{ "Index":253, "Name":"11a_4", "RolfsenName":"11a_4", "DTname":"11a_4", "TunnelNumber":1, "BridgeNumber":"Not implemented", "Hyperbolic":true, "Diagram":{ "Scode":"{-9, 1, 13, -3, 5, -19, 7, -21, -11, -17, -15}", "Acode":"{-5, 1, 7, -2, 3, -10, 4, -11, -6, -9, -8}", "PDcode":[ "{4, 2, 5, 1}", "{10, 6, 11, 5}", "{8, 3, 9, 4}", "{2, 9, 3, 10}", "{14, 8, 15, 7}", "{20, 17, 21, 18}", "{18, 11, 19, 12}", "{12, 19, 13, 20}", "{22, 15, 1, 16}", "{16, 21, 17, 22}", "{6, 14, 7, 13}" ], "CBtype":"{2, 1}", "ParabolicReps":{ "SolvingSeq":[ "{1, 5, 8}", [], [ "{1, -5, 2, 1}", "{2, 1, 3, 1}", "{5, 3, 6, 1}", "{5, -2, 4, 2}", "{8, 4, 7, 2}", "{1, -8, 11, 2}", "{8, -11, 9, 1}", "{11, -9, 10, 2}" ], "{3, 9}", "{6}", 6 ], "SolvingSeqIdx":1, "Comps":{ "u":{ "CheckEq":[ "1 + a*b + u + u^2 + a*b*u^2 + b^2*u^2 - 2*a^2*u^4 - 4*a^2*u^6 - 4*a*b*u^6 - b^2*u^6 - 5*a^2*u^8 - 4*a*b*u^8 - b^2*u^8 - 3*a^2*u^10 - 2*a*b*u^10 - a^2*u^12", "b^2 - u - u^2 - a*b*u^2 - b^2*u^2 - u^3 - 4*a*b*u^4 - 2*b^2*u^4 + 2*a^2*u^6 + 6*a^2*u^8 + 6*a*b*u^8 + 2*b^2*u^8 + 7*a^2*u^10 + 6*a*b*u^10 + b^2*u^10 + 4*a^2*u^12 + 2*a*b*u^12 + a^2*u^14", "-1 + a + b - 2*a*b - b^2 + a*b^2 - a*b^3 + a*u^2 + 2*b*u^2 + a*b^2*u^2 + b^3*u^2 + 3*a*u^4 + 7*b*u^4 + 3*a*b^2*u^4 + 4*b^3*u^4 + 4*a*u^6 + 10*b*u^6 + 4*a*b^2*u^6 + 6*b^3*u^6 + 3*a*u^8 + 7*b*u^8 + 3*a*b^2*u^8 + 4*b^3*u^8 + a*u^10 + 2*b*u^10 + a*b^2*u^10 + b^3*u^10", "b - 2*b^2 + b^3 - b^4 - a*u^2 - 2*b*u^2 - a*b^2*u^2 - b^3*u^2 - 2*a*u^4 - 5*b*u^4 - 2*a*b^2*u^4 - 3*b^3*u^4 - 3*a*u^6 - 7*b*u^6 - 3*a*b^2*u^6 - 4*b^3*u^6 - 2*a*u^8 - 5*b*u^8 - 2*a*b^2*u^8 - 3*b^3*u^8 - a*u^10 - 2*b*u^10 - a*b^2*u^10 - b^3*u^10" ], "TimingForPrimaryIdeals":0.186645 }, "v":{ "CheckEq":[ "b^2", "b - 2*b^2 + b^3 - b^4", "1 + a*b - v + b^2*v^2", "-1 + a + b - 2*a*b - b^2 + a*b^2 - a*b^3 + b*v^2 + b^3*v^2" ], "TimingForPrimaryIdeals":9.741e-2 }, "PrimaryIdeals":[ { "IdealName":"J11a_4_0", "Generators":[ "7 + 4*b - 48*u + 117*u^2 - 216*u^3 + 401*u^4 - 674*u^5 + 1012*u^6 - 1374*u^7 + 1375*u^8 - 642*u^9 - 1619*u^10 + 6868*u^11 - 15912*u^12 + 29398*u^13 - 47250*u^14 + 66013*u^15 - 81556*u^16 + 84705*u^17 - 64261*u^18 + 8127*u^19 + 97000*u^20 - 260856*u^21 + 486400*u^22 - 772520*u^23 + 1103636*u^24 - 1461352*u^25 + 1816604*u^26 - 2139056*u^27 + 2399240*u^28 - 2573672*u^29 + 2645104*u^30 - 2613400*u^31 + 2480103*u^32 - 2267672*u^33 + 1994149*u^34 - 1689680*u^35 + 1377333*u^36 - 1080642*u^37 + 814172*u^38 - 590054*u^39 + 408237*u^40 - 272098*u^41 + 171003*u^42 - 104076*u^43 + 58420*u^44 - 32094*u^45 + 15670*u^46 - 7625*u^47 + 3097*u^48 - 1293*u^49 + 400*u^50 - 135*u^51 + 25*u^52 - 6*u^53", "17 + 4*a - 35*u + 57*u^2 - 89*u^3 + 157*u^4 - 227*u^5 + 232*u^6 - 246*u^7 - 137*u^8 + 843*u^9 - 2101*u^10 + 4927*u^11 - 7358*u^12 + 11026*u^13 - 13996*u^14 + 13113*u^15 - 10505*u^16 - 1247*u^17 + 21192*u^18 - 47084*u^19 + 88983*u^20 - 128806*u^21 + 177848*u^22 - 222008*u^23 + 252684*u^24 - 277708*u^25 + 274756*u^26 - 256572*u^27 + 222408*u^28 - 161520*u^29 + 109056*u^30 - 35112*u^31 - 18847*u^32 + 71677*u^33 - 109471*u^34 + 128095*u^35 - 138383*u^36 + 132281*u^37 - 117272*u^38 + 102762*u^39 - 75903*u^40 + 63493*u^41 - 38887*u^42 + 31449*u^43 - 15814*u^44 + 12314*u^45 - 5000*u^46 + 3687*u^47 - 1168*u^48 + 794*u^49 - 181*u^50 + 109*u^51 - 14*u^52 + 7*u^53", "1 - 5*u + 14*u^2 - 29*u^3 + 56*u^4 - 95*u^5 + 151*u^6 - 218*u^7 + 247*u^8 - 201*u^9 - 64*u^10 + 733*u^11 - 1951*u^12 + 4008*u^13 - 6800*u^14 + 10135*u^15 - 13449*u^16 + 15284*u^17 - 14240*u^18 + 7897*u^19 + 6136*u^20 - 29539*u^21 + 64494*u^22 - 110432*u^23 + 166660*u^24 - 230284*u^25 + 296432*u^26 - 360772*u^27 + 416756*u^28 - 459784*u^29 + 486176*u^30 - 492832*u^31 + 481153*u^32 - 451389*u^33 + 408302*u^34 - 355645*u^35 + 298300*u^36 - 241203*u^37 + 187459*u^38 - 140210*u^39 + 100761*u^40 - 69211*u^41 + 45816*u^42 - 28569*u^43 + 17307*u^44 - 9628*u^45 + 5280*u^46 - 2551*u^47 + 1244*u^48 - 499*u^49 + 210*u^50 - 64*u^51 + 22*u^52 - 4*u^53 + u^54" ], "VariableOrder":[ "b", "a", "u" ], "Characteristic":0, "KnownGroebner":[], "Status":[ "vCompNormalize" ], "MonomialOrder":"lex", "IsHomogeneous":false, "IsZeroDim":true, "IdealDimension":0, "Timings":{ "TimingGroebner":9.0779e-2, "TimingZeroDimVars":0.163364, "TimingmagmaVCompNormalize":0.164494, "TimingNumberOfSols":0.695636, "TimingIsRadical":9.0587e-2, "TimingArcColoring":0.107741, "TimingObstruction":0.494636, "TimingComplexVolumeN":5.4943013e1, "TimingaCuspShapeN":0.740217, "TiminguValues":0.79342, "TiminguPolysN":0.521926, "TiminguPolys":1.296689, "TimingaCuspShape":0.27804, "TimingRepresentationsN":0.684261, "TiminguValues_ij":0.351776, "TiminguPoly_ij":5.944847, "TiminguPolys_ij_N":1.231286 }, "ZeroDimensionalVars":[ "b", "a", "u" ], "NumberOfSols":54, "IsRadical":true, "ArcColoring":[ "{1, 0}", [ 1, "-u^2" ], [ "1 + u^2", "-u^2" ], [ "-u", "u + u^3" ], [ 