{
	"Index":128,
	"Name":"10_44",
	"RolfsenName":"10_44",
	"DTname":"10a_32",
	"TunnelNumber":1,
	"BridgeNumber":"Not implemented",
	"Hyperbolic":true,
	"Diagram":{
		"Scode":"{-14, 16, -20, 18, 6, 4, -2, 12, -10, 8}",
		"Acode":"{-8, 9, -1, 10, 4, 3, -2, 7, -6, 5}",
		"PDcode":[
			"{1, 14, 2, 15}",
			"{3, 17, 4, 16}",
			"{5, 20, 6, 1}",
			"{7, 19, 8, 18}",
			"{9, 7, 10, 6}",
			"{11, 5, 12, 4}",
			"{13, 2, 14, 3}",
			"{15, 13, 16, 12}",
			"{17, 10, 18, 11}",
			"{19, 9, 20, 8}"
		],
		"CBtype":"{2, 0}",
		"ParabolicReps":{
			"SolvingSeq":[
				"{1, 5}",
				[],
				[
					"{1, 5, 10, 2}",
					"{5, 10, 4, 2}",
					"{5, 4, 6, 1}",
					"{4, -1, 3, 2}",
					"{6, 3, 7, 1}",
					"{10, -6, 9, 2}",
					"{3, 9, 2, 2}",
					"{9, 7, 8, 2}"
				],
				"{1}",
				"{7}",
				7
			],
			"SolvingSeqIdx":1,
			"Comps":{
				"u":{
					"CheckEq":[
						"1 - u + u^2 + 2*u^5 - 4*u^6 - 6*u^7 + 12*u^8 + 3*u^9 - 10*u^10 + 4*u^11 - 16*u^12 - 7*u^13 + 44*u^14 + 4*u^15 - 34*u^16 - u^17 - 16*u^18 + 36*u^20 - 22*u^22 + 152*u^24 - 632*u^26 + 1220*u^28 - 974*u^30 - 959*u^32 + 3789*u^34 - 4704*u^36 + 1136*u^38 + 6224*u^40 - 13324*u^42 + 16152*u^44 - 13970*u^46 + 9167*u^48 - 4645*u^50 + 1810*u^52 - 530*u^54 + 111*u^56 - 15*u^58 + u^60",
						"-u + u^3 - u^4 + 2*u^5 - 4*u^7 + 8*u^8 + u^9 - 24*u^10 + 9*u^11 + 4*u^12 - 15*u^13 + 128*u^14 + 12*u^15 - 316*u^16 - 5*u^17 + 184*u^18 + u^19 + 706*u^20 - 1896*u^22 + 1524*u^24 + 1992*u^26 - 6802*u^28 + 7392*u^30 + 38*u^32 - 11552*u^34 + 17131*u^36 - 10096*u^38 - 5916*u^40 + 20392*u^42 - 25490*u^44 + 21328*u^46 - 13282*u^48 + 6344*u^50 - 2325*u^52 + 640*u^54 - 126*u^56 + 16*u^58 - u^60"
					],
					"TimingForPrimaryIdeals":8.7045e-2
				},
				"v":{
					"CheckEq":[
						"1 - v"
					],
					"TimingForPrimaryIdeals":7.3206e-2
				},
				"PrimaryIdeals":[
					{
						"IdealName":"J10_44_0",
						"Generators":[
							"-1 + 2*u - 2*u^2 + 3*u^4 - 6*u^5 + 7*u^6 + 5*u^7 - 24*u^8 + 18*u^9 + 12*u^10 - 44*u^11 + 62*u^12 + 6*u^13 - 126*u^14 + 100*u^15 + 41*u^16 - 138*u^17 + 198*u^18 - 24*u^19 - 353*u^20 + 290*u^21 + 179*u^22 - 381*u^23 + 249*u^24 + 174*u^25 - 590*u^26 + 142*u^27 + 618*u^28 - 306*u^29 - 414*u^30 + 264*u^31 + 189*u^32 - 140*u^33 - 58*u^34 + 48*u^35 + 11*u^36 - 10*u^37 - u^38 + u^39"
						],
						"VariableOrder":[
							"u"
						],
						"Characteristic":0,
						"KnownGroebner":[],
						"Status":[
							"vCompNormalize"
						],
						"MonomialOrder":"lex",
						"IsHomogeneous":false,
						"IsZeroDim":true,
						"IdealDimension":0,
						"Timings":{
							"TimingGroebner":6.2338e-2,
							"TimingZeroDimVars":1.7154e-2,
							"TimingmagmaVCompNormalize":1.8337000000000003e-2,
							"TimingNumberOfSols":7.3327e-2,
							"TimingIsRadical":1.7130000000000001e-3,
							"TimingArcColoring":5.4176e-2,
							"TimingObstruction":6.0262e-2,
							"TimingComplexVolumeN":2.2311904e1,
							"TimingaCuspShapeN":0.273681,
							"TiminguValues":0.648954,
							"TiminguPolysN":7.7874e-2,
							"TiminguPolys":0.905478,
							"TimingaCuspShape":0.114447,
							"TimingRepresentationsN":8.572800000000001e-2,
							"TiminguValues_ij":0.159568,
							"TiminguPoly_ij":2.301789,
							"TiminguPolys_ij_N":0.169943
						},
						"ZeroDimensionalVars":[
							"u"
						],
						"NumberOfSols":39,
						"IsRadical":true,
						"ArcColoring":[
							"{1, 0}",
							[
								"u - 2*u^5 + 6*u^7 - 3*u^9 - 4*u^11 + 7*u^13 - 4*u^15 + u^17",
								"u - u^3 - 2*u^5 + 4*u^7 - u^9 - 9*u^11 + 15*u^13 - 12*u^15 + 5*u^17 - u^19"
							],
							[
								"u^3",
								"u - u^3"
							],
							[
								"u",
								"u - u^3"
							],
							[
								0,
								"u"
							],
							[
								"-u^3",
								"u - u^3 + u^5"
							],
							[
								"-u^3 - 2*u^7 + 2*u^9 - u^11",
								"u - u^3 - u^5 + 4*u^7 - 3*u^9 + u^11"
							],
							[
								"1 - 2*u^12 + 2*u^14 + 3*u^16 - 24*u^18 + 52*u^20 - 64*u^22 + 49*u^24 - 24*u^26 + 7*u^28 - u^30",
								"-u^2 + 4*u^6 - 12*u^8 + 10*u^10 + 16*u^12 - 46*u^14 + 36*u^16 + 27*u^18 - 92*u^20 + 106*u^22 - 72*u^24 + 31*u^26 - 8*u^28 + u^30"
							],
							[
								"1 - u^4 + u^6",
								"-2*u^4 + 2*u^6 - u^8"
							],
							[
								1,
								"-u^2"
							]
						],
						"Obstruction":-1,
						"ComplexVolumeN":[
							"-2.06381 - 1.25772*I",
							"-2.06381 + 1.25772*I",
							"-0.02772 - 7.71489*I",
							"-0.02772 + 7.71489*I",
							"1.91036 + 2.98443*I",
							"1.91036 - 2.98443*I",
							"-4.1677 + 3.61917*I",
							"-4.1677 - 3.61917*I",
							-1.46294,
							"2.25704 + 1.23434*I",
							"2.25704 - 1.23434*I",
							"0.6338 + 3.33294*I",
							"0.6338 - 3.33294*I",
							"-3.46412 + 8.12134*I",
							"-3.46412 - 8.12134*I",
							"-2.49096 - 1.59434*I",
							"-2.49096 + 1.59434*I",
							"-5.24072 + 0.25023*I",
							"-5.24072 - 0.25023*I",
							"-1.00162 - 3.25758*I",
							"-1.00162 + 3.25758*I",
							"-2.0976 + 6.17588*I",
