.2644*I", "-8.54972 - 10.2644*I", "-5.74133 + 5.06975*I", "-5.74133 - 5.06975*I", "1.39618 - 2.0919*I", "1.39618 + 2.0919*I", "-5.50561 - 5.74082*I", "-5.50561 + 5.74082*I", "-4.83655 - 3.88458*I", "-4.83655 + 3.88458*I", "-2.55192 - 0.70368*I", "-2.55192 + 0.70368*I", "-2.49974 + 2.68394*I", "-2.49974 - 2.68394*I", "-7.01962 + 3.10038*I", "-7.01962 - 3.10038*I", "-3.53532 - 5.79141*I", "-3.53532 + 5.79141*I", -1.92594, "-1.18655 - 0.224277*I", "-1.18655 + 0.224277*I", "-3.99025 + 1.99015*I", "-3.99025 - 1.99015*I", "4.23548 + 3.29913*I", "4.23548 - 3.29913*I", "1.31708 + 1.15944*I", "1.31708 - 1.15944*I", "2.08956 - 3.75051*I", "2.08956 + 3.75051*I", "5.58829 - 1.44801*I", "5.58829 + 1.44801*I", "1.62049 + 6.58252*I", "1.62049 - 6.58252*I", "-0.64183 - 8.01411*I", "-0.64183 + 8.01411*I", "3.12629 - 3.79302*I", "3.12629 + 3.79302*I", "-1.53739 - 0.64054*I", "-1.53739 + 0.64054*I", "-6.10402 + 5.89251*I", "-6.10402 - 5.89251*I", "4.93456 - 3.07605*I", "4.93456 + 3.07605*I", "-1.19374 + 9.36497*I", "-1.19374 - 9.36497*I", "-0.776 - 1.53921*I", "-0.776 + 1.53921*I", "-3.8828 + 14.6473*I", "-3.8828 - 14.6473*I", "1.68472 - 0.64264*I", "1.68472 + 0.64264*I", "2.74503 - 7.6392*I", "2.74503 + 7.6392*I", "0.56495 - 1.3741*I", "0.56495 + 1.3741*I", "-0.26736 + 2.47932*I", "-0.26736 - 2.47932*I" ], "uPolysN":[ "-1 - 4*u - 10*u^2 - 18*u^3 - 20*u^4 - 8*u^5 + 33*u^6 + 123*u^7 + 261*u^8 + 449*u^9 + 616*u^10 + 663*u^11 + 475*u^12 - 120*u^13 - 1164*u^14 - 2452*u^15 - 3619*u^16 - 3368*u^17 - 44*u^18 + 9092*u^19 + 27796*u^20 + 59912*u^21 + 110202*u^22 + 182598*u^23 + 279356*u^24 + 402058*u^25 + 547256*u^26 + 710710*u^27 + 883380*u^28 + 1054080*u^29 + 1211280*u^30 + 1341540*u^31 + 1434759*u^32 + 1483408*u^33 + 1482342*u^34 + 1434678*u^35 + 1342584*u^36 + 1217296*u^37 + 1067613*u^38 + 906275*u^39 + 744195*u^40 + 590577*u^41 + 452680*u^42 + 335071*u^43 + 238425*u^44 + 164072*u^45 + 107468*u^46 + 68424*u^47 + 40752*u^48 + 23832*u^49 + 12678*u^50 + 6734*u^51 + 3114*u^52 + 1476*u^53 + 567*u^54 + 233*u^55 + 68*u^56 + 23*u^57 + 4*u^58 + u^59", "-1 - 4*u + 4*u^2 + 54*u^3 + 86*u^4 - 184*u^5 - 815*u^6 - 377*u^7 + 3487*u^8 + 9905*u^9 + 12968*u^10 + 11723*u^11 + 22405*u^12 + 69184*u^13 + 184782*u^14 + 535128*u^15 + 1719549*u^16 + 5029560*u^17 + 12211440*u^18 + 24515420*u^19 + 41828648*u^20 + 63874944*u^21 + 94701674*u^22 + 147456246*u^23 + 242236920*u^24 + 393440458*u^25 + 596208172*u^26 + 830777022*u^27 + 1091005196*u^28 + 1413306720*u^29 + 1867751408*u^30 + 2502034892*u^31 + 3282176367*u^32 + 4093091072*u^33 + 4814001300*u^34 + 5407236770*u^35 + 5934197466*u^36 + 6473440440*u^37 + 7008544441*u^38 + 7387186831*u^39 + 7394208869*u^40 + 6885945193*u^41 + 5886579508*u^42 + 4583434155*u^43 + 3235930175*u^44 + 2065513264*u^45 + 1189099910*u^46 + 615759856*u^47 + 285859392*u^48 + 118450972*u^49 + 43557904*u^50 + 14107458*u^51 + 3984264*u^52 + 968240*u^53 + 198827*u^54 + 33629*u^55 + 4510*u^56 + 451*u^57 + 30*u^58 + u^59", "64 + 32*u + 288*u^2 + 464*u^3 + 968*u^4 + 2176*u^5 + 3245*u^6 + 6213*u^7 + 9973*u^8 + 12288*u^9 + 27213*u^10 + 16081*u^11 + 60264*u^12 + 13682*u^13 + 98929*u^14 + 14665*u^15 + 110317*u^16 + 40192*u^17 + 61324*u^18 + 95588*u^19 - 40038*u^20 + 150560*u^21 - 127728*u^22 + 159318*u^23 - 122518*u^24 + 106656*u^25 - 9540*u^26 + 34206*u^27 + 136088*u^28 + 8122*u^29 + 212184*u^30 + 45932*u^31 + 178218*u^32 + 91180*u^33 + 80166*u^34 + 82678*u^35 - 4434*u^36 + 27968*u^37 - 34493*u^38 - 17927*u^39 - 21889*u^40 - 24296*u^41 + 321*u^42 - 6561*u^43 + 11630*u^44 + 8294*u^45 + 11181*u^46 + 10923*u^47 + 6387*u^48 + 6896*u^49 + 2532*u^50 + 2836*u^51 + 714*u^52 + 802*u^53 + 139*u^54 + 153*u^55 + 17*u^56 + 18*u^57 + u^58 + u^59", "-1 - 4*u - 10*u^2 - 18*u^3 - 20*u^4 - 8*u^5 + 33*u^6 + 123*u^7 + 261*u^8 + 449*u^9 + 616*u^10 + 663*u^11 + 475*u^12 - 120*u^13 - 1164*u^14 - 2452*u^15 - 3619*u^16 - 3368*u^17 - 44*u^18 + 9092*u^19 + 27796*u^20 + 59912*u^21 + 110202*u^22 + 182598*u^23 + 279356*u^24 + 402058*u^25 + 547256*u^26 + 710710*u^27 + 883380*u^28 + 1054080*u^29 + 1211280*u^30 + 1341540*u^31 + 1434759*u^32 + 1483408*u^33 + 1482342*u^34 + 1434678*u^35 + 1342584*u^36 + 1217296*u^37 + 1067613*u^38 + 906275*u^39 + 744195*u^40 + 590577*u^41 + 452680*u^42 + 335071*u^43 + 238425*u^44 + 164072*u^45 + 107468*u^46 + 68424*u^47 + 40752*u^48 + 23832*u^49 + 12678*u^50 + 6734*u^51 + 3114*u^52 + 1476*u^53 + 567*u^54 + 233*u^55 + 68*u^56 + 23*u^57 + 4*u^58 + u^59", "-137 - 22*u - 1056*u^2 + 5778*u^3 - 13700*u^4 + 40336*u^5 - 57031*u^6 - 16327*u^7 + 79631*u^8 - 90101*u^9 + 120502*u^10 + 305747*u^11 - 664993*u^12 - 453274*u^13 + 899442*u^14 + 687600*u^15 - 314585*u^16 - 432614*u^17 - 1704566*u^18 - 434344*u^19 + 4391676*u^20 + 1577664*u^21 - 6234288*u^22 - 2103394*u^23 + 6270276*u^24 + 1520458*u^25 - 5112692*u^26 - 107574*u^27 + 3736668*u^28 - 929080*u^29 - 2778012*u^30 + 926346*u^31 + 2097461*u^32 - 208128*u^33 - 1427700*u^34 - 421096*u^35 + 729928*u^36 + 590372*u^37 - 209265*u^38 - 415493*u^39 - 40233*u^40 + 184337*u^41 + 84786*u^42 - 43741*u^43 - 53205*u^44 - 3434*u^45 + 20036*u^46 + 8194*u^47 - 4542*u^48 - 3800*u^49 + 148*u^50 + 1092*u^51 + 306*u^52 - 208*u^53 - 139*u^54 + 35*u^55 + 30*u^56 - 5*u^57 - 4*u^58 + u^59", "1 - 3*u + 9*u^2 - 8*u^3 + 30*u^4 + 94*u^5 + 110*u^6 - 167*u^7 - 693*u^8 - 692*u^9 - 934*u^10 + 835*u^11 + 3263*u^12 + 3933*u^13 + 5050*u^14 - 1807*u^15 - 3941*u^16 - 18242*u^17 - 8966*u^18 - 13648*u^19 + 4568*u^20 + 30352*u^21 + 8964*u^22 + 72490*u^23 - 48548*u^24 + 84594*u^25 - 146870*u^26 + 62714*u^27 - 107660*u^28 - 85832*u^29 + 232424*u^30 - 415868*u^31 + 668181*u^32 - 656687*u^33 + 685657*u^34 - 402136*u^35 + 67702*u^36 + 326354*u^37 - 772418*u^38 + 1014173*u^39 - 1235739*u^40 + 1215578*u^41 - 1135664*u^42 + 953131*u^43 - 731507*u^44 + 542559*u^45 - 349314*u^46 + 232031*u^47 - 125612*u^48 + 75089*u^49 - 33811*u^50 + 18196*u^51 - 6640*u^52 + 3208*u^53 - 902*u^54 + 389*u^55 - 76*u^56 + 29*u^57 - 3*u^58 + u^59", "1 - 3*u + 9*u^2 - 8*u^3 + 30*u^4 + 94*u^5 + 110*u^6 - 167*u^7 - 693*u^8 - 692*u^9 - 934*u^10 + 835*u^11 + 3263*u^12 + 3933*u^13 + 5050*u^14 - 1807*u^15 - 3941*u^16 - 18242*u^17 - 8966*u^18 - 13648*u^19 + 4568*u^20 + 30352*u^21 + 8964*u^22 + 72490*u^23 - 48548*u^24 + 84594*u^25 - 146870*u^26 + 62714*u^27 - 107660*u^28 - 85832*u^29 + 232424*u^30 - 415868*u^31 + 668181*u^32 - 656687*u^33 + 685657*u^34 - 402136*u^35 + 67702*u^36 + 326354*u^37 - 772418*u^38 + 1014173*u^39 - 1235739*u^40 + 1215578*u^41 - 1135664*u^42 + 953131*u^43 - 731507*u^44 + 542559*u^45 - 349314*u^46 + 232031*u^47 - 125612*u^48 + 75089*u^49 - 33811*u^50 + 18196*u^51 - 6640*u^52 + 3208*u^53 - 902*u^54 + 389*u^55 - 76*u^56 + 29*u^57 - 3*u^58 + u^59", "64 + 32*u + 288*u^2 + 464*u^3 + 968*u^4 + 2176*u^5 + 3245*u^6 + 6213*u^7 + 9973*u^8 + 12288*u^9 + 27213*u^10 + 16081*u^11 + 60264*u^12 + 13682*u^13 + 98929*u^14 + 14665*u^15 + 110317*u^16 + 40192*u^17 + 61324*u^18 + 95588*u^19 - 40038*u^20 + 150560*u^21 - 127728*u^22 + 159318*u^23 - 122518*u^24 + 106656*u^25 - 9540*u^26 + 34206*u^27 + 136088*u^28 + 8122*u^29 + 212184*u^30 + 45932*u^31 + 178218*u^32 + 91180*u^33 + 80166*u^34 + 82678*u^35 - 4434*u^36 + 27968*u^37 - 34493*u^38 - 17927*u^39 - 21889*u^40 - 24296*u^41 + 321*u^42 - 6561*u^43 + 11630*u^44 + 8294*u^45 + 11181*u^46 + 10923*u^47 + 6387*u^48 + 6896*u^49 + 2532*u^50 + 2836*u^51 + 714*u^52 + 802*u^53 + 139*u^54 + 153*u^55 + 17*u^56 + 18*u^57 + u^58 + u^59", "73 - 67*u + 573*u^2 + 784*u^3 + 1596*u^4 + 14998*u^5 + 28244*u^6 + 9641*u^7 - 37765*u^8 - 16510*u^9 + 212276*u^10 + 323847*u^11 - 284611*u^12 - 1184783*u^13 - 996460*u^14 + 930377*u^15 + 2892925*u^16 + 1723374*u^17 - 2237532*u^18 - 4106870*u^19 - 1206732*u^20 + 3081328*u^21 + 3626534*u^22 + 113630*u^23 - 2865960*u^24 - 2157038*u^25 + 805398*u^26 + 2033126*u^27 + 288676*u^28 - 931060*u^29 - 396320*u^30 + 20790*u^31 + 516309*u^32 + 305661*u^33 - 926471*u^34 - 134048*u^35 + 1203012*u^36 - 227638*u^37 - 1060474*u^38 + 464527*u^39 + 653129*u^40 - 462884*u^41 - 274922*u^42 + 315029*u^43 + 64787*u^44 - 159155*u^45 + 5888*u^46 + 61787*u^47 - 13412*u^48 - 18851*u^49 + 6781*u^50 + 4624*u^51 - 2090*u^52 - 928*u^53 + 422*u^54 + 149*u^55 - 52*u^56 - 17*u^57 + 3*u^58 + u^59", "1 - 3*u + 9*u^2 - 8*u^3 + 30*u^4 + 94*u^5 + 110*u^6 - 167*u^7 - 693*u^8 - 692*u^9 - 934*u^10 + 835*u^11 + 3263*u^12 + 3933*u^13 + 5050*u^14 - 1807*u^15 - 3941*u^16 - 18242*u^17 - 8966*u^18 - 13648*u^19 + 4568*u^20 + 30352*u^21 + 8964*u^22 + 72490*u^23 - 48548*u^24 + 84594*u^25 - 146870*u^26 + 62714*u^27 - 107660*u^28 - 85832*u^29 + 232424*u^30 - 415868*u^31 + 668181*u^32 - 656687*u^33 + 685657*u^34 - 402136*u^35 + 67702*u^36 + 326354*u^37 - 772418*u^38 + 1014173*u^39 - 1235739*u^40 + 1215578*u^41 - 1135664*u^42 + 953131*u^43 - 731507*u^44 + 542559*u^45 - 349314*u^46 + 232031*u^47 - 125612*u^48 + 75089*u^49 - 33811*u^50 + 18196*u^51 - 6640*u^52 + 3208*u^53 - 902*u^54 + 389*u^55 - 76*u^56 + 29*u^57 - 3*u^58 + u^59", "73 - 67*u + 573*u^2 + 784*u^3 + 1596*u^4 + 14998*u^5 + 28244*u^6 + 9641*u^7 - 37765*u^8 - 16510*u^9 + 212276*u^10 + 323847*u^11 - 284611*u^12 - 1184783*u^13 - 996460*u^14 + 930377*u^15 + 2892925*u^16 + 1723374*u^17 - 2237532*u^18 - 4106870*u^19 - 1206732*u^20 + 3081328*u^21 + 3626534*u^22 + 113630*u^23 - 2865960*u^24 - 2157038*u^25 + 805398*u^26 + 2033126*u^27 + 288676*u^28 - 931060*u^29 - 396320*u^30 + 20790*u^31 + 516309*u^32 + 305661*u^33 - 926471*u^34 - 134048*u^35 + 1203012*u^36 - 227638*u^37 - 1060474*u^38 + 464527*u^39 + 653129*u^40 - 462884*u^41 - 274922*u^42 + 315029*u^43 + 64787*u^44 - 159155*u^45 + 5888*u^46 + 61787*u^47 - 13412*u^48 - 18851*u^49 + 6781*u^50 + 4624*u^51 - 2090*u^52 - 928*u^53 + 422*u^54 + 149*u^55 - 52*u^56 - 17*u^57 + 3*u^58 + u^59" ], "uPolys":[ "-1 - 4*u - 10*u^2 - 18*u^3 - 20*u^4 - 8*u^5 + 33*u^6 + 123*u^7 + 261*u^8 + 449*u^9 + 616*u^10 + 663*u^11 + 475*u^12 - 120*u^13 - 1164*u^14 - 2452*u^15 - 3619*u^16 - 3368*u^17 - 44*u^18 + 9092*u^19 + 27796*u^20 + 59912*u^21 + 110202*u^22 + 182598*u^23 + 279356*u^24 + 402058*u^25 + 547256*u^26 + 710710*u^27 + 883380*u^28 + 1054080*u^29 + 1211280*u^30 + 1341540*u^31 + 1434759*u^32 + 1483408*u^33 + 1482342*u^34 + 1434678*u^35 + 1342584*u^36 + 1217296*u^37 + 1067613*u^38 + 906275*u^39 + 744195*u^40 + 590577*u^41 + 452680*u^42 + 335071*u^43 + 238425*u^44 + 164072*u^45 + 107468*u^46 + 68424*u^47 + 40752*u^48 + 23832*u^49 + 12678*u^50 + 6734*u^51 + 3114*u^52 + 1476*u^53 + 567*u^54 + 233*u^55 + 68*u^56 + 23*u^57 + 4*u^58 + u^59", "-1 - 4*u + 4*u^2 + 54*u^3 + 86*u^4 - 184*u^5 - 815*u^6 - 377*u^7 + 3487*u^8 + 9905*u^9 + 12968*u^10 + 11723*u^11 + 22405*u^12 + 69184*u^13 + 184782*u^14 + 535128*u^15 + 1719549*u^16 + 5029560*u^17 + 12211440*u^18 + 24515420*u^19 + 41828648*u^20 + 63874944*u^21 + 94701674*u^22 + 147456246*u^23 + 242236920*u^24 + 393440458*u^25 + 596208172*u^26 + 830777022*u^27 + 1091005196*u^28 + 1413306720*u^29 + 1867751408*u^30 + 2502034892*u^31 + 3282176367*u^32 + 4093091072*u^33 + 4814001300*u^34 + 5407236770*u^35 + 5934197466*u^36 + 6473440440*u^37 + 7008544441*u^38 + 7387186831*u^39 + 7394208869*u^40 + 6885945193*u^41 + 5886579508*u^42 + 4583434155*u^43 + 3235930175*u^44 + 2065513264*u^45 + 1189099910*u^46 + 615759856*u^47 + 285859392*u^48 + 118450972*u^49 + 43557904*u^50 + 14107458*u^51 + 3984264*u^52 + 968240*u^53 + 198827*u^54 + 33629*u^55 + 4510*u^56 + 451*u^57 + 30*u^58 + u^59", "64 + 32*u + 288*u^2 + 464*u^3 + 968*u^4 + 2176*u^5 + 3245*u^6 + 6213*u^7 + 9973*u^8 + 12288*u^9 + 27213*u^10 + 16081*u^11 + 60264*u^12 + 13682*u^13 + 98929*u^14 + 14665*u^15 + 110317*u^16 + 40192*u^17 + 61324*u^18 + 95588*u^19 - 40038*u^20 + 150560*u^21 - 127728*u^22 + 159318*u^23 - 122518*u^24 + 106656*u^25 - 9540*u^26 + 34206*u^27 + 136088*u^28 + 8122*u^29 + 212184*u^30 + 45932*u^31 + 178218*u^32 + 91180*u^33 + 80166*u^34 + 82678*u^35 - 4434*u^36 + 27968*u^37 - 34493*u^38 - 17927*u^39 - 21889*u^40 - 24296*u^41 + 321*u^42 - 6561*u^43 + 11630*u^44 + 8294*u^45 + 11181*u^46 + 10923*u^47 + 6387*u^48 + 6896*u^49 + 2532*u^50 + 2836*u^51 + 714*u^52 + 802*u^53 + 139*u^54 + 153*u^55 + 17*u^56 + 18*u^57 + u^58 + u^59", "-1 - 4*u - 10*u^2 - 18*u^3 - 20*u^4 - 8*u^5 + 33*u^6 + 123*u^7 + 261*u^8 + 449*u^9 + 616*u^10 + 663*u^11 + 475*u^12 - 120*u^13 - 1164*u^14 - 2452*u^15 - 3619*u^16 - 3368*u^17 - 44*u^18 + 9092*u^19 + 27796*u^20 + 59912*u^21 + 110202*u^22 + 182598*u^23 + 279356*u^24 + 402058*u^25 + 547256*u^26 + 710710*u^27 + 883380*u^28 + 1054080*u^29 + 1211280*u^30 + 1341540*u^31 + 1434759*u^32 + 1483408*u^33 + 1482342*u^34 + 1434678*u^35 + 1342584*u^36 + 1217296*u^37 + 1067613*u^38 + 906275*u^39 + 744195*u^40 + 590577*u^41 + 452680*u^42 + 335071*u^43 + 238425*u^44 + 164072*u^45 + 107468*u^46 + 68424*u^47 + 40752*u^48 + 23832*u^49 + 12678*u^50 + 6734*u^51 + 3114*u^52 + 1476*u^53 + 567*u^54 + 233*u^55 + 68*u^56 + 23*u^57 + 4*u^58 + u^59", "-137 - 22*u - 1056*u^2 + 5778*u^3 - 13700*u^4 + 40336*u^5 - 57031*u^6 - 16327*u^7 + 79631*u^8 - 90101*u^9 + 120502*u^10 + 305747*u^11 - 664993*u^12 - 453274*u^13 + 899442*u^14 + 687600*u^15 - 314585*u^16 - 432614*u^17 - 1704566*u^18 - 434344*u^19 + 4391676*u^20 + 1577664*u^21 - 6234288*u^22 - 2103394*u^23 + 6270276*u^24 + 1520458*u^25 - 5112692*u^26 - 107574*u^27 + 3736668*u^28 - 929080*u^29 - 2778012*u^30 + 926346*u^31 + 2097461*u^32 - 208128*u^33 - 1427700*u^34 - 421096*u^35 + 729928*u^36 + 590372*u^37 - 209265*u^38 - 415493*u^39 - 40233*u^40 + 184337*u^41 + 84786*u^42 - 43741*u^43 - 53205*u^44 - 3434*u^45 + 20036*u^46 + 8194*u^47 - 4542*u^48 - 3800*u^49 + 148*u^50 + 1092*u^51 + 306*u^52 - 208*u^53 - 139*u^54 + 35*u^55 + 30*u^56 - 5*u^57 - 4*u^58 + u^59", "1 - 3*u + 9*u^2 - 8*u^3 + 30*u^4 + 94*u^5 + 110*u^6 - 167*u^7 - 693*u^8 - 692*u^9 - 934*u^10 + 835*u^11 + 3263*u^12 + 3933*u^13 + 5050*u^14 - 1807*u^15 - 3941*u^16 - 18242*u^17 - 8966*u^18 - 13648*u^19 + 4568*u^20 + 30352*u^21 + 8964*u^22 + 72490*u^23 - 48548*u^24 + 84594*u^25 - 146870*u^26 + 62714*u^27 - 107660*u^28 - 85832*u^29 + 232424*u^30 - 415868*u^31 + 668181*u^32 - 656687*u^33 + 685657*u^34 - 402136*u^35 + 67702*u^36 + 326354*u^37 - 772418*u^38 + 1014173*u^39 - 1235739*u^40 + 1215578*u^41 - 1135664*u^42 + 953131*u^43 - 731507*u^44 + 542559*u^45 - 349314*u^46 + 232031*u^47 - 125612*u^48 + 75089*u^49 - 33811*u^50 + 18196*u^51 - 6640*u^52 + 3208*u^53 - 902*u^54 + 389*u^55 - 76*u^56 + 29*u^57 - 3*u^58 + u^59", "1 - 3*u + 9*u^2 - 8*u^3 + 30*u^4 + 94*u^5 + 110*u^6 - 167*u^7 - 693*u^8 - 692*u^9 - 934*u^10 + 835*u^11 + 3263*u^12 + 3933*u^13 + 5050*u^14 - 1807*u^15 - 3941*u^16 - 18242*u^17 - 8966*u^18 - 13648*u^19 + 4568*u^20 + 30352*u^21 + 8964*u^22 + 72490*u^23 - 48548*u^24 + 84594*u^25 - 146870*u^26 + 62714*u^27 - 107660*u^28 - 85832*u^29 + 232424*u^30 - 415868*u^31 + 668181*u^32 - 656687*u^33 + 685657*u^34 - 402136*u^35 + 67702*u^36 + 326354*u^37 - 772418*u^38 + 1014173*u^39 - 1235739*u^40 + 1215578*u^41 - 1135664*u^42 + 953131*u^43 - 731507*u^44 + 542559*u^45 - 349314*u^46 + 232031*u^47 - 125612*u^48 + 75089*u^49 - 33811*u^50 + 18196*u^51 - 6640*u^52 + 3208*u^53 - 902*u^54 + 389*u^55 - 76*u^56 + 29*u^57 - 3*u^58 + u^59", "64 + 32*u + 288*u^2 + 464*u^3 + 968*u^4 + 2176*u^5 + 3245*u^6 + 6213*u^7 + 9973*u^8 + 12288*u^9 + 27213*u^10 + 16081*u^11 + 60264*u^12 + 13682*u^13 + 98929*u^14 + 14665*u^15 + 110317*u^16 + 40192*u^17 + 61324*u^18 + 95588*u^19 - 40038*u^20 + 150560*u^21 - 127728*u^22 + 159318*u^23 - 122518*u^24 + 106656*u^25 - 9540*u^26 + 34206*u^27 + 136088*u^28 + 8122*u^29 + 212184*u^30 + 45932*u^31 + 178218*u^32 + 91180*u^33 + 80166*u^34 + 82678*u^35 - 4434*u^36 + 27968*u^37 - 34493*u^38 - 17927*u^39 - 21889*u^40 - 24296*u^41 + 321*u^42 - 6561*u^43 + 11630*u^44 + 8294*u^45 + 11181*u^46 + 10923*u^47 + 6387*u^48 + 6896*u^49 + 2532*u^50 + 2836*u^51 + 714*u^52 + 802*u^53 + 139*u^54 + 153*u^55 + 17*u^56 + 18*u^57 + u^58 + u^59", "73 - 67*u + 573*u^2 + 784*u^3 + 1596*u^4 + 14998*u^5 + 28244*u^6 + 9641*u^7 - 37765*u^8 - 16510*u^9 + 212276*u^10 + 323847*u^11 - 284611*u^12 - 1184783*u^13 - 996460*u^14 + 930377*u^15 + 2892925*u^16 + 1723374*u^17 - 2237532*u^18 - 4106870*u^19 - 1206732*u^20 + 3081328*u^21 + 3626534*u^22 + 113630*u^23 - 2865960*u^24 - 2157038*u^25 + 805398*u^26 + 2033126*u^27 + 288676*u^28 - 931060*u^29 - 396320*u^30 + 20790*u^31 + 516309*u^32 + 305661*u^33 - 926471*u^34 - 134048*u^35 + 1203012*u^36 - 227638*u^37 - 1060474*u^38 + 464527*u^39 + 653129*u^40 - 462884*u^41 - 274922*u^42 + 315029*u^43 + 64787*u^44 - 159155*u^45 + 5888*u^46 + 61787*u^47 - 13412*u^48 - 18851*u^49 + 6781*u^50 + 4624*u^51 - 2090*u^52 - 928*u^53 + 422*u^54 + 149*u^55 - 52*u^56 - 17*u^57 + 3*u^58 + u^59", "1 - 3*u + 9*u^2 - 8*u^3 + 30*u^4 + 94*u^5 + 110*u^6 - 167*u^7 - 693*u^8 - 692*u^9 - 934*u^10 + 835*u^11 + 3263*u^12 + 3933*u^13 + 5050*u^14 - 1807*u^15 - 3941*u^16 - 18242*u^17 - 8966*u^18 - 13648*u^19 + 4568*u^20 + 30352*u^21 + 8964*u^22 + 72490*u^23 - 48548*u^24 + 84594*u^25 - 146870*u^26 + 62714*u^27 - 107660*u^28 - 85832*u^29 + 232424*u^30 - 415868*u^31 + 668181*u^32 - 656687*u^33 + 685657*u^34 - 402136*u^35 + 67702*u^36 + 326354*u^37 - 772418*u^38 + 1014173*u^39 - 1235739*u^40 + 1215578*u^41 - 1135664*u^42 + 953131*u^43 - 731507*u^44 + 542559*u^45 - 349314*u^46 + 232031*u^47 - 125612*u^48 + 75089*u^49 - 33811*u^50 + 18196*u^51 - 6640*u^52 + 3208*u^53 - 902*u^54 + 389*u^55 - 76*u^56 + 29*u^57 - 3*u^58 + u^59", "73 - 67*u + 573*u^2 + 784*u^3 + 1596*u^4 + 14998*u^5 + 28244*u^6 + 9641*u^7 - 37765*u^8 - 16510*u^9 + 212276*u^10 + 323847*u^11 - 284611*u^12 - 1184783*u^13 - 996460*u^14 + 930377*u^15 + 2892925*u^16 + 1723374*u^17 - 2237532*u^18 - 4106870*u^19 - 1206732*u^20 + 3081328*u^21 + 3626534*u^22 + 113630*u^23 - 2865960*u^24 - 2157038*u^25 + 805398*u^26 + 2033126*u^27 + 288676*u^28 - 931060*u^29 - 396320*u^30 + 20790*u^31 + 516309*u^32 + 305661*u^33 - 926471*u^34 - 134048*u^35 + 1203012*u^36 - 227638*u^37 - 1060474*u^38 + 464527*u^39 + 653129*u^40 - 462884*u^41 - 274922*u^42 + 315029*u^43 + 64787*u^44 - 159155*u^45 + 5888*u^46 + 61787*u^47 - 13412*u^48 - 18851*u^49 + 6781*u^50 + 4624*u^51 - 2090*u^52 - 928*u^53 + 422*u^54 + 149*u^55 - 52*u^56 - 17*u^57 + 3*u^58 + u^59" ], "aCuspShape":"-3 + (5 - 10*u + 5*u^2 - 158*u^3 - 37*u^4 + 1075*u^5 - 2745*u^6 + 2249*u^7 + 1132*u^8 - 7167*u^9 + 18149*u^10 - 19116*u^11 + 7696*u^12 + 18043*u^13 - 55021*u^14 + 77970*u^15 - 76750*u^16 + 2616*u^17 + 51066*u^18 - 186836*u^19 + 198206*u^20 - 176522*u^21 + 86698*u^22 + 184922*u^23 - 142042*u^24 + 615694*u^25 + 21392*u^26 + 608076*u^27 + 372812*u^28 - 221924*u^29 - 77712*u^30 - 1554484*u^31 - 1356721*u^32 - 2162606*u^33 - 1903271*u^34 - 1066070*u^35 - 599069*u^36 + 1141499*u^37 + 1627419*u^38 + 2823133*u^39 + 2993642*u^40 + 3029217*u^41 + 2837107*u^42 + 2154088*u^43 + 1828756*u^44 + 1110045*u^45 + 861321*u^46 + 425522*u^47 + 302799*u^48 + 121182*u^49 + 79189*u^50 + 25054*u^51 + 15037*u^52 + 3571*u^53 + 1967*u^54 + 315*u^55 + 159*u^56 + 13*u^57 + 6*u^58)\/2", "RepresentationsN":[ [ "u->-0.85602 + 0.073484 I", "a->-1.65134 - 0.5002 I", "b->-0.984871 + 0.337502 I" ], [ "u->-0.85602 - 0.073484 I", "a->-1.65134 + 0.5002 I", "b->-0.984871 - 0.337502 I" ], [ "u->-0.84708 + 0.128915 I", "a->-2.75122 - 0.10346 I", "b->-1.61866 + 0.64547 I" ], [ "u->-0.84708 - 0.128915 I", "a->-2.75122 + 0.10346 I", "b->-1.61866 - 0.64547 I" ], [ "u->-0.829204 + 0.10773 I", "a->2.27299 - 0.15394 I", "b->1.3154 - 0.76071 I" ], [ "u->-0.829204 - 0.10773 I", "a->2.27299 + 0.15394 I", "b->1.3154 + 0.76071 I" ], [ "u->0.131822 + 1.17538 I", "a->-0.041304 + 1.18022 I", "b->0.14272 + 0.203347 I" ], [ "u->0.131822 - 1.17538 I", "a->-0.041304 - 1.18022 I", "b->0.14272 - 0.203347 I" ], [ "u->-0.410091 + 1.12329 I", "a->-0.975892 - 0.863707 I", "b->-1.57994 - 0.54447 I" ], [ "u->-0.410091 - 1.12329 I", "a->-0.975892 + 0.863707 I", "b->-1.57994 + 0.54447 I" ], [ "u->0.796588 + 0.044117 I", "a->2.81269 + 0.63796 I", "b->1.17599 + 0.375378 I" ], [ "u->0.796588 - 0.044117 I", "a->2.81269 - 0.63796 I", "b->1.17599 - 0.375378 I" ], [ "u->-0.37956 + 1.15118 I", "a->0.596247 + 0.686778 I", "b->1.32673 + 0.59766 I" ], [ "u->-0.37956 - 1.15118 I", "a->0.596247 - 0.686778 I", "b->1.32673 - 0.59766 I" ], [ "u->-0.754668 + 0.026465 I", "a->0.5872 - 1.61512 I", "b->0.31567 - 1.50166 I" ], [ "u->-0.754668 - 0.026465 I", "a->0.5872 + 1.61512 I", "b->0.31567 + 1.50166 I" ], [ "u->-0.409182 + 1.19434 I", "a->-0.691302 - 0.078308 I", "b->-1.0892 - 0.246358 I" ], [ "u->-0.409182 - 1.19434 I", "a->-0.691302 + 0.078308 I", "b->-1.0892 + 0.246358 I" ], [ "u->0.486405 + 0.550204 I", "a->-1.08804 + 0.443756 I", "b->-1.26121 - 0.45039 I" ], [ "u->0.486405 - 0.550204 I", "a->-1.08804 - 0.443756 I", "b->-1.26121 + 0.45039 I" ], [ "u->0.730409", "a->-1.99609", "b->-0.729874" ], [ "u->0.342721 + 1.23037 I", "a->1.28582 - 1.39129 I", "b->1.06988 - 0.258043 I" ], [ "u->0.342721 - 1.23037 I", "a->1.28582 + 1.39129 I", "b->1.06988 + 0.258043 I" ], [ "u->0.573054 + 0.40697 I", "a->-0.64175 + 1.45528 I", "b->-1.0817 + 0.295661 I" ], [ "u->0.573054 - 0.40697 I", "a->-0.64175 - 1.45528 I", "b->-1.0817 - 0.295661 I" ], [ "u->-0.042991 + 1.29674 I", "a->0.612344 + 1.25328 I", "b->0.970255 - 0.994207 I" ], [ "u->-0.042991 - 1.29674 I", "a->0.612344 - 1.25328 I", "b->0.970255 + 0.994207 I" ], [ "u->-0.312666 + 1.26028 I", "a->-0.947892 + 0.316493 I", "b->0.51778 + 1.49782 I" ], [ "u->-0.312666 - 1.26028 I", "a->-0.947892 - 0.316493 I", "b->0.51778 - 1.49782 I" ], [ "u->0.3089 + 1.28459 I", "a->-1.32494 + 0.68919 I", "b->-0.810078 - 0.293298 I" ], [ "u->0.3089 - 1.28459 I", "a->-1.32494 - 0.68919 I", "b->-0.810078 + 0.293298 I" ], [ "u->0.00786 + 1.3222 I", "a->-0.50568 - 1.01766 I", "b->-0.342454 + 1.02655 I" ], [ "u->0.00786 - 1.3222 I", "a->-0.50568 + 1.01766 I", "b->-0.342454 - 1.02655 I" ], [ "u->-0.324436 + 1.29244 I", "a->1.26028 + 0.208066 I", "b->0.14207 - 1.55287 I" ], [ "u->-0.324436 - 1.29244 I", "a->1.26028 - 0.208066 I", "b->0.14207 + 1.55287 I" ], [ "u->0.349284 + 1.2992 I", "a->1.86046 - 0.79136 I", "b->1.26244 + 0.472314 I" ], [ "u->0.349284 - 1.2992 I", "a->1.86046 + 0.79136 I", "b->1.26244 - 0.472314 I" ], [ "u->0.247609 + 1.34169 I", "a->-0.878663 - 0.254927 I", "b->-0.010321 - 0.575786 I" ], [ "u->0.247609 - 1.34169 I", "a->-0.878663 + 0.254927 I", "b->-0.010321 + 0.575786 I" ], [ "u->0.616427 + 0.13522 I", "a->-0.772422 - 1.10409 I", "b->-0.025567 - 0.410528 I" ], [ "u->0.616427 - 0.13522 I", "a->-0.772422 + 1.10409 I", "b->-0.025567 + 0.410528 I" ], [ "u->-0.385237 + 1.32076 I", "a->-0.84823 - 1.32751 I", "b->-0.882451 + 0.394924 I" ], [ "u->-0.385237 - 1.32076 I", "a->-0.84823 + 1.32751 I", "b->-0.882451 - 0.394924 I" ], [ "u->0.090653 + 1.37744 I", "a->-0.326353 - 0.822204 I", "b->0.67297 + 0.735433 I" ], [ "u->0.090653 - 1.37744 I", "a->-0.326353 + 0.822204 I", "b->0.67297 - 0.735433 I" ], [ "u->-0.363885 + 1.34001 I", "a->1.36573 + 1.29503 I", "b->1.28712 - 0.87319 I" ], [ "u->-0.363885 - 1.34001 I", "a->1.36573 - 1.29503 I", "b->1.28712 + 0.87319 I" ], [ "u->0.406682 + 0.444506 I", "a->0.364648 - 0.57923 I", "b->0.813057 + 0.301724 I" ], [ "u->0.406682 - 0.444506 I", "a->0.364648 + 0.57923 I", "b->0.813057 - 0.301724 I" ], [ "u->-0.371273 + 1.35439 I", "a->-1.4677 - 1.56354 I", "b->-1.62445 + 0.72234 I" ], [ "u->-0.371273 - 1.35439 I", "a->-1.4677 + 1.56354 I", "b->-1.62445 - 0.72234 I" ], [ "u->0.19085 + 1.39199 I", "a->0.542814 + 0.866023 I", "b->-0.845987 + 0.391644 I" ], [ "u->0.19085 - 1.39199 I", "a->0.542814 - 0.866023 I", "b->-0.845987 - 0.391644 I" ], [ "u->0.10837 + 1.41748 I", "a->0.253825 + 0.832571 I", "b->-1.23149 - 0.673169 I" ], [ "u->0.10837 - 1.41748 I", "a->0.253825 - 0.832571 I", "b->-1.23149 + 0.673169 I" ], [ "u->-0.007745 + 0.362586 I", "a->-1.3625 + 0.139689 I", "b->0.062326 + 0.756 I" ], [ "u->-0.007745 - 0.362586 I", "a->-1.3625 - 0.139689 I", "b->0.062326 - 0.756 I" ], [ "u->-0.228387 + 0.196319 I", "a->2.95823 - 0.48432 I", "b->0.678923 - 0.739397 I" ], [ "u->-0.228387 - 0.196319 I", "a->2.95823 + 0.48432 I", "b->0.678923 + 0.739397 I" ] ], "Epsilon":0.888382, "uPolys_ij":[ "1 - 3*u + 9*u^2 - 8*u^3 + 30*u^4 + 94*u^5 + 110*u^6 - 167*u^7 - 693*u^8 - 692*u^9 - 934*u^10 + 835*u^11 + 3263*u^12 + 3933*u^13 + 5050*u^14 - 1807*u^15 - 3941*u^16 - 18242*u^17 - 8966*u^18 - 13648*u^19 + 4568*u^20 + 30352*u^21 + 8964*u^22 + 72490*u^23 - 48548*u^24 + 84594*u^25 - 146870*u^26 + 62714*u^27 - 107660*u^28 - 85832*u^29 + 232424*u^30 - 415868*u^31 + 668181*u^32 - 656687*u^33 + 685657*u^34 - 402136*u^35 + 67702*u^36 + 326354*u^37 - 772418*u^38 + 1014173*u^39 - 1235739*u^40 + 1215578*u^41 - 1135664*u^42 + 953131*u^43 - 731507*u^44 + 542559*u^45 - 349314*u^46 + 232031*u^47 - 125612*u^48 + 75089*u^49 - 33811*u^50 + 18196*u^51 - 6640*u^52 + 3208*u^53 - 902*u^54 + 389*u^55 - 76*u^56 + 29*u^57 - 3*u^58 + u^59", "1 - 9*u + 93*u^2 - 1260*u^3 + 1996*u^4 + 23402*u^5 - 14432*u^6 + 501*u^7 + 217545*u^8 - 1148772*u^9 - 492656*u^10 + 6863663*u^11 - 6633619*u^12 - 6825229*u^13 + 30429400*u^14 - 73582935*u^15 + 75739963*u^16 + 125120418*u^17 - 630960538*u^18 + 1260379544*u^19 - 443951204*u^20 - 4944142776*u^21 + 11827815912*u^22 - 2804738802*u^23 - 32173294368*u^24 + 53750618990*u^25 + 3762989806*u^26 - 119103711474*u^27 + 142502711660*u^28 + 31692527620*u^29 - 262987428624*u^30 + 265299476776*u^31 + 38880477937*u^32 - 368909002329*u^33 + 379110667853*u^34 - 47245109452*u^35 - 312361888056*u^36 + 394668571334*u^37 - 184749601144*u^38 - 96421762607*u^39 + 240004141595*u^40 - 205046615066*u^41 + 82484961306*u^42 + 24037991463*u^43 - 70481072057*u^44 + 67937293705*u^45 - 45515929152*u^46 + 23961534027*u^47 - 10355938064*u^48 + 3744857831*u^49 - 1141696855*u^50 + 293661344*u^51 - 63434142*u^52 + 11395472*u^53 - 1675620*u^54 + 196833*u^55 - 17790*u^56 + 1163*u^57 - 49*u^58 + u^59", "73 - 67*u + 573*u^2 + 784*u^3 + 1596*u^4 + 14998*u^5 + 28244*u^6 + 9641*u^7 - 37765*u^8 - 16510*u^9 + 212276*u^10 + 323847*u^11 - 284611*u^12 - 1184783*u^13 - 996460*u^14 + 930377*u^15 + 2892925*u^16 + 1723374*u^17 - 2237532*u^18 - 4106870*u^19 - 1206732*u^20 + 3081328*u^21 + 3626534*u^22 + 113630*u^23 - 2865960*u^24 - 2157038*u^25 + 805398*u^26 + 2033126*u^27 + 288676*u^28 - 931060*u^29 - 396320*u^30 + 20790*u^31 + 516309*u^32 + 305661*u^33 - 926471*u^34 - 134048*u^35 + 1203012*u^36 - 227638*u^37 - 1060474*u^38 + 464527*u^39 + 653129*u^40 - 462884*u^41 - 274922*u^42 + 315029*u^43 + 64787*u^44 - 159155*u^45 + 5888*u^46 + 61787*u^47 - 13412*u^48 - 18851*u^49 + 6781*u^50 + 4624*u^51 - 2090*u^52 - 928*u^53 + 422*u^54 + 149*u^55 - 52*u^56 - 17*u^57 + 3*u^58 + u^59", "3971 - 98987*u + 1264685*u^2 - 11342074*u^3 + 79367064*u^4 - 445845308*u^5 + 2023908846*u^6 - 7463431513*u^7 + 22487277789*u^8 - 55540986432*u^9 + 112127622214*u^10 - 182344313247*u^11 + 229558366099*u^12 - 199335358177*u^13 + 62419726946*u^14 + 129548978963*u^15 - 237965542729*u^16 + 129932813342*u^17 + 176753779942*u^18 - 461228174912*u^19 + 446935384924*u^20 - 60461289160*u^21 - 448818456380*u^22 + 688275367214*u^23 - 463133245132*u^24 - 46378152486*u^25 + 447665877810*u^26 - 476735074018*u^27 + 193233796420*u^28 + 125544807540*u^29 - 249734041340*u^30 + 161652341654*u^31 - 4553181261*u^32 - 82535151587*u^33 + 70196656377*u^34 - 16006815176*u^35 - 19142117012*u^36 + 20184096370*u^37 - 6171513242*u^38 - 3350618497*u^39 + 4124829675*u^40 - 1343685242*u^41 - 459142048*u^42 + 606122405*u^43 - 191206383*u^44 - 47625571*u^45 + 62688194*u^46 - 18529877*u^47 - 3281134*u^48 + 4352901*u^49 - 1237611*u^50 - 103024*u^51 + 183514*u^52 - 54620*u^53 + 2246*u^54 + 3481*u^55 - 1288*u^56 + 233*u^57 - 23*u^58 + u^59", "1 + u + 13*u^2 + 444*u^3 + 1472*u^4 + 37238*u^5 + 371900*u^6 + 2370217*u^7 + 11365263*u^8 + 44330984*u^9 + 153570020*u^10 + 515365757*u^11 + 1768615271*u^12 + 6159341039*u^13 + 20350404976*u^14 + 60971849753*u^15 + 160904179933*u^16 + 366020119296*u^17 + 712602330026*u^18 + 1174265800626*u^19 + 1592399669414*u^20 + 1772135749312*u^21 + 1620784285812*u^22 + 1283186537802*u^23 + 1235341364220*u^24 + 1390422228044*u^25 + 693448127790*u^26 - 381057241528*u^27 + 16717948214*u^28 + 872888984586*u^29 + 337963951252*u^30 - 379106872684*u^31 - 171645608023*u^32 + 115018251447*u^33 + 64584332125*u^34 - 8172892788*u^35 - 27857839200*u^36 - 566595052*u^37 + 4017803226*u^38 + 2226351585*u^39 - 892273705*u^40 - 351085540*u^41 + 660368*u^42 + 