{
	"Index":129,
	"Name":"10_45",
	"RolfsenName":"10_45",
	"DTname":"10a_25",
	"TunnelNumber":1,
	"BridgeNumber":"Not implemented",
	"Hyperbolic":true,
	"Diagram":{
		"Scode":"{-11, 1, -19, 17, -3, 5, -7, 9, -15, 13}",
		"Acode":"{-6, 1, -10, 9, -2, 3, -4, 5, -8, 7}",
		"PDcode":[
			"{4, 2, 5, 1}",
			"{12, 6, 13, 5}",
			"{10, 3, 11, 4}",
			"{2, 11, 3, 12}",
			"{20, 14, 1, 13}",
			"{14, 7, 15, 8}",
			"{6, 19, 7, 20}",
			"{18, 15, 19, 16}",
			"{16, 10, 17, 9}",
			"{8, 18, 9, 17}"
		],
		"CBtype":"{2, 0}",
		"ParabolicReps":{
			"SolvingSeq":[
				"{5, 9}",
				[],
				[
					"{5, 9, 4, 2}",
					"{9, 5, 8, 2}",
					"{9, -8, 10, 1}",
					"{4, -10, 3, 2}",
					"{8, -4, 7, 2}",
					"{10, 7, 1, 1}",
					"{3, 1, 2, 2}",
					"{7, 3, 6, 2}"
				],
				"{5}",
				"{1}",
				1
			],
			"SolvingSeqIdx":1,
			"Comps":{
				"u":{
					"CheckEq":[
						"1 - u + u^2 - 3*u^5 + 4*u^6 - 6*u^7 + 12*u^8 - 9*u^9 + 26*u^10 - 10*u^11 + 48*u^12 - 12*u^13 + 84*u^14 - 12*u^15 + 126*u^16 - 9*u^17 + 188*u^18 - 4*u^19 + 284*u^20 - u^21 + 414*u^22 + 628*u^24 + 1170*u^26 + 2492*u^28 + 5174*u^30 + 9821*u^32 + 16951*u^34 + 26848*u^36 + 39376*u^38 + 53488*u^40 + 66516*u^42 + 74296*u^44 + 73106*u^46 + 62367*u^48 + 45553*u^50 + 28174*u^52 + 14582*u^54 + 6221*u^56 + 2141*u^58 + 575*u^60 + 114*u^62 + 15*u^64 + u^66",
						"-u - u^3 - u^4 - 3*u^5 - 4*u^7 - 8*u^8 - 7*u^9 - 24*u^10 - 13*u^11 - 68*u^12 - 20*u^13 - 192*u^14 - 20*u^15 - 516*u^16 - 13*u^17 - 1256*u^18 - 5*u^19 - 2834*u^20 - u^21 - 5912*u^22 - 11460*u^24 - 20816*u^26 - 35598*u^28 - 57248*u^30 - 86446*u^32 - 122560*u^34 - 163199*u^36 - 203952*u^38 - 238564*u^40 - 259704*u^42 - 260686*u^44 - 238320*u^46 - 195694*u^48 - 142328*u^50 - 90451*u^52 - 49552*u^54 - 23058*u^56 - 8952*u^58 - 2831*u^60 - 704*u^62 - 130*u^64 - 16*u^66 - u^68"
					],
					"TimingForPrimaryIdeals":9.0909e-2
				},
				"v":{
					"CheckEq":[
						"1 - v"
					],
					"TimingForPrimaryIdeals":7.3285e-2
				},
				"PrimaryIdeals":[
					{
						"IdealName":"J10_45_0",
						"Generators":[
							"1 - 2*u + 3*u^2 - 3*u^3 + 4*u^4 - 8*u^5 + 14*u^6 - 20*u^7 + 33*u^8 - 44*u^9 + 75*u^10 - 95*u^11 + 157*u^12 - 186*u^13 + 300*u^14 - 328*u^15 + 519*u^16 - 530*u^17 + 841*u^18 - 809*u^19 + 1278*u^20 - 1168*u^21 + 1802*u^22 - 1570*u^23 + 2332*u^24 - 1910*u^25 + 2738*u^26 - 2044*u^27 + 2854*u^28 - 1874*u^29 + 2568*u^30 - 1440*u^31 + 1939*u^32 - 908*u^33 + 1197*u^34 - 459*u^35 + 588*u^36 - 180*u^37 + 222*u^38 - 52*u^39 + 61*u^40 - 10*u^41 + 11*u^42 - u^43 + u^44"
						],
						"VariableOrder":[
							"u"
						],
						"Characteristic":0,
						"KnownGroebner":[],
						"Status":[
							"vCompNormalize"
						],
						"MonomialOrder":"lex",
						"IsHomogeneous":false,
						"IsZeroDim":true,
						"IdealDimension":0,
						"Timings":{
							"TimingGroebner":6.5151e-2,
							"TimingZeroDimVars":1.8261e-2,
							"TimingmagmaVCompNormalize":1.9388000000000002e-2,
							"TimingNumberOfSols":8.721500000000001e-2,
							"TimingIsRadical":1.648e-3,
							"TimingArcColoring":5.3025e-2,
							"TimingObstruction":7.1e-2,
							"TimingComplexVolumeN":3.61457e1,
							"TimingaCuspShapeN":0.236773,
							"TiminguValues":0.65875,
							"TiminguPolysN":0.102838,
							"TiminguPolys":0.931815,
							"TimingaCuspShape":0.11582,
							"TimingRepresentationsN":0.103929,
							"TiminguValues_ij":0.213801,
							"TiminguPoly_ij":2.85169,
							"TiminguPolys_ij_N":0.245063
						},
						"ZeroDimensionalVars":[
							"u"
						],
						"NumberOfSols":44,
						"IsRadical":true,
						"ArcColoring":[
							[
								"u^3 - 2*u^7 - 2*u^9 - u^11",
								"u + u^3 + 2*u^5 + 4*u^7 + 5*u^9 + 3*u^11 + u^13"
							],
							[
								"1 + 2*u^12 + 2*u^14 + 5*u^16 + 24*u^18 + 60*u^20 + 88*u^22 + 85*u^24 + 56*u^26 + 25*u^28 + 7*u^30 + u^32",
								"-u^2 - 4*u^6 - 12*u^8 - 26*u^10 - 48*u^12 - 82*u^14 - 124*u^16 - 175*u^18 - 228*u^20 - 258*u^22 - 236*u^24 - 167*u^26 - 88*u^28 - 33*u^30 - 8*u^32 - u^34"
							],
							[
								"1 + u^4 + u^6 + u^8",
								"2*u^4 + 2*u^6 + u^8"
							],
							[
								1,
								"-u^2"
							],
							"{1, 0}",
							[
								"u + 3*u^5 + 6*u^7 + 9*u^9 + 10*u^11 + 12*u^13 + 12*u^15 + 9*u^17 + 4*u^19 + u^21",
								"u + u^3 + 3*u^5 + 4*u^7 + 7*u^9 + 13*u^11 + 20*u^13 + 20*u^15 + 13*u^17 + 5*u^19 + u^21"
							],
							[
								"-u^3",
								"u + u^3 + u^5"
							],
							[
								"u",
								"u"
							],
							[
								0,
								"u"
							],
							[
								"u^3",
								"u + u^3"
							]
						],
						"Obstruction":-1,
						"ComplexVolumeN":[
							"0. - 1.0807*I",
							"0. + 1.0807*I",
							"-3.71248 + 6.51845*I",
							"-3.71248 - 6.51845*I",
							"-2.75664 - 1.7557*I",
							"-2.75664 + 1.7557*I",
							"-0.14884 - 2.53826*I",
							"-0.14884 + 2.53826*I",
							"4.35508 - 1.04298*I",
							"4.35508 + 1.04298*I",
							"-5.06451 - 1.08737*I",
							"-5.06451 + 1.08737*I",
							"-1.27162 - 1.94114*I",
							"-1.27162 + 1.94114*I",
							"2.27286 + 5.97235*I",
							"2.27286 - 5.97235*I",
							"5.06451 + 1.08737*I",
							"5.06451 - 1.08737*I",
							"-3.67003 + 5.8853*I",
							"-3.67003 - 5.8853*I",
							"-2.30812 + 8.682*I",
							"-2.30812 - 8.682*I",
							"3.67003 - 5.8853*I",
							"3.67003 + 5.8853*I",
							"-4.35508 + 1.04298*I",
							"-4.35508 - 1.04298*I",
							"0. - 3.75579*I",
							"0. + 3.75579*I",
							"2.75664 - 1.7557*I",
							"2.75664 + 1.7557*I",
							"3.71248 + 6.51845*I",
							"3.71248 - 6.51845*I",
							"-2.27286 - 5.97235*I",
							"-2.27286 + 5.97235*I",
							"0. - 1.50871*I",
							"0. + 1.50871*I",
							"2.30812 + 8.682*I",
							"2.30812 - 8.682*I",
							"0. - 13.7161*I",
							"0. + 13.7161*I",
							"1.27162 - 1.94114*I",
							"1.27162 + 1.94114*I",
							"0.14884 - 2.53826*I",
							"0.14884 + 2.53826*I"
						],
						"uPolysN":[
							"1 - 2*u + 3*u^2 - 3*u^3 + 4*u^4 - 8*u^5 + 14*u^6 - 20*u^7 + 33*u^8 - 44*u^9 + 75*u^10 - 95*u^11 + 157*u^12 - 186*u^13 + 300*u^14 - 328*u^15 + 519*u^16 - 530*u^17 + 841*u^18 - 809*u^19 + 1278*u^20 - 1168*u^21 + 1802*u^22 - 1570*u^23 + 2332*u^24 - 1910*u^25 + 2738*u^26 - 2044*u^27 + 2854*u^28 - 1874*u^29 + 2568*u^30 - 1440*u^31 + 1939*u^32 - 908*u^33 + 1197*u^34 - 459*u^35 + 588*u^36 - 180*u^37 + 222*u^38 - 52*u^39 + 61*u^40 - 10*u^41 + 11*u^42 - u^43 + u^44",
							"1 + 2*u + 5*u^2 + 11*u^3 + 38*u^4 + 100*u^5 + 260*u^6 + 648*u^7 + 1575*u^8 + 3742*u^9 + 8677*u^10 + 19363*u^11 + 41515*u^12 + 85560*u^13 + 169328*u^14 + 321208*u^15 + 583431*u^16 + 1014082*u^17 + 1686287*u^18 + 2682557*u^19 + 4081584*u^20 + 5935440*u^21 + 8239768*u^22 + 10904776*u^23 + 13737028*u^24 + 16440764*u^25 + 18645248*u^26 + 19962212*u^27 + 20073384*u^28 + 18835832*u^29 + 16368868*u^30 + 13067084*u^31 + 9502605*u^32 + 6243114*u^33 + 3674813*u^34 + 1921259*u^35 + 883754*u^36 + 353724*u^37 + 121516*u^38 + 35192*u^39 + 8381*u^40 + 1582*u^41 + 223*u^42 + 21*u^43 + u^44",
							"13 + 82*u + 463*u^2 + 1673*u^3 + 5322*u^4 + 13330*u^5 + 29764*u^6 + 56326*u^7 + 96375*u^8 + 145390*u^9 + 201047*u^10 + 251995*u^11 + 295227*u^12 + 322072*u^13 + 335896*u^14 + 332762*u^15 + 318479*u^16 + 290010*u^17 + 254521*u^18 + 212875*u^19 + 174464*u^20 + 139918*u^21 + 112288*u^22 + 88584*u^23 + 68924*u^24 + 52752*u^25 + 40548*u^26 + 31420*u^27 + 24028*u^28 + 17840*u^29 + 12912*u^30 + 9366*u^31 + 6733*u^32 + 4632*u^33 + 2999*u^34 + 1865*u^35 + 1158*u^36 + 688*u^37 + 380*u^38 + 186*u^39 + 89*u^40 + 40*u^41 + 17*u^42 + 5*u^43 + u^44",
							"1 + 2*u + 3*u^2 + 3*u^3 + 4*u^4 + 8*u^5 + 14*u^6 + 20*u^7 + 33*u^8 + 44*u^9 + 75*u^10 + 95*u^11 + 157*u^12 + 186*u^13 + 300*u^14 + 328*u^15 + 519*u^16 + 530*u^17 + 841*u^18 + 809*u^19 + 1278*u^20 + 1168*u^21 + 1802*u^22 + 1570*u^23 + 2332*u^24 + 1910*u^25 + 2738*u^26 + 2044*u^27 + 2854*u^28 + 1874*u^29 + 2568*u^30 + 1440*u^31 + 1939*u^32 + 908*u^33 + 1197*u^34 + 459*u^35 + 588*u^36 + 180*u^37 + 222*u^38 + 52*u^39 + 61*u^40 + 10*u^41 + 11*u^42 + u^43 + u^44",
							"1 - 2*u + 3*u^2 - 3*u^3 + 4*u^4 - 8*u^5 + 14*u^6 - 20*u^7 + 33*u^8 - 44*u^9 + 75*u^10 - 95*u^11 + 157*u^12 - 186*u^13 + 300*u^14 - 328*u^15 + 519*u^16 - 530*u^17 + 841*u^18 - 809*u^19 + 1278*u^20 - 1168*u^21 + 1802*u^22 - 1570*u^23 + 2332*u^24 - 1910*u^25 + 2738*u^26 - 2044*u^27 + 2854*u^28 - 1874*u^29 + 2568*u^30 - 1440*u^31 + 1939*u^32 - 908*u^33 + 1197*u^34 - 459*u^35 + 588*u^36 - 180*u^37 + 222*u^38 - 52*u^39 + 61*u^40 - 10*u^41 + 11*u^42 - u^43 + u^44",
							"17 + 68*u - 5*u^2 - 333*u^3 - 410*u^4 + 172*u^5 + 1290*u^6 + 1840*u^7 - 1335*u^8 - 4818*u^9 + 13*u^10 + 5599*u^11 + 1027*u^12 - 3836*u^13 - 724*u^14 + 1446*u^15 + 183*u^16 + 396*u^17 + 307*u^18 - 1045*u^19 - 1270*u^20 + 144*u^21 + 1494*u^22 + 842*u^23 - 1106*u^24 - 1088*u^25 + 920*u^26 + 1214*u^27 - 96*u^28 - 690*u^29 - 78*u^30 + 476*u^31 + 335*u^32 - 192*u^33 - 227*u^34 + 111*u^35 + 164*u^36 - 38*u^37 - 64*u^38 + 18*u^39 + 25*u^40 - 4*u^41 - 5*u^42 + u^43 + u^44",
							"17 - 68*u - 5*u^2 + 333*u^3 - 410*u^4 - 172*u^5 + 1290*u^6 - 1840*u^7 - 1335*u^8 + 4818*u^9 + 13*u^10 - 5599*u^11 + 1027*u^12 + 3836*u^13 - 724*u^14 - 1446*u^15 + 183*u^16 - 396*u^17 + 307*u^18 + 1045*u^19 - 1270*u^20 - 144*u^21 + 1494*u^22 - 842*u^23 - 1106*u^24 + 1088*u^25 + 920*u^26 - 1214*u^27 - 96*u^28 + 690*u^29 - 78*u^30 - 476*u^31 + 335*u^32 + 192*u^33 - 227*u^34 - 111*u^35 + 164*u^36 + 38*u^37 - 64*u^38 - 18*u^39 + 25*u^40 + 4*u^41 - 5*u^42 - u^43 + u^44",