							"-2.0976 - 6.17588*I",
							"-4.89443 - 0.66747*I",
							"-4.89443 + 0.66747*I",
							"-7.52915 - 4.12434*I",
							"-7.52915 + 4.12434*I",
							"-9.04143 + 3.95701*I",
							"-9.04143 - 3.95701*I",
							"-4.07758 + 7.9851*I",
							"-4.07758 - 7.9851*I",
							"-8.53633 - 4.91106*I",
							"-8.53633 + 4.91106*I",
							"-6.5788 - 12.969*I",
							"-6.5788 + 12.969*I",
							"0.64272 - 1.83013*I",
							"0.64272 + 1.83013*I",
							"-0.25067 - 2.27932*I",
							"-0.25067 + 2.27932*I"
						],
						"uPolysN":[
							"1 + 2*u^3 - u^4 + 6*u^5 - 5*u^6 + 13*u^7 - 12*u^8 + 30*u^9 - 30*u^10 + 64*u^11 - 62*u^12 + 122*u^13 - 112*u^14 + 204*u^15 - 181*u^16 + 316*u^17 - 288*u^18 + 470*u^19 - 441*u^20 + 670*u^21 - 605*u^22 + 871*u^23 - 697*u^24 + 974*u^25 - 654*u^26 + 896*u^27 - 490*u^28 + 658*u^29 - 288*u^30 + 376*u^31 - 129*u^32 + 162*u^33 - 42*u^34 + 50*u^35 - 9*u^36 + 10*u^37 - u^38 + u^39",
							"17 - 18*u - 96*u^2 + 182*u^3 + 329*u^4 - 388*u^5 - 445*u^6 + 347*u^7 - 40*u^8 - 424*u^9 + 540*u^10 + 464*u^11 - 656*u^12 + 38*u^13 + 620*u^14 - 634*u^15 - 353*u^16 + 1008*u^17 + 230*u^18 - 776*u^19 + 207*u^20 + 524*u^21 - 397*u^22 - 147*u^23 + 457*u^24 + 12*u^25 - 248*u^26 + 150*u^27 + 84*u^28 - 150*u^29 + 22*u^30 + 128*u^31 - 29*u^32 - 64*u^33 + 18*u^34 + 26*u^35 - 5*u^36 - 6*u^37 + u^38 + u^39",
							"1 + 12*u + 90*u^2 + 466*u^3 + 1229*u^4 + 2468*u^5 + 3663*u^6 + 4497*u^7 + 3802*u^8 + 1796*u^9 - 1752*u^10 - 5222*u^11 - 7524*u^12 - 7264*u^13 - 4340*u^14 - 234*u^15 + 4143*u^16 + 5676*u^17 + 5578*u^18 + 2682*u^19 + 9*u^20 - 1740*u^21 - 1449*u^22 + 927*u^23 + 3975*u^24 + 7056*u^25 + 8672*u^26 + 9176*u^27 + 7976*u^28 + 6544*u^29 + 4408*u^30 + 2990*u^31 + 1577*u^32 + 904*u^33 + 362*u^34 + 176*u^35 + 49*u^36 + 20*u^37 + 3*u^38 + u^39",
							"1 + 2*u + 2*u^2 - 3*u^4 - 6*u^5 - 7*u^6 + 5*u^7 + 24*u^8 + 18*u^9 - 12*u^10 - 44*u^11 - 62*u^12 + 6*u^13 + 126*u^14 + 100*u^15 - 41*u^16 - 138*u^17 - 198*u^18 - 24*u^19 + 353*u^20 + 290*u^21 - 179*u^22 - 381*u^23 - 249*u^24 + 174*u^25 + 590*u^26 + 142*u^27 - 618*u^28 - 306*u^29 + 414*u^30 + 264*u^31 - 189*u^32 - 140*u^33 + 58*u^34 + 48*u^35 - 11*u^36 - 10*u^37 + u^38 + u^39",
							"1 - 2*u^2 + 2*u^3 + 9*u^4 - 6*u^5 - 31*u^6 + 93*u^7 + 430*u^8 + 284*u^9 - 1616*u^10 - 4384*u^11 - 2164*u^12 + 11072*u^13 + 27260*u^14 + 18316*u^15 - 36885*u^16 - 105164*u^17 - 96066*u^18 + 51250*u^19 + 259273*u^20 + 327174*u^21 + 111733*u^22 - 291687*u^23 - 583105*u^24 - 506948*u^25 - 74788*u^26 + 454492*u^27 + 795948*u^28 + 836432*u^29 + 654984*u^30 + 406424*u^31 + 204309*u^32 + 83616*u^33 + 27682*u^34 + 7286*u^35 + 1477*u^36 + 218*u^37 + 21*u^38 + u^39",
							"1 - 12*u + 58*u^2 - 146*u^3 + 285*u^4 - 484*u^5 + 663*u^6 - 327*u^7 + 90*u^8 + 1452*u^9 - 1384*u^10 + 6054*u^11 - 4692*u^12 + 9440*u^13 - 3876*u^14 + 6822*u^15 - 1441*u^16 + 3812*u^17 - 374*u^18 + 1886*u^19 - 1127*u^20 + 3612*u^21 - 2273*u^22 + 2111*u^23 - 2249*u^24 + 2592*u^25 - 1328*u^26 + 768*u^27 - 824*u^28 + 784*u^29 - 336*u^30 + 142*u^31 - 159*u^32 + 152*u^33 - 70*u^34 + 24*u^35 - 15*u^36 + 12*u^37 - 5*u^38 + u^39",
							"1 + 2*u^3 - u^4 + 6*u^5 - 5*u^6 + 13*u^7 - 12*u^8 + 30*u^9 - 30*u^10 + 64*u^11 - 62*u^12 + 122*u^13 - 112*u^14 + 204*u^15 - 181*u^16 + 316*u^17 - 288*u^18 + 470*u^19 - 441*u^20 + 670*u^21 - 605*u^22 + 871*u^23 - 697*u^24 + 974*u^25 - 654*u^26 + 896*u^27 - 490*u^28 + 658*u^29 - 288*u^30 + 376*u^31 - 129*u^32 + 162*u^33 - 42*u^34 + 50*u^35 - 9*u^36 + 10*u^37 - u^38 + u^39",
							"-1 + 2*u^2 + 14*u^3 + 47*u^4 + 138*u^5 + 351*u^6 + 829*u^7 + 1830*u^8 + 3856*u^9 + 7736*u^10 + 14808*u^11 + 27116*u^12 + 47728*u^13 + 80876*u^14 + 132060*u^15 + 208089*u^16 + 316752*u^17 + 464970*u^18 + 655518*u^19 + 884579*u^20 + 1142458*u^21 + 1415071*u^22 + 1680497*u^23 + 1900637*u^24 + 2019780*u^25 + 1982980*u^26 + 1769328*u^27 + 1414856*u^28 + 1002480*u^29 + 623224*u^30 + 336760*u^31 + 156531*u^32 + 61796*u^33 + 20374*u^34 + 5478*u^35 + 1159*u^36 + 182*u^37 + 19*u^38 + u^39",
							"1 + 12*u + 90*u^2 + 466*u^3 + 1229*u^4 + 2468*u^5 + 3663*u^6 + 4497*u^7 + 3802*u^8 + 1796*u^9 - 1752*u^10 - 5222*u^11 - 7524*u^12 - 7264*u^13 - 4340*u^14 - 234*u^15 + 4143*u^16 + 5676*u^17 + 5578*u^18 + 2682*u^19 + 9*u^20 - 1740*u^21 - 1449*u^22 + 927*u^23 + 3975*u^24 + 7056*u^25 + 8672*u^26 + 9176*u^27 + 7976*u^28 + 6544*u^29 + 4408*u^30 + 2990*u^31 + 1577*u^32 + 904*u^33 + 362*u^34 + 176*u^35 + 49*u^36 + 20*u^37 + 3*u^38 + u^39",
							"1 + 2*u + 2*u^2 - 3*u^4 - 6*u^5 - 7*u^6 + 5*u^7 + 24*u^8 + 18*u^9 - 12*u^10 - 44*u^11 - 62*u^12 + 6*u^13 + 126*u^14 + 100*u^15 - 41*u^16 - 138*u^17 - 198*u^18 - 24*u^19 + 353*u^20 + 290*u^21 - 179*u^22 - 381*u^23 - 249*u^24 + 174*u^25 + 590*u^26 + 142*u^27 - 618*u^28 - 306*u^29 + 414*u^30 + 264*u^31 - 189*u^32 - 140*u^33 + 58*u^34 + 48*u^35 - 11*u^36 - 10*u^37 + u^38 + u^39"
						],
						"uPolys":[