107032869*u^43 + 5462037*u^44 - 10220367*u^45 - 4996038*u^46 + 1367115*u^47 + 704776*u^48 + 13467*u^49 - 114951*u^50 - 14576*u^51 + 9026*u^52 + 4214*u^53 - 62*u^54 - 233*u^55 + 33*u^57 + 9*u^58 + u^59", "5329 - 79169*u + 666401*u^2 - 7347716*u^3 + 7176180*u^4 + 164400978*u^5 + 658984488*u^6 + 2191599633*u^7 + 4375828961*u^8 + 4508546496*u^9 + 19141812824*u^10 + 96929440899*u^11 + 196184859905*u^12 + 58462552587*u^13 - 422321677460*u^14 - 601989570407*u^15 + 369080797259*u^16 + 2050312044518*u^17 + 2899131300354*u^18 + 2350713379528*u^19 + 970122694388*u^20 - 1626904398580*u^21 - 5766440953020*u^22 - 7767827532162*u^23 - 1716079717012*u^24 + 11596629523210*u^25 + 21263124373438*u^26 + 16446851097258*u^27 - 1223657574424*u^28 - 18753490977252*u^29 - 24623017627848*u^30 - 18091266986388*u^31 - 6665361936531*u^32 + 2262518168491*u^33 + 6220282303209*u^34 + 6616409409432*u^35 + 5622647578524*u^36 + 4450370407790*u^37 + 3398258523100*u^38 + 2457482961429*u^39 + 1642047306759*u^40 + 1002619981494*u^41 + 560516598810*u^42 + 289623409139*u^43 + 139950377971*u^44 + 63836755641*u^45 + 27562762384*u^46 + 11197872931*u^47 + 4222844076*u^48 + 1452018303*u^49 + 446701877*u^50 + 120710624*u^51 + 28140250*u^52 + 5553300*u^53 + 907592*u^54 + 119429*u^55 + 12158*u^56 + 899*u^57 + 43*u^58 + u^59", "-4096 - 35840*u - 177152*u^2 - 618368*u^3 - 1665728*u^4 - 4222960*u^5 - 13754809*u^6 - 56906553*u^7 - 227537227*u^8 - 770279544*u^9 - 2155936719*u^10 - 4998104049*u^11 - 9581879568*u^12 - 14927778400*u^13 - 17859535849*u^14 - 13218068877*u^15 + 3608162195*u^16 + 32030946152*u^17 + 62269959504*u^18 + 76715742760*u^19 + 59549222644*u^20 + 10986741108*u^21 - 44633851826*u^22 - 67883946706*u^23 - 30337162658*u^24 + 58803459720*u^25 + 149340477334*u^26 + 180098225938*u^27 + 124113383832*u^28 + 12597803756*u^29 - 85584599728*u^30 - 114836693232*u^31 - 72094058096*u^32 - 2163754188*u^33 + 43275205356*u^34 + 44264741064*u^35 + 17604328224*u^36 - 7642475400*u^37 - 15699433193*u^38 - 9779788305*u^39 - 1044242563*u^40 + 3290099092*u^41 + 2980457377*u^42 + 1037319051*u^43 - 276623224*u^44 - 543697104*u^45 - 298508387*u^46 - 41707487*u^47 + 65847709*u^48 + 68384960*u^49 + 39851740*u^50 + 16937284*u^51 + 5615724*u^52 + 1483768*u^53 + 312639*u^54 + 51799*u^55 + 6545*u^56 + 596*u^57 + 35*u^58 + u^59", "1 - 5*u + 17*u^2 - 72*u^3 + 136*u^4 + 54*u^5 - 348*u^6 + 801*u^7 - 3563*u^8 - 1984*u^9 + 32068*u^10 - 31621*u^11 - 46967*u^12 + 387895*u^13 - 1562248*u^14 + 1970993*u^15 + 2681407*u^16 - 14630806*u^17 + 42128630*u^18 - 68693292*u^19 + 26455424*u^20 + 107225996*u^21 - 421334448*u^22 + 865505946*u^23 - 1179817232*u^24 + 1298779250*u^25 - 962221602*u^26 + 424359470*u^27 + 523264548*u^28 - 893888832*u^29 + 1692792332*u^30 - 1224301442*u^31 + 1431863191*u^32 - 512433197*u^33 + 388396043*u^34 + 291681790*u^35 - 350175408*u^36 + 585029916*u^37 - 485092908*u^38 + 462977597*u^39 - 316489395*u^40 + 242429266*u^41 - 140154250*u^42 + 93418023*u^43 - 45965363*u^44 + 27523309*u^45 - 11510268*u^46 + 6283087*u^47 - 2215736*u^48 + 1110243*u^49 - 324793*u^50 + 149840*u^51 - 35294*u^52 + 15008*u^53 - 2696*u^54 + 1057*u^55 - 130*u^56 + 47*u^57 - 3*u^58 + u^59", "288703 - 223987*u - 1240053*u^2 + 20994884*u^3 - 35276678*u^4 + 142399996*u^5 - 169515898*u^6 + 390279217*u^7 - 463401671*u^8 + 594409082*u^9 - 847190516*u^10 + 655311727*u^11 - 1042539695*u^12 + 912894271*u^13 - 872835192*u^14 + 1491473811*u^15 - 667717961*u^16 + 1699234458*u^17 - 784055558*u^18 + 1053425568*u^19 - 892515740*u^20 + 242025732*u^21 - 632253182*u^22 - 533924*u^23 - 269665262*u^24 + 187998330*u^25 - 123228522*u^26 + 300224074*u^27 - 142777702*u^28 + 184979962*u^29 - 118407336*u^30 + 59572630*u^31 - 38632825*u^32 - 349457*u^33 + 9544503*u^34 - 8757718*u^35 + 11608178*u^36 - 6221418*u^37 + 1691218*u^38 - 1603809*u^39 - 572585*u^40 + 1011920*u^41 - 531832*u^42 + 540205*u^43 - 358749*u^44 + 161303*u^45 - 107214*u^46 + 45911*u^47 - 28022*u^48 + 12167*u^49 - 3215*u^50 + 3086*u^51 - 560*u^52 + 492*u^53 - 22*u^54 + 77*u^55 - 4*u^56 + 7*u^57 + u^58 + u^59", "-11641999 + 279155543*u - 3173229170*u^2 + 22000101841*u^3 - 95226802425*u^4 + 280988157661*u^5 - 607070850286*u^6 + 1030685369815*u^7 - 1538259069973*u^8 + 2505946554325*u^9 - 4614308056976*u^10 + 8387617662198*u^11 - 12945683825970*u^12 + 15454665621036*u^13 - 12693378897359*u^14 + 4252766755632*u^15 + 6289540254205*u^16 - 13052886446752*u^17 + 12393062473118*u^18 - 6544520599534*u^19 + 500942394364*u^20 + 2001675183778*u^21 - 1297301126046*u^22 + 123620288640*u^23 - 154029069024*u^24 + 924979323666*u^25 - 1120602506358*u^26 + 730443978290*u^27 - 274146449584*u^28 + 63482787034*u^29 - 59070844814*u^30 + 74146164526*u^31 - 56926596081*u^32 + 19693413815*u^33 + 323723184*u^34 + 2027795737*u^35 - 3098217525*u^36 + 1372834039*u^37 - 635294086*u^38 + 125252131*u^39 + 11980821*u^40 + 96070977*u^41 - 73421880*u^42 + 17535282*u^43 - 1148602*u^44 + 390018*u^45 - 614329*u^46 + 177886*u^47 + 49610*u^48 - 47345*u^49 - 780*u^50 + 12671*u^51 - 1111*u^52 - 1213*u^53 - 192*u^54 + 127*u^55 + 18*u^56 - 6*u^57 - 2*u^58 + u^59", "823373 + 2135771*u + 14146660*u^2 + 25614991*u^3 + 328098563*u^4 - 208752747*u^5 + 2123137836*u^6 + 271149785*u^7 + 5756097083*u^8 + 154322137*u^9 + 15787898694*u^10 - 3594122056*u^11 + 17895900992*u^12 - 18486558106*u^13 + 20210555659*u^14 - 19582980812*u^15 + 24781573973*u^16 - 22138627004*u^17 + 19268092436*u^18 - 17596887386*u^19 + 4342620444*u^20 + 4831224212*u^21 - 6287928470*u^22 + 19366431424*u^23 - 11613158172*u^24 + 1283859768*u^25 - 842035730*u^26 - 9168130316*u^27 + 7520367628*u^28 + 140878252*u^29 + 1149378416*u^30 + 3704078224*u^31 - 4142763373*u^32 - 1489969085*u^33 + 843708906*u^34 - 360877615*u^35 + 1157368469*u^36 + 573385071*u^37 - 885348692*u^38 - 260602631*u^39 + 250531387*u^40 + 56577031*u^41 + 4481468*u^42 + 1787132*u^43 - 30362998*u^44 - 5944526*u^45 + 12762593*u^46 + 2363304*u^47 - 3094860*u^48 - 570607*u^49 + 503108*u^50 + 95637*u^51 - 56209*u^52 - 11283*u^53 + 4192*u^54 + 901*u^55 - 190*u^56 - 44*u^57 + 4*u^58 + u^59", "4309 + 8493*u + 14636*u^2 - 34099*u^3 + 77043*u^4 + 90291*u^5 + 517680*u^6 - 489867*u^7 + 596877*u^8 - 1978083*u^9 + 3668554*u^10 - 3494774*u^11 + 6155488*u^12 - 6853928*u^13 + 34581717*u^14 - 13172114*u^15 - 31183873*u^16 + 16191518*u^17 + 36188154*u^18 - 125541996*u^19 - 167563202*u^20 + 292835692*u^21 + 10667678*u^22 - 265522174*u^23 - 116133794*u^24 + 1372910130*u^25 - 698397554*u^26 - 617363932*u^27 + 365433780*u^28 + 1602973452*u^29 - 2099040338*u^30 - 1050697628*u^31 + 1676136215*u^32 + 1110537637*u^33 - 2128268322*u^34 - 558761607*u^35 + 2029582111*u^36 + 332875323*u^37 - 1368856382*u^38 - 79398973*u^39 + 814597491*u^40 - 150362937*u^41 - 403113878*u^42 + 153598628*u^43 + 146580526*u^44 - 70080460*u^45 - 37499465*u^46 + 19370788*u^47 + 6716946*u^48 - 3546517*u^49 - 839500*u^50 + 442949*u^51 + 71917*u^52 - 37563*u^53 - 4036*u^54 + 2079*u^55 + 134*u^56 - 68*u^57 - 2*u^58 + u^59", "316843 + 2777577*u + 6744034*u^2 - 5808111*u^3 - 38581993*u^4 + 10441347*u^5 + 175566508*u^6 + 93955051*u^7 - 344901865*u^8 - 256536717*u^9 + 550697762*u^10 + 443991078*u^11 - 753280266*u^12 - 638225756*u^13 + 846480679*u^14 + 891283096*u^15 - 655666451*u^16 - 1019936658*u^17 + 357816854*u^18 + 943014690*u^19 - 29543242*u^20 - 655137248*u^21 - 193722654*u^22 + 239732408*u^23 + 216826944*u^24 + 94030160*u^25 - 63225588*u^26 - 171648986*u^27 - 75981548*u^28 + 80671454*u^29 + 93457008*u^30 + 5874796*u^31 - 39430969*u^32 - 22055493*u^33 - 992424*u^34 + 7083615*u^35 + 7925785*u^36 + 2393565*u^37 - 2652222*u^38 - 2510473*u^39 - 275627*u^40 + 794083*u^41 + 423670*u^42 - 46634*u^43 - 121524*u^44 - 65730*u^45 + 13289*u^46 + 40804*u^47 + 1198*u^48 - 13923*u^49 - 748*u^50 + 3293*u^51 + 101*u^52 - 593*u^53 - 36*u^54 + 91*u^55 + 2*u^56 - 8*u^57 + u^59", "64 + 32*u + 288*u^2 + 464*u^3 + 968*u^4 + 2176*u^5 + 3245*u^6 + 6213*u^7 + 9973*u^8 + 12288*u^9 + 27213*u^10 + 16081*u^11 + 60264*u^12 + 13682*u^13 + 98929*u^14 + 14665*u^15 + 110317*u^16 + 40192*u^17 + 61324*u^18 + 95588*u^19 - 40038*u^20 + 150560*u^21 - 127728*u^22 + 159318*u^23 - 122518*u^24 + 106656*u^25 - 9540*u^26 + 34206*u^27 + 136088*u^28 + 8122*u^29 + 212184*u^30 + 45932*u^31 + 178218*u^32 + 91180*u^33 + 80166*u^34 + 82678*u^35 - 4434*u^36 + 27968*u^37 - 34493*u^38 - 17927*u^39 - 21889*u^40 - 24296*u^41 + 321*u^42 - 6561*u^43 + 11630*u^44 + 8294*u^45 + 11181*u^46 + 10923*u^47 + 6387*u^48 + 6896*u^49 + 2532*u^50 + 2836*u^51 + 714*u^52 + 802*u^53 + 139*u^54 + 153*u^55 + 17*u^56 + 18*u^57 + u^58 + u^59", "488011 + 8957944*u + 85317892*u^2 + 537680224*u^3 + 2424050451*u^4 + 8304710530*u^5 + 23161043013*u^6 + 57193250556*u^7 + 135565568886*u^8 + 308384053613*u^9 + 598645258053*u^10 + 781795666401*u^11 + 88169309434*u^12 - 2473692381938*u^13 - 6407653082494*u^14 - 8057915513113*u^15 - 2717762659171*u^16 + 8669824738962*u^17 + 16231796980284*u^18 + 10687309045270*u^19 - 4128095660084*u^20 - 11501740945846*u^21 - 1985967918760*u^22 + 14757395362674*u^23 + 21372160290082*u^24 + 13202307106326*u^25 + 3852871011050*u^26 + 798457882168*u^27 + 1023035162620*u^28 - 2920193453728*u^29 - 6787159038078*u^30 - 3761161454954*u^31 + 1618607786795*u^32 + 4774067577886*u^33 + 1511384704390*u^34 - 1585398384700*u^35 - 884505689095*u^36 + 403271209926*u^37 + 117329351517*u^38 - 60030439024*u^39 + 20438793644*u^40 + 14703012705*u^41 - 11203333099*u^42 + 1861749313*u^43 + 1181352512*u^44 - 462128552*u^45 + 88010496*u^46 + 9644067*u^47 - 16682350*u^48 + 2293088*u^49 + 247026*u^50 - 99756*u^51 + 60937*u^52 - 848*u^53 - 1767*u^54 + 426*u^55 - 37*u^56 - 17*u^57 + 5*u^58 + u^59", "263843 + 2152084*u + 14316327*u^2 + 10671626*u^3 + 24423579*u^4 + 603567953*u^5 + 732537786*u^6 - 503790306*u^7 + 4801149041*u^8 + 3336425177*u^9 + 559553030*u^10 + 32951102457*u^11 - 63120393378*u^12 + 70993166099*u^13 - 61513596302*u^14 + 127928766739*u^15 + 434582572451*u^16 - 427885009678*u^17 + 1045596683716*u^18 + 44833277542*u^19 - 2454650030620*u^20 + 3555774240274*u^21 - 3108988787584*u^22 + 189471176642*u^23 + 396562285444*u^24 + 4360547998770*u^25 - 10798994686278*u^26 + 13300482190552*u^27 - 9489410612146*u^28 + 4026533250854*u^29 - 1170160719292*u^30 + 226272761056*u^31 + 337153474255*u^32 - 404798150558*u^33 + 158778726465*u^34 - 28674107634*u^35 + 25742484675*u^36 - 15065924719*u^37 + 360501234*u^38 + 22283078*u^39 + 1157311445*u^40 + 687345*u^41 - 352210222*u^42 + 171102025*u^43 - 51348074*u^44 + 35832309*u^45 - 22355864*u^46 + 10034521*u^47 - 2359354*u^48 + 768304*u^49 - 257493*u^50 + 110662*u^51 - 15197*u^52 + 4467*u^53 - 840*u^54 + 504*u^55 - 10*u^56 + 11*u^57 - u^58 + u^59", "64 - 992*u + 7328*u^2 - 40016*u^3 + 37224*u^4 + 774064*u^5 + 95469*u^6 - 10910915*u^7 - 17571755*u^8 + 42735364*u^9 + 206790027*u^10 + 406364831*u^11 + 756367074*u^12 + 1289869266*u^13 + 1032136983*u^14 + 241207577*u^15 + 111632859*u^16 - 1981524658*u^17 - 2863768806*u^18 - 840073176*u^19 - 2840384128*u^20 + 1111089782*u^21 + 6496452404*u^22 - 4174300576*u^23 + 3144891520*u^24 + 9745644872*u^25 - 8777938004*u^26 - 2469546248*u^27 + 8499090334*u^28 - 7369544504*u^29 - 2602203512*u^30 + 7504313510*u^31 - 3234138378*u^32 - 1914941264*u^33 + 3686903932*u^34 - 1459454012*u^35 - 1301475800*u^36 + 1445597870*u^37 - 199293607*u^38 - 529454681*u^39 + 398797693*u^40 + 50759824*u^41 - 199915727*u^42 + 40432219*u^43 + 61068802*u^44 - 23274126*u^45 - 13014539*u^46 + 6802781*u^47 + 2027747*u^48 - 1322458*u^49 - 235196*u^50 + 181666*u^51 + 20290*u^52 - 17738*u^53 - 1261*u^54 + 1191*u^55 + 51*u^56 - 50*u^57 - u^58 + u^59", "14111505088 - 106992841120*u + 850998431488*u^2 - 3721673509680*u^3 + 12734334825092*u^4 - 32599904253754*u^5 + 73864555588005*u^6 - 139180792994409*u^7 + 234519491846503*u^8 - 335245098601166*u^9 + 424537281296271*u^10 - 473367111893125*u^11 + 436890459107104*u^12 - 282957978629484*u^13 + 45214758943363*u^14 + 166512520283253*u^15 - 265863933301347*u^16 + 253387033341076*u^17 - 180019541507404*u^18 + 95857766117866*u^19 - 27532563270682*u^20 - 14417637131808*u^21 + 29472343567976*u^22 - 26820842937114*u^23 + 18493271894620*u^24 - 11663464780042*u^25 + 7399710512136*u^26 - 4335768125172*u^27 + 1822642159880*u^28 - 19801081130*u^29 - 916195248184*u^30 + 1079777922694*u^31 - 774546603850*u^32 + 375309291154*u^33 - 106769081016*u^34 - 8177519750*u^35 + 30099480672*u^36 - 17031435836*u^37 + 2852895015*u^38 + 3039836519*u^39 - 3477652619*u^40 + 2221207852*u^41 - 1054375777*u^42 + 415679277*u^43 - 152092514*u^44 + 56213308*u^45 - 22741565*u^46 + 10186299*u^47 - 4452289*u^48 + 1791282*u^49 - 657814*u^50 + 212470*u^51 - 60702*u^52 + 15414*u^53 - 3499*u^54 + 727*u^55 - 153*u^56 + 36*u^57 - 7*u^58 + u^59", "3946099 + 5168019*u + 11976696*u^2 + 4063597*u^3 + 35003797*u^4 - 39915279*u^5 - 51706054*u^6 - 117599479*u^7 - 222005539*u^8 - 58147049*u^9 + 80489536*u^10 + 932822948*u^11 + 35712550*u^12 + 2231377724*u^13 - 1804193265*u^14 + 1882685942*u^15 - 4942056119*u^16 + 2318754572*u^17 - 6320071604*u^18 + 5277299814*u^19 - 4760657504*u^20 + 7897802464*u^21 - 3909500310*u^22 + 7839602866*u^23 - 5056416470*u^24 + 5427650286*u^25 - 5278277090*u^26 + 5020209814*u^27 - 2499410594*u^28 + 6688605640*u^29 + 1091681890*u^30 + 7740231336*u^31 + 3040608821*u^32 + 7027486577*u^33 + 3092830792*u^34 + 5101469117*u^35 + 2118487453*u^36 + 2956621509*u^37 + 1051171472*u^38 + 1355346365*u^39 + 381218363*u^40 + 491605969*u^41 + 100709986*u^42 + 142333864*u^43 + 19210894*u^44 + 33221216*u^45 + 2614227*u^46 + 6287040*u^47 + 251566*u^48 + 964349*u^49 + 17386*u^50 + 118841*u^51 + 953*u^52 + 11487*u^53 + 50*u^54 + 827*u^55 + 2*u^56 + 40*u^57 + u^59", "1 + 4*u + 10*u^2 + 2*u^3 - 4*u^4 - 368*u^5 - 865*u^6 - 1875*u^7 - 15273*u^8 + 13355*u^9 - 119572*u^10 + 372697*u^11 - 510147*u^12 + 3214936*u^13 - 3360*u^14 + 19541836*u^15 + 14267613*u^16 + 86205118*u^17 + 102676074*u^18 + 315954916*u^19 + 422750238*u^20 + 933983678*u^21 + 1205835680*u^22 + 2293444922*u^23 + 2494337156*u^24 + 4395483950*u^25 + 4050402880*u^26 + 6592598794*u^27 + 4811122116*u^28 + 8432054412*u^29 + 5477429178*u^30 + 7650024588*u^31 + 