							"1 + 2*u + 3*u^2 + 3*u^3 + 4*u^4 + 8*u^5 + 14*u^6 + 20*u^7 + 33*u^8 + 44*u^9 + 75*u^10 + 95*u^11 + 157*u^12 + 186*u^13 + 300*u^14 + 328*u^15 + 519*u^16 + 530*u^17 + 841*u^18 + 809*u^19 + 1278*u^20 + 1168*u^21 + 1802*u^22 + 1570*u^23 + 2332*u^24 + 1910*u^25 + 2738*u^26 + 2044*u^27 + 2854*u^28 + 1874*u^29 + 2568*u^30 + 1440*u^31 + 1939*u^32 + 908*u^33 + 1197*u^34 + 459*u^35 + 588*u^36 + 180*u^37 + 222*u^38 + 52*u^39 + 61*u^40 + 10*u^41 + 11*u^42 + u^43 + u^44",
							"1 - 2*u + 5*u^2 - 11*u^3 + 38*u^4 - 100*u^5 + 260*u^6 - 648*u^7 + 1575*u^8 - 3742*u^9 + 8677*u^10 - 19363*u^11 + 41515*u^12 - 85560*u^13 + 169328*u^14 - 321208*u^15 + 583431*u^16 - 1014082*u^17 + 1686287*u^18 - 2682557*u^19 + 4081584*u^20 - 5935440*u^21 + 8239768*u^22 - 10904776*u^23 + 13737028*u^24 - 16440764*u^25 + 18645248*u^26 - 19962212*u^27 + 20073384*u^28 - 18835832*u^29 + 16368868*u^30 - 13067084*u^31 + 9502605*u^32 - 6243114*u^33 + 3674813*u^34 - 1921259*u^35 + 883754*u^36 - 353724*u^37 + 121516*u^38 - 35192*u^39 + 8381*u^40 - 1582*u^41 + 223*u^42 - 21*u^43 + u^44",
							"13 - 82*u + 463*u^2 - 1673*u^3 + 5322*u^4 - 13330*u^5 + 29764*u^6 - 56326*u^7 + 96375*u^8 - 145390*u^9 + 201047*u^10 - 251995*u^11 + 295227*u^12 - 322072*u^13 + 335896*u^14 - 332762*u^15 + 318479*u^16 - 290010*u^17 + 254521*u^18 - 212875*u^19 + 174464*u^20 - 139918*u^21 + 112288*u^22 - 88584*u^23 + 68924*u^24 - 52752*u^25 + 40548*u^26 - 31420*u^27 + 24028*u^28 - 17840*u^29 + 12912*u^30 - 9366*u^31 + 6733*u^32 - 4632*u^33 + 2999*u^34 - 1865*u^35 + 1158*u^36 - 688*u^37 + 380*u^38 - 186*u^39 + 89*u^40 - 40*u^41 + 17*u^42 - 5*u^43 + u^44"
						],
						"uPolys":[
							"1 - 2*u + 3*u^2 - 3*u^3 + 4*u^4 - 8*u^5 + 14*u^6 - 20*u^7 + 33*u^8 - 44*u^9 + 75*u^10 - 95*u^11 + 157*u^12 - 186*u^13 + 300*u^14 - 328*u^15 + 519*u^16 - 530*u^17 + 841*u^18 - 809*u^19 + 1278*u^20 - 1168*u^21 + 1802*u^22 - 1570*u^23 + 2332*u^24 - 1910*u^25 + 2738*u^26 - 2044*u^27 + 2854*u^28 - 1874*u^29 + 2568*u^30 - 1440*u^31 + 1939*u^32 - 908*u^33 + 1197*u^34 - 459*u^35 + 588*u^36 - 180*u^37 + 222*u^38 - 52*u^39 + 61*u^40 - 10*u^41 + 11*u^42 - u^43 + u^44",
							"1 + 2*u + 5*u^2 + 11*u^3 + 38*u^4 + 100*u^5 + 260*u^6 + 648*u^7 + 1575*u^8 + 3742*u^9 + 8677*u^10 + 19363*u^11 + 41515*u^12 + 85560*u^13 + 169328*u^14 + 321208*u^15 + 583431*u^16 + 1014082*u^17 + 1686287*u^18 + 2682557*u^19 + 4081584*u^20 + 5935440*u^21 + 8239768*u^22 + 10904776*u^23 + 13737028*u^24 + 16440764*u^25 + 18645248*u^26 + 19962212*u^27 + 20073384*u^28 + 18835832*u^29 + 16368868*u^30 + 13067084*u^31 + 9502605*u^32 + 6243114*u^33 + 3674813*u^34 + 1921259*u^35 + 883754*u^36 + 353724*u^37 + 121516*u^38 + 35192*u^39 + 8381*u^40 + 1582*u^41 + 223*u^42 + 21*u^43 + u^44",
							"13 + 82*u + 463*u^2 + 1673*u^3 + 5322*u^4 + 13330*u^5 + 29764*u^6 + 56326*u^7 + 96375*u^8 + 145390*u^9 + 201047*u^10 + 251995*u^11 + 295227*u^12 + 322072*u^13 + 335896*u^14 + 332762*u^15 + 318479*u^16 + 290010*u^17 + 254521*u^18 + 212875*u^19 + 174464*u^20 + 139918*u^21 + 112288*u^22 + 88584*u^23 + 68924*u^24 + 52752*u^25 + 40548*u^26 + 31420*u^27 + 24028*u^28 + 17840*u^29 + 12912*u^30 + 9366*u^31 + 6733*u^32 + 4632*u^33 + 2999*u^34 + 1865*u^35 + 1158*u^36 + 688*u^37 + 380*u^38 + 186*u^39 + 89*u^40 + 40*u^41 + 17*u^42 + 5*u^43 + u^44",
							"1 + 2*u + 3*u^2 + 3*u^3 + 4*u^4 + 8*u^5 + 14*u^6 + 20*u^7 + 33*u^8 + 44*u^9 + 75*u^10 + 95*u^11 + 157*u^12 + 186*u^13 + 300*u^14 + 328*u^15 + 519*u^16 + 530*u^17 + 841*u^18 + 809*u^19 + 1278*u^20 + 1168*u^21 + 1802*u^22 + 1570*u^23 + 2332*u^24 + 1910*u^25 + 2738*u^26 + 2044*u^27 + 2854*u^28 + 1874*u^29 + 2568*u^30 + 1440*u^31 + 1939*u^32 + 908*u^33 + 1197*u^34 + 459*u^35 + 588*u^36 + 180*u^37 + 222*u^38 + 52*u^39 + 61*u^40 + 10*u^41 + 11*u^42 + u^43 + u^44",
							"1 - 2*u + 3*u^2 - 3*u^3 + 4*u^4 - 8*u^5 + 14*u^6 - 20*u^7 + 33*u^8 - 44*u^9 + 75*u^10 - 95*u^11 + 157*u^12 - 186*u^13 + 300*u^14 - 328*u^15 + 519*u^16 - 530*u^17 + 841*u^18 - 809*u^19 + 1278*u^20 - 1168*u^21 + 1802*u^22 - 1570*u^23 + 2332*u^24 - 1910*u^25 + 2738*u^26 - 2044*u^27 + 2854*u^28 - 1874*u^29 + 2568*u^30 - 1440*u^31 + 1939*u^32 - 908*u^33 + 1197*u^34 - 459*u^35 + 588*u^36 - 180*u^37 + 222*u^38 - 52*u^39 + 61*u^40 - 10*u^41 + 11*u^42 - u^43 + u^44",
							"17 + 68*u - 5*u^2 - 333*u^3 - 410*u^4 + 172*u^5 + 1290*u^6 + 1840*u^7 - 1335*u^8 - 4818*u^9 + 13*u^10 + 5599*u^11 + 1027*u^12 - 3836*u^13 - 724*u^14 + 1446*u^15 + 183*u^16 + 396*u^17 + 307*u^18 - 1045*u^19 - 1270*u^20 + 144*u^21 + 1494*u^22 + 842*u^23 - 1106*u^24 - 1088*u^25 + 920*u^26 + 1214*u^27 - 96*u^28 - 690*u^29 - 78*u^30 + 476*u^31 + 335*u^32 - 192*u^33 - 227*u^34 + 111*u^35 + 164*u^36 - 38*u^37 - 64*u^38 + 18*u^39 + 25*u^40 - 4*u^41 - 5*u^42 + u^43 + u^44",
							"17 - 68*u - 5*u^2 + 333*u^3 - 410*u^4 - 172*u^5 + 1290*u^6 - 1840*u^7 - 1335*u^8 + 4818*u^9 + 13*u^10 - 5599*u^11 + 1027*u^12 + 3836*u^13 - 724*u^14 - 1446*u^15 + 183*u^16 - 396*u^17 + 307*u^18 + 1045*u^19 - 1270*u^20 - 144*u^21 + 1494*u^22 - 842*u^23 - 1106*u^24 + 1088*u^25 + 920*u^26 - 1214*u^27 - 96*u^28 + 690*u^29 - 78*u^30 - 476*u^31 + 335*u^32 + 192*u^33 - 227*u^34 - 111*u^35 + 164*u^36 + 38*u^37 - 64*u^38 - 18*u^39 + 25*u^40 + 4*u^41 - 5*u^42 - u^43 + u^44",
							"1 + 2*u + 3*u^2 + 3*u^3 + 4*u^4 + 8*u^5 + 14*u^6 + 20*u^7 + 33*u^8 + 44*u^9 + 75*u^10 + 95*u^11 + 157*u^12 + 186*u^13 + 300*u^14 + 328*u^15 + 519*u^16 + 530*u^17 + 841*u^18 + 809*u^19 + 1278*u^20 + 1168*u^21 + 1802*u^22 + 1570*u^23 + 2332*u^24 + 1910*u^25 + 2738*u^26 + 2044*u^27 + 2854*u^28 + 1874*u^29 + 2568*u^30 + 1440*u^31 + 1939*u^32 + 908*u^33 + 1197*u^34 + 459*u^35 + 588*u^36 + 180*u^37 + 222*u^38 + 52*u^39 + 61*u^40 + 10*u^41 + 11*u^42 + u^43 + u^44",
							"1 - 2*u + 5*u^2 - 11*u^3 + 38*u^4 - 100*u^5 + 260*u^6 - 648*u^7 + 1575*u^8 - 3742*u^9 + 8677*u^10 - 19363*u^11 + 41515*u^12 - 85560*u^13 + 169328*u^14 - 321208*u^15 + 583431*u^16 - 1014082*u^17 + 1686287*u^18 - 2682557*u^19 + 4081584*u^20 - 5935440*u^21 + 8239768*u^22 - 10904776*u^23 + 13737028*u^24 - 16440764*u^25 + 18645248*u^26 - 19962212*u^27 + 20073384*u^28 - 18835832*u^29 + 16368868*u^30 - 13067084*u^31 + 9502605*u^32 - 6243114*u^33 + 3674813*u^34 - 1921259*u^35 + 883754*u^36 - 353724*u^37 + 121516*u^38 - 35192*u^39 + 8381*u^40 - 1582*u^41 + 223*u^42 - 21*u^43 + u^44",
							"13 - 82*u + 463*u^2 - 1673*u^3 + 5322*u^4 - 13330*u^5 + 29764*u^6 - 56326*u^7 + 96375*u^8 - 145390*u^9 + 201047*u^10 - 251995*u^11 + 295227*u^12 - 322072*u^13 + 335896*u^14 - 332762*u^15 + 318479*u^16 - 290010*u^17 + 254521*u^18 - 212875*u^19 + 174464*u^20 - 139918*u^21 + 112288*u^22 - 88584*u^23 + 68924*u^24 - 52752*u^25 + 40548*u^26 - 31420*u^27 + 24028*u^28 - 17840*u^29 + 12912*u^30 - 9366*u^31 + 6733*u^32 - 4632*u^33 + 2999*u^34 - 1865*u^35 + 1158*u^36 - 688*u^37 + 380*u^38 - 186*u^39 + 89*u^40 - 40*u^41 + 17*u^42 - 5*u^43 + u^44"
						],
						"aCuspShape":"2*(-3 + 6*u - 4*u^2 + 4*u^3 - 8*u^4 + 20*u^5 - 26*u^6 + 46*u^7 - 56*u^8 + 94*u^9 - 122*u^10 + 176*u^11 - 242*u^12 + 320*u^13 - 442*u^14 + 536*u^15 - 722*u^16 + 854*u^17 - 1100*u^18 + 1284*u^19 - 1572*u^20 + 1788*u^21 - 2086*u^22 + 2288*u^23 - 2498*u^24 + 2710*u^25 - 2644*u^26 + 2942*u^27 - 2426*u^28 + 2832*u^29 - 1898*u^30 + 2320*u^31 - 1240*u^32 + 1560*u^33 - 660*u^34 + 834*u^35 - 276*u^36 + 342*u^37 - 86*u^38 + 102*u^39 - 18*u^40 + 20*u^41 - 2*u^42 + 2*u^43)",
						"RepresentationsN":[
							[
								"u->0.219635 + 1.02416 I"
							],
							[
								"u->0.219635 - 1.02416 I"
							],
							[
								"u->-0.651337 + 0.622116 I"
							],
							[
								"u->-0.651337 - 0.622116 I"
							],
							[
								"u->-0.567171 + 0.94693 I"
							],
							[
								"u->-0.567171 - 0.94693 I"
							],
							[
								"u->0.525013 + 0.980467 I"
							],
							[
								"u->0.525013 - 0.980467 I"
							],
							[
								"u->-0.254705 + 1.11502 I"
							],
							[
								"u->-0.254705 - 1.11502 I"
							],
							[
								"u->-0.662694 + 0.53807 I"
							],
							[
								"u->-0.662694 - 0.53807 I"
							],
							[
								"u->0.603028 + 0.5981 I"
							],
							[
								"u->0.603028 - 0.5981 I"
							],
							[
								"u->0.228645 + 1.12837 I"
							],
							[
								"u->0.228645 - 1.12837 I"
							],
							[
								"u->-0.323792 + 1.1146 I"
							],
							[
								"u->-0.323792 - 1.1146 I"
							],
							[
								"u->-0.57017 + 1.01179 I"
							],
							[
								"u->-0.57017 - 1.01179 I"
							],
							[
								"u->0.764138 + 0.339961 I"
							],
							[
								"u->0.764138 - 0.339961 I"
							],
							[
								"u->0.358424 + 1.12299 I"
							],
							[
								"u->0.358424 - 1.12299 I"
							],
							[
								"u->0.721497 + 0.387567 I"
							],
							[
								"u->0.721497 - 0.387567 I"
							],
							[
								"u->-0.737315 + 0.32971 I"
							],
							[
								"u->-0.737315 - 0.32971 I"
							],
							[
								"u->0.494931 + 1.11346 I"
							],
							[
								"u->0.494931 - 1.11346 I"
							],
							[
								"u->-0.523186 + 1.11683 I"
							],
							[