							"1 + 2*u^3 - u^4 + 6*u^5 - 5*u^6 + 13*u^7 - 12*u^8 + 30*u^9 - 30*u^10 + 64*u^11 - 62*u^12 + 122*u^13 - 112*u^14 + 204*u^15 - 181*u^16 + 316*u^17 - 288*u^18 + 470*u^19 - 441*u^20 + 670*u^21 - 605*u^22 + 871*u^23 - 697*u^24 + 974*u^25 - 654*u^26 + 896*u^27 - 490*u^28 + 658*u^29 - 288*u^30 + 376*u^31 - 129*u^32 + 162*u^33 - 42*u^34 + 50*u^35 - 9*u^36 + 10*u^37 - u^38 + u^39",
							"17 - 18*u - 96*u^2 + 182*u^3 + 329*u^4 - 388*u^5 - 445*u^6 + 347*u^7 - 40*u^8 - 424*u^9 + 540*u^10 + 464*u^11 - 656*u^12 + 38*u^13 + 620*u^14 - 634*u^15 - 353*u^16 + 1008*u^17 + 230*u^18 - 776*u^19 + 207*u^20 + 524*u^21 - 397*u^22 - 147*u^23 + 457*u^24 + 12*u^25 - 248*u^26 + 150*u^27 + 84*u^28 - 150*u^29 + 22*u^30 + 128*u^31 - 29*u^32 - 64*u^33 + 18*u^34 + 26*u^35 - 5*u^36 - 6*u^37 + u^38 + u^39",
							"1 + 12*u + 90*u^2 + 466*u^3 + 1229*u^4 + 2468*u^5 + 3663*u^6 + 4497*u^7 + 3802*u^8 + 1796*u^9 - 1752*u^10 - 5222*u^11 - 7524*u^12 - 7264*u^13 - 4340*u^14 - 234*u^15 + 4143*u^16 + 5676*u^17 + 5578*u^18 + 2682*u^19 + 9*u^20 - 1740*u^21 - 1449*u^22 + 927*u^23 + 3975*u^24 + 7056*u^25 + 8672*u^26 + 9176*u^27 + 7976*u^28 + 6544*u^29 + 4408*u^30 + 2990*u^31 + 1577*u^32 + 904*u^33 + 362*u^34 + 176*u^35 + 49*u^36 + 20*u^37 + 3*u^38 + u^39",
							"1 + 2*u + 2*u^2 - 3*u^4 - 6*u^5 - 7*u^6 + 5*u^7 + 24*u^8 + 18*u^9 - 12*u^10 - 44*u^11 - 62*u^12 + 6*u^13 + 126*u^14 + 100*u^15 - 41*u^16 - 138*u^17 - 198*u^18 - 24*u^19 + 353*u^20 + 290*u^21 - 179*u^22 - 381*u^23 - 249*u^24 + 174*u^25 + 590*u^26 + 142*u^27 - 618*u^28 - 306*u^29 + 414*u^30 + 264*u^31 - 189*u^32 - 140*u^33 + 58*u^34 + 48*u^35 - 11*u^36 - 10*u^37 + u^38 + u^39",
							"1 - 2*u^2 + 2*u^3 + 9*u^4 - 6*u^5 - 31*u^6 + 93*u^7 + 430*u^8 + 284*u^9 - 1616*u^10 - 4384*u^11 - 2164*u^12 + 11072*u^13 + 27260*u^14 + 18316*u^15 - 36885*u^16 - 105164*u^17 - 96066*u^18 + 51250*u^19 + 259273*u^20 + 327174*u^21 + 111733*u^22 - 291687*u^23 - 583105*u^24 - 506948*u^25 - 74788*u^26 + 454492*u^27 + 795948*u^28 + 836432*u^29 + 654984*u^30 + 406424*u^31 + 204309*u^32 + 83616*u^33 + 27682*u^34 + 7286*u^35 + 1477*u^36 + 218*u^37 + 21*u^38 + u^39",
							"1 - 12*u + 58*u^2 - 146*u^3 + 285*u^4 - 484*u^5 + 663*u^6 - 327*u^7 + 90*u^8 + 1452*u^9 - 1384*u^10 + 6054*u^11 - 4692*u^12 + 9440*u^13 - 3876*u^14 + 6822*u^15 - 1441*u^16 + 3812*u^17 - 374*u^18 + 1886*u^19 - 1127*u^20 + 3612*u^21 - 2273*u^22 + 2111*u^23 - 2249*u^24 + 2592*u^25 - 1328*u^26 + 768*u^27 - 824*u^28 + 784*u^29 - 336*u^30 + 142*u^31 - 159*u^32 + 152*u^33 - 70*u^34 + 24*u^35 - 15*u^36 + 12*u^37 - 5*u^38 + u^39",
							"1 + 2*u^3 - u^4 + 6*u^5 - 5*u^6 + 13*u^7 - 12*u^8 + 30*u^9 - 30*u^10 + 64*u^11 - 62*u^12 + 122*u^13 - 112*u^14 + 204*u^15 - 181*u^16 + 316*u^17 - 288*u^18 + 470*u^19 - 441*u^20 + 670*u^21 - 605*u^22 + 871*u^23 - 697*u^24 + 974*u^25 - 654*u^26 + 896*u^27 - 490*u^28 + 658*u^29 - 288*u^30 + 376*u^31 - 129*u^32 + 162*u^33 - 42*u^34 + 50*u^35 - 9*u^36 + 10*u^37 - u^38 + u^39",
							"-1 + 2*u^2 + 14*u^3 + 47*u^4 + 138*u^5 + 351*u^6 + 829*u^7 + 1830*u^8 + 3856*u^9 + 7736*u^10 + 14808*u^11 + 27116*u^12 + 47728*u^13 + 80876*u^14 + 132060*u^15 + 208089*u^16 + 316752*u^17 + 464970*u^18 + 655518*u^19 + 884579*u^20 + 1142458*u^21 + 1415071*u^22 + 1680497*u^23 + 1900637*u^24 + 2019780*u^25 + 1982980*u^26 + 1769328*u^27 + 1414856*u^28 + 1002480*u^29 + 623224*u^30 + 336760*u^31 + 156531*u^32 + 61796*u^33 + 20374*u^34 + 5478*u^35 + 1159*u^36 + 182*u^37 + 19*u^38 + u^39",
							"1 + 12*u + 90*u^2 + 466*u^3 + 1229*u^4 + 2468*u^5 + 3663*u^6 + 4497*u^7 + 3802*u^8 + 1796*u^9 - 1752*u^10 - 5222*u^11 - 7524*u^12 - 7264*u^13 - 4340*u^14 - 234*u^15 + 4143*u^16 + 5676*u^17 + 5578*u^18 + 2682*u^19 + 9*u^20 - 1740*u^21 - 1449*u^22 + 927*u^23 + 3975*u^24 + 7056*u^25 + 8672*u^26 + 9176*u^27 + 7976*u^28 + 6544*u^29 + 4408*u^30 + 2990*u^31 + 1577*u^32 + 904*u^33 + 362*u^34 + 176*u^35 + 49*u^36 + 20*u^37 + 3*u^38 + u^39",
							"1 + 2*u + 2*u^2 - 3*u^4 - 6*u^5 - 7*u^6 + 5*u^7 + 24*u^8 + 18*u^9 - 12*u^10 - 44*u^11 - 62*u^12 + 6*u^13 + 126*u^14 + 100*u^15 - 41*u^16 - 138*u^17 - 198*u^18 - 24*u^19 + 353*u^20 + 290*u^21 - 179*u^22 - 381*u^23 - 249*u^24 + 174*u^25 + 590*u^26 + 142*u^27 - 618*u^28 - 306*u^29 + 414*u^30 + 264*u^31 - 189*u^32 - 140*u^33 + 58*u^34 + 48*u^35 - 11*u^36 - 10*u^37 + u^38 + u^39"
						],
						"aCuspShape":"-2 - 4*(2 - 3*u + 2*u^2 + 2*u^3 - 5*u^4 + 10*u^5 - 5*u^6 - 24*u^7 + 33*u^8 + u^9 - 32*u^10 + 63*u^11 - 59*u^12 - 83*u^13 + 173*u^14 - 16*u^15 - 111*u^16 + 165*u^17 - 194*u^18 - 182*u^19 + 473*u^20 - 4*u^21 - 377*u^22 + 245*u^23 - 71*u^24 - 345*u^25 + 487*u^26 + 273*u^27 - 579*u^28 - 141*u^29 + 405*u^30 + 48*u^31 - 188*u^32 - 10*u^33 + 58*u^34 + u^35 - 11*u^36 + u^38)",
						"RepresentationsN":[
							[
								"u->0.913577 + 0.379498 I"
							],
							[
								"u->0.913577 - 0.379498 I"
							],
							[
								"u->0.867921 + 0.5396 I"
							],
							[
								"u->0.867921 - 0.5396 I"
							],
							[
								"u->-0.824609 + 0.517095 I"
							],
							[
								"u->-0.824609 - 0.517095 I"
							],
							[
								"u->-1.02771 + 0.074094 I"
							],
							[