2999783711*u^32 + 4762540734*u^33 + 2108531026*u^34 + 3252581718*u^35 + 3088326808*u^36 + 2988977680*u^37 + 3015412625*u^38 + 2309217185*u^39 + 1809918295*u^40 + 1249260537*u^41 + 730747002*u^42 + 476464565*u^43 + 210125375*u^44 + 131722888*u^45 + 44301016*u^46 + 26870674*u^47 + 6914984*u^48 + 4064682*u^49 + 793918*u^50 + 452074*u^51 + 65410*u^52 + 36048*u^53 + 3671*u^54 + 1957*u^55 + 126*u^56 + 65*u^57 + 2*u^58 + u^59", "2813421427 - 45519530462*u + 110715405449*u^2 + 805589381800*u^3 + 608031788205*u^4 - 6011539903919*u^5 - 31755651593542*u^6 - 72059164093078*u^7 - 7527507227589*u^8 + 506649750281191*u^9 + 1976583349204656*u^10 + 4743831052595055*u^11 + 8600364903641430*u^12 + 12635806257472877*u^13 + 15429509038173976*u^14 + 15591634910238827*u^15 + 12551517391530691*u^16 + 7131560653459934*u^17 + 1270020134249260*u^18 - 3112329154938852*u^19 - 5182440284402030*u^20 - 5313027313498330*u^21 - 4391150007217074*u^22 - 3148024146623008*u^23 - 1974715285759766*u^24 - 1037039674365294*u^25 - 384217819210740*u^26 + 8230555824354*u^27 + 202484575750482*u^28 + 263542508612126*u^29 + 245589393530402*u^30 + 191395458229938*u^31 + 130856828524745*u^32 + 80070178913744*u^33 + 44267972793611*u^34 + 22309123321672*u^35 + 10393168856725*u^36 + 4570429623477*u^37 + 1953238424042*u^38 + 841575442964*u^39 + 375876122657*u^40 + 173163316373*u^41 + 79653567850*u^42 + 35344446879*u^43 + 14770708434*u^44 + 5735750371*u^45 + 2057563018*u^46 + 680684895*u^47 + 207682870*u^48 + 58505470*u^49 + 15234005*u^50 + 3666702*u^51 + 814565*u^52 + 166547*u^53 + 31242*u^54 + 5326*u^55 + 808*u^56 + 109*u^57 + 13*u^58 + u^59", "7321 + 912*u + 54271*u^2 + 77854*u^3 + 508497*u^4 + 259203*u^5 + 2159284*u^6 + 2536256*u^7 + 5289905*u^8 + 11138229*u^9 - 6087102*u^10 + 41443307*u^11 - 127193966*u^12 + 114998551*u^13 - 523592746*u^14 + 95989773*u^15 - 1044779415*u^16 + 106471526*u^17 - 1360645972*u^18 + 2562891582*u^19 - 21454678*u^20 + 11244492950*u^21 + 10354942622*u^22 + 25494146412*u^23 + 36925704758*u^24 + 42794136438*u^25 + 61353608956*u^26 + 56010189006*u^27 + 49812152446*u^28 + 43228265630*u^29 + 4682606506*u^30 + 1733937810*u^31 - 23962175431*u^32 - 22021925352*u^33 - 10649269671*u^34 - 6527392570*u^35 + 8653299297*u^36 + 6720368691*u^37 + 3938028374*u^38 + 587939888*u^39 - 1847369239*u^40 - 236944817*u^41 + 761164586*u^42 + 415499041*u^43 - 74086074*u^44 - 42985137*u^45 + 18473400*u^46 + 13652841*u^47 - 1293374*u^48 - 1150384*u^49 + 145415*u^50 + 162990*u^51 - 6397*u^52 - 8651*u^53 + 552*u^54 + 704*u^55 - 18*u^56 - 19*u^57 + u^58 + u^59", "-138190447 - 957886784*u - 4210431722*u^2 - 14119955286*u^3 - 33181438784*u^4 - 45157031740*u^5 + 20679001515*u^6 + 320324491869*u^7 + 1028684984215*u^8 + 2077453381995*u^9 + 2714891952904*u^10 + 1158658174235*u^11 - 5096879645815*u^12 - 17800674117166*u^13 - 35499859390976*u^14 - 51261516196268*u^15 - 52506592538313*u^16 - 24400331913244*u^17 + 43910753231072*u^18 + 153054708093792*u^19 + 290444813595596*u^20 + 432845849638894*u^21 + 553868035360192*u^22 + 632510231124616*u^23 + 658766008834094*u^24 + 634668808167486*u^25 + 571243577712866*u^26 + 483662235562400*u^27 + 386953037071004*u^28 + 293289735826868*u^29 + 210841757883356*u^30 + 143824890311380*u^31 + 93148688724943*u^32 + 57341337107100*u^33 + 33608521693164*u^34 + 18793803457840*u^35 + 10044593257252*u^36 + 5136009445472*u^37 + 2512489049557*u^38 + 1174433415039*u^39 + 523256125661*u^40 + 221496486071*u^41 + 88785039202*u^42 + 33620176027*u^43 + 12014389457*u^44 + 4050208438*u^45 + 1288933440*u^46 + 387678526*u^47 + 110169870*u^48 + 29583472*u^49 + 7503304*u^50 + 1791012*u^51 + 402546*u^52 + 84950*u^53 + 16621*u^54 + 3023*u^55 + 496*u^56 + 71*u^57 + 10*u^58 + u^59", "4195271 - 89231981*u - 41716084*u^2 + 6201728761*u^3 + 15967706669*u^4 - 106644497883*u^5 - 478959362120*u^6 + 49994585479*u^7 + 3353355287677*u^8 + 11587685303011*u^9 + 43163430943684*u^10 + 124036674303844*u^11 + 249232859567440*u^12 + 517980379942096*u^13 + 1102706253169165*u^14 + 1785165940310892*u^15 + 2714540467363863*u^16 + 5072887539759988*u^17 + 8128451615927630*u^18 + 9470226380418334*u^19 + 10403075637956656*u^20 + 12308599483699854*u^21 + 11800791772724554*u^22 + 9058755235275242*u^23 + 8042033067104360*u^24 + 7452959728845984*u^25 + 5498559681652806*u^26 + 3944838327600446*u^27 + 2922173611110124*u^28 + 1793581285942748*u^29 + 1002156277561630*u^30 + 571683625433070*u^31 + 283194655848301*u^32 + 126171227618091*u^33 + 57196627649070*u^34 + 23327013678107*u^35 + 8483855353773*u^36 + 3087768908635*u^37 + 1075517740420*u^38 + 338515934749*u^39 + 109857909783*u^40 + 43905803309*u^41 + 15745170668*u^42 + 5323649776*u^43 + 2059730780*u^44 + 596918080*u^45 + 159099355*u^46 + 29554496*u^47 + 5899070*u^48 + 1614735*u^49 - 887896*u^50 + 138855*u^51 - 35677*u^52 - 4595*u^53 - 408*u^54 + 637*u^55 - 64*u^56 + 20*u^57 + 2*u^58 + u^59", "-1 - 4*u + 4*u^2 + 54*u^3 + 86*u^4 - 184*u^5 - 815*u^6 - 377*u^7 + 3487*u^8 + 9905*u^9 + 12968*u^10 + 11723*u^11 + 22405*u^12 + 69184*u^13 + 184782*u^14 + 535128*u^15 + 1719549*u^16 + 5029560*u^17 + 12211440*u^18 + 24515420*u^19 + 41828648*u^20 + 63874944*u^21 + 94701674*u^22 + 147456246*u^23 + 242236920*u^24 + 393440458*u^25 + 596208172*u^26 + 830777022*u^27 + 1091005196*u^28 + 1413306720*u^29 + 1867751408*u^30 + 2502034892*u^31 + 3282176367*u^32 + 4093091072*u^33 + 4814001300*u^34 + 5407236770*u^35 + 5934197466*u^36 + 6473440440*u^37 + 7008544441*u^38 + 7387186831*u^39 + 7394208869*u^40 + 6885945193*u^41 + 5886579508*u^42 + 4583434155*u^43 + 3235930175*u^44 + 2065513264*u^45 + 1189099910*u^46 + 615759856*u^47 + 285859392*u^48 + 118450972*u^49 + 43557904*u^50 + 14107458*u^51 + 3984264*u^52 + 968240*u^53 + 198827*u^54 + 33629*u^55 + 4510*u^56 + 451*u^57 + 30*u^58 + u^59", "-137 - 22*u - 1056*u^2 + 5778*u^3 - 13700*u^4 + 40336*u^5 - 57031*u^6 - 16327*u^7 + 79631*u^8 - 90101*u^9 + 120502*u^10 + 305747*u^11 - 664993*u^12 - 453274*u^13 + 899442*u^14 + 687600*u^15 - 314585*u^16 - 432614*u^17 - 1704566*u^18 - 434344*u^19 + 4391676*u^20 + 1577664*u^21 - 6234288*u^22 - 2103394*u^23 + 6270276*u^24 + 1520458*u^25 - 5112692*u^26 - 107574*u^27 + 3736668*u^28 - 929080*u^29 - 2778012*u^30 + 926346*u^31 + 2097461*u^32 - 208128*u^33 - 1427700*u^34 - 421096*u^35 + 729928*u^36 + 590372*u^37 - 209265*u^38 - 415493*u^39 - 40233*u^40 + 184337*u^41 + 84786*u^42 - 43741*u^43 - 53205*u^44 - 3434*u^45 + 20036*u^46 + 8194*u^47 - 4542*u^48 - 3800*u^49 + 148*u^50 + 1092*u^51 + 306*u^52 - 208*u^53 - 139*u^54 + 35*u^55 + 30*u^56 - 5*u^57 - 4*u^58 + u^59", "765793031 + 1291452524*u - 1292693710*u^2 - 11267461896*u^3 - 27988878602*u^4 - 20671784002*u^5 + 70734883833*u^6 + 238227904101*u^7 + 337820426957*u^8 + 232725770955*u^9 + 917668088*u^10 - 157821758187*u^11 - 203692816031*u^12 - 220717258626*u^13 - 137339009282*u^14 + 163463554020*u^15 + 457577911761*u^16 + 348162041206*u^17 - 119527908654*u^18 - 443739087492*u^19 - 311606740706*u^20 + 72007490834*u^21 + 299114866360*u^22 + 200938702354*u^23 - 42401725760*u^24 - 163294734668*u^25 - 95747162970*u^26 + 27342488410*u^27 + 73580692126*u^28 + 34309241000*u^29 - 16593814716*u^30 - 27155862006*u^31 - 7887040635*u^32 + 7978118350*u^33 + 7730301340*u^34 + 503927368*u^35 - 2929600298*u^36 - 1445480830*u^37 + 522126497*u^38 + 676482657*u^39 + 40387513*u^40 - 191626087*u^41 - 58079856*u^42 + 37907015*u^43 + 21264955*u^44 - 5414176*u^45 - 5242552*u^46 + 547108*u^47 + 1010440*u^48 - 36742*u^49 - 160214*u^50 + 2372*u^51 + 20828*u^52 - 546*u^53 - 2101*u^54 + 123*u^55 + 148*u^56 - 15*u^57 - 6*u^58 + u^59", "1 + 24*u + 276*u^2 + 2070*u^3 + 10758*u^4 + 52120*u^5 + 208231*u^6 + 853339*u^7 + 1505733*u^8 + 6332817*u^9 + 2813576*u^10 + 77770591*u^11 - 278210417*u^12 + 861407828*u^13 - 1522918238*u^14 + 4203192236*u^15 - 10174148133*u^16 + 16344209208*u^17 - 20310231272*u^18 + 66404257212*u^19 - 50900673448*u^20 + 110463815280*u^21 - 169168214650*u^22 + 221899673078*u^23 - 369250668280*u^24 + 528943158890*u^25 - 781368668804*u^26 + 1058574143878*u^27 - 1270260787324*u^28 + 1393806903416*u^29 - 1367785470608*u^30 + 1222843395188*u^31 - 1004627470131*u^32 + 758170991704*u^33 - 533535561264*u^34 + 349970811134*u^35 - 215336234874*u^36 + 125219453604*u^37 - 68600327569*u^38 + 35778937739*u^39 - 17714662537*u^40 + 8341288985*u^41 - 3764387964*u^42 + 1612246471*u^43 - 660534083*u^44 + 261614476*u^45 - 94997830*u^46 + 35913220*u^47 - 11015108*u^48 + 4157372*u^49 - 1005228*u^50 + 397230*u^51 - 69904*u^52 + 29964*u^53 - 3531*u^54 + 1657*u^55 - 118*u^56 + 59*u^57 - 2*u^58 + u^59", "-1 - 4*u - 10*u^2 - 18*u^3 - 20*u^4 - 8*u^5 + 33*u^6 + 123*u^7 + 261*u^8 + 449*u^9 + 616*u^10 + 663*u^11 + 475*u^12 - 120*u^13 - 1164*u^14 - 2452*u^15 - 3619*u^16 - 3368*u^17 - 44*u^18 + 9092*u^19 + 27796*u^20 + 59912*u^21 + 110202*u^22 + 182598*u^23 + 279356*u^24 + 402058*u^25 + 547256*u^26 + 710710*u^27 + 883380*u^28 + 1054080*u^29 + 1211280*u^30 + 1341540*u^31 + 1434759*u^32 + 1483408*u^33 + 1482342*u^34 + 1434678*u^35 + 1342584*u^36 + 1217296*u^37 + 1067613*u^38 + 906275*u^39 + 744195*u^40 + 590577*u^41 + 452680*u^42 + 335071*u^43 + 238425*u^44 + 164072*u^45 + 107468*u^46 + 68424*u^47 + 40752*u^48 + 23832*u^49 + 12678*u^50 + 6734*u^51 + 3114*u^52 + 1476*u^53 + 567*u^54 + 233*u^55 + 68*u^56 + 23*u^57 + 4*u^58 + u^59", "18769 - 288860*u + 5123168*u^2 - 12950394*u^3 - 180520626*u^4 + 80831348*u^5 + 3370145187*u^6 + 7777707259*u^7 - 13335311271*u^8 - 101995816743*u^9 - 193158062652*u^10 + 54719449167*u^11 + 1098096432519*u^12 + 2706441062932*u^13 + 3078313897698*u^14 - 679207644108*u^15 - 9899506733113*u^16 - 21068173870308*u^17 - 25290620804804*u^18 - 12684075943924*u^19 + 20353754041688*u^20 + 66655707428380*u^21 + 111113415679350*u^22 + 139507831006922*u^23 + 146639890103800*u^24 + 137566528986054*u^25 + 121795661407708*u^26 + 106012500125618*u^27 + 91150815905276*u^28 + 74906674197632*u^29 + 56075901068152*u^30 + 36521148689492*u^31 + 19749420105833*u^32 + 8265479625204*u^33 + 2226655822312*u^34 + 23637182382*u^35 - 311453307854*u^36 - 125081193964*u^37 + 22929914523*u^38 + 52122312035*u^39 + 29750481739*u^40 + 8147772577*u^41 - 349989816*u^42 - 1237156753*u^43 - 394393507*u^44 + 62997040*u^45 + 101909478*u^46 + 38272300*u^47 + 3027328*u^48 - 3089600*u^49 - 1056196*u^50 + 312650*u^51 + 428764*u^52 + 213944*u^53 + 69577*u^54 + 16277*u^55 + 2778*u^56 + 335*u^57 + 26*u^58 + u^59", "-41008301 + 336056087*u - 1551383888*u^2 + 4771936976*u^3 - 11333244617*u^4 + 20144352223*u^5 - 16744011223*u^6 - 23281567776*u^7 + 125287414089*u^8 - 223256380954*u^9 + 459713541564*u^10 - 250364836093*u^11 - 619596167472*u^12 + 3752631317454*u^13 - 1625793253216*u^14 - 1083952669082*u^15 + 10144942544367*u^16 + 3119159175840*u^17 + 2825120727176*u^18 + 12033169410102*u^19 + 11997835104370*u^20 + 8362610944982*u^21 + 3421835723586*u^22 + 3607669351404*u^23 + 2639130418572*u^24 + 1209993769482*u^25 + 1311229730416*u^26 + 433519235592*u^27 + 259996632658*u^28 - 193729395914*u^29 - 120087870890*u^30 + 49555573774*u^31 + 52825753681*u^32 + 23405328765*u^33 - 36105587700*u^34 + 1821872608*u^35 + 1133293365*u^36 + 3702400681*u^37 - 2084471031*u^38 + 243232982*u^39 + 101750193*u^40 + 29466366*u^41 - 61220628*u^42 + 17063525*u^43 + 4657064*u^44 + 252996*u^45 - 2708530*u^46 + 925548*u^47 - 184842*u^48 + 73775*u^49 - 31830*u^50 + 17938*u^51 - 4997*u^52 - 393*u^53 - 37*u^54 + 250*u^55 - 48*u^56 - 9*u^57 + u^59" ], "GeometricComponent":"{50, 51}", "uPolys_ij_N":[ "1 - 3*u + 9*u^2 - 8*u^3 + 30*u^4 + 94*u^5 + 110*u^6 - 167*u^7 - 693*u^8 - 692*u^9 - 934*u^10 + 835*u^11 + 3263*u^12 + 3933*u^13 + 5050*u^14 - 1807*u^15 - 3941*u^16 - 18242*u^17 - 8966*u^18 - 13648*u^19 + 4568*u^20 + 30352*u^21 + 8964*u^22 + 72490*u^23 - 48548*u^24 + 84594*u^25 - 146870*u^26 + 62714*u^27 - 107660*u^28 - 85832*u^29 + 232424*u^30 - 415868*u^31 + 668181*u^32 - 656687*u^33 + 685657*u^34 - 402136*u^35 + 67702*u^36 + 326354*u^37 - 772418*u^38 + 1014173*u^39 - 1235739*u^40 + 1215578*u^41 - 1135664*u^42 + 953131*u^43 - 731507*u^44 + 542559*u^45 - 349314*u^46 + 232031*u^47 - 125612*u^48 + 75089*u^49 - 33811*u^50 + 18196*u^51 - 6640*u^52 + 3208*u^53 - 902*u^54 + 389*u^55 - 76*u^56 + 29*u^57 - 3*u^58 + u^59", "1 - 9*u + 93*u^2 - 1260*u^3 + 1996*u^4 + 23402*u^5 - 14432*u^6 + 501*u^7 + 217545*u^8 - 1148772*u^9 - 492656*u^10 + 6863663*u^11 - 6633619*u^12 - 6825229*u^13 + 30429400*u^14 - 73582935*u^15 + 75739963*u^16 + 125120418*u^17 - 630960538*u^18 + 1260379544*u^19 - 443951204*u^20 - 4944142776*u^21 + 11827815912*u^22 - 2804738802*u^23 - 32173294368*u^24 + 53750618990*u^25 + 3762989806*u^26 - 119103711474*u^27 + 142502711660*u^28 + 31692527620*u^29 - 262987428624*u^30 + 265299476776*u^31 + 38880477937*u^32 - 368909002329*u^33 + 379110667853*u^34 - 47245109452*u^35 - 312361888056*u^36 + 394668571334*u^37 - 184749601144*u^38 - 96421762607*u^39 + 240004141595*u^40 - 205046615066*u^41 + 82484961306*u^42 + 24037991463*u^43 - 70481072057*u^44 + 67937293705*u^45 - 45515929152*u^46 + 23961534027*u^47 - 10355938064*u^48 + 3744857831*u^49 - 1141696855*u^50 + 293661344*u^51 - 63434142*u^52 + 11395472*u^53 - 1675620*u^54 + 196833*u^55 - 17790*u^56 + 1163*u^57 - 49*u^58 + u^59", "73 - 67*u + 573*u^2 + 784*u^3 + 1596*u^4 + 14998*u^5 + 28244*u^6 + 9641*u^7 - 37765*u^8 - 16510*u^9 + 212276*u^10 + 323847*u^11 - 284611*u^12 - 1184783*u^13 - 996460*u^14 + 930377*u^15 + 2892925*u^16 + 1723374*u^17 - 2237532*u^18 - 4106870*u^19 - 1206732*u^20 + 3081328*u^21 + 3626534*u^22 + 113630*u^23 - 2865960*u^24 - 2157038*u^25 + 805398*u^26 + 2033126*u^27 + 288676*u^28 - 931060*u^29 - 396320*u^30 + 20790*u^31 + 516309*u^32 + 305661*u^33 - 926471*u^34 - 134048*u^35 + 1203012*u^36 - 227638*u^37 - 1060474*u^38 + 464527*u^39 + 653129*u^40 - 462884*u^41 - 274922*u^42 + 315029*u^43 + 64787*u^44 - 159155*u^45 + 5888*u^46 + 61787*u^47 - 13412*u^48 - 18851*u^49 + 6781*u^50 + 4624*u^51 - 2090*u^52 - 928*u^53 + 422*u^54 + 149*u^55 - 52*u^56 - 17*u^57 + 3*u^58 + u^59", "3971 - 98987*u + 1264685*u^2 - 11342074*u^3 + 79367064*u^4 - 445845308*u^5 + 2023908846*u^6 - 7463431513*u^7 + 22487277789*u^8 - 55540986432*u^9 + 112127622214*u^10 - 182344313247*u^11 + 229558366099*u^12 - 199335358177*u^13 + 62419726946*u^14 + 129548978963*u^15 - 237965542729*u^16 + 129932813342*u^17 + 176753779942*u^18 - 461228174912*u^19 + 446935384924*u^20 - 60461289160*u^21 - 448818456380*u^22 + 688275367214*u^23 - 463133245132*u^24 - 46378152486*u^25 + 447665877810*u^26 - 476735074018*u^27 + 193233796420*u^28 + 125544807540*u^29 - 249734041340*u^30 + 161652341654*u^31 - 4553181261*u^32 - 82535151587*u^33 + 70196656377*u^34 - 16006815176*u^35 - 19142117012*u^36 + 20184096370*u^37 - 6171513242*u^38 - 3350618497*u^39 + 4124829675*u^40 - 1343685242*u^41 - 459142048*u^42 + 606122405*u^43 - 191206383*u^44 - 47625571*u^45 + 62688194*u^46 - 18529877*u^47 - 3281134*u^48 + 4352901*u^49 - 1237611*u^50 - 103024*u^51 + 183514*u^52 - 54620*u^53 + 2246*u^54 + 3481*u^55 - 1288*u^56 + 233*u^57 - 23*u^58 + u^59", "1 + u + 13*u^2 + 444*u^3 + 1472*u^4 + 37238*u^5 + 371900*u^6 + 2370217*u^7 + 11365263*u^8 + 44330984*u^9 + 153570020*u^10 + 515365757*u^11 + 1768615271*u^12 + 6159341039*u^13 + 20350404976*u^14 + 60971849753*u^15 + 160904179933*u^16 + 366020119296*u^17 + 712602330026*u^18 + 1174265800626*u^19 + 1592399669414*u^20 + 1772135749312*u^21 + 1620784285812*u^22 + 1283186537802*u^23 + 1235341364220*u^24 + 1390422228044*u^25 + 693448127790*u^26 - 381057241528*u^27 + 16717948214*u^28 + 872888984586*u^29 + 337963951252*u^30 - 379106872684*u^31 - 171645608023*u^32 + 115018251447*u^33 + 64584332125*u^34 - 8172892788*u^35 - 27857839200*u^36 - 566595052*u^37 + 4017803226*u^38 + 2226351585*u^39 - 892273705*u^40 - 351085540*u^41 + 660368*u^42 + 107032869*u^43 + 5462037*u^44 - 10220367*u^45 - 4996038*u^46 + 1367115*u^47 + 704776*u^48 + 13467*u^49 - 114951*u^50 - 14576*u^51 + 9026*u^52 + 4214*u^53 - 62*u^54 - 233*u^55 + 33*u^57 + 9*u^58 + u^59", "5329 - 79169*u + 666401*u^2 - 7347716*u^3 + 7176180*u^4 + 164400978*u^5 + 658984488*u^6 + 2191599633*u^7 + 4375828961*u^8 + 4508546496*u^9 + 19141812824*u^10 + 96929440899*u^11 + 196184859905*u^12 + 58462552587*u^13 - 422321677460*u^14 - 601989570407*u^15 + 369080797259*u^16 + 2050312044518*u^17 + 2899131300354*u^18 + 2350713379528*u^19 + 970122694388*u^20 - 1626904398580*u^21 - 5766440953020*u^22 - 7767827532162*u^23 - 1716079717012*u^24 + 11596629523210*u^25 + 21263124373438*u^26 + 16446851097258*u^27 - 1223657574424*u^28 - 18753490977252*u^29 - 24623017627848*u^30 - 18091266986388*u^31 - 6665361936531*u^32 + 2262518168491*u^33 + 6220282303209*u^34 + 6616409409432*u^35 + 5622647578524*u^36 + 4450370407790*u^37 + 3398258523100*u^38 + 2457482961429*u^39 + 1642047306759*u^40 + 1002619981494*u^41 + 560516598810*u^42 + 289623409139*u^43 + 139950377971*u^44 + 63836755641*u^45 + 27562762384*u^46 + 11197872931*u^47 + 4222844076*u^48 + 1452018303*u^49 + 446701877*u^50 + 120710624*u^51 + 28140250*u^52 + 5553300*u^53 + 907592*u^54 + 119429*u^55 + 12158*u^56 + 899*u^57 + 43*u^58 + u^59", "-4096 - 35840*u - 177152*u^2 - 618368*u^3 - 1665728*u^4 - 4222960*u^5 - 13754809*u^6 - 56906553*u^7 - 227537227*u^8 - 770279544*u^9 - 2155936719*u^10 - 4998104049*u^11 - 9581879568*u^12 - 14927778400*u^13 - 17859535849*u^14 - 13218068877*u^15 + 3608162195*u^16 + 32030946152*u^17 + 62269959504*u^18 + 76715742760*u^19 + 59549222644*u^20 + 10986741108*u^21 - 44633851826*u^22 - 67883946706*u^23 - 30337162658*u^24 + 58803459720*u^25 + 149340477334*u^26 + 180098225938*u^27 + 124113383832*u^28 + 12597803756*u^29 - 85584599728*u^30 - 114836693232*u^31 - 72094058096*u^32 - 2163754188*u^33 + 43275205356*u^34 + 44264741064*u^35 + 17604328224*u^36 - 7642475400*u^37 - 15699433193*u^38 - 9779788305*u^39 - 1044242563*u^40 + 3290099092*u^41 + 2980457377*u^42 + 1037319051*u^43 - 276623224*u^44 - 543697104*u^45 - 298508387*u^46 - 41707487*u^47 + 65847709*u^48 + 68384960*u^49 + 39851740*u^50 + 16937284*u^51 + 5615724*u^52 + 1483768*u^53 + 312639*u^54 + 51799*u^55 + 6545*u^56 + 596*u^57 + 35*u^58 + u^59", "1 - 5*u + 17*u^2 - 72*u^3 + 136*u^4 + 54*u^5 - 348*u^6 + 801*u^7 - 3563*u^8 - 1984*u^9 + 32068*u^10 - 31621*u^11 - 46967*u^12 + 387895*u^13 - 1562248*u^14 + 1970993*u^15 + 2681407*u^16 - 14630806*u^17 + 42128630*u^18 - 68693292*u^19 + 26455424*u^20 + 107225996*u^21 - 421334448*u^22 + 865505946*u^23 - 1179817232*u^24 + 1298779250*u^25 - 962221602*u^26 + 424359470*u^27 + 523264548*u^28 - 893888832*u^29 + 1692792332*u^30 - 1224301442*u^31 + 1431863191*u^32 - 512433197*u^33 + 388396043*u^34 + 291681790*u^35 - 350175408*u^36 + 585029916*u^37 - 485092908*u^38 + 462977597*u^39 - 316489395*u^40 + 242429266*u^41 - 140154250*u^42 + 93418023*u^43 - 45965363*u^44 + 27523309*u^45 - 11510268*u^46 + 6283087*u^47 - 2215736*u^48 + 1110243*u^49 - 324793*u^50 + 149840*u^51 - 35294*u^52 + 15008*u^53 - 2696*u^54 + 1057*u^55 - 130*u^56 + 47*u^57 - 3*u^58 + u^59", "288703 - 223987*u - 1240053*u^2 + 20994884*u^3 - 35276678*u^4 + 142399996*u^5 - 169515898*u^6 + 390279217*u^7 - 463401671*u^8 + 594409082*u^9 - 847190516*u^10 + 655311727*u^11 - 1042539695*u^12 + 912894271*u^13 - 872835192*u^14 + 1491473811*u^15 - 667717961*u^16 + 1699234458*u^17 - 784055558*u^18 + 1053425568*u^19 - 892515740*u^20 + 242025732*u^21 - 632253182*u^22 - 533924*u^23 - 269665262*u^24 + 187998330*u^25 - 123228522*u^26 + 300224074*u^27 - 142777702*u^28 + 184979962*u^29 - 118407336*u^30 + 59572630*u^31 - 38632825*u^32 - 349457*u^33 + 9544503*u^34 - 8757718*u^35 + 11608178*u^36 - 6221418*u^37 + 1691218*u^38 - 1603809*u^39 - 572585*u^40 + 1011920*u^41 - 531832*u^42 + 540205*u^43 - 358749*u^44 + 161303*u^45 - 107214*u^46 + 45911*u^47 - 28022*u^48 + 12167*u^49 - 3215*u^50 + 3086*u^51 - 560*u^52 + 492*u^53 - 22*u^54 + 77*u^55 - 4*u^56 + 7*u^57 + u^58 + u^59", "-11641999 + 279155543*u - 3173229170*u^2 + 22000101841*u^3 - 95226802425*u^4 + 280988157661*u^5 - 607070850286*u^6 + 1030685369815*u^7 - 1538259069973*u^8 + 2505946554325*u^9 - 4614308056976*u^10 + 8387617662198*u^11 - 12945683825970*u^12 + 15454665621036*u^13 - 12693378897359*u^14 + 4252766755632*u^15 + 6289540254205*u^16 - 13052886446752*u^17 + 12393062473118*u^18 - 6544520599534*u^19 + 500942394364*u^20 + 2001675183778*u^21 - 1297301126046*u^22 + 123620288640*u^23 - 154029069024*u^24 + 924979323666*u^25 - 1120602506358*u^26 + 730443978290*u^27 - 274146449584*u^28 + 63482787034*u^29 - 59070844814*u^30 + 74146164526*u^31 - 56926596081*u^32 + 19693413815*u^33 + 323723184*u^34 + 2027795737*u^35 - 3098217525*u^36 + 1372834039*u^37 - 635294086*u^38 + 125252131*u^39 + 11980821*u^40 + 96070977*u^41 - 73421880*u^42 + 17535282*u^43 - 1148602*u^44 + 390018*u^45 - 614329*u^46 + 177886*u^47 + 49610*u^48 - 47345*u^49 - 780*u^50 + 12671*u^51 - 1111*u^52 - 1213*u^53 - 192*u^54 + 127*u^55 + 18*u^56 - 6*u^57 - 2*u^58 + u^59", "823373 + 2135771*u + 14146660*u^2 + 25614991*u^3 + 328098563*u^4 - 208752747*u^5 + 2123137836*u^6 + 271149785*u^7 + 5756097083*u^8 + 154322137*u^9 + 15787898694*u^10 - 3594122056*u^11 + 17895900992*u^12 - 18486558106*u^13 + 20210555659*u^14 - 19582980812*u^15 + 24781573973*u^16 - 22138627004*u^17 + 19268092436*u^18 - 17596887386*u^19 + 4342620444*u^20 + 4831224212*u^21 - 6287928470*u^22 + 19366431424*u^23 - 11613158172*u^24 + 1283859768*u^25 - 842035730*u^26 - 9168130316*u^27 + 7520367628*u^28 + 140878252*u^29 + 1149378416*u^30 + 3704078224*u^31 - 4142763373*u^32 - 1489969085*u^33 + 843708906*u^34 - 360877615*u^35 + 1157368469*u^36 + 573385071*u^37 - 885348692*u^38 - 260602631*u^39 + 250531387*u^40 + 56577031*u^41 + 4481468*u^42 + 1787132*u^43 - 30362998*u^44 - 5944526*u^45 + 12762593*u^46 + 2363304*u^47 - 3094860*u^48 - 570607*u^49 + 503108*u^50 + 95637*u^51 - 56209*u^52 - 11283*u^53 + 4192*u^54 + 901*u^55 - 190*u^56 - 44*u^57 + 4*u^58 + u^59", "4309 + 8493*u + 14636*u^2 - 34099*u^3 + 77043*u^4 + 90291*u^5 + 517680*u^6 - 489867*u^7 + 596877*u^8 - 1978083*u^9 + 3668554*u^10 - 3494774*u^11 + 6155488*u^12 - 6853928*u^13 + 34581717*u^14 - 13172114*u^15 - 31183873*u^16 + 16191518*u^17 + 36188154*u^18 - 125541996*u^19 - 167563202*u^20 + 292835692*u^21 + 10667678*u^22 - 265522174*u^23 - 116133794*u^24 + 1372910130*u^25 - 698397554*u^26 - 617363932*u^27 + 365433780*u^28 + 1602973452*u^29 - 2099040338*u^30 - 1050697628*u^31 + 1676136215*u^32 + 1110537637*u^33 - 2128268322*u^34 - 558761607*u^35 + 2029582111*u^36 + 332875323*u^37 - 1368856382*u^38 - 79398973*u^39 + 814597491*u^40 - 150362937*u^41 - 403113878*u^42 + 153598628*u^43 + 146580526*u^44 - 70080460*u^45 - 37499465*u^46 + 19370788*u^47 + 6716946*u^48 - 3546517*u^49 - 839500*u^50 + 442949*u^51 + 71917*u^52 - 37563*u^53 - 4036*u^54 + 2079*u^55 + 134*u^56 - 68*u^57 - 2*u^58 + u^59", "316843 + 2777577*u + 6744034*u^2 - 5808111*u^3 - 38581993*u^4 + 10441347*u^5 + 175566508*u^6 + 93955051*u^7 - 344901865*u^8 - 256536717*u^9 + 550697762*u^10 + 443991078*u^11 - 753280266*u^12 - 638225756*u^13 + 846480679*u^14 + 891283096*u^15 - 655666451*u^16 - 1019936658*u^17 + 357816854*u^18 + 943014690*u^19 - 29543242*u^20 - 655137248*u^21 - 193722654*u^22 + 239732408*u^23 + 216826944*u^24 + 94030160*u^25 - 63225588*u^26 - 171648986*u^27 - 75981548*u^28 + 80671454*u^29 + 93457008*u^30 + 5874796*u^31 - 39430969*u^32 - 22055493*u^33 - 992424*u^34 + 7083615*u^35 + 7925785*u^36 + 2393565*u^37 - 2652222*u^38 - 2510473*u^39 - 275627*u^40 + 794083*u^41 + 423670*u^42 - 46634*u^43 - 121524*u^44 - 65730*u^45 + 13289*u^46 + 40804*u^47 + 1198*u^48 - 13923*u^49 - 748*u^50 + 3293*u^51 + 101*u^52 - 593*u^53 - 36*u^54 + 91*u^55 + 2*u^56 - 8*u^57 + u^59", "64 + 32*u + 288*u^2 + 464*u^3 + 968*u^4 + 2176*u^5 + 3245*u^6 + 6213*u^7 + 9973*u^8 + 12288*u^9 + 27213*u^10 + 16081*u^11 + 60264*u^12 + 13682*u^13 + 98929*u^14 + 14665*u^15 + 110317*u^16 + 40192*u^17 + 61324*u^18 + 95588*u^19 - 40038*u^20 + 150560*u^21 - 127728*u^22 + 159318*u^23 - 122518*u^24 + 106656*u^25 - 9540*u^26 + 34206*u^27 + 136088*u^28 + 8122*u^29 + 212184*u^30 + 45932*u^31 + 178218*u^32 + 91180*u^33 + 80166*u^34 + 82678*u^35 - 4434*u^36 + 27968*u^37 - 34493*u^38 - 17927*u^39 - 21889*u^40 - 24296*u^41 + 321*u^42 - 6561*u^43 + 11630*u^44 + 8294*u^45 + 11181*u^46 + 10923*u^47 + 6387*u^48 + 6896*u^49 + 2532*u^50 + 2836*u^51 + 714*u^52 + 802*u^53 + 139*u^54 + 153*u^55 + 17*u^56 + 18*u^57 + u^58 + u^59", "488011 + 8957944*u + 85317892*u^2 + 537680224*u^3 + 2424050451*u^4 + 8304710530*u^5 + 23161043013*u^6 + 57193250556*u^7 + 135565568886*u^8 + 308384053613*u^9 + 598645258053*u^10 + 781795666401*u^11 + 88169309434*u^12 - 2473692381938*u^13 - 6407653082494*u^14 - 8057915513113*u^15 - 2717762659171*u^16 + 8669824738962*u^17 + 16231796980284*u^18 + 10687309045270*u^19 - 4128095660084*u^20 - 11501740945846*u^21 - 1985967918760*u^22 + 14757395362674*u^23 + 21372160290082*u^24 + 13202307106326*u^25 + 3852871011050*u^26 + 798457882168*u^27 + 1023035162620*u^28 - 2920193453728*u^29 - 6787159038078*u^30 - 3761161454954*u^31 + 1618607786795*u^32 + 4774067577886*u^33 + 1511384704390*u^34 - 1585398384700*u^35 - 884505689095*u^36 + 403271209926*u^37 + 117329351517*u^38 - 60030439024*u^39 + 20438793644*u^40 + 14703012705*u^41 - 11203333099*u^42 + 1861749313*u^43 + 1181352512*u^44 - 462128552*u^45 + 88010496*u^46 + 9644067*u^47 - 16682350*u^48 + 2293088*u^49 + 247026*u^50 - 99756*u^51 + 60937*u^52 - 848*u^53 - 1767*u^54 + 426*u^55 - 37*u^56 - 17*u^57 + 5*u^58 + u^59", "263843 + 2152084*u + 14316327*u^2 + 10671626*u^3 + 24423579*u^4 + 603567953*u^5 + 732537786*u^6 - 503790306*u^7 + 4801149041*u^8 + 3336425177*u^9 + 559553030*u^10 + 32951102457*u^11 - 63120393378*u^12 + 70993166099*u^13 - 61513596302*u^14 + 127928766739*u^15 + 434582572451*u^16 - 427885009678*u^17 + 1045596683716*u^18 + 44833277542*u^19 - 2454650030620*u^20 + 3555774240274*u^21 - 3108988787584*u^22 + 189471176642*u^23 + 396562285444*u^24 + 4360547998770*u^25 - 10798994686278*u^26 + 13300482190552*u^27 - 9489410612146*u^28 + 4026533250854*u^29 - 1170160719292*u^30 + 226272761056*u^31 + 337153474255*u^32 - 404798150558*u^33 + 158778726465*u^34 - 28674107634*u^35 + 25742484675*u^36 - 15065924719*u^37 + 360501234*u^38 + 22283078*u^39 + 1157311445*u^40 + 687345*u^41 - 352210222*u^42 + 171102025*u^43 - 51348074*u^44 + 35832309*u^45 - 22355864*u^46 + 10034521*u^47 - 2359354*u^48 + 768304*u^49 - 257493*u^50 + 110662*u^51 - 15197*u^52 + 4467*u^53 - 840*u^54 + 504*u^55 - 10*u^56 + 11*u^57 - u^58 + u^59", "64 - 992*u + 7328*u^2 - 40016*u^3 + 37224*u^4 + 774064*u^5 + 95469*u^6 - 10910915*u^7 - 17571755*u^8 + 42735364*u^9 + 206790027*u^10 + 406364831*u^11 + 756367074*u^12 + 1289869266*u^13 + 1032136983*u^14 + 241207577*u^15 + 111632859*u^16 - 1981524658*u^17 - 2863768806*u^18 - 840073176*u^19 - 2840384128*u^20 + 1111089782*u^21 + 6496452404*u^22 - 4174300576*u^23 + 3144891520*u^24 + 9745644872*u^25 - 8777938004*u^26 - 2469546248*u^27 + 8499090334*u^28 - 7369544504*u^29 - 2602203512*u^30 + 7504313510*u^31 - 3234138378*u^32 - 1914941264*u^33 + 3686903932*u^34 - 1459454012*u^35 - 1301475800*u^36 + 1445597870*u^37 - 199293607*u^38 - 529454681*u^39 + 398797693*u^40 + 50759824*u^41 - 199915727*u^42 + 40432219*u^43 + 61068802*u^44 - 23274126*u^45 - 13014539*u^46 + 6802781*u^47 + 2027747*u^48 - 1322458*u^49 - 235196*u^50 + 181666*u^51 + 20290*u^52 - 17738*u^53 - 1261*u^54 + 1191*u^55 + 51*u^56 - 50*u^57 - u^58 + u^59", "14111505088 - 106992841120*u + 850998431488*u^2 - 3721673509680*u^3 + 12734334825092*u^4 - 32599904253754*u^5 + 73864555588005*u^6 - 139180792994409*u^7 + 234519491846503*u^8 - 335245098601166*u^9 + 424537281296271*u^10 - 473367111893125*u^11 + 436890459107104*u^12 - 282957978629484*u^13 + 45214758943363*u^14 + 166512520283253*u^15 - 265863933301347*u^16 + 253387033341076*u^17 - 180019541507404*u^18 + 95857766117866*u^19 - 27532563270682*u^20 - 14417637131808*u^21 + 29472343567976*u^22 - 26820842937114*u^23 + 18493271894620*u^24 - 11663464780042*u^25 + 7399710512136*u^26 - 4335768125172*u^27 + 1822642159880*u^28 - 19801081130*u^29 - 916195248184*u^30 + 1079777922694*u^31 - 774546603850*u^32 + 375309291154*u^33 - 106769081016*u^34 - 8177519750*u^35 + 30099480672*u^36 - 17031435836*u^37 + 2852895015*u^38 + 3039836519*u^39 - 3477652619*u^40 + 2221207852*u^41 - 1054375777*u^42 + 415679277*u^43 - 