								"u->-0.523186 - 1.11683 I"
							],
							[
								"u->0.568139 + 1.0976 I"
							],
							[
								"u->0.568139 - 1.0976 I"
							],
							[
								"u->0.326591 + 0.684448 I"
							],
							[
								"u->0.326591 - 0.684448 I"
							],
							[
								"u->-0.560153 + 1.12039 I"
							],
							[
								"u->-0.560153 - 1.12039 I"
							],
							[
								"u->0.570711 + 1.1249 I"
							],
							[
								"u->0.570711 - 1.1249 I"
							],
							[
								"u->-0.663842 + 0.251119 I"
							],
							[
								"u->-0.663842 - 0.251119 I"
							],
							[
								"u->0.633616 + 0.150714 I"
							],
							[
								"u->0.633616 - 0.150714 I"
							]
						],
						"Epsilon":2.7421400000000002e-2,
						"uPolys_ij":[
							"1 + 2*u + 3*u^2 + 3*u^3 + 4*u^4 + 8*u^5 + 14*u^6 + 20*u^7 + 33*u^8 + 44*u^9 + 75*u^10 + 95*u^11 + 157*u^12 + 186*u^13 + 300*u^14 + 328*u^15 + 519*u^16 + 530*u^17 + 841*u^18 + 809*u^19 + 1278*u^20 + 1168*u^21 + 1802*u^22 + 1570*u^23 + 2332*u^24 + 1910*u^25 + 2738*u^26 + 2044*u^27 + 2854*u^28 + 1874*u^29 + 2568*u^30 + 1440*u^31 + 1939*u^32 + 908*u^33 + 1197*u^34 + 459*u^35 + 588*u^36 + 180*u^37 + 222*u^38 + 52*u^39 + 61*u^40 + 10*u^41 + 11*u^42 + u^43 + u^44",
							"1 - 2*u + 5*u^2 - 11*u^3 + 38*u^4 - 100*u^5 + 260*u^6 - 648*u^7 + 1575*u^8 - 3742*u^9 + 8677*u^10 - 19363*u^11 + 41515*u^12 - 85560*u^13 + 169328*u^14 - 321208*u^15 + 583431*u^16 - 1014082*u^17 + 1686287*u^18 - 2682557*u^19 + 4081584*u^20 - 5935440*u^21 + 8239768*u^22 - 10904776*u^23 + 13737028*u^24 - 16440764*u^25 + 18645248*u^26 - 19962212*u^27 + 20073384*u^28 - 18835832*u^29 + 16368868*u^30 - 13067084*u^31 + 9502605*u^32 - 6243114*u^33 + 3674813*u^34 - 1921259*u^35 + 883754*u^36 - 353724*u^37 + 121516*u^38 - 35192*u^39 + 8381*u^40 - 1582*u^41 + 223*u^42 - 21*u^43 + u^44",
							"1 + 6*u + 57*u^2 + 379*u^3 + 2402*u^4 + 13640*u^5 + 67724*u^6 + 295728*u^7 + 1118563*u^8 + 3664246*u^9 + 10399849*u^10 + 25555027*u^11 + 54484659*u^12 + 100921992*u^13 + 162814272*u^14 + 230580332*u^15 + 290055499*u^16 + 330546130*u^17 + 350403399*u^18 + 348162373*u^19 + 323607624*u^20 + 284239920*u^21 + 234252208*u^22 + 183065088*u^23 + 136217324*u^24 + 95046488*u^25 + 64755012*u^26 + 40279356*u^27 + 25405604*u^28 + 14033448*u^29 + 8243720*u^30 + 4019420*u^31 + 2199209*u^32 + 939422*u^33 + 475329*u^34 + 175779*u^35 + 80910*u^36 + 25344*u^37 + 10332*u^38 + 2624*u^39 + 909*u^40 + 170*u^41 + 47*u^42 + 5*u^43 + u^44",
							"17 - 68*u - 5*u^2 + 333*u^3 - 410*u^4 - 172*u^5 + 1290*u^6 - 1840*u^7 - 1335*u^8 + 4818*u^9 + 13*u^10 - 5599*u^11 + 1027*u^12 + 3836*u^13 - 724*u^14 - 1446*u^15 + 183*u^16 - 396*u^17 + 307*u^18 + 1045*u^19 - 1270*u^20 - 144*u^21 + 1494*u^22 - 842*u^23 - 1106*u^24 + 1088*u^25 + 920*u^26 - 1214*u^27 - 96*u^28 + 690*u^29 - 78*u^30 - 476*u^31 + 335*u^32 + 192*u^33 - 227*u^34 - 111*u^35 + 164*u^36 + 38*u^37 - 64*u^38 - 18*u^39 + 25*u^40 + 4*u^41 - 5*u^42 - u^43 + u^44",
							"13 + 82*u + 463*u^2 + 1673*u^3 + 5322*u^4 + 13330*u^5 + 29764*u^6 + 56326*u^7 + 96375*u^8 + 145390*u^9 + 201047*u^10 + 251995*u^11 + 295227*u^12 + 322072*u^13 + 335896*u^14 + 332762*u^15 + 318479*u^16 + 290010*u^17 + 254521*u^18 + 212875*u^19 + 174464*u^20 + 139918*u^21 + 112288*u^22 + 88584*u^23 + 68924*u^24 + 52752*u^25 + 40548*u^26 + 31420*u^27 + 24028*u^28 + 17840*u^29 + 12912*u^30 + 9366*u^31 + 6733*u^32 + 4632*u^33 + 2999*u^34 + 1865*u^35 + 1158*u^36 + 688*u^37 + 380*u^38 + 186*u^39 + 89*u^40 + 40*u^41 + 17*u^42 + 5*u^43 + u^44",
							"289 - 4794*u + 31373*u^2 - 86321*u^3 - 25878*u^4 + 807096*u^5 - 1809624*u^6 - 967424*u^7 + 14039839*u^8 - 38371442*u^9 + 63170725*u^10 - 72241877*u^11 + 58100987*u^12 - 29347912*u^13 + 3928320*u^14 + 4948788*u^15 + 2837203*u^16 - 17489570*u^17 + 27991571*u^18 - 29327443*u^19 + 24029324*u^20 - 16835412*u^21 + 11262644*u^22 - 8271464*u^23 + 6557844*u^24 - 5092340*u^25 + 3516420*u^26 - 1949096*u^27 + 937008*u^28 - 389540*u^29 + 318128*u^30 - 348136*u^31 + 399453*u^32 - 354406*u^33 + 270709*u^34 - 170433*u^35 + 93826*u^36 - 43776*u^37 + 17876*u^38 - 6144*u^39 + 1813*u^40 - 430*u^41 + 83*u^42 - 11*u^43 + u^44",
							"196657 + 532744*u - 716759*u^2 - 3553997*u^3 - 1459268*u^4 + 8925798*u^5 + 13318232*u^6 - 6079484*u^7 - 33413163*u^8 - 21471528*u^9 + 41422513*u^10 + 69832401*u^11 - 17199927*u^12 - 106740514*u^13 - 28156966*u^14 + 106623856*u^15 + 60901543*u^16 - 78203174*u^17 - 64052023*u^18 + 46100157*u^19 + 48162994*u^20 - 23548946*u^21 - 29409274*u^22 + 10822940*u^23 + 15323006*u^24 - 4594662*u^25 - 6887878*u^26 + 1866088*u^27 + 2692186*u^28 - 699452*u^29 - 907280*u^30 + 223856*u^31 + 254017*u^32 - 62590*u^33 - 59929*u^34 + 14931*u^35 + 12656*u^36 - 2326*u^37 - 2030*u^38 + 278*u^39 + 249*u^40 - 18*u^41 - 19*u^42 + u^43 + u^44",
							"13 - 82*u + 463*u^2 - 1673*u^3 + 5322*u^4 - 13330*u^5 + 29764*u^6 - 56326*u^7 + 96375*u^8 - 145390*u^9 + 201047*u^10 - 251995*u^11 + 295227*u^12 - 322072*u^13 + 335896*u^14 - 332762*u^15 + 318479*u^16 - 290010*u^17 + 254521*u^18 - 212875*u^19 + 174464*u^20 - 139918*u^21 + 112288*u^22 - 88584*u^23 + 68924*u^24 - 52752*u^25 + 40548*u^26 - 31420*u^27 + 24028*u^28 - 17840*u^29 + 12912*u^30 - 9366*u^31 + 6733*u^32 - 4632*u^33 + 2999*u^34 - 1865*u^35 + 1158*u^36 - 688*u^37 + 380*u^38 - 186*u^39 + 89*u^40 - 40*u^41 + 17*u^42 - 5*u^43 + u^44",
							"88157 - 74448*u + 98091*u^2 - 1158309*u^3 + 135940*u^4 + 954856*u^5 - 234002*u^6 + 2064496*u^7 + 6471125*u^8 + 237014*u^9 + 9459497*u^10 - 12318875*u^11 - 2550221*u^12 + 24445036*u^13 + 27307440*u^14 - 102785544*u^15 - 138622403*u^16 - 4154872*u^17 + 140240583*u^18 - 43185099*u^19 + 190021812*u^20 + 148725248*u^21 - 48242796*u^22 - 107674010*u^23 - 22696994*u^24 + 14805342*u^25 + 20142116*u^26 + 12242546*u^27 - 2918290*u^28 - 9195072*u^29 - 2253104*u^30 + 3218318*u^31 + 1591015*u^32 - 676078*u^33 - 517137*u^34 + 83049*u^35 + 103106*u^36 - 4768*u^37 - 13182*u^38 - 80*u^39 + 1059*u^40 + 26*u^41 - 49*u^42 - u^43 + u^44",
							"169 + 5314*u + 78369*u^2 + 716987*u^3 + 4551254*u^4 + 21278832*u^5 + 76103340*u^6 + 214358012*u^7 + 488895919*u^8 + 929472578*u^9 + 1516349609*u^10 + 2178198015*u^11 + 2811717555*u^12 + 3309855760*u^13 + 3584773376*u^14 + 3581545400*u^15 + 3296068999*u^16 + 2788769022*u^17 + 2167016347*u^18 + 1547184029*u^19 + 1020975904*u^20 + 629665352*u^21 + 368173608*u^22 + 208305728*u^23 + 115712872*u^24 + 63774920*u^25 + 34810748*u^26 + 18603036*u^27 + 9891328*u^28 + 5198080*u^29 + 2909924*u^30 + 1661920*u^31 + 1026597*u^32 + 602858*u^33 + 351637*u^34 + 181739*u^35 + 88718*u^36 + 37304*u^37 + 14500*u^38 + 4724*u^39 + 1397*u^40 + 326*u^41 + 67*u^42 + 9*u^43 + u^44",
							"772753 + 3834854*u + 14362133*u^2 + 38304277*u^3 + 84634518*u^4 + 154453756*u^5 + 253274306*u^6 + 356047898*u^7 + 484449893*u^8 + 567660152*u^9 + 723215931*u^10 + 764675225*u^11 + 913156881*u^12 + 857202492*u^13 + 924861514*u^14 + 761664138*u^15 + 755185207*u^16 + 555639916*u^17 + 523892559*u^18 + 349961145*u^19 + 317157982*u^20 + 191260092*u^21 + 165985110*u^22 + 89170980*u^23 + 74475632*u^24 + 35324520*u^25 + 28598062*u^26 + 11844704*u^27 + 9376694*u^28 + 3347552*u^29 + 2620004*u^30 + 782822*u^31 + 623055*u^32 + 146856*u^33 + 126701*u^34 + 20763*u^35 + 21894*u^36 + 1884*u^37 + 3120*u^38 + 54*u^39 + 345*u^40 - 8*u^41 + 25*u^42 - u^43 + u^44",
							"7837 - 171292*u + 1709871*u^2 - 10364651*u^3 + 43277262*u^4 - 128013404*u^5 + 262551156*u^6 - 322030280*u^7 + 59365645*u^8 + 565051396*u^9 - 981866321*u^10 + 425885877*u^11 + 902252605*u^12 - 1628462202*u^13 + 782078964*u^14 + 852492688*u^15 - 1580786843*u^16 + 771468036*u^17 + 589707617*u^18 - 1133363249*u^19 + 484421964*u^20 + 450715444*u^21 - 600821516*u^22 + 57043918*u^23 + 300159658*u^24 - 142716576*u^25 - 90083280*u^26 + 77048026*u^27 + 21542882*u^28 - 26738810*u^29 - 5247920*u^30 + 6958030*u^31 + 1358221*u^32 - 1431256*u^33 - 303081*u^34 + 232561*u^35 + 51542*u^36 - 29056*u^37 - 6332*u^38 + 2658*u^39 + 545*u^40 - 160*u^41 - 31*u^42 + 5*u^43 + u^44",
							"17 + 68*u - 5*u^2 - 333*u^3 - 410*u^4 + 172*u^5 + 1290*u^6 + 1840*u^7 - 1335*u^8 - 4818*u^9 + 13*u^10 + 5599*u^11 + 1027*u^12 - 3836*u^13 - 724*u^14 + 1446*u^15 + 183*u^16 + 396*u^17 + 307*u^18 - 1045*u^19 - 1270*u^20 + 144*u^21 + 1494*u^22 + 842*u^23 - 1106*u^24 - 1088*u^25 + 920*u^26 + 1214*u^27 - 96*u^28 - 690*u^29 - 78*u^30 + 476*u^31 + 335*u^32 - 192*u^33 - 227*u^34 + 111*u^35 + 164*u^36 - 38*u^37 - 64*u^38 + 18*u^39 + 25*u^40 - 4*u^41 - 5*u^42 + u^43 + u^44",
							"13493731 - 181259586*u + 1179003431*u^2 - 4948667613*u^3 + 15111680588*u^4 - 36018821428*u^5 + 70338905852*u^6 - 116162972342*u^7 + 164039007175*u^8 - 195388092468*u^9 + 188509291259*u^10 - 135770447645*u^11 + 58010199303*u^12 + 6098639804*u^13 - 31591456192*u^14 + 25227970018*u^15 - 10719026529*u^16 + 3193867656*u^17 - 2084576575*u^18 + 1702890775*u^19 - 271912036*u^20 - 802309416*u^21 + 777572004*u^22 - 297097796*u^23 + 13193144*u^24 + 29015016*u^25 - 12201968*u^26 + 10700996*u^27 - 10035268*u^28 + 2515080*u^29 + 2416228*u^30 - 1639678*u^31 - 200127*u^32 + 460234*u^33 - 45219*u^34 - 90051*u^35 + 23190*u^36 + 11384*u^37 - 4492*u^38 - 952*u^39 + 521*u^40 + 42*u^41 - 33*u^42 - u^43 + u^44",