0, "u" ], [ "-u - 2*u^3 - u^5", "u + u^3 + u^5" ], [ "(1 - 43*u + 125*u^2 - 245*u^3 + 473*u^4 - 779*u^5 + 1312*u^6 - 1814*u^7 + 2015*u^8 - 1645*u^9 - 1001*u^10 + 6459*u^11 - 17410*u^12 + 34882*u^13 - 57120*u^14 + 84821*u^15 - 108497*u^16 + 119109*u^17 - 105388*u^18 + 41612*u^19 + 77431*u^20 - 278182*u^21 + 562584*u^22 - 925688*u^23 + 1364924*u^24 - 1838740*u^25 + 2323660*u^26 - 2776428*u^27 + 3143952*u^28 - 3415968*u^29 + 3537480*u^30 - 3529672*u^31 + 3377025*u^32 - 3109227*u^33 + 2758245*u^34 - 2350349*u^35 + 1930717*u^36 - 1525343*u^37 + 1154304*u^38 - 845510*u^39 + 584569*u^40 - 395875*u^41 + 247165*u^42 - 153683*u^43 + 85246*u^44 - 48054*u^45 + 23100*u^46 - 11557*u^47 + 4616*u^48 - 1978*u^49 + 603*u^50 - 207*u^51 + 38*u^52 - 9*u^53)\/4", "(-9 + 44*u - 83*u^2 + 136*u^3 - 259*u^4 + 382*u^5 - 580*u^6 + 650*u^7 - 409*u^8 - 206*u^9 + 2221*u^10 - 5596*u^11 + 11100*u^12 - 18662*u^13 + 26318*u^14 - 34095*u^15 + 36220*u^16 - 29059*u^17 + 9051*u^18 + 34315*u^19 - 96836*u^20 + 188420*u^21 - 302264*u^22 + 431304*u^23 - 574252*u^24 + 707632*u^25 - 829148*u^26 + 923288*u^27 - 974376*u^28 + 994104*u^29 - 959616*u^30 + 898008*u^31 - 800705*u^32 + 685476*u^33 - 565491*u^34 + 442560*u^35 - 334351*u^36 + 240110*u^37 - 161788*u^38 + 107586*u^39 - 61339*u^40 + 38330*u^41 - 16469*u^42 + 9956*u^43 - 2080*u^44 + 1406*u^45 + 534*u^46 - 141*u^47 + 361*u^48 - 125*u^49 + 88*u^50 - 27*u^51 + 9*u^52 - 2*u^53)\/4" ], [ "(-17 + 35*u - 57*u^2 + 89*u^3 - 157*u^4 + 227*u^5 - 232*u^6 + 246*u^7 + 137*u^8 - 843*u^9 + 2101*u^10 - 4927*u^11 + 7358*u^12 - 11026*u^13 + 13996*u^14 - 13113*u^15 + 10505*u^16 + 1247*u^17 - 21192*u^18 + 47084*u^19 - 88983*u^20 + 128806*u^21 - 177848*u^22 + 222008*u^23 - 252684*u^24 + 277708*u^25 - 274756*u^26 + 256572*u^27 - 222408*u^28 + 161520*u^29 - 109056*u^30 + 35112*u^31 + 18847*u^32 - 71677*u^33 + 109471*u^34 - 128095*u^35 + 138383*u^36 - 132281*u^37 + 117272*u^38 - 102762*u^39 + 75903*u^40 - 63493*u^41 + 38887*u^42 - 31449*u^43 + 15814*u^44 - 12314*u^45 + 5000*u^46 - 3687*u^47 + 1168*u^48 - 794*u^49 + 181*u^50 - 109*u^51 + 14*u^52 - 7*u^53)\/4", "(-7 + 48*u - 117*u^2 + 216*u^3 - 401*u^4 + 674*u^5 - 1012*u^6 + 1374*u^7 - 1375*u^8 + 642*u^9 + 1619*u^10 - 6868*u^11 + 15912*u^12 - 29398*u^13 + 47250*u^14 - 66013*u^15 + 81556*u^16 - 84705*u^17 + 64261*u^18 - 8127*u^19 - 97000*u^20 + 260856*u^21 - 486400*u^22 + 772520*u^23 - 1103636*u^24 + 1461352*u^25 - 1816604*u^26 + 2139056*u^27 - 2399240*u^28 + 2573672*u^29 - 2645104*u^30 + 2613400*u^31 - 2480103*u^32 + 2267672*u^33 - 1994149*u^34 + 1689680*u^35 - 1377333*u^36 + 1080642*u^37 - 814172*u^38 + 590054*u^39 - 408237*u^40 + 272098*u^41 - 171003*u^42 + 104076*u^43 - 58420*u^44 + 32094*u^45 - 15670*u^46 + 7625*u^47 - 3097*u^48 + 1293*u^49 - 400*u^50 + 135*u^51 - 25*u^52 + 6*u^53)\/4" ], [ "(-9 + 34*u - 102*u^2 + 205*u^3 - 342*u^4 + 632*u^5 - 942*u^6 + 1284*u^7 - 1495*u^8 + 792*u^9 + 1022*u^10 - 5597*u^11 + 14113*u^12 - 26518*u^13 + 44009*u^14 - 63026*u^15 + 79344*u^16 - 86483*u^17 + 70499*u^18 - 22642*u^19 - 72680*u^20 + 225940*u^21 - 439260*u^22 + 716436*u^23 - 1040706*u^24 + 1395864*u^25 - 1756276*u^26 + 2086176*u^27 - 2363202*u^28 + 2554460*u^29 - 2647154*u^30 + 2635340*u^31 - 2519173*u^32 + 2320950*u^33 - 2055602*u^34 + 1754361*u^35 - 1441410*u^36 + 1138200*u^37 - 865670*u^38 + 630800*u^39 - 441445*u^40 + 295616*u^41 - 188318*u^42 + 115145*u^43 - 65645*u^44 + 36270*u^45 - 18017*u^46 + 8842*u^47 - 3659*u^48 + 1549*u^49 - 489*u^50 + 169*u^51 - 32*u^52 + 8*u^53)\/2", "(10 - 39*u + 116*u^2 - 207*u^3 + 374*u^4 - 679*u^5 + 972*u^6 - 1372*u^7 + 1428*u^8 - 607*u^9 - 1450*u^10 + 6789*u^11 - 15616*u^12 + 28926*u^13 - 46730*u^14 + 64990*u^15 - 80435*u^16 + 83608*u^17 - 62703*u^18 + 8201*u^19 + 96885*u^20 - 257510*u^21 + 480256*u^22 - 762368*u^23 + 1087240*u^24 - 1439884*u^25 + 1788344*u^26 - 2103900*u^27 + 2360632*u^28 - 2527952*u^29 + 2600112*u^30 - 2564944*u^31 + 2434702*u^32 - 2224511*u^33 + 1955004*u^34 - 1656303*u^35 + 1349102*u^36 - 1057683*u^37 + 797484*u^38 - 575924*u^39 + 400312*u^40 - 264445*u^41 + 168054*u^42 - 100541*u^43 + 57592*u^44 - 30754*u^45 + 15506*u^46 - 7226*u^47 + 3077*u^48 - 1205*u^49 + 399*u^50 - 122*u^51 + 25*u^52 - 5*u^53)\/4" ], [ "(-12 + 41*u - 144*u^2 + 295*u^3 - 478*u^4 + 941*u^5 - 1360*u^6 + 1940*u^7 - 2354*u^8 + 1365*u^9 + 922*u^10 - 7433*u^11 + 19706*u^12 - 37582*u^13 + 63968*u^14 - 92642*u^15 + 118713*u^16 - 132722*u^17 + 113211*u^18 - 48211*u^19 - 86723*u^20 + 309066*u^21 - 620736*u^22 + 1032424*u^23 - 1517608*u^24 + 2053956*u^25 - 2605216*u^26 + 3114036*u^27 - 3549168*u^28 + 3858120*u^29 - 4017456*u^30 + 4021352*u^31 - 3860704*u^32 + 3574881*u^33 - 3180412*u^34 + 2726503*u^35 - 2251202*u^36 + 1785161*u^37 - 1364576*u^38 + 999188*u^39 - 702230*u^40 + 473511*u^41 - 302314*u^42 + 186833*u^43 - 106386*u^44 + 59754*u^45 - 29504*u^46 + 