								"u->-1.02771 - 0.074094 I"
							],
							[
								"u->0.898181"
							],
							[
								"u->-0.704254 + 0.51249 I"
							],
							[
								"u->-0.704254 - 0.51249 I"
							],
							[
								"u->0.632327 + 0.54701 I"
							],
							[
								"u->0.632327 - 0.54701 I"
							],
							[
								"u->0.139221 + 0.807285 I"
							],
							[
								"u->0.139221 - 0.807285 I"
							],
							[
								"u->1.11496 + 0.441427 I"
							],
							[
								"u->1.11496 - 0.441427 I"
							],
							[
								"u->0.076025 + 0.793162 I"
							],
							[
								"u->0.076025 - 0.793162 I"
							],
							[
								"u->-0.132738 + 0.77516 I"
							],
							[
								"u->-0.132738 - 0.77516 I"
							],
							[
								"u->-1.14237 + 0.48318 I"
							],
							[
								"u->-1.14237 - 0.48318 I"
							],
							[
								"u->1.19418 + 0.388571 I"
							],
							[
								"u->1.19418 - 0.388571 I"
							],
							[
								"u->-1.21303 + 0.378072 I"
							],
							[
								"u->-1.21303 - 0.378072 I"
							],
							[
								"u->-1.21058 + 0.415258 I"
							],
							[
								"u->-1.21058 - 0.415258 I"
							],
							[
								"u->-1.18545 + 0.504016 I"
							],
							[
								"u->-1.18545 - 0.504016 I"
							],
							[
								"u->1.2 + 0.486246 I"
							],
							[
								"u->1.2 - 0.486246 I"
							],
							[
								"u->1.1949 + 0.512673 I"
							],
							[
								"u->1.1949 - 0.512673 I"
							],
							[
								"u->-0.180542 + 0.637095 I"
							],
							[
								"u->-0.180542 - 0.637095 I"
							],
							[
								"u->0.339086 + 0.540694 I"
							],
							[
								"u->0.339086 - 0.540694 I"
							]
						],
						"Epsilon":2.69141e-2,
						"uPolys_ij":[
							"1 + 2*u + 2*u^2 - 3*u^4 - 6*u^5 - 7*u^6 + 5*u^7 + 24*u^8 + 18*u^9 - 12*u^10 - 44*u^11 - 62*u^12 + 6*u^13 + 126*u^14 + 100*u^15 - 41*u^16 - 138*u^17 - 198*u^18 - 24*u^19 + 353*u^20 + 290*u^21 - 179*u^22 - 381*u^23 - 249*u^24 + 174*u^25 + 590*u^26 + 142*u^27 - 618*u^28 - 306*u^29 + 414*u^30 + 264*u^31 - 189*u^32 - 140*u^33 + 58*u^34 + 48*u^35 - 11*u^36 - 10*u^37 + u^38 + u^39",
							"1 - 2*u^2 + 2*u^3 + 9*u^4 - 6*u^5 - 31*u^6 + 93*u^7 + 430*u^8 + 284*u^9 - 1616*u^10 - 4384*u^11 - 2164*u^12 + 11072*u^13 + 27260*u^14 + 18316*u^15 - 36885*u^16 - 105164*u^17 - 96066*u^18 + 51250*u^19 + 259273*u^20 + 327174*u^21 + 111733*u^22 - 291687*u^23 - 583105*u^24 - 506948*u^25 - 74788*u^26 + 454492*u^27 + 795948*u^28 + 836432*u^29 + 654984*u^30 + 406424*u^31 + 204309*u^32 + 83616*u^33 + 27682*u^34 + 7286*u^35 + 1477*u^36 + 218*u^37 + 21*u^38 + u^39",
							"1 + 4*u + 22*u^2 + 102*u^3 + 1089*u^4 + 5918*u^5 + 10817*u^6 - 19723*u^7 - 86390*u^8 + 15136*u^9 + 370344*u^10 + 200392*u^11 - 590044*u^12 - 32384*u^13 + 1569412*u^14 + 990640*u^15 + 3240607*u^16 + 6758028*u^17 + 5943334*u^18 + 12280894*u^19 + 13953469*u^20 + 13846030*u^21 + 15165513*u^22 + 13261017*u^23 + 11420583*u^24 + 9258624*u^25 + 5958464*u^26 + 4118368*u^27 + 2025512*u^28 + 1153096*u^29 + 440864*u^30 + 205700*u^31 + 60865*u^32 + 23292*u^33 + 5158*u^34 + 1614*u^35 + 245*u^36 + 62*u^37 + 5*u^38 + u^39",
							"1 + 12*u + 90*u^2 + 466*u^3 + 1229*u^4 + 2468*u^5 + 3663*u^6 + 4497*u^7 + 3802*u^8 + 1796*u^9 - 1752*u^10 - 5222*u^11 - 7524*u^12 - 7264*u^13 - 4340*u^14 - 234*u^15 + 4143*u^16 + 5676*u^17 + 5578*u^18 + 2682*u^19 + 9*u^20 - 1740*u^21 - 1449*u^22 + 927*u^23 + 3975*u^24 + 7056*u^25 + 8672*u^26 + 9176*u^27 + 7976*u^28 + 6544*u^29 + 4408*u^30 + 2990*u^31 + 1577*u^32 + 904*u^33 + 362*u^34 + 176*u^35 + 49*u^36 + 20*u^37 + 3*u^38 + u^39",
							"1 - 14*u + 122*u^2 - 444*u^3 + 823*u^4 + 2616*u^5 + 4959*u^6 - 11293*u^7 - 68892*u^8 + 13950*u^9 + 181128*u^10 + 121902*u^11 + 231498*u^12 + 380794*u^13 + 242052*u^14 + 129580*u^15 + 209865*u^16 - 185988*u^17 - 31470*u^18 - 36996*u^19 - 274559*u^20 + 335560*u^21 - 312487*u^22 + 474581*u^23 - 208625*u^24 + 349006*u^25 - 97672*u^26 + 168798*u^27 - 34218*u^28 + 57806*u^29 - 9096*u^30 + 14386*u^31 - 1801*u^32 + 2592*u^33 - 254*u^34 + 326*u^35 - 23*u^36 + 26*u^37 - u^38 + u^39",
							"-1 - 36*u + 626*u^2 + 47842*u^3 + 230719*u^4 + 640822*u^5 + 1313259*u^6 + 1862789*u^7 + 1248622*u^8 - 1324164*u^9 - 5140184*u^10 - 7876800*u^11 - 6241436*u^12 + 1720864*u^13 + 11728732*u^14 + 14275476*u^15 + 6959201*u^16 + 31736*u^17 + 1074858*u^18 + 2570874*u^19 - 4803621*u^20 - 15768790*u^21 - 18476413*u^22 - 11334811*u^23 - 2156831*u^24 + 3914140*u^25 + 7756976*u^26 + 10728864*u^27 + 11881184*u^28 + 10311876*u^29 + 6994488*u^30 + 3734536*u^31 + 1578559*u^32 + 528220*u^33 + 138858*u^34 + 28178*u^35 + 4275*u^36 + 458*u^37 + 31*u^38 + u^39",
							"2347 + 1714*u + 898*u^2 + 27690*u^3 + 37265*u^4 - 14466*u^5 - 32851*u^6 - 154201*u^7 + 332568*u^8 - 269392*u^9 - 333254*u^10 - 193104*u^11 - 951596*u^12 + 2965606*u^13 + 3499558*u^14 - 1643126*u^15 - 9521773*u^16 - 5890820*u^17 + 14928982*u^18 + 14331580*u^19 - 15295997*u^20 - 15741526*u^21 + 10335607*u^22 + 10923615*u^23 - 4842063*u^24 - 5082708*u^25 + 1539590*u^26 + 1672360*u^27 - 334046*u^28 - 400218*u^29 + 47704*u^30 + 70938*u^31 - 3765*u^32 - 8984*u^33 + 36*u^34 + 768*u^35 + 17*u^36 - 40*u^37 - u^38 + u^39",