							"169 - 5314*u + 78369*u^2 - 716987*u^3 + 4551254*u^4 - 21278832*u^5 + 76103340*u^6 - 214358012*u^7 + 488895919*u^8 - 929472578*u^9 + 1516349609*u^10 - 2178198015*u^11 + 2811717555*u^12 - 3309855760*u^13 + 3584773376*u^14 - 3581545400*u^15 + 3296068999*u^16 - 2788769022*u^17 + 2167016347*u^18 - 1547184029*u^19 + 1020975904*u^20 - 629665352*u^21 + 368173608*u^22 - 208305728*u^23 + 115712872*u^24 - 63774920*u^25 + 34810748*u^26 - 18603036*u^27 + 9891328*u^28 - 5198080*u^29 + 2909924*u^30 - 1661920*u^31 + 1026597*u^32 - 602858*u^33 + 351637*u^34 - 181739*u^35 + 88718*u^36 - 37304*u^37 + 14500*u^38 - 4724*u^39 + 1397*u^40 - 326*u^41 + 67*u^42 - 9*u^43 + u^44",
							"772753 - 3834854*u + 14362133*u^2 - 38304277*u^3 + 84634518*u^4 - 154453756*u^5 + 253274306*u^6 - 356047898*u^7 + 484449893*u^8 - 567660152*u^9 + 723215931*u^10 - 764675225*u^11 + 913156881*u^12 - 857202492*u^13 + 924861514*u^14 - 761664138*u^15 + 755185207*u^16 - 555639916*u^17 + 523892559*u^18 - 349961145*u^19 + 317157982*u^20 - 191260092*u^21 + 165985110*u^22 - 89170980*u^23 + 74475632*u^24 - 35324520*u^25 + 28598062*u^26 - 11844704*u^27 + 9376694*u^28 - 3347552*u^29 + 2620004*u^30 - 782822*u^31 + 623055*u^32 - 146856*u^33 + 126701*u^34 - 20763*u^35 + 21894*u^36 - 1884*u^37 + 3120*u^38 - 54*u^39 + 345*u^40 + 8*u^41 + 25*u^42 + u^43 + u^44",
							"10543 - 199806*u + 1624837*u^2 - 6517515*u^3 + 19383058*u^4 - 23293172*u^5 - 25845588*u^6 + 115153504*u^7 - 56784003*u^8 + 458235832*u^9 + 2567881955*u^10 + 2609869851*u^11 - 1994620111*u^12 - 5087455866*u^13 - 666410020*u^14 + 4728195538*u^15 + 2766576685*u^16 - 2233094798*u^17 - 2372300961*u^18 + 558911559*u^19 + 1173739040*u^20 - 72884744*u^21 - 407852868*u^22 + 52284570*u^23 + 139112524*u^24 - 44808778*u^25 - 57515750*u^26 + 18558152*u^27 + 23234676*u^28 - 3833168*u^29 - 7363756*u^30 + 157950*u^31 + 1735345*u^32 + 148912*u^33 - 302689*u^34 - 53201*u^35 + 39518*u^36 + 9992*u^37 - 3892*u^38 - 1178*u^39 + 273*u^40 + 96*u^41 - 15*u^42 - 5*u^43 + u^44",
							"1 + 2*u + 5*u^2 + 11*u^3 + 38*u^4 + 100*u^5 + 260*u^6 + 648*u^7 + 1575*u^8 + 3742*u^9 + 8677*u^10 + 19363*u^11 + 41515*u^12 + 85560*u^13 + 169328*u^14 + 321208*u^15 + 583431*u^16 + 1014082*u^17 + 1686287*u^18 + 2682557*u^19 + 4081584*u^20 + 5935440*u^21 + 8239768*u^22 + 10904776*u^23 + 13737028*u^24 + 16440764*u^25 + 18645248*u^26 + 19962212*u^27 + 20073384*u^28 + 18835832*u^29 + 16368868*u^30 + 13067084*u^31 + 9502605*u^32 + 6243114*u^33 + 3674813*u^34 + 1921259*u^35 + 883754*u^36 + 353724*u^37 + 121516*u^38 + 35192*u^39 + 8381*u^40 + 1582*u^41 + 223*u^42 + 21*u^43 + u^44",
							"4973081 + 15057570*u + 57073585*u^2 + 142650601*u^3 + 308836378*u^4 + 629401900*u^5 + 1223162004*u^6 + 2305912996*u^7 + 4155340787*u^8 + 6962445498*u^9 + 10623937205*u^10 + 14813736115*u^11 + 18683139731*u^12 + 20961187008*u^13 + 21165579940*u^14 + 19316248026*u^15 + 16060880179*u^16 + 12577147520*u^17 + 8321069977*u^18 + 3138951261*u^19 - 166308664*u^20 - 729048960*u^21 - 833673984*u^22 - 953107586*u^23 - 397443752*u^24 + 101692578*u^25 + 85094094*u^26 + 25488518*u^27 + 48020884*u^28 + 15013976*u^29 - 17037640*u^30 - 6769334*u^31 + 2777233*u^32 + 700592*u^33 - 563529*u^34 + 18885*u^35 + 120238*u^36 - 5872*u^37 - 15732*u^38 + 168*u^39 + 1221*u^40 + 18*u^41 - 53*u^42 - u^43 + u^44",
							"2425663 + 4206934*u + 19468341*u^2 + 20507383*u^3 + 154273968*u^4 - 102068856*u^5 + 735458718*u^6 - 718154724*u^7 + 2013002321*u^8 - 1951786580*u^9 + 3809567983*u^10 - 3175855155*u^11 + 4926616529*u^12 - 3616118084*u^13 + 4400820380*u^14 - 2742680282*u^15 + 2583640825*u^16 - 1172889852*u^17 + 719206945*u^18 + 46836671*u^19 - 246280106*u^20 + 441560722*u^21 - 364520808*u^22 + 300623070*u^23 - 176443080*u^24 + 92176602*u^25 - 31037654*u^26 + 919216*u^27 + 11966068*u^28 - 12765064*u^29 + 9894066*u^30 - 6417460*u^31 + 3537759*u^32 - 1761110*u^33 + 820093*u^34 - 319847*u^35 + 129788*u^36 - 40874*u^37 + 14150*u^38 - 3558*u^39 + 1057*u^40 - 190*u^41 + 49*u^42 - 5*u^43 + u^44",
							"289 + 4794*u + 31373*u^2 + 86321*u^3 - 25878*u^4 - 807096*u^5 - 1809624*u^6 + 967424*u^7 + 14039839*u^8 + 38371442*u^9 + 63170725*u^10 + 72241877*u^11 + 58100987*u^12 + 29347912*u^13 + 3928320*u^14 - 4948788*u^15 + 2837203*u^16 + 17489570*u^17 + 27991571*u^18 + 29327443*u^19 + 24029324*u^20 + 16835412*u^21 + 11262644*u^22 + 8271464*u^23 + 6557844*u^24 + 5092340*u^25 + 3516420*u^26 + 1949096*u^27 + 937008*u^28 + 389540*u^29 + 318128*u^30 + 348136*u^31 + 399453*u^32 + 354406*u^33 + 270709*u^34 + 170433*u^35 + 93826*u^36 + 43776*u^37 + 17876*u^38 + 6144*u^39 + 1813*u^40 + 430*u^41 + 83*u^42 + 11*u^43 + u^44",
							"196657 - 532744*u - 716759*u^2 + 3553997*u^3 - 1459268*u^4 - 8925798*u^5 + 13318232*u^6 + 6079484*u^7 - 33413163*u^8 + 21471528*u^9 + 41422513*u^10 - 69832401*u^11 - 17199927*u^12 + 106740514*u^13 - 28156966*u^14 - 106623856*u^15 + 60901543*u^16 + 78203174*u^17 - 64052023*u^18 - 46100157*u^19 + 48162994*u^20 + 23548946*u^21 - 29409274*u^22 - 10822940*u^23 + 15323006*u^24 + 4594662*u^25 - 6887878*u^26 - 1866088*u^27 + 2692186*u^28 + 699452*u^29 - 907280*u^30 - 223856*u^31 + 254017*u^32 + 62590*u^33 - 59929*u^34 - 14931*u^35 + 12656*u^36 + 2326*u^37 - 2030*u^38 - 278*u^39 + 249*u^40 + 18*u^41 - 19*u^42 - u^43 + u^44",
							"10543 + 199806*u + 1624837*u^2 + 6517515*u^3 + 19383058*u^4 + 23293172*u^5 - 25845588*u^6 - 115153504*u^7 - 56784003*u^8 - 458235832*u^9 + 2567881955*u^10 - 2609869851*u^11 - 1994620111*u^12 + 5087455866*u^13 - 666410020*u^14 - 4728195538*u^15 + 2766576685*u^16 + 2233094798*u^17 - 2372300961*u^18 - 558911559*u^19 + 1173739040*u^20 + 72884744*u^21 - 407852868*u^22 - 52284570*u^23 + 139112524*u^24 + 44808778*u^25 - 57515750*u^26 - 18558152*u^27 + 23234676*u^28 + 3833168*u^29 - 7363756*u^30 - 157950*u^31 + 1735345*u^32 - 148912*u^33 - 302689*u^34 + 53201*u^35 + 39518*u^36 - 9992*u^37 - 3892*u^38 + 1178*u^39 + 273*u^40 - 96*u^41 - 15*u^42 + 5*u^43 + u^44",
							"913579 + 6440576*u + 19779759*u^2 + 29429595*u^3 + 9671510*u^4 - 35503038*u^5 - 30415576*u^6 + 114638000*u^7 + 421462477*u^8 + 797823780*u^9 + 961462959*u^10 + 560069377*u^11 - 261817135*u^12 - 550854418*u^13 + 677298522*u^14 + 2956335468*u^15 + 4508105089*u^16 + 4392786814*u^17 + 3430896051*u^18 + 2095842255*u^19 + 1236710234*u^20 + 373570138*u^21 + 195467992*u^22 - 94930504*u^23 + 34763724*u^24 - 65940080*u^25 + 32934736*u^26 - 14101176*u^27 + 22266798*u^28 + 201766*u^29 + 9492850*u^30 + 1175128*u^31 + 2791733*u^32 + 410620*u^33 + 596435*u^34 + 78459*u^35 + 93944*u^36 + 9174*u^37 + 10722*u^38 + 664*u^39 + 851*u^40 + 30*u^41 + 43*u^42 + u^43 + u^44",
							"1 - 2*u + 3*u^2 - 3*u^3 + 4*u^4 - 8*u^5 + 14*u^6 - 20*u^7 + 33*u^8 - 44*u^9 + 75*u^10 - 95*u^11 + 157*u^12 - 186*u^13 + 300*u^14 - 328*u^15 + 519*u^16 - 530*u^17 + 841*u^18 - 809*u^19 + 1278*u^20 - 1168*u^21 + 1802*u^22 - 1570*u^23 + 2332*u^24 - 1910*u^25 + 2738*u^26 - 2044*u^27 + 2854*u^28 - 1874*u^29 + 2568*u^30 - 1440*u^31 + 1939*u^32 - 908*u^33 + 1197*u^34 - 459*u^35 + 588*u^36 - 180*u^37 + 222*u^38 - 52*u^39 + 61*u^40 - 10*u^41 + 11*u^42 - u^43 + u^44",
							"913579 - 6440576*u + 19779759*u^2 - 29429595*u^3 + 9671510*u^4 + 35503038*u^5 - 30415576*u^6 - 114638000*u^7 + 421462477*u^8 - 797823780*u^9 + 961462959*u^10 - 560069377*u^11 - 261817135*u^12 + 550854418*u^13 + 677298522*u^14 - 2956335468*u^15 + 4508105089*u^16 - 4392786814*u^17 + 3430896051*u^18 - 2095842255*u^19 + 1236710234*u^20 - 373570138*u^21 + 195467992*u^22 + 94930504*u^23 + 34763724*u^24 + 65940080*u^25 + 32934736*u^26 + 14101176*u^27 + 22266798*u^28 - 201766*u^29 + 9492850*u^30 - 1175128*u^31 + 2791733*u^32 - 410620*u^33 + 596435*u^34 - 78459*u^35 + 93944*u^36 - 9174*u^37 + 10722*u^38 - 664*u^39 + 851*u^40 - 30*u^41 + 43*u^42 - u^43 + u^44",
							"7837 + 171292*u + 1709871*u^2 + 10364651*u^3 + 43277262*u^4 + 128013404*u^5 + 262551156*u^6 + 322030280*u^7 + 59365645*u^8 - 565051396*u^9 - 981866321*u^10 - 425885877*u^11 + 902252605*u^12 + 1628462202*u^13 + 782078964*u^14 - 852492688*u^15 - 1580786843*u^16 - 771468036*u^17 + 589707617*u^18 + 1133363249*u^19 + 484421964*u^20 - 450715444*u^21 - 600821516*u^22 - 57043918*u^23 + 300159658*u^24 + 142716576*u^25 - 90083280*u^26 - 77048026*u^27 + 21542882*u^28 + 26738810*u^29 - 5247920*u^30 - 6958030*u^31 + 1358221*u^32 + 1431256*u^33 - 303081*u^34 - 232561*u^35 + 51542*u^36 + 29056*u^37 - 6332*u^38 - 2658*u^39 + 545*u^40 + 160*u^41 - 31*u^42 - 5*u^43 + u^44",
							"1 - 6*u + 57*u^2 - 379*u^3 + 2402*u^4 - 13640*u^5 + 67724*u^6 - 295728*u^7 + 1118563*u^8 - 3664246*u^9 + 10399849*u^10 - 25555027*u^11 + 54484659*u^12 - 100921992*u^13 + 162814272*u^14 - 230580332*u^15 + 290055499*u^16 - 330546130*u^17 + 350403399*u^18 - 348162373*u^19 + 323607624*u^20 - 284239920*u^21 + 234252208*u^22 - 183065088*u^23 + 136217324*u^24 - 95046488*u^25 + 64755012*u^26 - 40279356*u^27 + 25405604*u^28 - 14033448*u^29 + 8243720*u^30 - 4019420*u^31 + 2199209*u^32 - 939422*u^33 + 475329*u^34 - 175779*u^35 + 80910*u^36 - 25344*u^37 + 10332*u^38 - 2624*u^39 + 909*u^40 - 170*u^41 + 47*u^42 - 5*u^43 + u^44"
						],
						"GeometricComponent":"{39, 40}",
						"uPolys_ij_N":[