14838*u^47 - 6065*u^48 + 2661*u^49 - 823*u^50 + 300*u^51 - 55*u^52 + 15*u^53)\/4", "(14 - 55*u + 156*u^2 - 271*u^3 + 506*u^4 - 903*u^5 + 1256*u^6 - 1828*u^7 + 1760*u^8 - 695*u^9 - 2042*u^10 + 9333*u^11 - 20512*u^12 + 38014*u^13 - 60890*u^14 + 83418*u^15 - 103427*u^16 + 105268*u^17 - 77335*u^18 + 6021*u^19 + 131461*u^20 - 336438*u^21 + 622596*u^22 - 980992*u^23 + 1391320*u^24 - 1837276*u^25 + 2271624*u^26 - 2665868*u^27 + 2981944*u^28 - 3183664*u^29 + 3267632*u^30 - 3213008*u^31 + 3043694*u^32 - 2773007*u^33 + 2430720*u^34 - 2054671*u^35 + 1668218*u^36 - 1305011*u^37 + 980876*u^38 - 706044*u^39 + 489844*u^40 - 321637*u^41 + 204594*u^42 - 121085*u^43 + 69736*u^44 - 36578*u^45 + 18658*u^46 - 8454*u^47 + 3673*u^48 - 1377*u^49 + 471*u^50 - 134*u^51 + 29*u^52 - 5*u^53)\/4" ], [ "(-5*u + 4*u^2 - u^3 + 32*u^4 - 27*u^5 + 48*u^6 - 88*u^7 + 90*u^8 - 81*u^9 + 34*u^10 + 175*u^11 - 592*u^12 + 1184*u^13 - 2232*u^14 + 3384*u^15 - 4519*u^16 + 5546*u^17 - 5219*u^18 + 3475*u^19 + 797*u^20 - 8814*u^21 + 19928*u^22 - 35752*u^23 + 54752*u^24 - 76156*u^25 + 99376*u^26 - 120900*u^27 + 140496*u^28 - 155360*u^29 + 163928*u^30 - 166888*u^31 + 162016*u^32 - 152249*u^33 + 137124*u^34 - 118929*u^35 + 99592*u^36 - 79779*u^37 + 61832*u^38 - 45848*u^39 + 32530*u^40 - 22383*u^41 + 14298*u^42 - 9135*u^43 + 5136*u^44 - 3036*u^45 + 1456*u^46 - 788*u^47 + 307*u^48 - 149*u^49 + 43*u^50 - 18*u^51 + 3*u^52 - u^53)\/4", "(-1 + 9*u - 13*u^2 + 29*u^3 - 63*u^4 + 75*u^5 - 136*u^6 + 186*u^7 - 167*u^8 + 123*u^9 + 141*u^10 - 763*u^11 + 1776*u^12 - 3416*u^13 + 5616*u^14 - 7903*u^15 + 10065*u^16 - 10765*u^17 + 8694*u^18 - 2678*u^19 - 9611*u^20 + 28742*u^21 - 55680*u^22 + 90504*u^23 - 130908*u^24 + 175532*u^25 - 220276*u^26 + 261396*u^27 - 295856*u^28 + 319288*u^29 - 330816*u^30 + 328904*u^31 - 314265*u^32 + 289373*u^33 - 256053*u^34 + 218521*u^35 - 179371*u^36 + 141611*u^37 - 107680*u^38 + 78378*u^39 - 54913*u^40 + 36681*u^41 - 23433*u^42 + 14271*u^43 - 8172*u^44 + 4492*u^45 - 2244*u^46 + 1095*u^47 - 456*u^48 + 192*u^49 - 61*u^50 + 21*u^51 - 4*u^52 + u^53)\/4" ] ], "Obstruction":-1, "ComplexVolumeN":[ "-1.03201 - 1.50079*I", "-1.03201 + 1.50079*I", "1.52357 - 3.40391*I", "1.52357 + 3.40391*I", "-8.53853 - 8.83927*I", "-8.53853 + 8.83927*I", "0.88913 - 1.37469*I", "0.88913 + 1.37469*I", "-8.94569 - 2.41782*I", "-8.94569 + 2.41782*I", "-5.15771 - 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0.14808*I" ], "uPolysN":[ "1 + 5*u + 14*u^2 + 29*u^3 + 56*u^4 + 95*u^5 + 151*u^6 + 218*u^7 + 247*u^8 + 201*u^9 - 64*u^10 - 733*u^11 - 1951*u^12 - 4008*u^13 - 6800*u^14 - 10135*u^15 - 13449*u^16 - 15284*u^17 - 14240*u^18 - 7897*u^19 + 6136*u^20 + 29539*u^21 + 64494*u^22 + 110432*u^23 + 166660*u^24 + 230284*u^25 + 296432*u^26 + 360772*u^27 + 416756*u^28 + 459784*u^29 + 486176*u^30 + 492832*u^31 + 481153*u^32 + 451389*u^33 + 408302*u^34 + 355645*u^35 + 298300*u^36 + 241203*u^37 + 187459*u^38 + 140210*u^39 + 100761*u^40 + 69211*u^41 + 45816*u^42 + 28569*u^43 + 17307*u^44 + 9628*u^45 + 5280*u^46 + 2551*u^47 + 1244*u^48 + 499*u^49 + 210*u^50 + 64*u^51 + 22*u^52 + 4*u^53 + u^54", "1 + 3*u + 18*u^2 + 79*u^3 + 168*u^4 + 21*u^5 - 977*u^6 - 3922*u^7 - 8681*u^8 - 6093*u^9 + 27212*u^10 + 94229*u^11 + 104113*u^12 - 98764*u^13 - 450568*u^14 - 392645*u^15 + 701289*u^16 + 2305396*u^17 + 2291294*u^18 - 795823*u^19 - 3805958*u^20 + 1461869*u^21 + 21409494*u^22 + 51365568*u^23 + 75782668*u^24 + 83243236*u^25 + 83987024*u^26 + 108835772*u^27 + 183663180*u^28 + 300908088*u^29 + 418349400*u^30 + 491392640*u^31 + 510976801*u^32 + 511248995*u^33 + 538960530*u^34 + 612042515*u^35 + 703168404*u^36 + 759780617*u^37 + 741015687*u^38 + 642148298*u^39 + 492402945*u^40 + 334016421*u^41 + 200480732*u^42 + 106402307*u^43 + 49829251*u^44 + 20510040*u^45 + 7374732*u^46 + 2296141*u^47 + 611442*u^48 + 136861*u^49 + 25116*u^50 + 3640*u^51 + 392*u^52 + 28*u^53 + u^54", "64 + 96*u - 352*u^2 - 672*u^3 + 1088*u^4 + 2816*u^5 - 1691*u^6 - 7664*u^7 + 514*u^8 + 14410*u^9 + 5008*u^10 - 16886*u^11 - 16048*u^12 + 6558*u^13 + 33295*u^14 + 20714*u^15 - 56104*u^16 - 61486*u^17 + 68847*u^18 + 107282*u^19 - 33503*u^20 - 140303*u^21 - 65544*u^22 + 122708*u^23 + 157742*u^24 - 28880*u^25 - 135584*u^26 - 93008*u^27 - 336*u^28 + 146362*u^29 + 121512*u^30 - 97710*u^31 - 128388*u^32 + 12526*u^33 + 54260*u^34 + 33268*u^35 + 9876*u^36 - 29004*u^37 - 25229*u^38 + 8394*u^39 + 12892*u^40 + 3384*u^41 - 994*u^42 - 4628*u^43 - 2504*u^44 + 2386*u^45 + 1723*u^46 - 748*u^47 - 612*u^48 + 150*u^49 + 133*u^50 - 18*u^51 - 17*u^52 + u^53 + u^54", "1 + 5*u + 14*u^2 + 29*u^3 + 56*u^4 + 95*u^5 + 151*u^6 + 218*u^7 + 247*u^8 + 201*u^9 - 64*u^10 - 733*u^11 - 1951*u^12 - 4008*u^13 - 6800*u^14 - 10135*u^15 - 13449*u^16 - 15284*u^17 - 14240*u^18 - 7897*u^19 + 6136*u^20 + 29539*u^21 + 64494*u^22 + 110432*u^23 + 166660*u^24 + 230284*u^25 + 296432*u^26 + 360772*u^27 + 416756*u^28 + 459784*u^29 + 486176*u^30 + 492832*u^31 + 481153*u^32 + 451389*u^33 + 408302*u^34 + 355645*u^35 + 298300*u^36 + 241203*u^37 + 187459*u^38 + 140210*u^39 + 100761*u^40 + 69211*u^41 + 45816*u^42 + 28569*u^43 + 17307*u^44 + 9628*u^45 + 5280*u^46 + 2551*u^47 + 1244*u^48 + 499*u^49 + 210*u^50 + 64*u^51 + 22*u^52 + 4*u^53 + u^54", "193 - 713*u + 1874*u^2 - 2373*u^3 + 2760*u^4 - 9987*u^5 + 19955*u^6 - 21734*u^7 - 4029*u^8 + 37551*u^9 + 26256*u^10 - 63787*u^11 - 101131*u^12 + 11972*u^13 + 502884*u^14 - 253923*u^15 - 1210195*u^16 + 1101890*u^17 + 1967054*u^18 - 2205881*u^19 - 2458618*u^20 + 2540021*u^21 + 2568574*u^22 - 1620824*u^23 - 2151728*u^24 + 51016*u^25 + 1230884*u^26 + 1060336*u^27 - 143228*u^28 - 1214040*u^29 - 599176*u^30 + 735922*u^31 + 765269*u^32 - 211433*u^33 - 535554*u^34 - 60629*u^35 + 238404*u^36 + 107903*u^37 - 57061*u^38 - 67652*u^39 - 4459*u^40 + 26701*u^41 + 10148*u^42 - 6647*u^43 - 4529*u^44 + 580*u^45 + 1202*u^46 + 293*u^47 - 218*u^48 - 153*u^49 + 36*u^50 + 34*u^51 - 6*u^52 - 4*u^53 + u^54", "1 - 2*u + 4*u^2 + 4*u^3 - 33*u^4 - 20*u^5 + 143*u^6 + 126*u^7 - 421*u^8 - 598*u^9 + 954*u^10 + 1888*u^11 - 1476*u^12 - 4650*u^13 + 1344*u^14 + 9189*u^15 + 587*u^16 - 15384*u^17 - 5060*u^18 + 22035*u^19 + 12429*u^20 - 27917*u^21 - 21458*u^22 + 31468*u^23 + 30544*u^24 - 32544*u^25 - 37000*u^26 + 30996*u^27 + 39508*u^28 - 27956*u^29 - 37084*u^30 + 23660*u^31 + 31093*u^32 - 19082*u^33 - 22976*u^34 + 14244*u^35 + 15127*u^36 - 9924*u^37 - 8653*u^38 + 6198*u^39 + 4349*u^40 - 3522*u^41 - 1818*u^42 + 1728*u^43 + 644*u^44 - 754*u^45 - 160*u^46 + 267*u^47 + 28*u^48 - 82*u^49 + 4*u^50 + 17*u^51 - 2*u^52 - 3*u^53 + u^54", "64 + 96*u - 352*u^2 - 672*u^3 + 1088*u^4 + 2816*u^5 - 1691*u^6 - 7664*u^7 + 514*u^8 + 14410*u^9 + 5008*u^10 - 16886*u^11 - 16048*u^12 + 6558*u^13 + 33295*u^14 + 20714*u^15 - 56104*u^16 - 61486*u^17 + 68847*u^18 + 107282*u^19 - 33503*u^20 - 140303*u^21 - 65544*u^22 + 122708*u^23 + 157742*u^24 - 28880*u^25 - 135584*u^26 - 93008*u^27 - 336*u^28 + 146362*u^29 + 121512*u^30 - 97710*u^31 - 128388*u^32 + 12526*u^33 + 54260*u^34 + 33268*u^35 + 9876*u^36 - 29004*u^37 - 25229*u^38 + 8394*u^39 + 12892*u^40 + 3384*u^41 - 994*u^42 - 4628*u^43 - 2504*u^44 + 2386*u^45 + 1723*u^46 - 748*u^47 - 612*u^48 + 150*u^49 + 133*u^50 - 18*u^51 - 17*u^52 + u^53 + u^54", "1 + 4*u - 34*u^2 - 74*u^3 + 2055*u^4 - 14698*u^5 + 70291*u^6 - 265990*u^7 + 859599*u^8 - 2473960*u^9 + 6491548*u^10 - 15734378*u^11 + 35526444*u^12 - 75216546*u^13 + 150163622*u^14 - 283976677*u^15 + 510431143*u^16 - 874001114*u^17 + 1427519012*u^18 - 2225353289*u^19 + 3311051289*u^20 - 4699992041*u^21 + 6360282390*u^22 - 8198110760*u^23 + 10055380652*u^24 - 11725757872*u^25 + 12989725456*u^26 - 13661395672*u^27 + 13633441816*u^28 - 12905074920*u^29 + 11583091600*u^30 - 9855519312*u^31 + 7947084641*u^32 - 6071204560*u^33 + 4392511114*u^34 - 3008194782*u^35 + 1948833355*u^36 - 1193332078*u^37 + 689942275*u^38 - 376151098*u^39 + 193067025*u^40 - 93107312*u^41 + 42085156*u^42 - 17775942*u^43 + 6990280*u^44 - 2547382*u^45 + 855382*u^46 - 262667*u^47 + 73084*u^48 - 18174*u^49 + 3974*u^50 - 741*u^51 + 114*u^52 - 13*u^53 + u^54", "1 - 2*u + 4*u^2 + 4*u^3 - 33*u^4 - 20*u^5 + 143*u^6 + 126*u^7 - 421*u^8 - 598*u^9 + 954*u^10 + 1888*u^11 - 1476*u^12 - 4650*u^13 + 1344*u^14 + 9189*u^15 + 587*u^16 - 15384*u^17 - 5060*u^18 + 22035*u^19 + 12429*u^20 - 27917*u^21 - 21458*u^22 + 31468*u^23 + 30544*u^24 - 32544*u^25 - 37000*u^26 + 30996*u^27 + 39508*u^28 - 27956*u^29 - 37084*u^30 + 23660*u^31 + 31093*u^32 - 19082*u^33 - 22976*u^34 + 14244*u^35 + 15127*u^36 - 9924*u^37 - 8653*u^38 + 6198*u^39 + 4349*u^40 - 3522*u^41 - 1818*u^42 + 1728*u^43 + 644*u^44 - 754*u^45 - 160*u^46 + 267*u^47 + 28*u^48 - 82*u^49 + 4*u^50 + 17*u^51 - 2*u^52 - 3*u^53 + u^54", "1 + 4*u - 34*u^2 - 74*u^3 + 2055*u^4 - 14698*u^5 + 70291*u^6 - 265990*u^7 + 859599*u^8 - 2473960*u^9 + 6491548*u^10 - 15734378*u^11 + 35526444*u^12 - 75216546*u^13 + 150163622*u^14 - 283976677*u^15 + 510431143*u^16 - 874001114*u^17 + 1427519012*u^18 - 2225353289*u^19 + 3311051289*u^20 - 4699992041*u^21 + 6360282390*u^22 - 8198110760*u^23 + 10055380652*u^24 - 11725757872*u^25 + 12989725456*u^26 - 13661395672*u^27 + 13633441816*u^28 - 12905074920*u^29 + 11583091600*u^30 - 9855519312*u^31 + 7947084641*u^32 - 6071204560*u^33 + 4392511114*u^34 - 3008194782*u^35 + 1948833355*u^36 - 1193332078*u^37 + 689942275*u^38 - 376151098*u^39 + 193067025*u^40 - 93107312*u^41 + 42085156*u^42 - 17775942*u^43 + 6990280*u^44 - 2547382*u^45 + 855382*u^46 - 262667*u^47 + 73084*u^48 - 18174*u^49 + 3974*u^50 - 741*u^51 + 114*u^52 - 13*u^53 + u^54", "1 + 4*u - 34*u^2 - 74*u^3 + 2055*u^4 - 14698*u^5 + 70291*u^6 - 265990*u^7 + 859599*u^8 - 2473960*u^9 + 6491548*u^10 - 15734378*u^11 + 35526444*u^12 - 75216546*u^13 + 150163622*u^14 - 283976677*u^15 + 510431143*u^16 - 874001114*u^17 + 1427519012*u^18 - 2225353289*u^19 + 3311051289*u^20 - 4699992041*u^21 + 6360282390*u^22 - 8198110760*u^23 + 10055380652*u^24 - 11725757872*u^25 + 12989725456*u^26 - 13661395672*u^27 + 13633441816*u^28 - 12905074920*u^29 + 11583091600*u^30 - 9855519312*u^31 + 7947084641*u^32 - 6071204560*u^33 + 4392511114*u^34 - 3008194782*u^35 + 1948833355*u^36 - 1193332078*u^37 + 689942275*u^38 - 376151098*u^39 + 193067025*u^40 - 93107312*u^41 + 42085156*u^42 - 17775942*u^43 + 6990280*u^44 - 2547382*u^45 + 855382*u^46 - 262667*u^47 + 73084*u^48 - 18174*u^49 + 3974*u^50 - 741*u^51 + 114*u^52 - 13*u^53 + u^54" ], "uPolys":[ "1 + 5*u + 14*u^2 + 29*u^3 + 56*u^4 + 95*u^5 + 151*u^6 + 218*u^7 + 247*u^8 + 201*u^9 - 64*u^10 - 733*u^11 - 1951*u^12 - 4008*u^13 - 6800*u^14 - 10135*u^15 - 13449*u^16 - 15284*u^17 - 14240*u^18 - 7897*u^19 + 6136*u^20 + 29539*u^21 + 64494*u^22 + 110432*u^23 + 166660*u^24 + 230284*u^25 + 296432*u^26 + 360772*u^27 + 416756*u^28 + 459784*u^29 + 486176*u^30 + 492832*u^31 + 481153*u^32 + 451389*u^33 + 408302*u^34 + 355645*u^35 + 298300*u^36 + 241203*u^37 + 187459*u^38 + 140210*u^39 + 100761*u^40 + 69211*u^41 + 45816*u^42 + 28569*u^43 + 17307*u^44 + 9628*u^45 + 5280*u^46 + 2551*u^47 + 1244*u^48 + 499*u^49 + 210*u^50 + 64*u^51 + 22*u^52 + 4*u^53 + u^54", "1 + 3*u + 18*u^2 + 79*u^3 + 168*u^4 + 21*u^5 - 977*u^6 - 3922*u^7 - 8681*u^8 - 6093*u^9 + 27212*u^10 + 94229*u^11 + 104113*u^12 - 98764*u^13 - 450568*u^14 - 392645*u^15 + 701289*u^16 + 2305396*u^17 + 2291294*u^18 - 795823*u^19 - 3805958*u^20 + 1461869*u^21 + 21409494*u^22 + 51365568*u^23 + 75782668*u^24 + 83243236*u^25 + 83987024*u^26 + 108835772*u^27 + 183663180*u^28 + 300908088*u^29 + 418349400*u^30 + 491392640*u^31 + 510976801*u^32 + 511248995*u^33 + 538960530*u^34 + 612042515*u^35 + 703168404*u^36 + 759780617*u^37 + 741015687*u^38 + 642148298*u^39 + 492402945*u^40 + 334016421*u^41 + 200480732*u^42 + 106402307*u^43 + 49829251*u^44 + 20510040*u^45 + 7374732*u^46 + 2296141*u^47 + 611442*u^48 + 136861*u^49 + 25116*u^50 + 3640*u^51 + 392*u^52 + 28*u^53 + u^54", "64 + 96*u - 352*u^2 - 672*u^3 + 1088*u^4 + 2816*u^5 - 1691*u^6 - 7664*u^7 + 514*u^8 + 14410*u^9 + 5008*u^10 - 16886*u^11 - 16048*u^12 + 6558*u^13 + 33295*u^14 + 20714*u^15 - 56104*u^16 - 61486*u^17 + 68847*u^18 + 107282*u^19 - 33503*u^20 - 140303*u^21 - 65544*u^22 + 122708*u^23 + 157742*u^24 - 28880*u^25 - 135584*u^26 - 93008*u^27 - 336*u^28 + 146362*u^29 + 121512*u^30 - 97710*u^31 - 128388*u^32 + 12526*u^33 + 54260*u^34 + 33268*u^35 + 9876*u^36 - 29004*u^37 - 25229*u^38 + 8394*u^39 + 12892*u^40 + 3384*u^41 - 994*u^42 - 4628*u^43 - 2504*u^44 + 2386*u^45 + 1723*u^46 - 748*u^47 - 612*u^48 + 150*u^49 + 133*u^50 - 18*u^51 - 17*u^52 + u^53 + u^54", "1 + 5*u + 14*u^2 + 29*u^3 + 56*u^4 + 95*u^5 + 151*u^6 + 218*u^7 + 247*u^8 + 201*u^9 - 64*u^10 - 733*u^11 - 1951*u^12 - 4008*u^13 - 6800*u^14 - 10135*u^15 - 13449*u^16 - 15284*u^17 - 14240*u^18 - 7897*u^19 + 6136*u^20 + 29539*u^21 + 64494*u^22 + 110432*u^23 + 166660*u^24 + 230284*u^25 + 296432*u^26 + 360772*u^27 + 416756*u^28 + 459784*u^29 + 486176*u^30 + 492832*u^31 + 481153*u^32 + 451389*u^33 + 408302*u^34 + 355645*u^35 + 298300*u^36 + 241203*u^37 + 187459*u^38 + 140210*u^39 + 100761*u^40 + 69211*u^41 + 45816*u^42 + 28569*u^43 + 17307*u^44 + 9628*u^45 + 5280*u^46 + 2551*u^47 + 1244*u^48 + 499*u^49 + 210*u^50 + 64*u^51 + 22*u^52 + 4*u^53 + u^54", "193 - 713*u + 1874*u^2 - 2373*u^3 + 2760*u^4 - 9987*u^5 + 19955*u^6 - 21734*u^7 - 4029*u^8 + 37551*u^9 + 26256*u^10 - 63787*u^11 - 101131*u^12 + 11972*u^13 + 502884*u^14 - 253923*u^15 - 1210195*u^16 + 1101890*u^17 + 1967054*u^18 - 2205881*u^19 - 2458618*u^20 + 2540021*u^21 + 2568574*u^22 - 1620824*u^23 - 2151728*u^24 + 51016*u^25 + 1230884*u^26 + 1060336*u^27 - 143228*u^28 - 1214040*u^29 - 599176*u^30 + 735922*u^31 + 765269*u^32 - 211433*u^33 - 535554*u^34 - 60629*u^35 + 238404*u^36 + 107903*u^37 - 57061*u^38 - 67652*u^39 - 4459*u^40 + 26701*u^41 + 10148*u^42 - 6647*u^43 - 4529*u^44 + 580*u^45 + 1202*u^46 + 293*u^47 - 218*u^48 - 153*u^49 + 36*u^50 + 34*u^51 - 6*u^52 - 4*u^53 + u^54", "1 - 2*u + 4*u^2 + 4*u^3 - 33*u^4 - 20*u^5 + 143*u^6 + 126*u^7 - 421*u^8 - 598*u^9 + 954*u^10 + 1888*u^11 - 1476*u^12 - 4650*u^13 + 1344*u^14 + 9189*u^15 + 587*u^16 - 15384*u^17 - 5060*u^18 + 22035*u^19 + 12429*u^20 - 27917*u^21 - 21458*u^22 + 31468*u^23 + 30544*u^24 - 32544*u^25 - 37000*u^26 + 30996*u^27 + 39508*u^28 - 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64*u^10 - 733*u^11 - 1951*u^12 - 4008*u^13 - 6800*u^14 - 10135*u^15 - 13449*u^16 - 15284*u^17 - 14240*u^18 - 7897*u^19 + 6136*u^20 + 29539*u^21 + 64494*u^22 + 110432*u^23 + 166660*u^24 + 230284*u^25 + 296432*u^26 + 360772*u^27 + 416756*u^28 + 459784*u^29 + 486176*u^30 + 492832*u^31 + 481153*u^32 + 451389*u^33 + 408302*u^34 + 355645*u^35 + 298300*u^36 + 241203*u^37 + 187459*u^38 + 140210*u^39 + 100761*u^40 + 69211*u^41 + 45816*u^42 + 28569*u^43 + 17307*u^44 + 9628*u^45 + 5280*u^46 + 2551*u^47 + 1244*u^48 + 499*u^49 + 210*u^50 + 64*u^51 + 22*u^52 + 4*u^53 + u^54)", "(1 + u + u^2)^3*(1 + 3*u + 18*u^2 + 79*u^3 + 168*u^4 + 21*u^5 - 977*u^6 - 3922*u^7 - 8681*u^8 - 6093*u^9 + 27212*u^10 + 94229*u^11 + 104113*u^12 - 98764*u^13 - 450568*u^14 - 392645*u^15 + 701289*u^16 + 2305396*u^17 + 2291294*u^18 - 795823*u^19 - 3805958*u^20 + 1461869*u^21 + 21409494*u^22 + 51365568*u^23 + 75782668*u^24 + 83243236*u^25 + 83987024*u^26 + 108835772*u^27 + 183663180*u^28 + 300908088*u^29 + 418349400*u^30 + 491392640*u^31 + 510976801*u^32 + 511248995*u^33 + 538960530*u^34 + 612042515*u^35 + 703168404*u^36 + 759780617*u^37 + 741015687*u^38 + 642148298*u^39 + 492402945*u^40 + 334016421*u^41 + 200480732*u^42 + 106402307*u^43 + 49829251*u^44 + 20510040*u^45 + 7374732*u^46 + 2296141*u^47 + 611442*u^48 + 136861*u^49 + 25116*u^50 + 3640*u^51 + 392*u^52 + 28*u^53 + u^54)", "u^6*(64 + 96*u - 352*u^2 - 672*u^3 + 1088*u^4 + 2816*u^5 - 1691*u^6 - 7664*u^7 + 514*u^8 + 14410*u^9 + 5008*u^10 - 16886*u^11 - 16048*u^12 + 6558*u^13 + 33295*u^14 + 20714*u^15 - 56104*u^16 - 61486*u^17 + 68847*u^18 + 107282*u^19 - 33503*u^20 - 140303*u^21 - 65544*u^22 + 122708*u^23 + 157742*u^24 - 28880*u^25 - 135584*u^26 - 93008*u^27 - 336*u^28 + 146362*u^29 + 121512*u^30 - 97710*u^31 - 128388*u^32 + 12526*u^33 + 54260*u^34 + 33268*u^35 + 9876*u^36 - 29004*u^37 - 25229*u^38 + 8394*u^39 + 12892*u^40 + 3384*u^41 - 994*u^42 - 4628*u^43 - 2504*u^44 + 2386*u^45 + 1723*u^46 - 748*u^47 - 612*u^48 + 150*u^49 + 133*u^50 - 18*u^51 - 17*u^52 + u^53 + u^54)", "(1 - u + u^2)^3*(1 + 5*u + 14*u^2 + 29*u^3 + 56*u^4 + 95*u^5 + 151*u^6 + 218*u^7 + 247*u^8 + 201*u^9 - 64*u^10 - 733*u^11 - 1951*u^12 - 4008*u^13 - 6800*u^14 - 10135*u^15 - 13449*u^16 - 15284*u^17 - 14240*u^18 - 7897*u^19 + 6136*u^20 + 29539*u^21 + 64494*u^22 + 110432*u^23 + 166660*u^24 + 230284*u^25 + 296432*u^26 + 360772*u^27 + 416756*u^28 + 459784*u^29 + 486176*u^30 + 492832*u^31 + 481153*u^32 + 451389*u^33 + 408302*u^34 + 355645*u^35 + 298300*u^36 + 241203*u^37 + 187459*u^38 + 140210*u^39 + 100761*u^40 + 69211*u^41 + 45816*u^42 + 28569*u^43 + 17307*u^44 + 9628*u^45 + 5280*u^46 + 2551*u^47 + 1244*u^48 + 499*u^49 + 210*u^50 + 64*u^51 + 22*u^52 + 4*u^53 + u^54)", "(1 + u + u^2)^3*(193 - 713*u + 1874*u^2 - 2373*u^3 + 2760*u^4 - 9987*u^5 + 19955*u^6 - 21734*u^7 - 4029*u^8 + 37551*u^9 + 26256*u^10 - 63787*u^11 - 101131*u^12 + 11972*u^13 + 502884*u^14 - 253923*u^15 - 1210195*u^16 + 1101890*u^17 + 1967054*u^18 - 2205881*u^19 - 2458618*u^20 + 2540021*u^21 + 2568574*u^22 - 1620824*u^23 - 2151728*u^24 + 51016*u^25 + 1230884*u^26 + 1060336*u^27 - 143228*u^28 - 1214040*u^29 - 599176*u^30 + 735922*u^31 + 765269*u^32 - 211433*u^33 - 535554*u^34 - 60629*u^35 + 238404*u^36 + 107903*u^37 - 57061*u^38 - 67652*u^39 - 4459*u^40 + 26701*u^41 + 10148*u^42 - 6647*u^43 - 4529*u^44 + 580*u^45 + 1202*u^46 + 293*u^47 - 218*u^48 - 153*u^49 + 36*u^50 + 34*u^51 - 6*u^52 - 4*u^53 + u^54)", "(1 - u^2 + u^3)^2*(1 - 2*u + 4*u^2 + 4*u^3 - 33*u^4 - 20*u^5 + 143*u^6 + 126*u^7 - 421*u^8 - 598*u^9 + 954*u^10 + 1888*u^11 - 1476*u^12 - 4650*u^13 + 1344*u^14 + 9189*u^15 + 587*u^16 - 15384*u^17 - 5060*u^18 + 22035*u^19 + 12429*u^20 - 27917*u^21 - 21458*u^22 + 31468*u^23 + 30544*u^24 - 32544*u^25 - 37000*u^26 + 30996*u^27 + 39508*u^28 - 27956*u^29 - 37084*u^30 + 23660*u^31 + 31093*u^32 - 19082*u^33 - 22976*u^34 + 14244*u^35 + 15127*u^36 - 9924*u^37 - 8653*u^38 + 6198*u^39 + 4349*u^40 - 3522*u^41 - 1818*u^42 + 1728*u^43 + 644*u^44 - 754*u^45 - 160*u^46 + 267*u^47 + 28*u^48 - 82*u^49 + 4*u^50 + 17*u^51 - 2*u^52 - 3*u^53 + u^54)", "u^6*(64 + 96*u - 352*u^2 - 672*u^3 + 1088*u^4 + 2816*u^5 - 1691*u^6 - 7664*u^7 + 514*u^8 + 14410*u^9 + 5008*u^10 - 16886*u^11 - 16048*u^12 + 6558*u^13 + 33295*u^14 + 20714*u^15 - 56104*u^16 - 61486*u^17 + 68847*u^18 + 107282*u^19 - 33503*u^20 - 140303*u^21 - 65544*u^22 + 122708*u^23 + 157742*u^24 - 28880*u^25 - 135584*u^26 - 93008*u^27 - 336*u^28 + 146362*u^29 + 121512*u^30 - 97710*u^31 - 128388*u^32 + 12526*u^33 + 54260*u^34 + 33268*u^35 + 9876*u^36 - 29004*u^37 - 25229*u^38 + 8394*u^39 + 12892*u^40 + 3384*u^41 - 994*u^42 - 4628*u^43 - 2504*u^44 + 2386*u^45 + 1723*u^46 - 748*u^47 - 612*u^48 + 150*u^49 + 133*u^50 - 18*u^51 - 17*u^52 + u^53 + u^54)", "(1 + 2*u + u^2 + u^3)^2*(1 + 4*u - 34*u^2 - 74*u^3 + 2055*u^4 - 14698*u^5 + 70291*u^6 - 265990*u^7 + 859599*u^8 - 2473960*u^9 + 6491548*u^10 - 15734378*u^11 + 35526444*u^12 - 75216546*u^13 + 150163622*u^14 - 283976677*u^15 + 510431143*u^16 - 874001114*u^17 + 1427519012*u^18 - 2225353289*u^19 + 3311051289*u^20 - 4699992041*u^21 + 6360282390*u^22 - 8198110760*u^23 + 10055380652*u^24 - 11725757872*u^25 + 12989725456*u^26 - 13661395672*u^27 + 13633441816*u^28 - 12905074920*u^29 + 11583091600*u^30 - 9855519312*u^31 + 7947084641*u^32 - 6071204560*u^33 + 4392511114*u^34 - 3008194782*u^35 + 1948833355*u^36 - 1193332078*u^37 + 689942275*u^38 - 376151098*u^39 + 193067025*u^40 - 93107312*u^41 + 42085156*u^42 - 17775942*u^43 + 6990280*u^44 - 2547382*u^45 + 855382*u^46 - 262667*u^47 + 73084*u^48 - 18174*u^49 + 3974*u^50 - 741*u^51 + 114*u^52 - 13*u^53 + u^54)", "(-1 + u^2 + u^3)^2*(1 - 2*u + 4*u^2 + 4*u^3 - 33*u^4 - 20*u^5 + 143*u^6 + 126*u^7 - 421*u^8 - 598*u^9 + 954*u^10 + 1888*u^11 - 1476*u^12 - 4650*u^13 + 1344*u^14 + 9189*u^15 + 587*u^16 - 15384*u^17 - 5060*u^18 + 22035*u^19 + 12429*u^20 - 27917*u^21 - 21458*u^22 + 31468*u^23 + 30544*u^24 - 32544*u^25 - 37000*u^26 + 30996*u^27 + 39508*u^28 - 27956*u^29 - 37084*u^30 + 23660*u^31 + 31093*u^32 - 19082*u^33 - 22976*u^34 + 14244*u^35 + 15127*u^36 - 9924*u^37 - 8653*u^38 + 6198*u^39 + 4349*u^40 - 3522*u^41 - 1818*u^42 + 1728*u^43 + 644*u^44 - 754*u^45 - 160*u^46 + 267*u^47 + 28*u^48 - 82*u^49 + 4*u^50 + 17*u^51 - 2*u^52 - 3*u^53 + u^54)", "(-1 + 2*u - u^2 + u^3)^2*(1 + 4*u - 34*u^2 - 74*u^3 + 2055*u^4 - 14698*u^5 + 70291*u^6 - 265990*u^7 + 859599*u^8 - 2473960*u^9 + 6491548*u^10 - 15734378*u^11 + 35526444*u^12 - 75216546*u^13 + 150163622*u^14 - 283976677*u^15 + 510431143*u^16 - 874001114*u^17 + 1427519012*u^18 - 2225353289*u^19 + 3311051289*u^20 - 4699992041*u^21 + 6360282390*u^22 - 8198110760*u^23 + 10055380652*u^24 - 11725757872*u^25 + 12989725456*u^26 - 13661395672*u^27 + 13633441816*u^28 - 12905074920*u^29 + 11583091600*u^30 - 9855519312*u^31 + 7947084641*u^32 - 6071204560*u^33 + 4392511114*u^34 - 3008194782*u^35 + 1948833355*u^36 - 1193332078*u^37 + 689942275*u^38 - 376151098*u^39 + 193067025*u^40 - 93107312*u^41 + 42085156*u^42 - 17775942*u^43 + 6990280*u^44 - 2547382*u^45 + 855382*u^46 - 262667*u^47 + 73084*u^48 - 18174*u^49 + 3974*u^50 - 741*u^51 + 114*u^52 - 13*u^53 + u^54)", "(-1 + 2*u - u^2 + u^3)^2*(1 + 4*u - 34*u^2 - 74*u^3 + 2055*u^4 - 14698*u^5 + 70291*u^6 - 265990*u^7 + 859599*u^8 - 2473960*u^9 + 6491548*u^10 - 15734378*u^11 + 35526444*u^12 - 75216546*u^13 + 150163622*u^14 - 283976677*u^15 + 510431143*u^16 - 874001114*u^17 + 1427519012*u^18 - 2225353289*u^19 + 3311051289*u^20 - 4699992041*u^21 + 6360282390*u^22 - 8198110760*u^23 + 10055380652*u^24 - 11725757872*u^25 + 12989725456*u^26 - 13661395672*u^27 + 13633441816*u^28 - 12905074920*u^29 + 11583091600*u^30 - 9855519312*u^31 + 7947084641*u^32 - 6071204560*u^33 + 4392511114*u^34 - 3008194782*u^35 + 1948833355*u^36 - 1193332078*u^37 + 689942275*u^38 - 376151098*u^39 + 193067025*u^40 - 93107312*u^41 + 42085156*u^42 - 17775942*u^43 + 6990280*u^44 - 2547382*u^45 + 855382*u^46 - 262667*u^47 + 73084*u^48 - 18174*u^49 + 3974*u^50 - 741*u^51 + 114*u^52 - 13*u^53 + u^54)" ], "RileyPolyC":[ "(1 + y + y^2)^3*(1 + 3*y + 18*y^2 + 79*y^3 + 168*y^4 + 21*y^5 - 977*y^6 - 3922*y^7 - 8681*y^8 - 6093*y^9 + 27212*y^10 + 94229*y^11 + 104113*y^12 - 98764*y^13 - 450568*y^14 - 392645*y^15 + 701289*y^16 + 2305396*y^17 + 2291294*y^18 - 795823*y^19 - 3805958*y^20 + 1461869*y^21 + 21409494*y^22 + 51365568*y^23 + 75782668*y^24 + 83243236*y^25 + 83987024*y^26 + 108835772*y^27 + 183663180*y^28 + 300908088*y^29 + 418349400*y^30 + 491392640*y^31 + 510976801*y^32 + 511248995*y^33 + 538960530*y^34 + 612042515*y^35 + 703168404*y^36 + 759780617*y^37 + 741015687*y^38 + 642148298*y^39 + 492402945*y^40 + 334016421*y^41 + 200480732*y^42 + 106402307*y^43 + 49829251*y^44 + 20510040*y^45 + 7374732*y^46 + 2296141*y^47 + 611442*y^48 + 136861*y^49 + 25116*y^50 + 3640*y^51 + 392*y^52 + 28*y^53 + y^54)", "(1 + y + y^2)^3*(1 + 27*y + 186*y^2 - 2273*y^3 - 4096*y^4 + 69429*y^5 - 212385*y^6 - 468938*y^7 + 8561083*y^8 - 43092153*y^9 + 154383920*y^10 - 348039631*y^11 + 714217097*y^12 - 490618148*y^13 + 615738440*y^14 + 3309517799*y^15 - 782313787*y^16 + 12260948864*y^17 + 13280580262*y^18 + 20553081009*y^19 + 53722044326*y^20 + 58235112021*y^21 + 100576915614*y^22 + 124643762568*y^23 + 153081819612*y^24 + 173809292188*y^25 + 176274006216*y^26 + 168729106612*y^27 + 144624996796*y^28 + 116918882072*y^29 + 86379421208*y^30 + 59518043504*y^31 + 38714708557*y^32 + 23053547871*y^33 + 13281944334*y^34 + 7022869039*y^35 + 3543518976*y^36 + 1717250133*y^37 + 752340959*y^38 + 336796602*y^39 + 131850077*y^40 + 51823801*y^41 + 19846264*y^42 + 6023743*y^43 + 2596171*y^44 + 502080*y^45 + 284284*y^46 + 27801*y^47 + 24242*y^48 + 893*y^49 + 1472*y^50 + 12*y^51 + 56*y^52 + y^54)", "y^6*(4096 - 54272*y + 392192*y^2 - 1974656*y^3 + 7696192*y^4 - 24397440*y^5 + 64170969*y^6 - 139129324*y^7 + 238600996*y^8 - 283584324*y^9 + 88419022*y^10 + 589021744*y^11 - 1840360522*y^12 + 3316120882*y^13 - 4077944275*y^14 + 2773108772*y^15 + 1830991830*y^16 - 9841049514*y^17 + 