152092514*u^44 + 56213308*u^45 - 22741565*u^46 + 10186299*u^47 - 4452289*u^48 + 1791282*u^49 - 657814*u^50 + 212470*u^51 - 60702*u^52 + 15414*u^53 - 3499*u^54 + 727*u^55 - 153*u^56 + 36*u^57 - 7*u^58 + u^59", "3946099 + 5168019*u + 11976696*u^2 + 4063597*u^3 + 35003797*u^4 - 39915279*u^5 - 51706054*u^6 - 117599479*u^7 - 222005539*u^8 - 58147049*u^9 + 80489536*u^10 + 932822948*u^11 + 35712550*u^12 + 2231377724*u^13 - 1804193265*u^14 + 1882685942*u^15 - 4942056119*u^16 + 2318754572*u^17 - 6320071604*u^18 + 5277299814*u^19 - 4760657504*u^20 + 7897802464*u^21 - 3909500310*u^22 + 7839602866*u^23 - 5056416470*u^24 + 5427650286*u^25 - 5278277090*u^26 + 5020209814*u^27 - 2499410594*u^28 + 6688605640*u^29 + 1091681890*u^30 + 7740231336*u^31 + 3040608821*u^32 + 7027486577*u^33 + 3092830792*u^34 + 5101469117*u^35 + 2118487453*u^36 + 2956621509*u^37 + 1051171472*u^38 + 1355346365*u^39 + 381218363*u^40 + 491605969*u^41 + 100709986*u^42 + 142333864*u^43 + 19210894*u^44 + 33221216*u^45 + 2614227*u^46 + 6287040*u^47 + 251566*u^48 + 964349*u^49 + 17386*u^50 + 118841*u^51 + 953*u^52 + 11487*u^53 + 50*u^54 + 827*u^55 + 2*u^56 + 40*u^57 + u^59", "1 + 4*u + 10*u^2 + 2*u^3 - 4*u^4 - 368*u^5 - 865*u^6 - 1875*u^7 - 15273*u^8 + 13355*u^9 - 119572*u^10 + 372697*u^11 - 510147*u^12 + 3214936*u^13 - 3360*u^14 + 19541836*u^15 + 14267613*u^16 + 86205118*u^17 + 102676074*u^18 + 315954916*u^19 + 422750238*u^20 + 933983678*u^21 + 1205835680*u^22 + 2293444922*u^23 + 2494337156*u^24 + 4395483950*u^25 + 4050402880*u^26 + 6592598794*u^27 + 4811122116*u^28 + 8432054412*u^29 + 5477429178*u^30 + 7650024588*u^31 + 2999783711*u^32 + 4762540734*u^33 + 2108531026*u^34 + 3252581718*u^35 + 3088326808*u^36 + 2988977680*u^37 + 3015412625*u^38 + 2309217185*u^39 + 1809918295*u^40 + 1249260537*u^41 + 730747002*u^42 + 476464565*u^43 + 210125375*u^44 + 131722888*u^45 + 44301016*u^46 + 26870674*u^47 + 6914984*u^48 + 4064682*u^49 + 793918*u^50 + 452074*u^51 + 65410*u^52 + 36048*u^53 + 3671*u^54 + 1957*u^55 + 126*u^56 + 65*u^57 + 2*u^58 + u^59", "2813421427 - 45519530462*u + 110715405449*u^2 + 805589381800*u^3 + 608031788205*u^4 - 6011539903919*u^5 - 31755651593542*u^6 - 72059164093078*u^7 - 7527507227589*u^8 + 506649750281191*u^9 + 1976583349204656*u^10 + 4743831052595055*u^11 + 8600364903641430*u^12 + 12635806257472877*u^13 + 15429509038173976*u^14 + 15591634910238827*u^15 + 12551517391530691*u^16 + 7131560653459934*u^17 + 1270020134249260*u^18 - 3112329154938852*u^19 - 5182440284402030*u^20 - 5313027313498330*u^21 - 4391150007217074*u^22 - 3148024146623008*u^23 - 1974715285759766*u^24 - 1037039674365294*u^25 - 384217819210740*u^26 + 8230555824354*u^27 + 202484575750482*u^28 + 263542508612126*u^29 + 245589393530402*u^30 + 191395458229938*u^31 + 130856828524745*u^32 + 80070178913744*u^33 + 44267972793611*u^34 + 22309123321672*u^35 + 10393168856725*u^36 + 4570429623477*u^37 + 1953238424042*u^38 + 841575442964*u^39 + 375876122657*u^40 + 173163316373*u^41 + 79653567850*u^42 + 35344446879*u^43 + 14770708434*u^44 + 5735750371*u^45 + 2057563018*u^46 + 680684895*u^47 + 207682870*u^48 + 58505470*u^49 + 15234005*u^50 + 3666702*u^51 + 814565*u^52 + 166547*u^53 + 31242*u^54 + 5326*u^55 + 808*u^56 + 109*u^57 + 13*u^58 + u^59", "7321 + 912*u + 54271*u^2 + 77854*u^3 + 508497*u^4 + 259203*u^5 + 2159284*u^6 + 2536256*u^7 + 5289905*u^8 + 11138229*u^9 - 6087102*u^10 + 41443307*u^11 - 127193966*u^12 + 114998551*u^13 - 523592746*u^14 + 95989773*u^15 - 1044779415*u^16 + 106471526*u^17 - 1360645972*u^18 + 2562891582*u^19 - 21454678*u^20 + 11244492950*u^21 + 10354942622*u^22 + 25494146412*u^23 + 36925704758*u^24 + 42794136438*u^25 + 61353608956*u^26 + 56010189006*u^27 + 49812152446*u^28 + 43228265630*u^29 + 4682606506*u^30 + 1733937810*u^31 - 23962175431*u^32 - 22021925352*u^33 - 10649269671*u^34 - 6527392570*u^35 + 8653299297*u^36 + 6720368691*u^37 + 3938028374*u^38 + 587939888*u^39 - 1847369239*u^40 - 236944817*u^41 + 761164586*u^42 + 415499041*u^43 - 74086074*u^44 - 42985137*u^45 + 18473400*u^46 + 13652841*u^47 - 1293374*u^48 - 1150384*u^49 + 145415*u^50 + 162990*u^51 - 6397*u^52 - 8651*u^53 + 552*u^54 + 704*u^55 - 18*u^56 - 19*u^57 + u^58 + u^59", "-138190447 - 957886784*u - 4210431722*u^2 - 14119955286*u^3 - 33181438784*u^4 - 45157031740*u^5 + 20679001515*u^6 + 320324491869*u^7 + 1028684984215*u^8 + 2077453381995*u^9 + 2714891952904*u^10 + 1158658174235*u^11 - 5096879645815*u^12 - 17800674117166*u^13 - 35499859390976*u^14 - 51261516196268*u^15 - 52506592538313*u^16 - 24400331913244*u^17 + 43910753231072*u^18 + 153054708093792*u^19 + 290444813595596*u^20 + 432845849638894*u^21 + 553868035360192*u^22 + 632510231124616*u^23 + 658766008834094*u^24 + 634668808167486*u^25 + 571243577712866*u^26 + 483662235562400*u^27 + 386953037071004*u^28 + 293289735826868*u^29 + 210841757883356*u^30 + 143824890311380*u^31 + 93148688724943*u^32 + 57341337107100*u^33 + 33608521693164*u^34 + 18793803457840*u^35 + 10044593257252*u^36 + 5136009445472*u^37 + 2512489049557*u^38 + 1174433415039*u^39 + 523256125661*u^40 + 221496486071*u^41 + 88785039202*u^42 + 33620176027*u^43 + 12014389457*u^44 + 4050208438*u^45 + 1288933440*u^46 + 387678526*u^47 + 110169870*u^48 + 29583472*u^49 + 7503304*u^50 + 1791012*u^51 + 402546*u^52 + 84950*u^53 + 16621*u^54 + 3023*u^55 + 496*u^56 + 71*u^57 + 10*u^58 + u^59", "4195271 - 89231981*u - 41716084*u^2 + 6201728761*u^3 + 15967706669*u^4 - 106644497883*u^5 - 478959362120*u^6 + 49994585479*u^7 + 3353355287677*u^8 + 11587685303011*u^9 + 43163430943684*u^10 + 124036674303844*u^11 + 249232859567440*u^12 + 517980379942096*u^13 + 1102706253169165*u^14 + 1785165940310892*u^15 + 2714540467363863*u^16 + 5072887539759988*u^17 + 8128451615927630*u^18 + 9470226380418334*u^19 + 10403075637956656*u^20 + 12308599483699854*u^21 + 11800791772724554*u^22 + 9058755235275242*u^23 + 8042033067104360*u^24 + 7452959728845984*u^25 + 5498559681652806*u^26 + 3944838327600446*u^27 + 2922173611110124*u^28 + 1793581285942748*u^29 + 1002156277561630*u^30 + 571683625433070*u^31 + 283194655848301*u^32 + 126171227618091*u^33 + 57196627649070*u^34 + 23327013678107*u^35 + 8483855353773*u^36 + 3087768908635*u^37 + 1075517740420*u^38 + 338515934749*u^39 + 109857909783*u^40 + 43905803309*u^41 + 15745170668*u^42 + 5323649776*u^43 + 2059730780*u^44 + 596918080*u^45 + 159099355*u^46 + 29554496*u^47 + 5899070*u^48 + 1614735*u^49 - 887896*u^50 + 138855*u^51 - 35677*u^52 - 4595*u^53 - 408*u^54 + 637*u^55 - 64*u^56 + 20*u^57 + 2*u^58 + u^59", "-1 - 4*u + 4*u^2 + 54*u^3 + 86*u^4 - 184*u^5 - 815*u^6 - 377*u^7 + 3487*u^8 + 9905*u^9 + 12968*u^10 + 11723*u^11 + 22405*u^12 + 69184*u^13 + 184782*u^14 + 535128*u^15 + 1719549*u^16 + 5029560*u^17 + 12211440*u^18 + 24515420*u^19 + 41828648*u^20 + 63874944*u^21 + 94701674*u^22 + 147456246*u^23 + 242236920*u^24 + 393440458*u^25 + 596208172*u^26 + 830777022*u^27 + 1091005196*u^28 + 1413306720*u^29 + 1867751408*u^30 + 2502034892*u^31 + 3282176367*u^32 + 4093091072*u^33 + 4814001300*u^34 + 5407236770*u^35 + 5934197466*u^36 + 6473440440*u^37 + 7008544441*u^38 + 7387186831*u^39 + 7394208869*u^40 + 6885945193*u^41 + 5886579508*u^42 + 4583434155*u^43 + 3235930175*u^44 + 2065513264*u^45 + 1189099910*u^46 + 615759856*u^47 + 285859392*u^48 + 118450972*u^49 + 43557904*u^50 + 14107458*u^51 + 3984264*u^52 + 968240*u^53 + 198827*u^54 + 33629*u^55 + 4510*u^56 + 451*u^57 + 30*u^58 + u^59", "-137 - 22*u - 1056*u^2 + 5778*u^3 - 13700*u^4 + 40336*u^5 - 57031*u^6 - 16327*u^7 + 79631*u^8 - 90101*u^9 + 120502*u^10 + 305747*u^11 - 664993*u^12 - 453274*u^13 + 899442*u^14 + 687600*u^15 - 314585*u^16 - 432614*u^17 - 1704566*u^18 - 434344*u^19 + 4391676*u^20 + 1577664*u^21 - 6234288*u^22 - 2103394*u^23 + 6270276*u^24 + 1520458*u^25 - 5112692*u^26 - 107574*u^27 + 3736668*u^28 - 929080*u^29 - 2778012*u^30 + 926346*u^31 + 2097461*u^32 - 208128*u^33 - 1427700*u^34 - 421096*u^35 + 729928*u^36 + 590372*u^37 - 209265*u^38 - 415493*u^39 - 40233*u^40 + 184337*u^41 + 84786*u^42 - 43741*u^43 - 53205*u^44 - 3434*u^45 + 20036*u^46 + 8194*u^47 - 4542*u^48 - 3800*u^49 + 148*u^50 + 1092*u^51 + 306*u^52 - 208*u^53 - 139*u^54 + 35*u^55 + 30*u^56 - 5*u^57 - 4*u^58 + u^59", "765793031 + 1291452524*u - 1292693710*u^2 - 11267461896*u^3 - 27988878602*u^4 - 20671784002*u^5 + 70734883833*u^6 + 238227904101*u^7 + 337820426957*u^8 + 232725770955*u^9 + 917668088*u^10 - 157821758187*u^11 - 203692816031*u^12 - 220717258626*u^13 - 137339009282*u^14 + 163463554020*u^15 + 457577911761*u^16 + 348162041206*u^17 - 119527908654*u^18 - 443739087492*u^19 - 311606740706*u^20 + 72007490834*u^21 + 299114866360*u^22 + 200938702354*u^23 - 42401725760*u^24 - 163294734668*u^25 - 95747162970*u^26 + 27342488410*u^27 + 73580692126*u^28 + 34309241000*u^29 - 16593814716*u^30 - 27155862006*u^31 - 7887040635*u^32 + 7978118350*u^33 + 7730301340*u^34 + 503927368*u^35 - 2929600298*u^36 - 1445480830*u^37 + 522126497*u^38 + 676482657*u^39 + 40387513*u^40 - 191626087*u^41 - 58079856*u^42 + 37907015*u^43 + 21264955*u^44 - 5414176*u^45 - 5242552*u^46 + 547108*u^47 + 1010440*u^48 - 36742*u^49 - 160214*u^50 + 2372*u^51 + 20828*u^52 - 546*u^53 - 2101*u^54 + 123*u^55 + 148*u^56 - 15*u^57 - 6*u^58 + u^59", "1 + 24*u + 276*u^2 + 2070*u^3 + 10758*u^4 + 52120*u^5 + 208231*u^6 + 853339*u^7 + 1505733*u^8 + 6332817*u^9 + 2813576*u^10 + 77770591*u^11 - 278210417*u^12 + 861407828*u^13 - 1522918238*u^14 + 4203192236*u^15 - 10174148133*u^16 + 16344209208*u^17 - 20310231272*u^18 + 66404257212*u^19 - 50900673448*u^20 + 110463815280*u^21 - 169168214650*u^22 + 221899673078*u^23 - 369250668280*u^24 + 528943158890*u^25 - 781368668804*u^26 + 1058574143878*u^27 - 1270260787324*u^28 + 1393806903416*u^29 - 1367785470608*u^30 + 1222843395188*u^31 - 1004627470131*u^32 + 758170991704*u^33 - 533535561264*u^34 + 349970811134*u^35 - 215336234874*u^36 + 125219453604*u^37 - 68600327569*u^38 + 35778937739*u^39 - 17714662537*u^40 + 8341288985*u^41 - 3764387964*u^42 + 1612246471*u^43 - 660534083*u^44 + 261614476*u^45 - 94997830*u^46 + 35913220*u^47 - 11015108*u^48 + 4157372*u^49 - 1005228*u^50 + 397230*u^51 - 69904*u^52 + 29964*u^53 - 3531*u^54 + 1657*u^55 - 118*u^56 + 59*u^57 - 2*u^58 + u^59", "-1 - 4*u - 10*u^2 - 18*u^3 - 20*u^4 - 8*u^5 + 33*u^6 + 123*u^7 + 261*u^8 + 449*u^9 + 616*u^10 + 663*u^11 + 475*u^12 - 120*u^13 - 1164*u^14 - 2452*u^15 - 3619*u^16 - 3368*u^17 - 44*u^18 + 9092*u^19 + 27796*u^20 + 59912*u^21 + 110202*u^22 + 182598*u^23 + 279356*u^24 + 402058*u^25 + 547256*u^26 + 710710*u^27 + 883380*u^28 + 1054080*u^29 + 1211280*u^30 + 1341540*u^31 + 1434759*u^32 + 1483408*u^33 + 1482342*u^34 + 1434678*u^35 + 1342584*u^36 + 1217296*u^37 + 1067613*u^38 + 906275*u^39 + 744195*u^40 + 590577*u^41 + 452680*u^42 + 335071*u^43 + 238425*u^44 + 164072*u^45 + 107468*u^46 + 68424*u^47 + 40752*u^48 + 23832*u^49 + 12678*u^50 + 6734*u^51 + 3114*u^52 + 1476*u^53 + 567*u^54 + 233*u^55 + 68*u^56 + 23*u^57 + 4*u^58 + u^59", "18769 - 288860*u + 5123168*u^2 - 12950394*u^3 - 180520626*u^4 + 80831348*u^5 + 3370145187*u^6 + 7777707259*u^7 - 13335311271*u^8 - 101995816743*u^9 - 193158062652*u^10 + 54719449167*u^11 + 1098096432519*u^12 + 2706441062932*u^13 + 3078313897698*u^14 - 679207644108*u^15 - 9899506733113*u^16 - 21068173870308*u^17 - 25290620804804*u^18 - 12684075943924*u^19 + 20353754041688*u^20 + 66655707428380*u^21 + 111113415679350*u^22 + 139507831006922*u^23 + 146639890103800*u^24 + 137566528986054*u^25 + 121795661407708*u^26 + 106012500125618*u^27 + 91150815905276*u^28 + 74906674197632*u^29 + 56075901068152*u^30 + 36521148689492*u^31 + 19749420105833*u^32 + 8265479625204*u^33 + 2226655822312*u^34 + 23637182382*u^35 - 311453307854*u^36 - 125081193964*u^37 + 22929914523*u^38 + 52122312035*u^39 + 29750481739*u^40 + 8147772577*u^41 - 349989816*u^42 - 1237156753*u^43 - 394393507*u^44 + 62997040*u^45 + 101909478*u^46 + 38272300*u^47 + 3027328*u^48 - 3089600*u^49 - 1056196*u^50 + 312650*u^51 + 428764*u^52 + 213944*u^53 + 69577*u^54 + 16277*u^55 + 2778*u^56 + 335*u^57 + 26*u^58 + u^59", "-41008301 + 336056087*u - 1551383888*u^2 + 4771936976*u^3 - 11333244617*u^4 + 20144352223*u^5 - 16744011223*u^6 - 23281567776*u^7 + 125287414089*u^8 - 223256380954*u^9 + 459713541564*u^10 - 250364836093*u^11 - 619596167472*u^12 + 3752631317454*u^13 - 1625793253216*u^14 - 1083952669082*u^15 + 10144942544367*u^16 + 3119159175840*u^17 + 2825120727176*u^18 + 12033169410102*u^19 + 11997835104370*u^20 + 8362610944982*u^21 + 3421835723586*u^22 + 3607669351404*u^23 + 2639130418572*u^24 + 1209993769482*u^25 + 1311229730416*u^26 + 433519235592*u^27 + 259996632658*u^28 - 193729395914*u^29 - 120087870890*u^30 + 49555573774*u^31 + 52825753681*u^32 + 23405328765*u^33 - 36105587700*u^34 + 1821872608*u^35 + 1133293365*u^36 + 3702400681*u^37 - 2084471031*u^38 + 243232982*u^39 + 101750193*u^40 + 29466366*u^41 - 61220628*u^42 + 17063525*u^43 + 4657064*u^44 + 252996*u^45 - 2708530*u^46 + 925548*u^47 - 184842*u^48 + 73775*u^49 - 31830*u^50 + 17938*u^51 - 4997*u^52 - 393*u^53 - 37*u^54 + 250*u^55 - 48*u^56 - 9*u^57 + u^59" ], "Multiplicity":1, "ij_list":[ [ "{6, 11}", "{7, 10}", "{7, 11}", "{8, 10}" ], [ "{6, 7}", "{7, 8}", "{10, 11}" ], [ "{1, 8}", "{6, 9}", "{6, 10}", "{8, 11}" ], [ "{1, 10}", "{6, 8}", "{9, 11}" ], [ "{1, 7}", "{7, 9}" ], [ "{1, 11}", "{9, 10}" ], [ "{1, 6}", "{3, 4}", "{8, 9}" ], [ "{1, 9}", "{5, 9}" ], [ "{5, 8}" ], [ "{5, 10}" ], [ "{3, 10}" ], [ "{2, 9}" ], [ "{2, 8}" ], [ "{3, 9}", "{4, 8}", "{4, 9}" ], [ "{5, 7}" ], [ "{3, 7}" ], [ "{3, 8}" ], [ "{2, 10}" ], [ "{4, 10}" ], [ "{4, 6}", "{4, 11}" ], [ "{2, 11}" ], [ "{4, 7}" ], [ "{2, 6}" ], [ "{2, 7}" ], [ "{1, 2}", "{1, 3}", "{4, 5}" ], [ "{1, 4}", "{3, 5}", "{3, 6}" ], [ "{3, 11}" ], [ "{2, 3}" ], [ "{1, 5}", "{2, 4}", "{2, 5}" ], [ "{5, 6}" ], [ "{5, 11}" ] ], "SortedReprnIndices":"{50, 51, 3, 4, 46, 47, 37, 36, 55, 54, 34, 35, 42, 43, 20, 19, 10, 9, 5, 6, 12, 11, 39, 38, 31, 30, 26, 27, 17, 18, 45, 44, 15, 16, 58, 59, 8, 7, 24, 25, 49, 48, 33, 32, 1, 2, 57, 56, 28, 29, 14, 13, 53, 52, 41, 40, 23, 22, 21}", "aCuspShapeN":[ "-11.5583494345484062301`5.149910794771132 - 