							"1 + 2*u + 3*u^2 + 3*u^3 + 4*u^4 + 8*u^5 + 14*u^6 + 20*u^7 + 33*u^8 + 44*u^9 + 75*u^10 + 95*u^11 + 157*u^12 + 186*u^13 + 300*u^14 + 328*u^15 + 519*u^16 + 530*u^17 + 841*u^18 + 809*u^19 + 1278*u^20 + 1168*u^21 + 1802*u^22 + 1570*u^23 + 2332*u^24 + 1910*u^25 + 2738*u^26 + 2044*u^27 + 2854*u^28 + 1874*u^29 + 2568*u^30 + 1440*u^31 + 1939*u^32 + 908*u^33 + 1197*u^34 + 459*u^35 + 588*u^36 + 180*u^37 + 222*u^38 + 52*u^39 + 61*u^40 + 10*u^41 + 11*u^42 + u^43 + u^44",
							"1 - 2*u + 5*u^2 - 11*u^3 + 38*u^4 - 100*u^5 + 260*u^6 - 648*u^7 + 1575*u^8 - 3742*u^9 + 8677*u^10 - 19363*u^11 + 41515*u^12 - 85560*u^13 + 169328*u^14 - 321208*u^15 + 583431*u^16 - 1014082*u^17 + 1686287*u^18 - 2682557*u^19 + 4081584*u^20 - 5935440*u^21 + 8239768*u^22 - 10904776*u^23 + 13737028*u^24 - 16440764*u^25 + 18645248*u^26 - 19962212*u^27 + 20073384*u^28 - 18835832*u^29 + 16368868*u^30 - 13067084*u^31 + 9502605*u^32 - 6243114*u^33 + 3674813*u^34 - 1921259*u^35 + 883754*u^36 - 353724*u^37 + 121516*u^38 - 35192*u^39 + 8381*u^40 - 1582*u^41 + 223*u^42 - 21*u^43 + u^44",
							"1 + 6*u + 57*u^2 + 379*u^3 + 2402*u^4 + 13640*u^5 + 67724*u^6 + 295728*u^7 + 1118563*u^8 + 3664246*u^9 + 10399849*u^10 + 25555027*u^11 + 54484659*u^12 + 100921992*u^13 + 162814272*u^14 + 230580332*u^15 + 290055499*u^16 + 330546130*u^17 + 350403399*u^18 + 348162373*u^19 + 323607624*u^20 + 284239920*u^21 + 234252208*u^22 + 183065088*u^23 + 136217324*u^24 + 95046488*u^25 + 64755012*u^26 + 40279356*u^27 + 25405604*u^28 + 14033448*u^29 + 8243720*u^30 + 4019420*u^31 + 2199209*u^32 + 939422*u^33 + 475329*u^34 + 175779*u^35 + 80910*u^36 + 25344*u^37 + 10332*u^38 + 2624*u^39 + 909*u^40 + 170*u^41 + 47*u^42 + 5*u^43 + u^44",
							"17 - 68*u - 5*u^2 + 333*u^3 - 410*u^4 - 172*u^5 + 1290*u^6 - 1840*u^7 - 1335*u^8 + 4818*u^9 + 13*u^10 - 5599*u^11 + 1027*u^12 + 3836*u^13 - 724*u^14 - 1446*u^15 + 183*u^16 - 396*u^17 + 307*u^18 + 1045*u^19 - 1270*u^20 - 144*u^21 + 1494*u^22 - 842*u^23 - 1106*u^24 + 1088*u^25 + 920*u^26 - 1214*u^27 - 96*u^28 + 690*u^29 - 78*u^30 - 476*u^31 + 335*u^32 + 192*u^33 - 227*u^34 - 111*u^35 + 164*u^36 + 38*u^37 - 64*u^38 - 18*u^39 + 25*u^40 + 4*u^41 - 5*u^42 - u^43 + u^44",
							"13 + 82*u + 463*u^2 + 1673*u^3 + 5322*u^4 + 13330*u^5 + 29764*u^6 + 56326*u^7 + 96375*u^8 + 145390*u^9 + 201047*u^10 + 251995*u^11 + 295227*u^12 + 322072*u^13 + 335896*u^14 + 332762*u^15 + 318479*u^16 + 290010*u^17 + 254521*u^18 + 212875*u^19 + 174464*u^20 + 139918*u^21 + 112288*u^22 + 88584*u^23 + 68924*u^24 + 52752*u^25 + 40548*u^26 + 31420*u^27 + 24028*u^28 + 17840*u^29 + 12912*u^30 + 9366*u^31 + 6733*u^32 + 4632*u^33 + 2999*u^34 + 1865*u^35 + 1158*u^36 + 688*u^37 + 380*u^38 + 186*u^39 + 89*u^40 + 40*u^41 + 17*u^42 + 5*u^43 + u^44",
							"289 - 4794*u + 31373*u^2 - 86321*u^3 - 25878*u^4 + 807096*u^5 - 1809624*u^6 - 967424*u^7 + 14039839*u^8 - 38371442*u^9 + 63170725*u^10 - 72241877*u^11 + 58100987*u^12 - 29347912*u^13 + 3928320*u^14 + 4948788*u^15 + 2837203*u^16 - 17489570*u^17 + 27991571*u^18 - 29327443*u^19 + 24029324*u^20 - 16835412*u^21 + 11262644*u^22 - 8271464*u^23 + 6557844*u^24 - 5092340*u^25 + 3516420*u^26 - 1949096*u^27 + 937008*u^28 - 389540*u^29 + 318128*u^30 - 348136*u^31 + 399453*u^32 - 354406*u^33 + 270709*u^34 - 170433*u^35 + 93826*u^36 - 43776*u^37 + 17876*u^38 - 6144*u^39 + 1813*u^40 - 430*u^41 + 83*u^42 - 11*u^43 + u^44",
							"196657 + 532744*u - 716759*u^2 - 3553997*u^3 - 1459268*u^4 + 8925798*u^5 + 13318232*u^6 - 6079484*u^7 - 33413163*u^8 - 21471528*u^9 + 41422513*u^10 + 69832401*u^11 - 17199927*u^12 - 106740514*u^13 - 28156966*u^14 + 106623856*u^15 + 60901543*u^16 - 78203174*u^17 - 64052023*u^18 + 46100157*u^19 + 48162994*u^20 - 23548946*u^21 - 29409274*u^22 + 10822940*u^23 + 15323006*u^24 - 4594662*u^25 - 6887878*u^26 + 1866088*u^27 + 2692186*u^28 - 699452*u^29 - 907280*u^30 + 223856*u^31 + 254017*u^32 - 62590*u^33 - 59929*u^34 + 14931*u^35 + 12656*u^36 - 2326*u^37 - 2030*u^38 + 278*u^39 + 249*u^40 - 18*u^41 - 19*u^42 + u^43 + u^44",
							"13 - 82*u + 463*u^2 - 1673*u^3 + 5322*u^4 - 13330*u^5 + 29764*u^6 - 56326*u^7 + 96375*u^8 - 145390*u^9 + 201047*u^10 - 251995*u^11 + 295227*u^12 - 322072*u^13 + 335896*u^14 - 332762*u^15 + 318479*u^16 - 290010*u^17 + 254521*u^18 - 212875*u^19 + 174464*u^20 - 139918*u^21 + 112288*u^22 - 88584*u^23 + 68924*u^24 - 52752*u^25 + 40548*u^26 - 31420*u^27 + 24028*u^28 - 17840*u^29 + 12912*u^30 - 9366*u^31 + 6733*u^32 - 4632*u^33 + 2999*u^34 - 1865*u^35 + 1158*u^36 - 688*u^37 + 380*u^38 - 186*u^39 + 89*u^40 - 40*u^41 + 17*u^42 - 5*u^43 + u^44",
							"88157 - 74448*u + 98091*u^2 - 1158309*u^3 + 135940*u^4 + 954856*u^5 - 234002*u^6 + 2064496*u^7 + 6471125*u^8 + 237014*u^9 + 9459497*u^10 - 12318875*u^11 - 2550221*u^12 + 24445036*u^13 + 27307440*u^14 - 102785544*u^15 - 138622403*u^16 - 4154872*u^17 + 140240583*u^18 - 43185099*u^19 + 190021812*u^20 + 148725248*u^21 - 48242796*u^22 - 107674010*u^23 - 22696994*u^24 + 14805342*u^25 + 20142116*u^26 + 12242546*u^27 - 2918290*u^28 - 9195072*u^29 - 2253104*u^30 + 3218318*u^31 + 1591015*u^32 - 676078*u^33 - 517137*u^34 + 83049*u^35 + 103106*u^36 - 4768*u^37 - 13182*u^38 - 80*u^39 + 1059*u^40 + 26*u^41 - 49*u^42 - u^43 + u^44",
							"169 + 5314*u + 78369*u^2 + 716987*u^3 + 4551254*u^4 + 21278832*u^5 + 76103340*u^6 + 214358012*u^7 + 488895919*u^8 + 929472578*u^9 + 1516349609*u^10 + 2178198015*u^11 + 2811717555*u^12 + 3309855760*u^13 + 3584773376*u^14 + 3581545400*u^15 + 3296068999*u^16 + 2788769022*u^17 + 2167016347*u^18 + 1547184029*u^19 + 1020975904*u^20 + 629665352*u^21 + 368173608*u^22 + 208305728*u^23 + 115712872*u^24 + 63774920*u^25 + 34810748*u^26 + 18603036*u^27 + 9891328*u^28 + 5198080*u^29 + 2909924*u^30 + 1661920*u^31 + 1026597*u^32 + 602858*u^33 + 351637*u^34 + 181739*u^35 + 88718*u^36 + 37304*u^37 + 14500*u^38 + 4724*u^39 + 1397*u^40 + 326*u^41 + 67*u^42 + 9*u^43 + u^44",
							"772753 + 3834854*u + 14362133*u^2 + 38304277*u^3 + 84634518*u^4 + 154453756*u^5 + 253274306*u^6 + 356047898*u^7 + 484449893*u^8 + 567660152*u^9 + 723215931*u^10 + 764675225*u^11 + 913156881*u^12 + 857202492*u^13 + 924861514*u^14 + 761664138*u^15 + 755185207*u^16 + 555639916*u^17 + 523892559*u^18 + 349961145*u^19 + 317157982*u^20 + 191260092*u^21 + 165985110*u^22 + 89170980*u^23 + 74475632*u^24 + 35324520*u^25 + 28598062*u^26 + 11844704*u^27 + 9376694*u^28 + 3347552*u^29 + 2620004*u^30 + 782822*u^31 + 623055*u^32 + 146856*u^33 + 126701*u^34 + 20763*u^35 + 21894*u^36 + 1884*u^37 + 3120*u^38 + 54*u^39 + 345*u^40 - 8*u^41 + 25*u^42 - u^43 + u^44",
							"7837 - 171292*u + 1709871*u^2 - 10364651*u^3 + 43277262*u^4 - 128013404*u^5 + 262551156*u^6 - 322030280*u^7 + 59365645*u^8 + 565051396*u^9 - 981866321*u^10 + 425885877*u^11 + 902252605*u^12 - 1628462202*u^13 + 782078964*u^14 + 852492688*u^15 - 1580786843*u^16 + 771468036*u^17 + 589707617*u^18 - 1133363249*u^19 + 484421964*u^20 + 450715444*u^21 - 600821516*u^22 + 57043918*u^23 + 300159658*u^24 - 142716576*u^25 - 90083280*u^26 + 77048026*u^27 + 21542882*u^28 - 26738810*u^29 - 5247920*u^30 + 6958030*u^31 + 1358221*u^32 - 1431256*u^33 - 303081*u^34 + 232561*u^35 + 51542*u^36 - 29056*u^37 - 6332*u^38 + 2658*u^39 + 545*u^40 - 160*u^41 - 31*u^42 + 5*u^43 + u^44",
							"17 + 68*u - 5*u^2 - 333*u^3 - 410*u^4 + 172*u^5 + 1290*u^6 + 1840*u^7 - 1335*u^8 - 4818*u^9 + 13*u^10 + 5599*u^11 + 1027*u^12 - 3836*u^13 - 724*u^14 + 1446*u^15 + 183*u^16 + 396*u^17 + 307*u^18 - 1045*u^19 - 1270*u^20 + 144*u^21 + 1494*u^22 + 842*u^23 - 1106*u^24 - 1088*u^25 + 920*u^26 + 1214*u^27 - 96*u^28 - 690*u^29 - 78*u^30 + 476*u^31 + 335*u^32 - 192*u^33 - 227*u^34 + 111*u^35 + 164*u^36 - 38*u^37 - 64*u^38 + 18*u^39 + 25*u^40 - 4*u^41 - 5*u^42 + u^43 + u^44",
							"13493731 - 181259586*u + 1179003431*u^2 - 4948667613*u^3 + 15111680588*u^4 - 36018821428*u^5 + 70338905852*u^6 - 116162972342*u^7 + 164039007175*u^8 - 195388092468*u^9 + 188509291259*u^10 - 135770447645*u^11 + 58010199303*u^12 + 6098639804*u^13 - 31591456192*u^14 + 25227970018*u^15 - 10719026529*u^16 + 3193867656*u^17 - 2084576575*u^18 + 1702890775*u^19 - 271912036*u^20 - 802309416*u^21 + 777572004*u^22 - 297097796*u^23 + 13193144*u^24 + 29015016*u^25 - 12201968*u^26 + 10700996*u^27 - 10035268*u^28 + 2515080*u^29 + 2416228*u^30 - 1639678*u^31 - 200127*u^32 + 460234*u^33 - 45219*u^34 - 90051*u^35 + 23190*u^36 + 11384*u^37 - 4492*u^38 - 952*u^39 + 521*u^40 + 42*u^41 - 33*u^42 - u^43 + u^44",
							"169 - 5314*u + 78369*u^2 - 716987*u^3 + 4551254*u^4 - 21278832*u^5 + 76103340*u^6 - 214358012*u^7 + 488895919*u^8 - 929472578*u^9 + 1516349609*u^10 - 2178198015*u^11 + 2811717555*u^12 - 3309855760*u^13 + 3584773376*u^14 - 3581545400*u^15 + 3296068999*u^16 - 2788769022*u^17 + 2167016347*u^18 - 1547184029*u^19 + 1020975904*u^20 - 629665352*u^21 + 368173608*u^22 - 208305728*u^23 + 115712872*u^24 - 63774920*u^25 + 34810748*u^26 - 18603036*u^27 + 9891328*u^28 - 5198080*u^29 + 2909924*u^30 - 1661920*u^31 + 1026597*u^32 - 602858*u^33 + 351637*u^34 - 181739*u^35 + 88718*u^36 - 37304*u^37 + 14500*u^38 - 4724*u^39 + 1397*u^40 - 326*u^41 + 67*u^42 - 9*u^43 + u^44",