18891195109*y^18 - 24083920518*y^19 + 21655176837*y^20 - 14533081021*y^21 + 11362298506*y^22 - 14796279804*y^23 + 12343474104*y^24 + 11638712412*y^25 - 50725626812*y^26 + 72644317680*y^27 - 50995594880*y^28 - 2525695628*y^29 + 46925229592*y^30 - 52578372284*y^31 + 26245364836*y^32 + 3363701044*y^33 - 15842935960*y^34 + 11751329608*y^35 - 2772908212*y^36 - 2456794564*y^37 + 2893374365*y^38 - 1347570792*y^39 + 112569660*y^40 + 276904044*y^41 - 205018974*y^42 + 65673868*y^43 + 3645106*y^44 - 16376810*y^45 + 10343327*y^46 - 4164116*y^47 + 1235562*y^48 - 280582*y^49 + 48839*y^50 - 6370*y^51 + 591*y^52 - 35*y^53 + y^54)", "(1 + y + y^2)^3*(1 + 3*y + 18*y^2 + 79*y^3 + 168*y^4 + 21*y^5 - 977*y^6 - 3922*y^7 - 8681*y^8 - 6093*y^9 + 27212*y^10 + 94229*y^11 + 104113*y^12 - 98764*y^13 - 450568*y^14 - 392645*y^15 + 701289*y^16 + 2305396*y^17 + 2291294*y^18 - 795823*y^19 - 3805958*y^20 + 1461869*y^21 + 21409494*y^22 + 51365568*y^23 + 75782668*y^24 + 83243236*y^25 + 83987024*y^26 + 108835772*y^27 + 183663180*y^28 + 300908088*y^29 + 418349400*y^30 + 491392640*y^31 + 510976801*y^32 + 511248995*y^33 + 538960530*y^34 + 612042515*y^35 + 703168404*y^36 + 759780617*y^37 + 741015687*y^38 + 642148298*y^39 + 492402945*y^40 + 334016421*y^41 + 200480732*y^42 + 106402307*y^43 + 49829251*y^44 + 20510040*y^45 + 7374732*y^46 + 2296141*y^47 + 611442*y^48 + 136861*y^49 + 25116*y^50 + 3640*y^51 + 392*y^52 + 28*y^53 + y^54)", "(1 + y + y^2)^3*(37249 + 214995*y + 1193338*y^2 - 1825481*y^3 + 2462760*y^4 - 44156283*y^5 + 88474735*y^6 - 208774146*y^7 + 1976450887*y^8 - 8825783001*y^9 + 23640662820*y^10 - 55870323311*y^11 + 154294450345*y^12 - 440711057908*y^13 + 1108074556400*y^14 - 2473857398253*y^15 + 5215720237981*y^16 - 10463435683928*y^17 + 18960641856658*y^18 - 29310584503095*y^19 + 37125212360574*y^20 - 37082077272279*y^21 + 27046545596278*y^22 - 10500967048424*y^23 - 5426546627388*y^24 + 14741567440608*y^25 - 15970461534320*y^26 + 11777996683792*y^27 - 6112833984812*y^28 + 1700363944000*y^29 + 643975039288*y^30 - 1347739549784*y^31 + 1181757116109*y^32 - 749381847993*y^33 + 368212371942*y^34 - 135618228285*y^35 + 31473339568*y^36 - 382519851*y^37 - 2737517777*y^38 + 495916638*y^39 + 599893429*y^40 - 531415031*y^41 + 225231872*y^42 - 52701221*y^43 + 2351195*y^44 + 2721056*y^45 - 641256*y^46 - 223619*y^47 + 205754*y^48 - 77871*y^49 + 19064*y^50 - 3248*y^51 + 380*y^52 - 28*y^53 + y^54)", "(-1 + 2*y - y^2 + y^3)^2*(1 + 4*y - 34*y^2 - 74*y^3 + 2055*y^4 - 14698*y^5 + 70291*y^6 - 265990*y^7 + 859599*y^8 - 2473960*y^9 + 6491548*y^10 - 15734378*y^11 + 35526444*y^12 - 75216546*y^13 + 150163622*y^14 - 283976677*y^15 + 510431143*y^16 - 874001114*y^17 + 1427519012*y^18 - 2225353289*y^19 + 3311051289*y^20 - 4699992041*y^21 + 6360282390*y^22 - 8198110760*y^23 + 10055380652*y^24 - 11725757872*y^25 + 12989725456*y^26 - 13661395672*y^27 + 13633441816*y^28 - 12905074920*y^29 + 11583091600*y^30 - 9855519312*y^31 + 7947084641*y^32 - 6071204560*y^33 + 4392511114*y^34 - 3008194782*y^35 + 1948833355*y^36 - 1193332078*y^37 + 689942275*y^38 - 376151098*y^39 + 193067025*y^40 - 93107312*y^41 + 42085156*y^42 - 17775942*y^43 + 6990280*y^44 - 2547382*y^45 + 855382*y^46 - 262667*y^47 + 73084*y^48 - 18174*y^49 + 3974*y^50 - 741*y^51 + 114*y^52 - 13*y^53 + y^54)", "y^6*(4096 - 54272*y + 392192*y^2 - 1974656*y^3 + 7696192*y^4 - 24397440*y^5 + 64170969*y^6 - 139129324*y^7 + 238600996*y^8 - 283584324*y^9 + 88419022*y^10 + 589021744*y^11 - 1840360522*y^12 + 3316120882*y^13 - 4077944275*y^14 + 2773108772*y^15 + 1830991830*y^16 - 9841049514*y^17 + 18891195109*y^18 - 24083920518*y^19 + 21655176837*y^20 - 14533081021*y^21 + 11362298506*y^22 - 14796279804*y^23 + 12343474104*y^24 + 11638712412*y^25 - 50725626812*y^26 + 72644317680*y^27 - 50995594880*y^28 - 2525695628*y^29 + 46925229592*y^30 - 52578372284*y^31 + 26245364836*y^32 + 3363701044*y^33 - 15842935960*y^34 + 11751329608*y^35 - 2772908212*y^36 - 2456794564*y^37 + 2893374365*y^38 - 1347570792*y^39 + 112569660*y^40 + 276904044*y^41 - 205018974*y^42 + 65673868*y^43 + 3645106*y^44 - 16376810*y^45 + 10343327*y^46 - 4164116*y^47 + 1235562*y^48 - 280582*y^49 + 48839*y^50 - 6370*y^51 + 591*y^52 - 35*y^53 + y^54)", "(-1 + 2*y + 3*y^2 + y^3)^2*(1 - 84*y + 5858*y^2 + 112950*y^3 + 1115051*y^4 + 7820330*y^5 + 44091099*y^6 + 206774114*y^7 + 843410687*y^8 + 2998480092*y^9 + 9442553220*y^10 + 26429708202*y^11 + 66028959952*y^12 + 147498085346*y^13 + 295161230398*y^14 + 530461643619*y^15 + 859960597703*y^16 + 1273669579250*y^17 + 1778267314372*y^18 + 2482559152443*y^19 + 3710854936209*y^20 + 6039155383335*y^21 + 10094315109246*y^22 + 16033253439760*y^23 + 22889338583604*y^24 + 28332420223048*y^25 + 29435858262656*y^26 + 24392352585936*y^27 + 14107567163344*y^28 + 2276029392968*y^29 - 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