							"1 - 12*u + 58*u^2 - 146*u^3 + 285*u^4 - 484*u^5 + 663*u^6 - 327*u^7 + 90*u^8 + 1452*u^9 - 1384*u^10 + 6054*u^11 - 4692*u^12 + 9440*u^13 - 3876*u^14 + 6822*u^15 - 1441*u^16 + 3812*u^17 - 374*u^18 + 1886*u^19 - 1127*u^20 + 3612*u^21 - 2273*u^22 + 2111*u^23 - 2249*u^24 + 2592*u^25 - 1328*u^26 + 768*u^27 - 824*u^28 + 784*u^29 - 336*u^30 + 142*u^31 - 159*u^32 + 152*u^33 - 70*u^34 + 24*u^35 - 15*u^36 + 12*u^37 - 5*u^38 + u^39",
							"17 - 18*u - 96*u^2 + 182*u^3 + 329*u^4 - 388*u^5 - 445*u^6 + 347*u^7 - 40*u^8 - 424*u^9 + 540*u^10 + 464*u^11 - 656*u^12 + 38*u^13 + 620*u^14 - 634*u^15 - 353*u^16 + 1008*u^17 + 230*u^18 - 776*u^19 + 207*u^20 + 524*u^21 - 397*u^22 - 147*u^23 + 457*u^24 + 12*u^25 - 248*u^26 + 150*u^27 + 84*u^28 - 150*u^29 + 22*u^30 + 128*u^31 - 29*u^32 - 64*u^33 + 18*u^34 + 26*u^35 - 5*u^36 - 6*u^37 + u^38 + u^39",
							"19639 - 360692*u + 3047690*u^2 - 13492788*u^3 + 55085083*u^4 - 134660424*u^5 + 163965485*u^6 - 77220311*u^7 + 161997038*u^8 - 306228604*u^9 - 96464692*u^10 + 119962308*u^11 + 370633252*u^12 + 21517124*u^13 - 246475704*u^14 - 4872278*u^15 - 87374339*u^16 + 177904244*u^17 - 88960774*u^18 + 3752880*u^19 + 39939323*u^20 - 13180396*u^21 - 12402339*u^22 + 2994747*u^23 + 1351581*u^24 - 183904*u^25 + 892168*u^26 + 173440*u^27 - 594208*u^28 - 112564*u^29 + 176540*u^30 + 33884*u^31 - 30895*u^32 - 5952*u^33 + 3282*u^34 + 634*u^35 - 195*u^36 - 38*u^37 + 5*u^38 + u^39",
							"-3589991 - 2517708*u + 20480884*u^2 + 52508448*u^3 + 32032789*u^4 - 55215394*u^5 - 100469263*u^6 + 8019431*u^7 + 175872122*u^8 + 175389332*u^9 - 37895194*u^10 - 212116388*u^11 - 123636190*u^12 + 116683136*u^13 + 209033436*u^14 + 65251800*u^15 - 106517927*u^16 - 110950676*u^17 - 1375670*u^18 + 59044874*u^19 + 29268593*u^20 - 12119894*u^21 - 14920683*u^22 - 192733*u^23 + 4331847*u^24 + 565488*u^25 - 1156380*u^26 - 143260*u^27 + 339494*u^28 + 33048*u^29 - 87994*u^30 - 6590*u^31 + 16695*u^32 + 676*u^33 - 2170*u^34 + 32*u^35 + 171*u^36 - 12*u^37 - 7*u^38 + u^39",
							"19571 + 293082*u + 1289194*u^2 + 980570*u^3 - 2295093*u^4 + 391502*u^5 + 4951029*u^6 - 6139585*u^7 - 7354086*u^8 + 11954648*u^9 + 15937540*u^10 - 2225382*u^11 - 24250496*u^12 - 1466078*u^13 + 59216962*u^14 + 90915112*u^15 + 95335653*u^16 + 93256296*u^17 + 89043594*u^18 + 79640422*u^19 + 65096903*u^20 + 52816536*u^21 + 37951729*u^22 + 24962975*u^23 + 15967341*u^24 + 8728516*u^25 + 4813696*u^26 + 2334942*u^27 + 1048340*u^28 + 491756*u^29 + 162752*u^30 + 81434*u^31 + 17447*u^32 + 10124*u^33 + 1222*u^34 + 864*u^35 + 51*u^36 + 44*u^37 + u^38 + u^39",
							"1 + 28*u + 430*u^2 - 1454*u^3 + 9137*u^4 - 90690*u^5 + 573685*u^6 - 2071371*u^7 + 4776066*u^8 - 4224508*u^9 - 8580680*u^10 + 45245120*u^11 - 97608772*u^12 + 140135744*u^13 - 150324540*u^14 + 134147204*u^15 - 115643681*u^16 + 104411680*u^17 - 91339658*u^18 + 80904858*u^19 - 61084187*u^20 + 47605962*u^21 - 28276227*u^22 + 20454997*u^23 - 8847329*u^24 + 6924708*u^25 - 1765968*u^26 + 1941216*u^27 - 166016*u^28 + 442172*u^29 + 12616*u^30 + 77256*u^31 + 5905*u^32 + 9692*u^33 + 758*u^34 + 818*u^35 + 45*u^36 + 42*u^37 + u^38 + u^39",
							"594031 + 1593336*u + 4053960*u^2 + 157286*u^3 - 9482137*u^4 + 568606*u^5 + 36308241*u^6 + 48669847*u^7 - 39921728*u^8 - 124070374*u^9 - 14529770*u^10 + 129683772*u^11 + 65816398*u^12 - 73613180*u^13 - 74654178*u^14 + 47304636*u^15 + 87022963*u^16 - 42476848*u^17 - 96878470*u^18 + 26858028*u^19 + 76175111*u^20 - 7395264*u^21 - 39814489*u^22 - 144837*u^23 + 14487901*u^24 + 673448*u^25 - 3905244*u^26 - 157468*u^27 + 826718*u^28 + 3126*u^29 - 141656*u^30 + 6524*u^31 + 19311*u^32 - 1690*u^33 - 1980*u^34 + 240*u^35 + 135*u^36 - 20*u^37 - 5*u^38 + u^39",
							"540971 + 2805898*u + 6094450*u^2 + 5498346*u^3 - 5136329*u^4 - 24345422*u^5 - 34070717*u^6 - 8885305*u^7 + 67431498*u^8 + 217345424*u^9 + 478655906*u^10 + 800891888*u^11 + 984460474*u^12 + 813746952*u^13 + 271836916*u^14 - 352356226*u^15 - 670238181*u^16 - 546298960*u^17 - 176654702*u^18 + 132796550*u^19 + 215167407*u^20 + 117005074*u^21 - 6158453*u^22 - 49587279*u^23 - 25757379*u^24 + 3269108*u^25 + 8618120*u^26 + 1978110*u^27 - 1392018*u^28 - 645970*u^29 + 137868*u^30 + 106986*u^31 - 9103*u^32 - 11996*u^33 + 318*u^34 + 932*u^35 + 9*u^36 - 44*u^37 - u^38 + u^39",
							"-1 + 2*u^2 + 14*u^3 + 47*u^4 + 138*u^5 + 351*u^6 + 829*u^7 + 1830*u^8 + 3856*u^9 + 7736*u^10 + 14808*u^11 + 27116*u^12 + 47728*u^13 + 80876*u^14 + 132060*u^15 + 208089*u^16 + 316752*u^17 + 464970*u^18 + 655518*u^19 + 884579*u^20 + 1142458*u^21 + 1415071*u^22 + 1680497*u^23 + 1900637*u^24 + 2019780*u^25 + 1982980*u^26 + 1769328*u^27 + 1414856*u^28 + 1002480*u^29 + 623224*u^30 + 336760*u^31 + 156531*u^32 + 61796*u^33 + 20374*u^34 + 5478*u^35 + 1159*u^36 + 182*u^37 + 19*u^38 + u^39",