							"772753 - 3834854*u + 14362133*u^2 - 38304277*u^3 + 84634518*u^4 - 154453756*u^5 + 253274306*u^6 - 356047898*u^7 + 484449893*u^8 - 567660152*u^9 + 723215931*u^10 - 764675225*u^11 + 913156881*u^12 - 857202492*u^13 + 924861514*u^14 - 761664138*u^15 + 755185207*u^16 - 555639916*u^17 + 523892559*u^18 - 349961145*u^19 + 317157982*u^20 - 191260092*u^21 + 165985110*u^22 - 89170980*u^23 + 74475632*u^24 - 35324520*u^25 + 28598062*u^26 - 11844704*u^27 + 9376694*u^28 - 3347552*u^29 + 2620004*u^30 - 782822*u^31 + 623055*u^32 - 146856*u^33 + 126701*u^34 - 20763*u^35 + 21894*u^36 - 1884*u^37 + 3120*u^38 - 54*u^39 + 345*u^40 + 8*u^41 + 25*u^42 + u^43 + u^44",
							"10543 - 199806*u + 1624837*u^2 - 6517515*u^3 + 19383058*u^4 - 23293172*u^5 - 25845588*u^6 + 115153504*u^7 - 56784003*u^8 + 458235832*u^9 + 2567881955*u^10 + 2609869851*u^11 - 1994620111*u^12 - 5087455866*u^13 - 666410020*u^14 + 4728195538*u^15 + 2766576685*u^16 - 2233094798*u^17 - 2372300961*u^18 + 558911559*u^19 + 1173739040*u^20 - 72884744*u^21 - 407852868*u^22 + 52284570*u^23 + 139112524*u^24 - 44808778*u^25 - 57515750*u^26 + 18558152*u^27 + 23234676*u^28 - 3833168*u^29 - 7363756*u^30 + 157950*u^31 + 1735345*u^32 + 148912*u^33 - 302689*u^34 - 53201*u^35 + 39518*u^36 + 9992*u^37 - 3892*u^38 - 1178*u^39 + 273*u^40 + 96*u^41 - 15*u^42 - 5*u^43 + u^44",
							"1 + 2*u + 5*u^2 + 11*u^3 + 38*u^4 + 100*u^5 + 260*u^6 + 648*u^7 + 1575*u^8 + 3742*u^9 + 8677*u^10 + 19363*u^11 + 41515*u^12 + 85560*u^13 + 169328*u^14 + 321208*u^15 + 583431*u^16 + 1014082*u^17 + 1686287*u^18 + 2682557*u^19 + 4081584*u^20 + 5935440*u^21 + 8239768*u^22 + 10904776*u^23 + 13737028*u^24 + 16440764*u^25 + 18645248*u^26 + 19962212*u^27 + 20073384*u^28 + 18835832*u^29 + 16368868*u^30 + 13067084*u^31 + 9502605*u^32 + 6243114*u^33 + 3674813*u^34 + 1921259*u^35 + 883754*u^36 + 353724*u^37 + 121516*u^38 + 35192*u^39 + 8381*u^40 + 1582*u^41 + 223*u^42 + 21*u^43 + u^44",
							"4973081 + 15057570*u + 57073585*u^2 + 142650601*u^3 + 308836378*u^4 + 629401900*u^5 + 1223162004*u^6 + 2305912996*u^7 + 4155340787*u^8 + 6962445498*u^9 + 10623937205*u^10 + 14813736115*u^11 + 18683139731*u^12 + 20961187008*u^13 + 21165579940*u^14 + 19316248026*u^15 + 16060880179*u^16 + 12577147520*u^17 + 8321069977*u^18 + 3138951261*u^19 - 166308664*u^20 - 729048960*u^21 - 833673984*u^22 - 953107586*u^23 - 397443752*u^24 + 101692578*u^25 + 85094094*u^26 + 25488518*u^27 + 48020884*u^28 + 15013976*u^29 - 17037640*u^30 - 6769334*u^31 + 2777233*u^32 + 700592*u^33 - 563529*u^34 + 18885*u^35 + 120238*u^36 - 5872*u^37 - 15732*u^38 + 168*u^39 + 1221*u^40 + 18*u^41 - 53*u^42 - u^43 + u^44",
							"2425663 + 4206934*u + 19468341*u^2 + 20507383*u^3 + 154273968*u^4 - 102068856*u^5 + 735458718*u^6 - 718154724*u^7 + 2013002321*u^8 - 1951786580*u^9 + 3809567983*u^10 - 3175855155*u^11 + 4926616529*u^12 - 3616118084*u^13 + 4400820380*u^14 - 2742680282*u^15 + 2583640825*u^16 - 1172889852*u^17 + 719206945*u^18 + 46836671*u^19 - 246280106*u^20 + 441560722*u^21 - 364520808*u^22 + 300623070*u^23 - 176443080*u^24 + 92176602*u^25 - 31037654*u^26 + 919216*u^27 + 11966068*u^28 - 12765064*u^29 + 9894066*u^30 - 6417460*u^31 + 3537759*u^32 - 1761110*u^33 + 820093*u^34 - 319847*u^35 + 129788*u^36 - 40874*u^37 + 14150*u^38 - 3558*u^39 + 1057*u^40 - 190*u^41 + 49*u^42 - 5*u^43 + u^44",
							"289 + 4794*u + 31373*u^2 + 86321*u^3 - 25878*u^4 - 807096*u^5 - 1809624*u^6 + 967424*u^7 + 14039839*u^8 + 38371442*u^9 + 63170725*u^10 + 72241877*u^11 + 58100987*u^12 + 29347912*u^13 + 3928320*u^14 - 4948788*u^15 + 2837203*u^16 + 17489570*u^17 + 27991571*u^18 + 29327443*u^19 + 24029324*u^20 + 16835412*u^21 + 11262644*u^22 + 8271464*u^23 + 6557844*u^24 + 5092340*u^25 + 3516420*u^26 + 1949096*u^27 + 937008*u^28 + 389540*u^29 + 318128*u^30 + 348136*u^31 + 399453*u^32 + 354406*u^33 + 270709*u^34 + 170433*u^35 + 93826*u^36 + 43776*u^37 + 17876*u^38 + 6144*u^39 + 1813*u^40 + 430*u^41 + 83*u^42 + 11*u^43 + u^44",
							"196657 - 532744*u - 716759*u^2 + 3553997*u^3 - 1459268*u^4 - 8925798*u^5 + 13318232*u^6 + 6079484*u^7 - 33413163*u^8 + 21471528*u^9 + 41422513*u^10 - 69832401*u^11 - 17199927*u^12 + 106740514*u^13 - 28156966*u^14 - 106623856*u^15 + 60901543*u^16 + 78203174*u^17 - 64052023*u^18 - 46100157*u^19 + 48162994*u^20 + 23548946*u^21 - 29409274*u^22 - 10822940*u^23 + 15323006*u^24 + 4594662*u^25 - 6887878*u^26 - 1866088*u^27 + 2692186*u^28 + 699452*u^29 - 907280*u^30 - 223856*u^31 + 254017*u^32 + 62590*u^33 - 59929*u^34 - 14931*u^35 + 12656*u^36 + 2326*u^37 - 2030*u^38 - 278*u^39 + 249*u^40 + 18*u^41 - 19*u^42 - u^43 + u^44",
							"10543 + 199806*u + 1624837*u^2 + 6517515*u^3 + 19383058*u^4 + 23293172*u^5 - 25845588*u^6 - 115153504*u^7 - 56784003*u^8 - 458235832*u^9 + 2567881955*u^10 - 2609869851*u^11 - 1994620111*u^12 + 5087455866*u^13 - 666410020*u^14 - 4728195538*u^15 + 2766576685*u^16 + 2233094798*u^17 - 2372300961*u^18 - 558911559*u^19 + 1173739040*u^20 + 72884744*u^21 - 407852868*u^22 - 52284570*u^23 + 139112524*u^24 + 44808778*u^25 - 57515750*u^26 - 18558152*u^27 + 23234676*u^28 + 3833168*u^29 - 7363756*u^30 - 157950*u^31 + 1735345*u^32 - 148912*u^33 - 302689*u^34 + 53201*u^35 + 39518*u^36 - 9992*u^37 - 3892*u^38 + 1178*u^39 + 273*u^40 - 96*u^41 - 15*u^42 + 5*u^43 + u^44",
							"913579 + 6440576*u + 19779759*u^2 + 29429595*u^3 + 9671510*u^4 - 35503038*u^5 - 30415576*u^6 + 114638000*u^7 + 421462477*u^8 + 797823780*u^9 + 961462959*u^10 + 560069377*u^11 - 261817135*u^12 - 550854418*u^13 + 677298522*u^14 + 2956335468*u^15 + 4508105089*u^16 + 4392786814*u^17 + 3430896051*u^18 + 2095842255*u^19 + 1236710234*u^20 + 373570138*u^21 + 195467992*u^22 - 94930504*u^23 + 34763724*u^24 - 65940080*u^25 + 32934736*u^26 - 14101176*u^27 + 22266798*u^28 + 201766*u^29 + 9492850*u^30 + 1175128*u^31 + 2791733*u^32 + 410620*u^33 + 596435*u^34 + 78459*u^35 + 93944*u^36 + 9174*u^37 + 10722*u^38 + 664*u^39 + 851*u^40 + 30*u^41 + 43*u^42 + u^43 + u^44",
							"1 - 2*u + 3*u^2 - 3*u^3 + 4*u^4 - 8*u^5 + 14*u^6 - 20*u^7 + 33*u^8 - 44*u^9 + 75*u^10 - 95*u^11 + 157*u^12 - 186*u^13 + 300*u^14 - 328*u^15 + 519*u^16 - 530*u^17 + 841*u^18 - 809*u^19 + 1278*u^20 - 1168*u^21 + 1802*u^22 - 1570*u^23 + 2332*u^24 - 1910*u^25 + 2738*u^26 - 2044*u^27 + 2854*u^28 - 1874*u^29 + 2568*u^30 - 1440*u^31 + 1939*u^32 - 908*u^33 + 1197*u^34 - 459*u^35 + 588*u^36 - 180*u^37 + 222*u^38 - 52*u^39 + 61*u^40 - 10*u^41 + 11*u^42 - u^43 + u^44",
							"913579 - 6440576*u + 19779759*u^2 - 29429595*u^3 + 9671510*u^4 + 35503038*u^5 - 30415576*u^6 - 114638000*u^7 + 421462477*u^8 - 797823780*u^9 + 961462959*u^10 - 560069377*u^11 - 261817135*u^12 + 550854418*u^13 + 677298522*u^14 - 2956335468*u^15 + 4508105089*u^16 - 4392786814*u^17 + 3430896051*u^18 - 2095842255*u^19 + 1236710234*u^20 - 373570138*u^21 + 195467992*u^22 + 94930504*u^23 + 34763724*u^24 + 65940080*u^25 + 32934736*u^26 + 14101176*u^27 + 22266798*u^28 - 201766*u^29 + 9492850*u^30 - 1175128*u^31 + 2791733*u^32 - 410620*u^33 + 596435*u^34 - 78459*u^35 + 93944*u^36 - 9174*u^37 + 10722*u^38 - 664*u^39 + 851*u^40 - 30*u^41 + 43*u^42 - u^43 + u^44",
							"7837 + 171292*u + 1709871*u^2 + 10364651*u^3 + 43277262*u^4 + 128013404*u^5 + 262551156*u^6 + 322030280*u^7 + 59365645*u^8 - 565051396*u^9 - 981866321*u^10 - 425885877*u^11 + 902252605*u^12 + 1628462202*u^13 + 782078964*u^14 - 852492688*u^15 - 1580786843*u^16 - 771468036*u^17 + 589707617*u^18 + 1133363249*u^19 + 484421964*u^20 - 450715444*u^21 - 600821516*u^22 - 57043918*u^23 + 300159658*u^24 + 142716576*u^25 - 90083280*u^26 - 77048026*u^27 + 21542882*u^28 + 26738810*u^29 - 5247920*u^30 - 6958030*u^31 + 1358221*u^32 + 1431256*u^33 - 303081*u^34 - 232561*u^35 + 51542*u^36 + 29056*u^37 - 6332*u^38 - 2658*u^39 + 545*u^40 + 160*u^41 - 31*u^42 - 5*u^43 + u^44",
							"1 - 6*u + 57*u^2 - 379*u^3 + 2402*u^4 - 13640*u^5 + 67724*u^6 - 295728*u^7 + 1118563*u^8 - 3664246*u^9 + 10399849*u^10 - 25555027*u^11 + 54484659*u^12 - 100921992*u^13 + 162814272*u^14 - 230580332*u^15 + 290055499*u^16 - 330546130*u^17 + 350403399*u^18 - 348162373*u^19 + 323607624*u^20 - 284239920*u^21 + 234252208*u^22 - 183065088*u^23 + 136217324*u^24 - 95046488*u^25 + 64755012*u^26 - 40279356*u^27 + 25405604*u^28 - 14033448*u^29 + 8243720*u^30 - 4019420*u^31 + 2199209*u^32 - 939422*u^33 + 475329*u^34 - 175779*u^35 + 80910*u^36 - 25344*u^37 + 10332*u^38 - 2624*u^39 + 909*u^40 - 170*u^41 + 47*u^42 - 5*u^43 + u^44"
						],
						"Multiplicity":1,
						"MinRepresentationVolume":[
							"{9, 10, 25, 26}",
							1.04298
						],
						"ij_list":[
							[
								"{4, 9}",
								"{5, 8}",
								"{5, 9}"
							],
							[
								"{4, 5}",
								"{8, 9}",
								"{8, 10}"
							],
							[
								"{7, 9}",
								"{9, 10}"
							],
							[
								"{4, 7}",
								"{4, 8}",
								"{5, 10}"
							],
							[
								"{3, 10}",
								"{4, 10}",
								"{5, 7}"
							],
							[
								"{7, 8}"
							],
							[
								"{3, 8}"
							],
							[
								"{1, 7}",
								"{3, 5}",
								"{7, 10}"
							],
							[
								"{3, 9}"
							],
							[
								"{3, 4}"
							],
							[
								"{1, 4}"
							],
							[
								"{1, 9}"
							],
							[
								"{1, 5}",
								"{3, 6}",
								"{3, 7}"
							],
							[
								"{1, 8}"
							],
							[
								"{1, 10}"
							],
							[
								"{6, 10}"
							],
							[
								"{6, 8}"
							],
							[
								"{1, 2}",
								"{1, 3}",
								"{5, 6}"
							],
							[
								"{6, 9}"
							],
							[
								"{4, 6}"