0.6101158314137246722`3.8724272690595383*I", "-11.5583494345484062301`5.149910794771132 + 0.6101158314137246722`3.8724272690595383*I", "-9.1584070481926970038`5.052490570779668 - 6.9177169386902771518`4.9306334162525935*I", "-9.1584070481926970038`5.052490570779668 + 6.9177169386902771518`4.9306334162525935*I", "-6.6575826686449332094`5.097686569088391 - 3.493998548454154441`4.817692721439116*I", "-6.6575826686449332094`5.097686569088391 + 3.493998548454154441`4.817692721439116*I", 0, 0, 0, 0, "-8.9052882312260219103`5.11442325943653 + 3.7867835601504723869`4.743045761918503*I", "-8.9052882312260219103`5.11442325943653 - 3.7867835601504723869`4.743045761918503*I", 0, 0, "-8.6963150737574964668`5.112551052868771 - 3.8010381645061845259`4.7531180168832545*I", "-8.6963150737574964668`5.112551052868771 + 3.8010381645061845259`4.7531180168832545*I", 0, 0, "-7.1610341207988053403`4.996678256868297 + 7.270582061833770127`5.003271694431149*I", "-7.1610341207988053403`4.996678256868297 - 7.270582061833770127`5.003271694431149*I", -4.7813, 0, 0, "-8.9282822309757761802`5.150236471343284 - 0.3198624671109926298`3.7044318437471864*I", "-8.9282822309757761802`5.150236471343284 + 0.3198624671109926298`3.7044318437471864*I", 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, "-8.3383717210053348517`5.150394588253808 + 0.1963788982328565885`3.5224081554979287*I", "-8.3383717210053348517`5.150394588253808 - 0.1963788982328565885`3.5224081554979287*I", 0, 0, 0, 0, 0, 0, "-3.6115826531985276679`4.947591834028233 + 4.4904758292413902481`5.0421866386996355*I", "-3.6115826531985276679`4.947591834028233 - 4.4904758292413902481`5.0421866386996355*I", 0, 0, 0, 0, 0, 0, "1.4186052235696424627`4.6319474330926536 + 4.4618888431953495036`5.12960462514514*I", "1.4186052235696424627`4.6319474330926536 - 4.4618888431953495036`5.12960462514514*I", "1.4259822336576684997`4.610741184610861 - 4.7316247349425560786`5.131637363380834*I", "1.4259822336576684997`4.610741184610861 + 4.7316247349425560786`5.131637363380834*I" ], "Abelian":false }, { "IdealName":"J11a_10_1", "Generators":[ "b - a*u", "3 + 2*a + a^2 - u - a*u + 2*u^2 + a*u^2", "-1 + 2*u - u^2 + u^3" ], "VariableOrder":[ "b", "a", "u" ], "Characteristic":0, "KnownGroebner":[], "Status":[ "vCompNormalize" ], "MonomialOrder":"lex", "IsHomogeneous":false, "IsZeroDim":true, "IdealDimension":0, "Timings":{ "TimingGroebner":9.670999999999999e-2, "TimingZeroDimVars":7.3877e-2, "TimingmagmaVCompNormalize":7.5171e-2, "TimingNumberOfSols":5.6061e-2, "TimingIsRadical":2.856e-3, "TimingArcColoring":8.299300000000001e-2, "TimingObstruction":4.838e-3, "TimingComplexVolumeN":5.506243, "TimingaCuspShapeN":2.8032e-2, "TiminguValues":0.714498, "TiminguPolysN":1.7410000000000001e-3, "TiminguPolys":0.906857, "TimingaCuspShape":0.116583, "TimingRepresentationsN":5.5670000000000004e-2, "TiminguValues_ij":0.217641, "TiminguPolys_ij_N":3.608e-3 }, "ZeroDimensionalVars":[ "b", "a", "u" ], "NumberOfSols":6, "IsRadical":true, "ArcColoring":[ "{-1, 0}", [ "a + a*u", "a*u" ], [ "a", "a*u" ], [ "a", "a*u" ], [ "3 + a - u + u^2", "1 + a*u" ], "{1, 0}", [ 1, "u^2" ], [ "1 + u^2", "1 - u + u^2" ], [ "1 + u^2", "1 - u + u^2" ], [ "u", "1 - u + u^2" ], [ 0, "u" ] ], "Obstruction":1, "ComplexVolumeN":[ "3.02413 - 4.85801*I", "3.02413 - 0.79824*I", "3.02413 + 4.85801*I", "3.02413 + 0.79824*I", "-1.11345 + 2.02988*I", "-1.11345 - 2.02988*I" ], "uPolysN":[ "1 + 3*u + 6*u^2 + 7*u^3 + 6*u^4 + 3*u^5 + u^6", "1 + 3*u + 6*u^2 + 7*u^3 + 6*u^4 + 3*u^5 + u^6", "u^6", "1 - 3*u + 6*u^2 - 7*u^3 + 6*u^4 - 3*u^5 + u^6", "1 + 3*u + 6*u^2 + 7*u^3 + 6*u^4 + 3*u^5 + u^6", "1 - 4*u + 6*u^2 - 6*u^3 + 5*u^4 - 2*u^5 + u^6", "1 - 4*u + 6*u^2 - 6*u^3 + 5*u^4 - 2*u^5 + u^6", "u^6", "1 - 2*u^2 + 2*u^3 + u^4 - 2*u^5 + u^6", "1 + 4*u + 6*u^2 + 6*u^3 + 5*u^4 + 2*u^5 + u^6", "1 - 2*u^2 + 2*u^3 + u^4 - 2*u^5 + u^6" ], "uPolys":[ "(1 + u + u^2)^3", "(1 + u + u^2)^3", "u^6", "(1 - u + u^2)^3", "(1 + u + u^2)^3", "(-1 + 2*u - u^2 + u^3)^2", "(-1 + 2*u - u^2 + u^3)^2", "u^6", "(1 - u^2 + u^3)^2", "(1 + 2*u + u^2 + u^3)^2", "(1 - u^2 + u^3)^2" ], "aCuspShape":"-8 + a + 3*u - 4*a*u - 3*u^2 - a*u^2", "RepresentationsN":[ [ "u->0.21508 + 1.30714 I", "a->-0.70635 + 0.26629 I", "b->-0.5 - 0.866025 I" ], [ "u->0.21508 + 1.30714 I", "a->0.583789 + 0.478572 I", "b->-0.5 + 0.866025 I" ], [ "u->0.21508 - 1.30714 I", "a->-0.70635 - 0.26629 I", "b->-0.5 + 0.866025 I" ], [ "u->0.21508 - 1.30714 I", "a->0.583789 - 0.478572 I", "b->-0.5 - 0.866025 I" ], [ "u->0.56984", "a->-0.87744 + 1.51977 I", "b->-0.5 + 0.866025 I" ], [ "u->0.56984", "a->-0.87744 - 1.51977 I", "b->-0.5 - 0.866025 I" ] ], "Epsilon":2.17014, "uPolys_ij_N":[ "u^6", "1 + 4*u + 6*u^2 + 6*u^3 + 5*u^4 + 2*u^5 + u^6", "1 - 4*u + 6*u^2 - 6*u^3 + 5*u^4 - 2*u^5 + u^6", "1 - 3*u + 6*u^2 - 7*u^3 + 6*u^4 - 3*u^5 + u^6", "1 + 3*u + 6*u^2 + 7*u^3 + 6*u^4 + 3*u^5 + u^6", "1 + 4*u - 2*u^2 - 10*u^3 + 13*u^4 - 6*u^5 + u^6", "1 - 4*u - 2*u^2 + 10*u^3 + 13*u^4 + 6*u^5 + u^6", "64 + 16*u^2 - 16*u^3 + 4*u^4 - 2*u^5 + u^6", "1 + 3*u + 6*u^2 + 7*u^3 + 6*u^4 + 3*u^5 + u^6", "1 + u^2 - 2*u^3 + u^4 - u^5 + u^6", "7 - 24*u + 37*u^2 - 31*u^3 + 16*u^4 - 5*u^5 + u^6", "1 - 2*u^2 + 2*u^3 + u^4 - 2*u^5 + u^6", "1 - 2*u^2 - 2*u^3 + u^4 + 2*u^5 + u^6", "27 - 9*u^2 + 3*u^4 + 3*u^5 + u^6", "1 - 3*u + 7*u^2 - 4*u^3 + u^4 - 2*u^5 + u^6", "25 + 35*u + 29*u^2 + 18*u^3 + 9*u^4 + 4*u^5 + u^6", "7 - 3*u + 40*u^2 + 43*u^3 + 25*u^4 + 8*u^5 + u^6", "1 - 10*u + 95*u^2 - 48*u^3 + 15*u^4 - 5*u^5 + u^6" ], "GeometricComponent":0, "Multiplicity":1, "MinRepresentationVolume":[ "{2, 4}", 0.79824 ], "ij_list":[ [ "{1, 6}", "{3, 4}", "{3, 8}", "{3, 9}", "{4, 8}", "{4, 9}", "{8, 9}" ], [ "{1, 11}" ], [ "{6, 11}", "{7, 10}", "{7, 11}", "{8, 10}", "{9, 10}" ], [ "{1, 2}", "{1, 3}", "{1, 4}", "{2, 6}", "{3, 5}", "{3, 6}", "{4, 5}", "{4, 6}" ], [ "{3, 11}", "{4, 11}" ], [ "{1, 7}" ], [ "{6, 7}", "{7, 8}", "{7, 9}", "{10, 11}" ], [ "{2, 10}" ], [ "{1, 5}", "{2, 3}", "{2, 4}", "{2, 5}", "{5, 6}" ], [ "{2, 8}", "{2, 9}", "{3, 10}", "{4, 10}" ], [ "{5, 11}" ], [ "{1, 8}", "{1, 9}", "{1, 10}" ], [ "{5, 8}", "{5, 9}", "{6, 8}", "{6, 9}", "{6, 10}", "{8, 11}", "{9, 11}" ], [ "{5, 10}" ], [ "{3, 7}", "{4, 7}" ], [ "{2, 11}" ], [ "{5, 7}" ], [ "{2, 7}" ] ], "SortedReprnIndices":"{3, 1, 5, 6, 4, 2}", "aCuspShapeN":[ "-2.0985109226921811748`4.6198827921344225 + 6.8048119714553400111`5.1307876874990095*I", "1.455662609056579202`5.142423186432946 - 0.2836383264350848743`4.4321273740320555*I", "-2.0985109226921811748`4.6198827921344225 - 6.8048119714553400111`5.1307876874990095*I", "1.455662609056579202`5.142423186432946 + 0.2836383264350848743`4.4321273740320555*I", "-5.8571516863643980272`5.115822644267038 - 2.4378291437384002289`4.735139437535302*I", "-5.8571516863643980272`5.115822644267038 + 2.4378291437384002289`4.735139437535302*I" ], "Abelian":false }, { "IdealName":"abJ11a_10_2", "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":8.896000000000001e-2, "TimingZeroDimVars":7.7248e-2, "TimingmagmaVCompNormalize":7.845500000000001e-2, "TimingNumberOfSols":3.311e-2, "TimingIsRadical":2.376e-3, "TimingArcColoring":8.4049e-2, "TimingObstruction":4.84e-4, "TimingComplexVolumeN":0.451737, "TimingaCuspShapeN":5.3869999999999986e-3, "TiminguValues":0.69341, "TiminguPolysN":8.400000000000001e-5, "TiminguPolys":0.846168, "TimingaCuspShape":8.7851e-2, "TimingRepresentationsN":3.0271e-2, "TiminguValues_ij":0.208344, "TiminguPoly_ij":0.185818, "TiminguPolys_ij_N":3.500000000000001e-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}", "{1, 0}" ], "Obstruction":1, "ComplexVolumeN":"{0}", "uPolysN":[ "u", "u", "u", "u", "u", "u", "u", "u", "u", "u", "u" ], "uPolys":[ "u", "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}", "{1, 11}", "{2, 3}", "{2, 4}", "{2, 5}", "{2, 6}", "{2, 7}", "{2, 8}", "{2, 9}", "{2, 10}", "{2, 11}", "{3, 4}", "{3, 5}", "{3, 6}", "{3, 7}", "{3, 8}", "{3, 9}", "{3, 10}", "{3, 11}", "{4, 5}", "{4, 6}", "{4, 7}", "{4, 8}", "{4, 9}", "{4, 10}", "{4, 11}", "{5, 6}", "{5, 7}", "{5, 8}", "{5, 9}", "{5, 10}", "{5, 11}", "{6, 7}", "{6, 8}", "{6, 9}", "{6, 10}", "{6, 11}", "{7, 8}", "{7, 9}", "{7, 10}", "{7, 11}", "{8, 9}", "{8, 10}", "{8, 11}", "{9, 10}", "{9, 11}", "{10, 11}" ] ], "SortedReprnIndices":"{1}", "aCuspShapeN":"{0}", "Abelian":true } ] }, "uPolyC":[ "(1 + u + u^2)^3*(-1 - 4*u - 10*u^2 - 18*u^3 - 20*u^4 - 8*u^5 + 33*u^6 + 123*u^7 + 261*u^8 + 449*u^9 + 616*u^10 + 663*u^11 + 475*u^12 - 120*u^13 - 1164*u^14 - 2452*u^15 - 3619*u^16 - 3368*u^17 - 44*u^18 + 9092*u^19 + 27796*u^20 + 59912*u^21 + 110202*u^22 + 182598*u^23 + 279356*u^24 + 402058*u^25 + 547256*u^26 + 710710*u^27 + 883380*u^28 + 1054080*u^29 + 1211280*u^30 + 1341540*u^31 + 1434759*u^32 + 1483408*u^33 + 1482342*u^34 + 1434678*u^35 + 1342584*u^36 + 1217296*u^37 + 1067613*u^38 + 906275*u^39 + 744195*u^40 + 590577*u^41 + 452680*u^42 + 335071*u^43 + 238425*u^44 + 164072*u^45 + 107468*u^46 + 68424*u^47 + 40752*u^48 + 23832*u^49 + 12678*u^50 + 6734*u^51 + 3114*u^52 + 1476*u^53 + 567*u^54 + 233*u^55 + 68*u^56 + 23*u^57 + 4*u^58 + u^59)", "(1 + u + u^2)^3*(-1 - 4*u + 4*u^2 + 54*u^3 + 86*u^4 - 184*u^5 - 815*u^6 - 377*u^7 + 3487*u^8 + 9905*u^9 + 12968*u^10 + 11723*u^11 + 22405*u^12 + 69184*u^13 + 184782*u^14 + 535128*u^15 + 1719549*u^16 + 5029560*u^17 + 12211440*u^18 + 24515420*u^19 + 41828648*u^20 + 63874944*u^21 + 94701674*u^22 + 147456246*u^23 + 242236920*u^24 + 393440458*u^25 + 596208172*u^26 + 830777022*u^27 + 1091005196*u^28 + 1413306720*u^29 + 1867751408*u^30 + 2502034892*u^31 + 3282176367*u^32 + 4093091072*u^33 + 4814001300*u^34 + 5407236770*u^35 + 5934197466*u^36 + 6473440440*u^37 + 7008544441*u^38 + 7387186831*u^39 + 7394208869*u^40 + 6885945193*u^41 + 5886579508*u^42 + 4583434155*u^43 + 3235930175*u^44 + 2065513264*u^45 + 1189099910*u^46 + 615759856*u^47 + 285859392*u^48 + 118450972*u^49 + 43557904*u^50 + 14107458*u^51 + 3984264*u^52 + 968240*u^53 + 198827*u^54 + 33629*u^55 + 4510*u^56 + 451*u^57 + 30*u^58 + u^59)", "u^6*(64 + 32*u + 288*u^2 + 464*u^3 + 968*u^4 + 2176*u^5 + 3245*u^6 + 6213*u^7 + 9973*u^8 + 12288*u^9 + 27213*u^10 + 16081*u^11 + 60264*u^12 + 13682*u^13 + 98929*u^14 + 14665*u^15 + 110317*u^16 + 40192*u^17 + 61324*u^18 + 95588*u^19 - 40038*u^20 + 150560*u^21 - 127728*u^22 + 159318*u^23 - 122518*u^24 + 106656*u^25 - 9540*u^26 + 34206*u^27 + 136088*u^28 + 8122*u^29 + 212184*u^30 + 45932*u^31 + 178218*u^32 + 91180*u^33 + 80166*u^34 + 82678*u^35 - 4434*u^36 + 27968*u^37 - 34493*u^38 - 17927*u^39 - 21889*u^40 - 24296*u^41 + 321*u^42 - 6561*u^43 + 11630*u^44 + 8294*u^45 + 11181*u^46 + 10923*u^47 + 6387*u^48 + 6896*u^49 + 2532*u^50 + 2836*u^51 + 714*u^52 + 802*u^53 + 139*u^54 + 153*u^55 + 17*u^56 + 18*u^57 + u^58 + u^59)", "(1 - u + u^2)^3*(-1 - 4*u - 10*u^2 - 18*u^3 - 20*u^4 - 8*u^5 + 33*u^6 + 123*u^7 + 261*u^8 + 449*u^9 + 616*u^10 + 663*u^11 + 475*u^12 - 120*u^13 - 1164*u^14 - 2452*u^15 - 3619*u^16 - 3368*u^17 - 44*u^18 + 9092*u^19 + 27796*u^20 + 59912*u^21 + 110202*u^22 + 182598*u^23 + 279356*u^24 + 402058*u^25 + 547256*u^26 + 710710*u^27 + 883380*u^28 + 1054080*u^29 + 1211280*u^30 + 1341540*u^31 + 1434759*u^32 + 1483408*u^33 + 1482342*u^34 + 1434678*u^35 + 1342584*u^36 + 1217296*u^37 + 1067613*u^38 + 906275*u^39 + 744195*u^40 + 590577*u^41 + 452680*u^42 + 335071*u^43 + 238425*u^44 + 164072*u^45 + 107468*u^46 + 68424*u^47 + 40752*u^48 + 23832*u^49 + 12678*u^50 + 6734*u^51 + 3114*u^52 + 1476*u^53 + 567*u^54 + 233*u^55 + 68*u^56 + 23*u^57 + 4*u^58 + u^59)", "(1 + u + u^2)^3*(-137 - 22*u - 1056*u^2 + 5778*u^3 - 13700*u^4 + 40336*u^5 - 57031*u^6 - 16327*u^7 + 79631*u^8 - 90101*u^9 + 120502*u^10 + 305747*u^11 - 664993*u^12 - 453274*u^13 + 899442*u^14 + 687600*u^15 - 314585*u^16 - 432614*u^17 - 1704566*u^18 - 434344*u^19 + 4391676*u^20 + 1577664*u^21 - 6234288*u^22 - 2103394*u^23 + 6270276*u^24 + 1520458*u^25 - 5112692*u^26 - 107574*u^27 + 3736668*u^28 - 929080*u^29 - 2778012*u^30 + 926346*u^31 + 2097461*u^32 - 208128*u^33 - 1427700*u^34 - 421096*u^35 + 729928*u^36 + 590372*u^37 - 209265*u^38 - 415493*u^39 - 40233*u^40 + 184337*u^41 + 84786*u^42 - 43741*u^43 - 53205*u^44 - 3434*u^45 + 20036*u^46 + 8194*u^47 - 4542*u^48 - 3800*u^49 + 148*u^50 + 1092*u^51 + 306*u^52 - 208*u^53 - 139*u^54 + 35*u^55 + 30*u^56 - 5*u^57 - 4*u^58 + u^59)", "(-1 + 2*u - u^2 + u^3)^2*(1 - 3*u + 9*u^2 - 8*u^3 + 30*u^4 + 94*u^5 + 110*u^6 - 167*u^7 - 693*u^8 - 692*u^9 - 934*u^10 + 835*u^11 + 3263*u^12 + 3933*u^13 + 5050*u^14 - 1807*u^15 - 3941*u^16 - 18242*u^17 - 8966*u^18 - 13648*u^19 + 4568*u^20 + 30352*u^21 + 8964*u^22 + 72490*u^23 - 48548*u^24 + 84594*u^25 - 146870*u^26 + 62714*u^27 - 107660*u^28 - 85832*u^29 + 232424*u^30 - 415868*u^31 + 668181*u^32 - 656687*u^33 + 685657*u^34 - 402136*u^35 + 67702*u^36 + 326354*u^37 - 772418*u^38 + 1014173*u^39 - 1235739*u^40 + 1215578*u^41 - 1135664*u^42 + 953131*u^43 - 731507*u^44 + 542559*u^45 - 349314*u^46 + 232031*u^47 - 125612*u^48 + 75089*u^49 - 33811*u^50 + 18196*u^51 - 6640*u^52 + 3208*u^53 - 902*u^54 + 389*u^55 - 76*u^56 + 29*u^57 - 3*u^58 + u^59)", "(-1 + 2*u - u^2 + u^3)^2*(1 - 3*u + 9*u^2 - 8*u^3 + 30*u^4 + 94*u^5 + 110*u^6 - 167*u^7 - 693*u^8 - 692*u^9 - 934*u^10 + 835*u^11 + 3263*u^12 + 3933*u^13 + 5050*u^14 - 1807*u^15 - 3941*u^16 - 18242*u^17 - 8966*u^18 - 13648*u^19 + 4568*u^20 + 30352*u^21 + 8964*u^22 + 72490*u^23 - 48548*u^24 + 84594*u^25 - 146870*u^26 + 62714*u^27 - 107660*u^28 - 85832*u^29 + 232424*u^30 - 415868*u^31 + 668181*u^32 - 656687*u^33 + 685657*u^34 - 402136*u^35 + 67702*u^36 + 326354*u^37 - 772418*u^38 + 1014173*u^39 - 1235739*u^40 + 1215578*u^41 - 1135664*u^42 + 953131*u^43 - 731507*u^44 + 542559*u^45 - 349314*u^46 + 232031*u^47 - 125612*u^48 + 75089*u^49 - 33811*u^50 + 18196*u^51 - 6640*u^52 + 3208*u^53 - 902*u^54 + 389*u^55 - 76*u^56 + 29*u^57 - 3*u^58 + u^59)", "u^6*(64 + 32*u + 288*u^2 + 464*u^3 + 968*u^4 + 2176*u^5 + 3245*u^6 + 6213*u^7 + 9973*u^8 + 12288*u^9 + 27213*u^10 + 16081*u^11 + 60264*u^12 + 13682*u^13 + 98929*u^14 + 14665*u^15 + 110317*u^16 + 40192*u^17 + 61324*u^18 + 95588*u^19 - 40038*u^20 + 150560*u^21 - 127728*u^22 + 159318*u^23 - 122518*u^24 + 106656*u^25 - 9540*u^26 + 34206*u^27 + 136088*u^28 + 8122*u^29 + 212184*u^30 + 45932*u^31 + 178218*u^32 + 91180*u^33 + 80166*u^34 + 82678*u^35 - 4434*u^36 + 27968*u^37 - 34493*u^38 - 17927*u^39 - 21889*u^40 - 24296*u^41 + 321*u^42 - 6561*u^43 + 11630*u^44 + 8294*u^45 + 11181*u^46 + 10923*u^47 + 6387*u^48 + 6896*u^49 + 2532*u^50 + 2836*u^51 + 714*u^52 + 802*u^53 + 139*u^54 + 153*u^55 + 17*u^56 + 18*u^57 + u^58 + u^59)", "(1 - u^2 + u^3)^2*(73 - 67*u + 573*u^2 + 784*u^3 + 1596*u^4 + 14998*u^5 + 28244*u^6 + 9641*u^7 - 37765*u^8 - 16510*u^9 + 212276*u^10 + 323847*u^11 - 284611*u^12 - 1184783*u^13 - 996460*u^14 + 930377*u^15 + 2892925*u^16 + 1723374*u^17 - 2237532*u^18 - 4106870*u^19 - 1206732*u^20 + 3081328*u^21 + 3626534*u^22 + 113630*u^23 - 2865960*u^24 - 2157038*u^25 + 805398*u^26 + 2033126*u^27 + 288676*u^28 - 931060*u^29 - 396320*u^30 + 20790*u^31 + 516309*u^32 + 305661*u^33 - 926471*u^34 - 134048*u^35 + 1203012*u^36 - 227638*u^37 - 1060474*u^38 + 464527*u^39 + 653129*u^40 - 462884*u^41 - 274922*u^42 + 315029*u^43 + 64787*u^44 - 159155*u^45 + 5888*u^46 + 61787*u^47 - 13412*u^48 - 18851*u^49 + 6781*u^50 + 4624*u^51 - 2090*u^52 - 928*u^53 + 422*u^54 + 149*u^55 - 52*u^56 - 17*u^57 + 3*u^58 + u^59)", "(1 + 2*u + u^2 + u^3)^2*(1 - 3*u + 9*u^2 - 8*u^3 + 30*u^4 + 94*u^5 + 110*u^6 - 167*u^7 - 693*u^8 - 692*u^9 - 934*u^10 + 835*u^11 + 3263*u^12 + 3933*u^13 + 5050*u^14 - 1807*u^15 - 3941*u^16 - 18242*u^17 - 8966*u^18 - 13648*u^19 + 4568*u^20 + 30352*u^21 + 8964*u^22 + 72490*u^23 - 48548*u^24 + 84594*u^25 - 146870*u^26 + 62714*u^27 - 107660*u^28 - 85832*u^29 + 232424*u^30 - 415868*u^31 + 668181*u^32 - 656687*u^33 + 685657*u^34 - 402136*u^35 + 67702*u^36 + 326354*u^37 - 772418*u^38 + 1014173*u^39 - 1235739*u^40 + 1215578*u^41 - 1135664*u^42 + 953131*u^43 - 731507*u^44 + 542559*u^45 - 349314*u^46 + 232031*u^47 - 125612*u^48 + 75089*u^49 - 33811*u^50 + 18196*u^51 - 6640*u^52 + 3208*u^53 - 902*u^54 + 389*u^55 - 76*u^56 + 29*u^57 - 3*u^58 + u^59)", "(1 - u^2 + u^3)^2*(73 - 67*u + 573*u^2 + 784*u^3 + 1596*u^4 + 14998*u^5 + 28244*u^6 + 9641*u^7 - 37765*u^8 - 16510*u^9 + 212276*u^10 + 323847*u^11 - 284611*u^12 - 1184783*u^13 - 996460*u^14 + 930377*u^15 + 2892925*u^16 + 1723374*u^17 - 2237532*u^18 - 4106870*u^19 - 1206732*u^20 + 3081328*u^21 + 3626534*u^22 + 113630*u^23 - 2865960*u^24 - 2157038*u^25 + 805398*u^26 + 2033126*u^27 + 288676*u^28 - 931060*u^29 - 396320*u^30 + 20790*u^31 + 516309*u^32 + 305661*u^33 - 926471*u^34 - 134048*u^35 + 1203012*u^36 - 227638*u^37 - 1060474*u^38 + 464527*u^39 + 653129*u^40 - 462884*u^41 - 274922*u^42 + 315029*u^43 + 64787*u^44 - 159155*u^45 + 5888*u^46 + 61787*u^47 - 13412*u^48 - 18851*u^49 + 6781*u^50 + 4624*u^51 - 2090*u^52 - 928*u^53 + 422*u^54 + 149*u^55 - 52*u^56 - 17*u^57 + 3*u^58 + u^59)" ], "RileyPolyC":[ "(1 + y + y^2)^3*(-1 - 4*y + 4*y^2 + 54*y^3 + 86*y^4 - 184*y^5 - 815*y^6 - 377*y^7 + 3487*y^8 + 9905*y^9 + 12968*y^10 + 11723*y^11 + 22405*y^12 + 69184*y^13 + 184782*y^14 + 535128*y^15 + 1719549*y^16 + 5029560*y^17 + 12211440*y^18 + 24515420*y^19 + 41828648*y^20 + 63874944*y^21 + 94701674*y^22 + 147456246*y^23 + 242236920*y^24 + 393440458*y^25 + 596208172*y^26 + 830777022*y^27 + 1091005196*y^28 + 1413306720*y^29 + 1867751408*y^30 + 2502034892*y^31 + 3282176367*y^32 + 4093091072*y^33 + 4814001300*y^34 + 5407236770*y^35 + 5934197466*y^36 + 6473440440*y^37 + 7008544441*y^38 + 7387186831*y^39 + 7394208869*y^40 + 6885945193*y^41 + 5886579508*y^42 + 4583434155*y^43 + 3235930175*y^44 + 2065513264*y^45 + 1189099910*y^46 + 615759856*y^47 + 285859392*y^48 + 118450972*y^49 + 43557904*y^50 + 14107458*y^51 + 3984264*y^52 + 968240*y^53 + 198827*y^54 + 33629*y^55 + 4510*y^56 + 451*y^57 + 30*y^58 + y^59)", "(1 + y + y^2)^3*(-1 + 24*y - 276*y^2 + 2070*y^3 - 10758*y^4 + 52120*y^5 - 208231*y^6 + 853339*y^7 - 1505733*y^8 + 6332817*y^9 - 2813576*y^10 + 77770591*y^11 + 278210417*y^12 + 861407828*y^13 + 1522918238*y^14 + 4203192236*y^15 + 10174148133*y^16 + 16344209208*y^17 + 20310231272*y^18 + 66404257212*y^19 + 50900673448*y^20 + 110463815280*y^21 + 169168214650*y^22 + 221899673078*y^23 + 369250668280*y^24 + 528943158890*y^25 + 781368668804*y^26 + 1058574143878*y^27 + 1270260787324*y^28 + 1393806903416*y^29 + 1367785470608*y^30 + 1222843395188*y^31 + 1004627470131*y^32 + 758170991704*y^33 + 533535561264*y^34 + 349970811134*y^35 + 215336234874*y^36 + 125219453604*y^37 + 68600327569*y^38 + 35778937739*y^39 + 17714662537*y^40 + 8341288985*y^41 + 3764387964*y^42 + 1612246471*y^43 + 660534083*y^44 + 261614476*y^45 + 94997830*y^46 + 35913220*y^47 + 11015108*y^48 + 4157372*y^49 + 1005228*y^50 + 397230*y^51 + 69904*y^52 + 29964*y^53 + 3531*y^54 + 1657*y^55 + 118*y^56 + 59*y^57 + 2*y^58 + y^59)", "y^6*(-4096 - 35840*y - 177152*y^2 - 618368*y^3 - 1665728*y^4 - 4222960*y^5 - 13754809*y^6 - 56906553*y^7 - 227537227*y^8 - 770279544*y^9 - 2155936719*y^10 - 4998104049*y^11 - 9581879568*y^12 - 14927778400*y^13 - 17859535849*y^14 - 13218068877*y^15 + 3608162195*y^16 + 32030946152*y^17 + 62269959504*y^18 + 76715742760*y^19 + 59549222644*y^20 + 10986741108*y^21 - 44633851826*y^22 - 67883946706*y^23 - 30337162658*y^24 + 58803459720*y^25 + 149340477334*y^26 + 180098225938*y^27 + 124113383832*y^28 + 12597803756*y^29 - 85584599728*y^30 - 114836693232*y^31 - 72094058096*y^32 - 2163754188*y^33 + 43275205356*y^34 + 44264741064*y^35 + 17604328224*y^36 - 7642475400*y^37 - 15699433193*y^38 - 9779788305*y^39 - 1044242563*y^40 + 3290099092*y^41 + 2980457377*y^42 + 1037319051*y^43 - 276623224*y^44 - 543697104*y^45 - 298508387*y^46 - 41707487*y^47 + 65847709*y^48 + 68384960*y^49 + 39851740*y^50 + 16937284*y^51 + 5615724*y^52 + 1483768*y^53 + 312639*y^54 + 51799*y^55 + 6545*y^56 + 596*y^57 + 35*y^58 + y^59)", "(1 + y + y^2)^3*(-1 - 4*y + 4*y^2 + 54*y^3 + 86*y^4 - 184*y^5 - 815*y^6 - 377*y^7 + 3487*y^8 + 9905*y^9 + 12968*y^10 + 11723*y^11 + 22405*y^12 + 69184*y^13 + 184782*y^14 + 535128*y^15 + 1719549*y^16 + 5029560*y^17 + 12211440*y^18 + 24515420*y^19 + 41828648*y^20 + 63874944*y^21 + 94701674*y^22 + 147456246*y^23 + 242236920*y^24 + 393440458*y^25 + 596208172*y^26 + 830777022*y^27 + 1091005196*y^28 + 1413306720*y^29 + 1867751408*y^30 + 2502034892*y^31 + 3282176367*y^32 + 4093091072*y^33 + 4814001300*y^34 + 5407236770*y^35 + 5934197466*y^36 + 6473440440*y^37 + 7008544441*y^38 + 7387186831*y^39 + 7394208869*y^40 + 6885945193*y^41 + 5886579508*y^42 + 4583434155*y^43 + 3235930175*y^44 + 2065513264*y^45 + 1189099910*y^46 + 615759856*y^47 + 285859392*y^48 + 118450972*y^49 + 43557904*y^50 + 14107458*y^51 + 3984264*y^52 + 968240*y^53 + 198827*y^54 + 33629*y^55 + 4510*y^56 + 451*y^57 + 30*y^58 + y^59)", "(1 + y + y^2)^3*(-18769 - 288860*y - 5123168*y^2 - 12950394*y^3 + 180520626*y^4 + 80831348*y^5 - 3370145187*y^6 + 7777707259*y^7 + 13335311271*y^8 - 101995816743*y^9 + 193158062652*y^10 + 54719449167*y^11 - 1098096432519*y^12 + 2706441062932*y^13 - 3078313897698*y^14 - 679207644108*y^15 + 9899506733113*y^16 - 21068173870308*y^17 + 25290620804804*y^18 - 12684075943924*y^19 - 20353754041688*y^20 + 66655707428380*y^21 - 111113415679350*y^22 + 139507831006922*y^23 - 146639890103800*y^24 + 137566528986054*y^25 - 121795661407708*y^26 + 106012500125618*y^27 - 91150815905276*y^28 + 74906674197632*y^29 - 56075901068152*y^30 + 36521148689492*y^31 - 19749420105833*y^32 + 8265479625204*y^33 - 2226655822312*y^34 + 23637182382*y^35 + 311453307854*y^36 - 125081193964*y^37 - 22929914523*y^38 + 52122312035*y^39 - 29750481739*y^40 + 8147772577*y^41 + 349989816*y^42 - 1237156753*y^43 + 394393507*y^44 + 62997040*y^45 - 101909478*y^46 + 38272300*y^47 - 3027328*y^48 - 3089600*y^49 + 1056196*y^50 + 312650*y^51 - 428764*y^52 + 213944*y^53 - 69577*y^54 + 16277*y^55 - 2778*y^56 + 335*y^57 - 26*y^58 + y^59)", "(-1 + 2*y + 3*y^2 + y^3)^2*(-1 - 9*y - 93*y^2 - 1260*y^3 - 1996*y^4 + 23402*y^5 + 14432*y^6 + 501*y^7 - 217545*y^8 - 1148772*y^9 + 492656*y^10 + 6863663*y^11 + 6633619*y^12 - 6825229*y^13 - 30429400*y^14 - 73582935*y^15 - 75739963*y^16 + 125120418*y^17 + 630960538*y^18 + 1260379544*y^19 + 443951204*y^20 - 4944142776*y^21 - 11827815912*y^22 - 2804738802*y^23 + 32173294368*y^24 + 53750618990*y^25 - 3762989806*y^26 - 119103711474*y^27 - 142502711660*y^28 + 31692527620*y^29 + 262987428624*y^30 + 265299476776*y^31 - 38880477937*y^32 - 368909002329*y^33 - 379110667853*y^34 - 47245109452*y^35 + 312361888056*y^36 + 394668571334*y^37 + 184749601144*y^38 - 96421762607*y^39 - 240004141595*y^40 - 205046615066*y^41 - 82484961306*y^42 + 24037991463*y^43 + 70481072057*y^44 + 67937293705*y^45 + 45515929152*y^46 + 23961534027*y^47 + 10355938064*y^48 + 3744857831*y^49 + 1141696855*y^50 + 293661344*y^51 + 63434142*y^52 + 11395472*y^53 + 1675620*y^54 + 196833*y^55 + 17790*y^56 + 1163*y^57 + 49*y^58 + y^59)", "(-1 + 2*y + 3*y^2 + y^3)^2*(-1 - 9*y - 93*y^2 - 1260*y^3 - 1996*y^4 + 23402*y^5 + 14432*y^6 + 501*y^7 - 217545*y^8 - 1148772*y^9 + 492656*y^10 + 6863663*y^11 + 6633619*y^12 - 6825229*y^13 - 30429400*y^14 - 73582935*y^15 - 75739963*y^16 + 125120418*y^17 + 630960538*y^18 + 1260379544*y^19 + 443951204*y^20 - 4944142776*y^21 - 11827815912*y^22 - 2804738802*y^23 + 32173294368*y^24 + 53750618990*y^25 - 3762989806*y^26 - 119103711474*y^27 - 142502711660*y^28 + 31692527620*y^29 + 262987428624*y^30 + 265299476776*y^31 - 38880477937*y^32 - 368909002329*y^33 - 379110667853*y^34 - 47245109452*y^35 + 312361888056*y^36 + 394668571334*y^37 + 184749601144*y^38 - 96421762607*y^39 - 240004141595*y^40 - 205046615066*y^41 - 82484961306*y^42 + 24037991463*y^43 + 70481072057*y^44 + 67937293705*y^45 + 45515929152*y^46 + 23961534027*y^47 + 10355938064*y^48 + 3744857831*y^49 + 1141696855*y^50 + 293661344*y^51 + 63434142*y^52 + 11395472*y^53 + 1675620*y^54 + 196833*y^55 + 17790*y^56 + 1163*y^57 + 49*y^58 + y^59)", "y^6*(-4096 - 35840*y - 177152*y^2 - 618368*y^3 - 1665728*y^4 - 4222960*y^5 - 13754809*y^6 - 56906553*y^7 - 227537227*y^8 - 770279544*y^9 - 2155936719*y^10 - 4998104049*y^11 - 9581879568*y^12 - 14927778400*y^13 - 17859535849*y^14 - 13218068877*y^15 + 3608162195*y^16 + 32030946152*y^17 + 62269959504*y^18 + 76715742760*y^19 + 59549222644*y^20 + 10986741108*y^21 - 44633851826*y^22 - 67883946706*y^23 - 30337162658*y^24 + 58803459720*y^25 + 149340477334*y^26 + 180098225938*y^27 + 124113383832*y^28 + 12597803756*y^29 - 85584599728*y^30 - 114836693232*y^31 - 72094058096*y^32 - 2163754188*y^33 + 43275205356*y^34 + 44264741064*y^35 + 17604328224*y^36 - 7642475400*y^37 - 15699433193*y^38 - 9779788305*y^39 - 1044242563*y^40 + 3290099092*y^41 + 2980457377*y^42 + 1037319051*y^43 - 276623224*y^44 - 543697104*y^45 - 298508387*y^46 - 41707487*y^47 + 65847709*y^48 + 68384960*y^49 + 39851740*y^50 + 16937284*y^51 + 5615724*y^52 + 1483768*y^53 + 312639*y^54 + 51799*y^55 + 6545*y^56 + 596*y^57 + 35*y^58 + y^59)", "(-1 + 2*y - y^2 + y^3)^2*(-5329 - 79169*y - 666401*y^2 - 7347716*y^3 - 7176180*y^4 + 164400978*y^5 - 658984488*y^6 + 2191599633*y^7 - 4375828961*y^8 + 4508546496*y^9 - 19141812824*y^10 + 96929440899*y^11 - 196184859905*y^12 + 58462552587*y^13 + 422321677460*y^14 - 601989570407*y^15 - 369080797259*y^16 + 2050312044518*y^17 - 2899131300354*y^18 + 2350713379528*y^19 - 970122694388*y^20 - 1626904398580*y^21 + 5766440953020*y^22 - 7767827532162*y^23 + 1716079717012*y^24 + 11596629523210*y^25 - 21263124373438*y^26 + 16446851097258*y^27 + 1223657574424*y^28 - 18753490977252*y^29 + 24623017627848*y^30 - 18091266986388*y^31 + 6665361936531*y^32 + 2262518168491*y^33 - 6220282303209*y^34 + 6616409409432*y^35 - 5622647578524*y^36 + 4450370407790*y^37 - 3398258523100*y^38 + 2457482961429*y^39 - 1642047306759*y^40 + 1002619981494*y^41 - 560516598810*y^42 + 289623409139*y^43 - 139950377971*y^44 + 63836755641*y^45 - 27562762384*y^46 + 11197872931*y^47 - 4222844076*y^48 + 1452018303*y^49 - 446701877*y^50 + 120710624*y^51 - 28140250*y^52 + 5553300*y^53 - 907592*y^54 + 119429*y^55 - 12158*y^56 + 899*y^57 - 43*y^58 + y^59)", "(-1 + 2*y + 3*y^2 + y^3)^2*(-1 - 9*y - 93*y^2 - 1260*y^3 - 1996*y^4 + 23402*y^5 + 14432*y^6 + 501*y^7 - 217545*y^8 - 1148772*y^9 + 492656*y^10 + 6863663*y^11 + 6633619*y^12 - 6825229*y^13 - 30429400*y^14 - 73582935*y^15 - 75739963*y^16 + 125120418*y^17 + 630960538*y^18 + 1260379544*y^19 + 443951204*y^20 - 4944142776*y^21 - 11827815912*y^22 - 2804738802*y^23 + 32173294368*y^24 + 53750618990*y^25 - 3762989806*y^26 - 119103711474*y^27 - 142502711660*y^28 + 31692527620*y^29 + 262987428624*y^30 + 265299476776*y^31 - 38880477937*y^32 - 368909002329*y^33 - 379110667853*y^34 - 47245109452*y^35 + 312361888056*y^36 + 394668571334*y^37 + 184749601144*y^38 - 96421762607*y^39 - 240004141595*y^40 - 205046615066*y^41 - 82484961306*y^42 + 24037991463*y^43 + 70481072057*y^44 + 67937293705*y^45 + 45515929152*y^46 + 23961534027*y^47 + 10355938064*y^48 + 3744857831*y^49 + 1141696855*y^50 + 293661344*y^51 + 63434142*y^52 + 11395472*y^53 + 1675620*y^54 + 196833*y^55 + 17790*y^56 + 1163*y^57 + 49*y^58 + y^59)", "(-1 + 2*y - y^2 + y^3)^2*(-5329 - 79169*y - 666401*y^2 - 7347716*y^3 - 7176180*y^4 + 164400978*y^5 - 658984488*y^6 + 2191599633*y^7 - 4375828961*y^8 + 4508546496*y^9 - 19141812824*y^10 + 96929440899*y^11 - 196184859905*y^12 + 58462552587*y^13 + 422321677460*y^14 - 601989570407*y^15 - 369080797259*y^16 + 2050312044518*y^17 - 2899131300354*y^18 + 2350713379528*y^19 - 970122694388*y^20 - 1626904398580*y^21 + 5766440953020*y^22 - 7767827532162*y^23 + 1716079717012*y^24 + 11596629523210*y^25 - 21263124373438*y^26 + 16446851097258*y^27 + 1223657574424*y^28 - 18753490977252*y^29 + 24623017627848*y^30 - 18091266986388*y^31 + 6665361936531*y^32 + 2262518168491*y^33 - 6220282303209*y^34 + 6616409409432*y^35 - 5622647578524*y^36 + 4450370407790*y^37 - 3398258523100*y^38 + 2457482961429*y^39 - 1642047306759*y^40 + 1002619981494*y^41 - 560516598810*y^42 + 289623409139*y^43 - 139950377971*y^44 + 63836755641*y^45 - 27562762384*y^46 + 11197872931*y^47 - 4222844076*y^48 + 1452018303*y^49 - 446701877*y^50 + 120710624*y^51 - 28140250*y^52 + 5553300*y^53 - 907592*y^54 + 119429*y^55 - 12158*y^56 + 899*y^57 - 43*y^58 + y^59)" ] }, "GeometricRepresentation":[ 1.4647300000000001e1, [ "J11a_10_0", 1, "{50, 51}" ] ] } }