							"289 + 3588*u + 26954*u^2 + 125390*u^3 + 346045*u^4 + 558886*u^5 + 486033*u^6 + 79009*u^7 - 424026*u^8 - 818956*u^9 - 996848*u^10 - 994648*u^11 - 919208*u^12 - 686088*u^13 - 238100*u^14 + 332208*u^15 + 837159*u^16 + 1088200*u^17 + 1081790*u^18 + 865278*u^19 + 554409*u^20 + 252838*u^21 + 14433*u^22 - 130795*u^23 - 220141*u^24 - 243512*u^25 - 219416*u^26 - 145436*u^27 - 61728*u^28 + 4964*u^29 + 35484*u^30 + 37804*u^31 + 26257*u^32 + 13948*u^33 + 5822*u^34 + 1938*u^35 + 501*u^36 + 98*u^37 + 13*u^38 + u^39",
							"21519 + 51894*u - 52722*u^2 - 173744*u^3 - 24383*u^4 + 237270*u^5 + 279909*u^6 - 364865*u^7 - 448956*u^8 + 1113158*u^9 - 130274*u^10 - 2004450*u^11 + 1671250*u^12 + 1401634*u^13 - 2728722*u^14 + 606616*u^15 + 1872133*u^16 - 1776654*u^17 - 148572*u^18 + 1181364*u^19 - 585071*u^20 - 173176*u^21 + 304271*u^22 - 148489*u^23 + 8991*u^24 + 41528*u^25 - 43068*u^26 + 27514*u^27 + 6118*u^28 - 17078*u^29 + 1962*u^30 + 3970*u^31 - 309*u^32 - 716*u^33 - 22*u^34 + 126*u^35 - 7*u^36 - 8*u^37 - u^38 + u^39",
							"1 + 2*u^3 - u^4 + 6*u^5 - 5*u^6 + 13*u^7 - 12*u^8 + 30*u^9 - 30*u^10 + 64*u^11 - 62*u^12 + 122*u^13 - 112*u^14 + 204*u^15 - 181*u^16 + 316*u^17 - 288*u^18 + 470*u^19 - 441*u^20 + 670*u^21 - 605*u^22 + 871*u^23 - 697*u^24 + 974*u^25 - 654*u^26 + 896*u^27 - 490*u^28 + 658*u^29 - 288*u^30 + 376*u^31 - 129*u^32 + 162*u^33 - 42*u^34 + 50*u^35 - 9*u^36 + 10*u^37 - u^38 + u^39",
							"237673 + 1989626*u + 7686570*u^2 + 18816286*u^3 + 31439245*u^4 + 35460070*u^5 + 24079261*u^6 - 5993113*u^7 - 44042440*u^8 - 63347288*u^9 - 32873314*u^10 + 52568344*u^11 + 89986794*u^12 + 80482712*u^13 + 44492876*u^14 + 62091234*u^15 + 64140783*u^16 + 43978926*u^17 + 77564650*u^18 + 87450928*u^19 + 89658841*u^20 + 66396008*u^21 + 37228619*u^22 + 27419993*u^23 + 16837051*u^24 + 11325470*u^25 + 6598696*u^26 + 3800732*u^27 + 1631032*u^28 + 953782*u^29 + 237988*u^30 + 169786*u^31 + 20867*u^32 + 19916*u^33 + 1174*u^34 + 1438*u^35 + 45*u^36 + 58*u^37 + u^38 + u^39",
							"16729 + 450980*u + 3579622*u^2 + 16452130*u^3 + 51880025*u^4 + 124750042*u^5 + 248838993*u^6 + 434965255*u^7 + 668376202*u^8 + 882340420*u^9 + 1008081268*u^10 + 1026862474*u^11 + 888108024*u^12 + 663725082*u^13 + 515841642*u^14 + 427073756*u^15 + 468407471*u^16 + 594452300*u^17 + 670188934*u^18 + 698571266*u^19 + 619858357*u^20 + 486483678*u^21 + 339628385*u^22 + 209830557*u^23 + 116350991*u^24 + 59116848*u^25 + 25793808*u^26 + 11378096*u^27 + 3798784*u^28 + 1597160*u^29 + 393736*u^30 + 178902*u^31 + 32473*u^32 + 16560*u^33 + 2314*u^34 + 1160*u^35 + 121*u^36 + 52*u^37 + 3*u^38 + u^39",
							"31907 + 51440*u + 33530*u^2 - 136342*u^3 + 259139*u^4 + 382604*u^5 + 993127*u^6 + 4909827*u^7 + 5143846*u^8 + 8372666*u^9 + 6750034*u^10 + 14388002*u^11 + 14803544*u^12 + 15299468*u^13 + 21972278*u^14 + 32751106*u^15 + 26581275*u^16 + 26719232*u^17 + 29685286*u^18 + 24642310*u^19 + 9036179*u^20 + 5571328*u^21 + 168941*u^22 - 10348435*u^23 - 11282249*u^24 + 973502*u^25 + 6549838*u^26 + 1943394*u^27 - 1809304*u^28 - 880184*u^29 + 297610*u^30 + 179516*u^31 - 30525*u^32 - 21008*u^33 + 1910*u^34 + 1472*u^35 - 67*u^36 - 58*u^37 + u^38 + u^39",
							"459 + 4842*u - 66246*u^2 - 10142*u^3 + 1450857*u^4 + 3591650*u^5 + 1326049*u^6 - 2603693*u^7 + 3848452*u^8 + 11094814*u^9 - 2759640*u^10 - 9892258*u^11 + 26534570*u^12 + 47464344*u^13 + 4485528*u^14 - 18478724*u^15 + 33219451*u^16 + 60450256*u^17 - 6309030*u^18 - 52024222*u^19 - 31610867*u^20 + 17209958*u^21 + 23016829*u^22 + 12859333*u^23 - 1883733*u^24 + 8545484*u^25 + 6933280*u^26 + 420280*u^27 - 868952*u^28 - 873624*u^29 - 141464*u^30 + 196182*u^31 + 40367*u^32 - 22744*u^33 - 3770*u^34 + 1560*u^35 + 167*u^36 - 60*u^37 - 3*u^38 + u^39",
							"1 + 4*u - 90*u^2 + 710*u^3 - 3911*u^4 + 17414*u^5 - 64839*u^6 + 207565*u^7 - 580838*u^8 + 1437056*u^9 - 3133640*u^10 + 6049992*u^11 - 10430732*u^12 + 16025376*u^13 - 22040852*u^14 + 27952800*u^15 - 33006769*u^16 + 35919260*u^17 - 35787570*u^18 + 32571774*u^19 - 27194059*u^20 + 20979718*u^21 - 14969807*u^22 + 10126609*u^23 - 6190041*u^24 + 3799472*u^25 - 1957024*u^26 + 1126544*u^27 - 477248*u^28 + 264296*u^29 - 89728*u^30 + 48220*u^31 - 12791*u^32 + 6604*u^33 - 1330*u^34 + 638*u^35 - 91*u^36 + 38*u^37 - 3*u^38 + u^39"
						],
						"GeometricComponent":"{34, 35}",
						"uPolys_ij_N":[
							"1 + 2*u + 2*u^2 - 3*u^4 - 6*u^5 - 7*u^6 + 5*u^7 + 24*u^8 + 18*u^9 - 12*u^10 - 44*u^11 - 62*u^12 + 6*u^13 + 126*u^14 + 100*u^15 - 41*u^16 - 138*u^17 - 198*u^18 - 24*u^19 + 353*u^20 + 290*u^21 - 179*u^22 - 381*u^23 - 249*u^24 + 174*u^25 + 590*u^26 + 142*u^27 - 618*u^28 - 306*u^29 + 414*u^30 + 264*u^31 - 189*u^32 - 140*u^33 + 58*u^34 + 48*u^35 - 11*u^36 - 10*u^37 + u^38 + u^39",
							"1 - 2*u^2 + 2*u^3 + 9*u^4 - 6*u^5 - 31*u^6 + 93*u^7 + 430*u^8 + 284*u^9 - 1616*u^10 - 4384*u^11 - 2164*u^12 + 11072*u^13 + 27260*u^14 + 18316*u^15 - 36885*u^16 - 105164*u^17 - 96066*u^18 + 51250*u^19 + 259273*u^20 + 327174*u^21 + 111733*u^22 - 291687*u^23 - 583105*u^24 - 506948*u^25 - 74788*u^26 + 454492*u^27 + 795948*u^28 + 836432*u^29 + 654984*u^30 + 406424*u^31 + 204309*u^32 + 83616*u^33 + 27682*u^34 + 7286*u^35 + 1477*u^36 + 218*u^37 + 21*u^38 + u^39",