							],
							[
								"{6, 7}"
							],
							[
								"{2, 7}"
							],
							[
								"{2, 4}"
							],
							[
								"{2, 9}"
							],
							[
								"{1, 6}",
								"{2, 5}",
								"{2, 6}"
							],
							[
								"{2, 8}"
							],
							[
								"{2, 10}"
							],
							[
								"{2, 3}"
							]
						],
						"SortedReprnIndices":"{40, 39, 37, 21, 38, 22, 31, 3, 32, 4, 15, 34, 16, 33, 24, 19, 23, 20, 28, 27, 44, 8, 43, 7, 42, 14, 41, 13, 30, 6, 29, 5, 36, 35, 17, 12, 18, 11, 2, 1, 10, 25, 9, 26}",
						"aCuspShapeN":[
							"0``5.037061407402067 + 1.2985293134410435246`5.150513165388949*I",
							"0``5.037061407402067 - 1.2985293134410435246`5.150513165388949*I",
							"-4.9582877397319759579`4.917250626251974 - 6.8841939615301362557`5.05977199811327*I",
							"-4.9582877397319759579`4.917250626251974 + 6.8841939615301362557`5.05977199811327*I",
							"-3.5277301667098614038`5.138003085337279 + 0.8591441641205732536`4.524573770872108*I",
							"-3.5277301667098614038`5.138003085337279 - 0.8591441641205732536`4.524573770872108*I",
							"0.2450111386653849277`4.052712282823727 + 3.0591450757577139896`5.14912652746256*I",
							"0.2450111386653849277`4.052712282823727 - 3.0591450757577139896`5.14912652746256*I",
							"6.6556662838930382094`5.150108917887971 + 0.2879540706577247037`3.7862406019556776*I",
							"6.6556662838930382094`5.150108917887971 - 0.2879540706577247037`3.7862406019556776*I",
							"-7.5376559043808224925`5.14951963317569 + 0.5109143847288071174`3.9806314556061393*I",
							"-7.5376559043808224925`5.14951963317569 - 0.5109143847288071174`3.9806314556061393*I",
							"-1.7924516024428392096`4.827872231265219 + 3.3141497519281809007`5.094796921442873*I",
							"-1.7924516024428392096`4.827872231265219 - 3.3141497519281809007`5.094796921442873*I",
							"3.2510102613730787476`4.9109221827499905 - 4.6140233245999018634`5.062983628076301*I",
							"3.2510102613730787476`4.9109221827499905 + 4.6140233245999018634`5.062983628076301*I",
							"7.5376559043807094216`5.14951963317569 - 0.5109143847287283556`3.980631455606078*I",
							"7.5376559043807094216`5.14951963317569 + 0.5109143847287283556`3.980631455606078*I",
							"-4.7451641552128755927`4.926970025439515 - 6.3655294997695092454`5.054553319473535*I",
							"-4.7451641552128755927`4.926970025439515 + 6.3655294997695092454`5.054553319473535*I",
							"-3.2430397559440016743`4.8101556380039785 - 6.3170455361546441939`5.099717372845641*I",
							"-3.2430397559440016743`4.8101556380039785 + 6.3170455361546441939`5.099717372845641*I",
							"4.7451641552128901086`4.926970025439524 + 6.365529499769366759`5.054553319473531*I",
							"4.7451641552128901086`4.926970025439524 - 6.365529499769366759`5.054553319473531*I",
							"-6.6556662838930925055`5.150108917887971 - 0.2879540706577675513`3.786240601955738*I",
							"-6.6556662838930925055`5.150108917887971 + 0.2879540706577675513`3.786240601955738*I",
							"0``4.724884255375146 + 2.6645921398485455182`5.150514997830072*I",
							"0``4.724884255375146 - 2.6645921398485455182`5.150514997830072*I",
							"3.5277301667103656764`5.138003085337292 + 0.8591441641202108012`4.524573770871876*I",
							"3.5277301667103656764`5.138003085337292 - 0.8591441641202108012`4.524573770871876*I",
							"4.9582877397326299202`4.917250626251982 - 6.8841939615308574811`5.059771998113265*I",
							"4.9582877397326299202`4.917250626251982 + 6.8841939615308574811`5.059771998113265*I",
							"-3.251010261373106476`4.910922182750044 + 4.6140233245990813054`5.062983628076274*I",
							"-3.251010261373106476`4.910922182750044 - 4.6140233245990813054`5.062983628076274*I",
							"0``4.460986888140005 + 4.8924693059649100233`5.150514997831949*I",
							"0``4.460986888140005 - 4.8924693059649100233`5.150514997831949*I",
							"3.2430397559450725629`4.8101556380040105 - 6.3170455361561265154`5.099717372845633*I",
							"3.2430397559450725629`4.8101556380040105 + 6.3170455361561265154`5.099717372845633*I",
							"0``4.144601546765817 + 10.0127789086774499027`5.145156173417413*I",
							"0``4.144601546765817 - 10.0127789086774499027`5.145156173417413*I",
							"1.7924516024428392406`4.827872231265219 + 3.3141497519281807693`5.094796921442873*I",
							"1.7924516024428392406`4.827872231265219 - 3.3141497519281807693`5.094796921442873*I",
							"-0.2450111386653922831`4.052712282823739 + 3.0591450757577228245`5.14912652746256*I",
							"-0.2450111386653922831`4.052712282823739 - 3.0591450757577228245`5.14912652746256*I"
						],
						"Abelian":false
					},
					{
						"IdealName":"abJ10_45_1",
						"Generators":[
							"-1 + v"
						],
						"VariableOrder":[
							"v"
						],
						"Characteristic":0,
						"KnownGroebner":[],
						"Status":[
							"vCompNormalize"
						],
						"MonomialOrder":"lex",
						"IsHomogeneous":false,
						"IsZeroDim":true,
						"IdealDimension":0,
						"Timings":{
							"TimingGroebner":5.7034e-2,
							"TimingZeroDimVars":1.7175e-2,
							"TimingmagmaVCompNormalize":1.8213e-2,
							"TimingNumberOfSols":1.8561e-2,
							"TimingIsRadical":1.653e-3,
							"TimingArcColoring":5.1881000000000004e-2,
							"TimingObstruction":4.17e-4,
							"TimingComplexVolumeN":0.24372,
							"TimingaCuspShapeN":4.804e-3,
							"TiminguValues":0.624551,
							"TiminguPolysN":6.500000000000001e-5,
							"TiminguPolys":0.810248,
							"TimingaCuspShape":9.377100000000001e-2,
							"TimingRepresentationsN":2.1151e-2,
							"TiminguValues_ij":0.142032,
							"TiminguPoly_ij":0.135939,
							"TiminguPolys_ij_N":2.8e-5
						},
						"ZeroDimensionalVars":[
							"v"
						],
						"NumberOfSols":1,
						"IsRadical":true,
						"ArcColoring":[
							"{1, 0}",
							"{1, 0}",
							"{1, 0}",
							"{1, 0}",
							"{1, 0}",
							"{1, 0}",
							"{1, 0}",
							"{1, 0}",
							"{1, 0}",
							"{1, 0}"
						],
						"Obstruction":1,
						"ComplexVolumeN":"{0}",
						"uPolysN":[
							"u",
							"u",
							"u",
							"u",
							"u",
							"u",
							"u",
							"u",
							"u",
							"u"
						],
						"uPolys":[
							"u",
							"u",
							"u",
							"u",
							"u",
							"u",
							"u",
							"u",
							"u",
							"u"
						],
						"aCuspShape":0,
						"RepresentationsN":[
							[
								"v->1."
							]
						],
						"Epsilon":"Infinity",
						"uPolys_ij":[
							"u"
						],
						"GeometricComponent":0,
						"uPolys_ij_N":[
							"u"
						],
						"Multiplicity":1,
						"ij_list":[
							[
								"{1, 2}",
								"{1, 3}",
								"{1, 4}",
								"{1, 5}",
								"{1, 6}",
								"{1, 7}",
								"{1, 8}",
								"{1, 9}",
								"{1, 10}",
								"{2, 3}",
								"{2, 4}",
								"{2, 5}",
								"{2, 6}",
								"{2, 7}",
								"{2, 8}",
								"{2, 9}",
								"{2, 10}",
								"{3, 4}",
								"{3, 5}",
								"{3, 6}",
								"{3, 7}",
								"{3, 8}",
								"{3, 9}",
								"{3, 10}",
								"{4, 5}",
								"{4, 6}",
								"{4, 7}",
								"{4, 8}",
								"{4, 9}",
								"{4, 10}",
								"{5, 6}",
								"{5, 7}",
								"{5, 8}",
								"{5, 9}",
								"{5, 10}",
								"{6, 7}",
								"{6, 8}",
								"{6, 9}",
								"{6, 10}",
								"{7, 8}",
								"{7, 9}",
								"{7, 10}",
								"{8, 9}",
								"{8, 10}",
								"{9, 10}"
							]
						],
						"SortedReprnIndices":"{1}",
						"aCuspShapeN":"{0}",
						"Abelian":true
					}
				]
			},
			"uPolyC":[
				"1 - 2*u + 3*u^2 - 3*u^3 + 4*u^4 - 8*u^5 + 14*u^6 - 20*u^7 + 33*u^8 - 44*u^9 + 75*u^10 - 95*u^11 + 157*u^12 - 186*u^13 + 300*u^14 - 328*u^15 + 519*u^16 - 530*u^17 + 841*u^18 - 809*u^19 + 1278*u^20 - 1168*u^21 + 1802*u^22 - 1570*u^23 + 2332*u^24 - 1910*u^25 + 2738*u^26 - 2044*u^27 + 2854*u^28 - 1874*u^29 + 2568*u^30 - 1440*u^31 + 1939*u^32 - 908*u^33 + 1197*u^34 - 459*u^35 + 588*u^36 - 180*u^37 + 222*u^38 - 52*u^39 + 61*u^40 - 10*u^41 + 11*u^42 - u^43 + u^44",
				"1 + 2*u + 5*u^2 + 11*u^3 + 38*u^4 + 100*u^5 + 260*u^6 + 648*u^7 + 1575*u^8 + 3742*u^9 + 8677*u^10 + 19363*u^11 + 41515*u^12 + 85560*u^13 + 169328*u^14 + 321208*u^15 + 583431*u^16 + 1014082*u^17 + 1686287*u^18 + 2682557*u^19 + 4081584*u^20 + 5935440*u^21 + 8239768*u^22 + 10904776*u^23 + 13737028*u^24 + 16440764*u^25 + 18645248*u^26 + 19962212*u^27 + 20073384*u^28 + 18835832*u^29 + 16368868*u^30 + 13067084*u^31 + 9502605*u^32 + 6243114*u^33 + 3674813*u^34 + 1921259*u^35 + 883754*u^36 + 353724*u^37 + 121516*u^38 + 35192*u^39 + 8381*u^40 + 1582*u^41 + 223*u^42 + 21*u^43 + u^44",
				"13 + 82*u + 463*u^2 + 1673*u^3 + 5322*u^4 + 13330*u^5 + 29764*u^6 + 56326*u^7 + 96375*u^8 + 145390*u^9 + 201047*u^10 + 251995*u^11 + 295227*u^12 + 322072*u^13 + 335896*u^14 + 332762*u^15 + 318479*u^16 + 290010*u^17 + 254521*u^18 + 212875*u^19 + 174464*u^20 + 139918*u^21 + 112288*u^22 + 88584*u^23 + 68924*u^24 + 52752*u^25 + 40548*u^26 + 31420*u^27 + 24028*u^28 + 17840*u^29 + 12912*u^30 + 9366*u^31 + 6733*u^32 + 4632*u^33 + 2999*u^34 + 1865*u^35 + 1158*u^36 + 688*u^37 + 380*u^38 + 186*u^39 + 89*u^40 + 40*u^41 + 17*u^42 + 5*u^43 + u^44",