							"1 + 4*u + 22*u^2 + 102*u^3 + 1089*u^4 + 5918*u^5 + 10817*u^6 - 19723*u^7 - 86390*u^8 + 15136*u^9 + 370344*u^10 + 200392*u^11 - 590044*u^12 - 32384*u^13 + 1569412*u^14 + 990640*u^15 + 3240607*u^16 + 6758028*u^17 + 5943334*u^18 + 12280894*u^19 + 13953469*u^20 + 13846030*u^21 + 15165513*u^22 + 13261017*u^23 + 11420583*u^24 + 9258624*u^25 + 5958464*u^26 + 4118368*u^27 + 2025512*u^28 + 1153096*u^29 + 440864*u^30 + 205700*u^31 + 60865*u^32 + 23292*u^33 + 5158*u^34 + 1614*u^35 + 245*u^36 + 62*u^37 + 5*u^38 + u^39",
							"1 + 12*u + 90*u^2 + 466*u^3 + 1229*u^4 + 2468*u^5 + 3663*u^6 + 4497*u^7 + 3802*u^8 + 1796*u^9 - 1752*u^10 - 5222*u^11 - 7524*u^12 - 7264*u^13 - 4340*u^14 - 234*u^15 + 4143*u^16 + 5676*u^17 + 5578*u^18 + 2682*u^19 + 9*u^20 - 1740*u^21 - 1449*u^22 + 927*u^23 + 3975*u^24 + 7056*u^25 + 8672*u^26 + 9176*u^27 + 7976*u^28 + 6544*u^29 + 4408*u^30 + 2990*u^31 + 1577*u^32 + 904*u^33 + 362*u^34 + 176*u^35 + 49*u^36 + 20*u^37 + 3*u^38 + u^39",
							"1 - 14*u + 122*u^2 - 444*u^3 + 823*u^4 + 2616*u^5 + 4959*u^6 - 11293*u^7 - 68892*u^8 + 13950*u^9 + 181128*u^10 + 121902*u^11 + 231498*u^12 + 380794*u^13 + 242052*u^14 + 129580*u^15 + 209865*u^16 - 185988*u^17 - 31470*u^18 - 36996*u^19 - 274559*u^20 + 335560*u^21 - 312487*u^22 + 474581*u^23 - 208625*u^24 + 349006*u^25 - 97672*u^26 + 168798*u^27 - 34218*u^28 + 57806*u^29 - 9096*u^30 + 14386*u^31 - 1801*u^32 + 2592*u^33 - 254*u^34 + 326*u^35 - 23*u^36 + 26*u^37 - u^38 + u^39",
							"-1 - 36*u + 626*u^2 + 47842*u^3 + 230719*u^4 + 640822*u^5 + 1313259*u^6 + 1862789*u^7 + 1248622*u^8 - 1324164*u^9 - 5140184*u^10 - 7876800*u^11 - 6241436*u^12 + 1720864*u^13 + 11728732*u^14 + 14275476*u^15 + 6959201*u^16 + 31736*u^17 + 1074858*u^18 + 2570874*u^19 - 4803621*u^20 - 15768790*u^21 - 18476413*u^22 - 11334811*u^23 - 2156831*u^24 + 3914140*u^25 + 7756976*u^26 + 10728864*u^27 + 11881184*u^28 + 10311876*u^29 + 6994488*u^30 + 3734536*u^31 + 1578559*u^32 + 528220*u^33 + 138858*u^34 + 28178*u^35 + 4275*u^36 + 458*u^37 + 31*u^38 + u^39",
							"2347 + 1714*u + 898*u^2 + 27690*u^3 + 37265*u^4 - 14466*u^5 - 32851*u^6 - 154201*u^7 + 332568*u^8 - 269392*u^9 - 333254*u^10 - 193104*u^11 - 951596*u^12 + 2965606*u^13 + 3499558*u^14 - 1643126*u^15 - 9521773*u^16 - 5890820*u^17 + 14928982*u^18 + 14331580*u^19 - 15295997*u^20 - 15741526*u^21 + 10335607*u^22 + 10923615*u^23 - 4842063*u^24 - 5082708*u^25 + 1539590*u^26 + 1672360*u^27 - 334046*u^28 - 400218*u^29 + 47704*u^30 + 70938*u^31 - 3765*u^32 - 8984*u^33 + 36*u^34 + 768*u^35 + 17*u^36 - 40*u^37 - u^38 + u^39",
							"1 - 12*u + 58*u^2 - 146*u^3 + 285*u^4 - 484*u^5 + 663*u^6 - 327*u^7 + 90*u^8 + 1452*u^9 - 1384*u^10 + 6054*u^11 - 4692*u^12 + 9440*u^13 - 3876*u^14 + 6822*u^15 - 1441*u^16 + 3812*u^17 - 374*u^18 + 1886*u^19 - 1127*u^20 + 3612*u^21 - 2273*u^22 + 2111*u^23 - 2249*u^24 + 2592*u^25 - 1328*u^26 + 768*u^27 - 824*u^28 + 784*u^29 - 336*u^30 + 142*u^31 - 159*u^32 + 152*u^33 - 70*u^34 + 24*u^35 - 15*u^36 + 12*u^37 - 5*u^38 + u^39",
							"17 - 18*u - 96*u^2 + 182*u^3 + 329*u^4 - 388*u^5 - 445*u^6 + 347*u^7 - 40*u^8 - 424*u^9 + 540*u^10 + 464*u^11 - 656*u^12 + 38*u^13 + 620*u^14 - 634*u^15 - 353*u^16 + 1008*u^17 + 230*u^18 - 776*u^19 + 207*u^20 + 524*u^21 - 397*u^22 - 147*u^23 + 457*u^24 + 12*u^25 - 248*u^26 + 150*u^27 + 84*u^28 - 150*u^29 + 22*u^30 + 128*u^31 - 29*u^32 - 64*u^33 + 18*u^34 + 26*u^35 - 5*u^36 - 6*u^37 + u^38 + u^39",
							"19639 - 360692*u + 3047690*u^2 - 13492788*u^3 + 55085083*u^4 - 134660424*u^5 + 163965485*u^6 - 77220311*u^7 + 161997038*u^8 - 306228604*u^9 - 96464692*u^10 + 119962308*u^11 + 370633252*u^12 + 21517124*u^13 - 246475704*u^14 - 4872278*u^15 - 87374339*u^16 + 177904244*u^17 - 88960774*u^18 + 3752880*u^19 + 39939323*u^20 - 13180396*u^21 - 12402339*u^22 + 2994747*u^23 + 1351581*u^24 - 183904*u^25 + 892168*u^26 + 173440*u^27 - 594208*u^28 - 112564*u^29 + 176540*u^30 + 33884*u^31 - 30895*u^32 - 5952*u^33 + 3282*u^34 + 634*u^35 - 195*u^36 - 38*u^37 + 5*u^38 + u^39",
							"-3589991 - 2517708*u + 20480884*u^2 + 52508448*u^3 + 32032789*u^4 - 55215394*u^5 - 100469263*u^6 + 8019431*u^7 + 175872122*u^8 + 175389332*u^9 - 37895194*u^10 - 212116388*u^11 - 123636190*u^12 + 116683136*u^13 + 209033436*u^14 + 65251800*u^15 - 106517927*u^16 - 110950676*u^17 - 1375670*u^18 + 59044874*u^19 + 29268593*u^20 - 12119894*u^21 - 14920683*u^22 - 192733*u^23 + 4331847*u^24 + 565488*u^25 - 1156380*u^26 - 143260*u^27 + 339494*u^28 + 33048*u^29 - 87994*u^30 - 6590*u^31 + 16695*u^32 + 676*u^33 - 2170*u^34 + 32*u^35 + 171*u^36 - 12*u^37 - 7*u^38 + u^39",