				"1 + 2*u + 3*u^2 + 3*u^3 + 4*u^4 + 8*u^5 + 14*u^6 + 20*u^7 + 33*u^8 + 44*u^9 + 75*u^10 + 95*u^11 + 157*u^12 + 186*u^13 + 300*u^14 + 328*u^15 + 519*u^16 + 530*u^17 + 841*u^18 + 809*u^19 + 1278*u^20 + 1168*u^21 + 1802*u^22 + 1570*u^23 + 2332*u^24 + 1910*u^25 + 2738*u^26 + 2044*u^27 + 2854*u^28 + 1874*u^29 + 2568*u^30 + 1440*u^31 + 1939*u^32 + 908*u^33 + 1197*u^34 + 459*u^35 + 588*u^36 + 180*u^37 + 222*u^38 + 52*u^39 + 61*u^40 + 10*u^41 + 11*u^42 + u^43 + u^44",
				"1 - 2*u + 3*u^2 - 3*u^3 + 4*u^4 - 8*u^5 + 14*u^6 - 20*u^7 + 33*u^8 - 44*u^9 + 75*u^10 - 95*u^11 + 157*u^12 - 186*u^13 + 300*u^14 - 328*u^15 + 519*u^16 - 530*u^17 + 841*u^18 - 809*u^19 + 1278*u^20 - 1168*u^21 + 1802*u^22 - 1570*u^23 + 2332*u^24 - 1910*u^25 + 2738*u^26 - 2044*u^27 + 2854*u^28 - 1874*u^29 + 2568*u^30 - 1440*u^31 + 1939*u^32 - 908*u^33 + 1197*u^34 - 459*u^35 + 588*u^36 - 180*u^37 + 222*u^38 - 52*u^39 + 61*u^40 - 10*u^41 + 11*u^42 - u^43 + u^44",
				"17 + 68*u - 5*u^2 - 333*u^3 - 410*u^4 + 172*u^5 + 1290*u^6 + 1840*u^7 - 1335*u^8 - 4818*u^9 + 13*u^10 + 5599*u^11 + 1027*u^12 - 3836*u^13 - 724*u^14 + 1446*u^15 + 183*u^16 + 396*u^17 + 307*u^18 - 1045*u^19 - 1270*u^20 + 144*u^21 + 1494*u^22 + 842*u^23 - 1106*u^24 - 1088*u^25 + 920*u^26 + 1214*u^27 - 96*u^28 - 690*u^29 - 78*u^30 + 476*u^31 + 335*u^32 - 192*u^33 - 227*u^34 + 111*u^35 + 164*u^36 - 38*u^37 - 64*u^38 + 18*u^39 + 25*u^40 - 4*u^41 - 5*u^42 + u^43 + u^44",
				"17 - 68*u - 5*u^2 + 333*u^3 - 410*u^4 - 172*u^5 + 1290*u^6 - 1840*u^7 - 1335*u^8 + 4818*u^9 + 13*u^10 - 5599*u^11 + 1027*u^12 + 3836*u^13 - 724*u^14 - 1446*u^15 + 183*u^16 - 396*u^17 + 307*u^18 + 1045*u^19 - 1270*u^20 - 144*u^21 + 1494*u^22 - 842*u^23 - 1106*u^24 + 1088*u^25 + 920*u^26 - 1214*u^27 - 96*u^28 + 690*u^29 - 78*u^30 - 476*u^31 + 335*u^32 + 192*u^33 - 227*u^34 - 111*u^35 + 164*u^36 + 38*u^37 - 64*u^38 - 18*u^39 + 25*u^40 + 4*u^41 - 5*u^42 - u^43 + u^44",
				"1 + 2*u + 3*u^2 + 3*u^3 + 4*u^4 + 8*u^5 + 14*u^6 + 20*u^7 + 33*u^8 + 44*u^9 + 75*u^10 + 95*u^11 + 157*u^12 + 186*u^13 + 300*u^14 + 328*u^15 + 519*u^16 + 530*u^17 + 841*u^18 + 809*u^19 + 1278*u^20 + 1168*u^21 + 1802*u^22 + 1570*u^23 + 2332*u^24 + 1910*u^25 + 2738*u^26 + 2044*u^27 + 2854*u^28 + 1874*u^29 + 2568*u^30 + 1440*u^31 + 1939*u^32 + 908*u^33 + 1197*u^34 + 459*u^35 + 588*u^36 + 180*u^37 + 222*u^38 + 52*u^39 + 61*u^40 + 10*u^41 + 11*u^42 + u^43 + u^44",
				"1 - 2*u + 5*u^2 - 11*u^3 + 38*u^4 - 100*u^5 + 260*u^6 - 648*u^7 + 1575*u^8 - 3742*u^9 + 8677*u^10 - 19363*u^11 + 41515*u^12 - 85560*u^13 + 169328*u^14 - 321208*u^15 + 583431*u^16 - 1014082*u^17 + 1686287*u^18 - 2682557*u^19 + 4081584*u^20 - 5935440*u^21 + 8239768*u^22 - 10904776*u^23 + 13737028*u^24 - 16440764*u^25 + 18645248*u^26 - 19962212*u^27 + 20073384*u^28 - 18835832*u^29 + 16368868*u^30 - 13067084*u^31 + 9502605*u^32 - 6243114*u^33 + 3674813*u^34 - 1921259*u^35 + 883754*u^36 - 353724*u^37 + 121516*u^38 - 35192*u^39 + 8381*u^40 - 1582*u^41 + 223*u^42 - 21*u^43 + u^44",
				"13 - 82*u + 463*u^2 - 1673*u^3 + 5322*u^4 - 13330*u^5 + 29764*u^6 - 56326*u^7 + 96375*u^8 - 145390*u^9 + 201047*u^10 - 251995*u^11 + 295227*u^12 - 322072*u^13 + 335896*u^14 - 332762*u^15 + 318479*u^16 - 290010*u^17 + 254521*u^18 - 212875*u^19 + 174464*u^20 - 139918*u^21 + 112288*u^22 - 88584*u^23 + 68924*u^24 - 52752*u^25 + 40548*u^26 - 31420*u^27 + 24028*u^28 - 17840*u^29 + 12912*u^30 - 9366*u^31 + 6733*u^32 - 4632*u^33 + 2999*u^34 - 1865*u^35 + 1158*u^36 - 688*u^37 + 380*u^38 - 186*u^39 + 89*u^40 - 40*u^41 + 17*u^42 - 5*u^43 + u^44"
			],
			"RileyPolyC":[
				"1 + 2*y + 5*y^2 + 11*y^3 + 38*y^4 + 100*y^5 + 260*y^6 + 648*y^7 + 1575*y^8 + 3742*y^9 + 8677*y^10 + 19363*y^11 + 41515*y^12 + 85560*y^13 + 169328*y^14 + 321208*y^15 + 583431*y^16 + 1014082*y^17 + 1686287*y^18 + 2682557*y^19 + 4081584*y^20 + 5935440*y^21 + 8239768*y^22 + 10904776*y^23 + 13737028*y^24 + 16440764*y^25 + 18645248*y^26 + 19962212*y^27 + 20073384*y^28 + 18835832*y^29 + 16368868*y^30 + 13067084*y^31 + 9502605*y^32 + 6243114*y^33 + 3674813*y^34 + 1921259*y^35 + 883754*y^36 + 353724*y^37 + 121516*y^38 + 35192*y^39 + 8381*y^40 + 1582*y^41 + 223*y^42 + 21*y^43 + y^44",
				"1 + 6*y + 57*y^2 + 379*y^3 + 2402*y^4 + 13640*y^5 + 67724*y^6 + 295728*y^7 + 1118563*y^8 + 3664246*y^9 + 10399849*y^10 + 25555027*y^11 + 54484659*y^12 + 100921992*y^13 + 162814272*y^14 + 230580332*y^15 + 290055499*y^16 + 330546130*y^17 + 350403399*y^18 + 348162373*y^19 + 323607624*y^20 + 284239920*y^21 + 234252208*y^22 + 183065088*y^23 + 136217324*y^24 + 95046488*y^25 + 64755012*y^26 + 40279356*y^27 + 25405604*y^28 + 14033448*y^29 + 8243720*y^30 + 4019420*y^31 + 2199209*y^32 + 939422*y^33 + 475329*y^34 + 175779*y^35 + 80910*y^36 + 25344*y^37 + 10332*y^38 + 2624*y^39 + 909*y^40 + 170*y^41 + 47*y^42 + 5*y^43 + y^44",
				"169 + 5314*y + 78369*y^2 + 716987*y^3 + 4551254*y^4 + 21278832*y^5 + 76103340*y^6 + 214358012*y^7 + 488895919*y^8 + 929472578*y^9 + 1516349609*y^10 + 2178198015*y^11 + 2811717555*y^12 + 3309855760*y^13 + 3584773376*y^14 + 3581545400*y^15 + 3296068999*y^16 + 2788769022*y^17 + 2167016347*y^18 + 1547184029*y^19 + 1020975904*y^20 + 629665352*y^21 + 368173608*y^22 + 208305728*y^23 + 115712872*y^24 + 63774920*y^25 + 34810748*y^26 + 18603036*y^27 + 9891328*y^28 + 5198080*y^29 + 2909924*y^30 + 1661920*y^31 + 1026597*y^32 + 602858*y^33 + 351637*y^34 + 181739*y^35 + 88718*y^36 + 37304*y^37 + 14500*y^38 + 4724*y^39 + 1397*y^40 + 326*y^41 + 67*y^42 + 9*y^43 + y^44",
				"1 + 2*y + 5*y^2 + 11*y^3 + 38*y^4 + 100*y^5 + 260*y^6 + 648*y^7 + 1575*y^8 + 3742*y^9 + 8677*y^10 + 19363*y^11 + 41515*y^12 + 85560*y^13 + 169328*y^14 + 321208*y^15 + 583431*y^16 + 1014082*y^17 + 1686287*y^18 + 2682557*y^19 + 4081584*y^20 + 5935440*y^21 + 8239768*y^22 + 10904776*y^23 + 13737028*y^24 + 16440764*y^25 + 18645248*y^26 + 19962212*y^27 + 20073384*y^28 + 18835832*y^29 + 16368868*y^30 + 13067084*y^31 + 9502605*y^32 + 6243114*y^33 + 3674813*y^34 + 1921259*y^35 + 883754*y^36 + 353724*y^37 + 121516*y^38 + 35192*y^39 + 8381*y^40 + 1582*y^41 + 223*y^42 + 21*y^43 + y^44",
				"1 + 2*y + 5*y^2 + 11*y^3 + 38*y^4 + 100*y^5 + 260*y^6 + 648*y^7 + 1575*y^8 + 3742*y^9 + 8677*y^10 + 19363*y^11 + 41515*y^12 + 85560*y^13 + 169328*y^14 + 321208*y^15 + 583431*y^16 + 1014082*y^17 + 1686287*y^18 + 2682557*y^19 + 4081584*y^20 + 5935440*y^21 + 8239768*y^22 + 10904776*y^23 + 13737028*y^24 + 16440764*y^25 + 18645248*y^26 + 19962212*y^27 + 20073384*y^28 + 18835832*y^29 + 16368868*y^30 + 13067084*y^31 + 9502605*y^32 + 6243114*y^33 + 3674813*y^34 + 1921259*y^35 + 883754*y^36 + 353724*y^37 + 121516*y^38 + 35192*y^39 + 8381*y^40 + 1582*y^41 + 223*y^42 + 21*y^43 + y^44",
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				"289 - 4794*y + 31373*y^2 - 86321*y^3 - 25878*y^4 + 807096*y^5 - 1809624*y^6 - 967424*y^7 + 14039839*y^8 - 38371442*y^9 + 63170725*y^10 - 72241877*y^11 + 58100987*y^12 - 29347912*y^13 + 3928320*y^14 + 4948788*y^15 + 2837203*y^16 - 17489570*y^17 + 27991571*y^18 - 29327443*y^19 + 24029324*y^20 - 16835412*y^21 + 11262644*y^22 - 8271464*y^23 + 6557844*y^24 - 5092340*y^25 + 3516420*y^26 - 1949096*y^27 + 937008*y^28 - 389540*y^29 + 318128*y^30 - 348136*y^31 + 399453*y^32 - 354406*y^33 + 270709*y^34 - 170433*y^35 + 93826*y^36 - 43776*y^37 + 17876*y^38 - 6144*y^39 + 1813*y^40 - 430*y^41 + 83*y^42 - 11*y^43 + y^44",
				"1 + 2*y + 5*y^2 + 11*y^3 + 38*y^4 + 100*y^5 + 260*y^6 + 648*y^7 + 1575*y^8 + 3742*y^9 + 8677*y^10 + 19363*y^11 + 41515*y^12 + 85560*y^13 + 169328*y^14 + 321208*y^15 + 583431*y^16 + 1014082*y^17 + 1686287*y^18 + 2682557*y^19 + 4081584*y^20 + 5935440*y^21 + 8239768*y^22 + 10904776*y^23 + 13737028*y^24 + 16440764*y^25 + 18645248*y^26 + 19962212*y^27 + 20073384*y^28 + 18835832*y^29 + 16368868*y^30 + 13067084*y^31 + 9502605*y^32 + 6243114*y^33 + 3674813*y^34 + 1921259*y^35 + 883754*y^36 + 353724*y^37 + 121516*y^38 + 35192*y^39 + 8381*y^40 + 1582*y^41 + 223*y^42 + 21*y^43 + y^44",
				"1 + 6*y + 57*y^2 + 379*y^3 + 2402*y^4 + 13640*y^5 + 67724*y^6 + 295728*y^7 + 1118563*y^8 + 3664246*y^9 + 10399849*y^10 + 25555027*y^11 + 54484659*y^12 + 100921992*y^13 + 162814272*y^14 + 230580332*y^15 + 290055499*y^16 + 330546130*y^17 + 350403399*y^18 + 348162373*y^19 + 323607624*y^20 + 284239920*y^21 + 234252208*y^22 + 183065088*y^23 + 136217324*y^24 + 95046488*y^25 + 64755012*y^26 + 40279356*y^27 + 25405604*y^28 + 14033448*y^29 + 8243720*y^30 + 4019420*y^31 + 2199209*y^32 + 939422*y^33 + 475329*y^34 + 175779*y^35 + 80910*y^36 + 25344*y^37 + 10332*y^38 + 2624*y^39 + 909*y^40 + 170*y^41 + 47*y^42 + 5*y^43 + y^44",
				"169 + 5314*y + 78369*y^2 + 716987*y^3 + 4551254*y^4 + 21278832*y^5 + 76103340*y^6 + 214358012*y^7 + 488895919*y^8 + 929472578*y^9 + 1516349609*y^10 + 2178198015*y^11 + 2811717555*y^12 + 3309855760*y^13 + 3584773376*y^14 + 3581545400*y^15 + 3296068999*y^16 + 2788769022*y^17 + 2167016347*y^18 + 1547184029*y^19 + 1020975904*y^20 + 629665352*y^21 + 368173608*y^22 + 208305728*y^23 + 115712872*y^24 + 63774920*y^25 + 34810748*y^26 + 18603036*y^27 + 9891328*y^28 + 5198080*y^29 + 2909924*y^30 + 1661920*y^31 + 1026597*y^32 + 602858*y^33 + 351637*y^34 + 181739*y^35 + 88718*y^36 + 37304*y^37 + 14500*y^38 + 4724*y^39 + 1397*y^40 + 326*y^41 + 67*y^42 + 9*y^43 + y^44"
			]
		},
		"GeometricRepresentation":[
			1.37161e1,
			[
				"J10_45_0",
				1,
				"{39, 40}"
			]
		]
	}
}