							"19571 + 293082*u + 1289194*u^2 + 980570*u^3 - 2295093*u^4 + 391502*u^5 + 4951029*u^6 - 6139585*u^7 - 7354086*u^8 + 11954648*u^9 + 15937540*u^10 - 2225382*u^11 - 24250496*u^12 - 1466078*u^13 + 59216962*u^14 + 90915112*u^15 + 95335653*u^16 + 93256296*u^17 + 89043594*u^18 + 79640422*u^19 + 65096903*u^20 + 52816536*u^21 + 37951729*u^22 + 24962975*u^23 + 15967341*u^24 + 8728516*u^25 + 4813696*u^26 + 2334942*u^27 + 1048340*u^28 + 491756*u^29 + 162752*u^30 + 81434*u^31 + 17447*u^32 + 10124*u^33 + 1222*u^34 + 864*u^35 + 51*u^36 + 44*u^37 + u^38 + u^39",
							"1 + 28*u + 430*u^2 - 1454*u^3 + 9137*u^4 - 90690*u^5 + 573685*u^6 - 2071371*u^7 + 4776066*u^8 - 4224508*u^9 - 8580680*u^10 + 45245120*u^11 - 97608772*u^12 + 140135744*u^13 - 150324540*u^14 + 134147204*u^15 - 115643681*u^16 + 104411680*u^17 - 91339658*u^18 + 80904858*u^19 - 61084187*u^20 + 47605962*u^21 - 28276227*u^22 + 20454997*u^23 - 8847329*u^24 + 6924708*u^25 - 1765968*u^26 + 1941216*u^27 - 166016*u^28 + 442172*u^29 + 12616*u^30 + 77256*u^31 + 5905*u^32 + 9692*u^33 + 758*u^34 + 818*u^35 + 45*u^36 + 42*u^37 + u^38 + u^39",
							"594031 + 1593336*u + 4053960*u^2 + 157286*u^3 - 9482137*u^4 + 568606*u^5 + 36308241*u^6 + 48669847*u^7 - 39921728*u^8 - 124070374*u^9 - 14529770*u^10 + 129683772*u^11 + 65816398*u^12 - 73613180*u^13 - 74654178*u^14 + 47304636*u^15 + 87022963*u^16 - 42476848*u^17 - 96878470*u^18 + 26858028*u^19 + 76175111*u^20 - 7395264*u^21 - 39814489*u^22 - 144837*u^23 + 14487901*u^24 + 673448*u^25 - 3905244*u^26 - 157468*u^27 + 826718*u^28 + 3126*u^29 - 141656*u^30 + 6524*u^31 + 19311*u^32 - 1690*u^33 - 1980*u^34 + 240*u^35 + 135*u^36 - 20*u^37 - 5*u^38 + u^39",
							"540971 + 2805898*u + 6094450*u^2 + 5498346*u^3 - 5136329*u^4 - 24345422*u^5 - 34070717*u^6 - 8885305*u^7 + 67431498*u^8 + 217345424*u^9 + 478655906*u^10 + 800891888*u^11 + 984460474*u^12 + 813746952*u^13 + 271836916*u^14 - 352356226*u^15 - 670238181*u^16 - 546298960*u^17 - 176654702*u^18 + 132796550*u^19 + 215167407*u^20 + 117005074*u^21 - 6158453*u^22 - 49587279*u^23 - 25757379*u^24 + 3269108*u^25 + 8618120*u^26 + 1978110*u^27 - 1392018*u^28 - 645970*u^29 + 137868*u^30 + 106986*u^31 - 9103*u^32 - 11996*u^33 + 318*u^34 + 932*u^35 + 9*u^36 - 44*u^37 - u^38 + u^39",
							"-1 + 2*u^2 + 14*u^3 + 47*u^4 + 138*u^5 + 351*u^6 + 829*u^7 + 1830*u^8 + 3856*u^9 + 7736*u^10 + 14808*u^11 + 27116*u^12 + 47728*u^13 + 80876*u^14 + 132060*u^15 + 208089*u^16 + 316752*u^17 + 464970*u^18 + 655518*u^19 + 884579*u^20 + 1142458*u^21 + 1415071*u^22 + 1680497*u^23 + 1900637*u^24 + 2019780*u^25 + 1982980*u^26 + 1769328*u^27 + 1414856*u^28 + 1002480*u^29 + 623224*u^30 + 336760*u^31 + 156531*u^32 + 61796*u^33 + 20374*u^34 + 5478*u^35 + 1159*u^36 + 182*u^37 + 19*u^38 + u^39",
							"289 + 3588*u + 26954*u^2 + 125390*u^3 + 346045*u^4 + 558886*u^5 + 486033*u^6 + 79009*u^7 - 424026*u^8 - 818956*u^9 - 996848*u^10 - 994648*u^11 - 919208*u^12 - 686088*u^13 - 238100*u^14 + 332208*u^15 + 837159*u^16 + 1088200*u^17 + 1081790*u^18 + 865278*u^19 + 554409*u^20 + 252838*u^21 + 14433*u^22 - 130795*u^23 - 220141*u^24 - 243512*u^25 - 219416*u^26 - 145436*u^27 - 61728*u^28 + 4964*u^29 + 35484*u^30 + 37804*u^31 + 26257*u^32 + 13948*u^33 + 5822*u^34 + 1938*u^35 + 501*u^36 + 98*u^37 + 13*u^38 + u^39",
							"21519 + 51894*u - 52722*u^2 - 173744*u^3 - 24383*u^4 + 237270*u^5 + 279909*u^6 - 364865*u^7 - 448956*u^8 + 1113158*u^9 - 130274*u^10 - 2004450*u^11 + 1671250*u^12 + 1401634*u^13 - 2728722*u^14 + 606616*u^15 + 1872133*u^16 - 1776654*u^17 - 148572*u^18 + 1181364*u^19 - 585071*u^20 - 173176*u^21 + 304271*u^22 - 148489*u^23 + 8991*u^24 + 41528*u^25 - 43068*u^26 + 27514*u^27 + 6118*u^28 - 17078*u^29 + 1962*u^30 + 3970*u^31 - 309*u^32 - 716*u^33 - 22*u^34 + 126*u^35 - 7*u^36 - 8*u^37 - u^38 + u^39",
							"1 + 2*u^3 - u^4 + 6*u^5 - 5*u^6 + 13*u^7 - 12*u^8 + 30*u^9 - 30*u^10 + 64*u^11 - 62*u^12 + 122*u^13 - 112*u^14 + 204*u^15 - 181*u^16 + 316*u^17 - 288*u^18 + 470*u^19 - 441*u^20 + 670*u^21 - 605*u^22 + 871*u^23 - 697*u^24 + 974*u^25 - 654*u^26 + 896*u^27 - 490*u^28 + 658*u^29 - 288*u^30 + 376*u^31 - 129*u^32 + 162*u^33 - 42*u^34 + 50*u^35 - 9*u^36 + 10*u^37 - u^38 + u^39",
							"237673 + 1989626*u + 7686570*u^2 + 18816286*u^3 + 31439245*u^4 + 35460070*u^5 + 24079261*u^6 - 5993113*u^7 - 44042440*u^8 - 63347288*u^9 - 32873314*u^10 + 52568344*u^11 + 89986794*u^12 + 80482712*u^13 + 44492876*u^14 + 62091234*u^15 + 64140783*u^16 + 43978926*u^17 + 77564650*u^18 + 87450928*u^19 + 89658841*u^20 + 66396008*u^21 + 37228619*u^22 + 27419993*u^23 + 16837051*u^24 + 11325470*u^25 + 6598696*u^26 + 3800732*u^27 + 1631032*u^28 + 953782*u^29 + 237988*u^30 + 169786*u^31 + 20867*u^32 + 19916*u^33 + 1174*u^34 + 1438*u^35 + 45*u^36 + 58*u^37 + u^38 + u^39",
							"16729 + 450980*u + 3579622*u^2 + 16452130*u^3 + 51880025*u^4 + 124750042*u^5 + 248838993*u^6 + 434965255*u^7 + 668376202*u^8 + 882340420*u^9 + 1008081268*u^10 + 1026862474*u^11 + 888108024*u^12 + 663725082*u^13 + 515841642*u^14 + 427073756*u^15 + 468407471*u^16 + 594452300*u^17 + 670188934*u^18 + 698571266*u^19 + 619858357*u^20 + 486483678*u^21 + 339628385*u^22 + 209830557*u^23 + 116350991*u^24 + 59116848*u^25 + 25793808*u^26 + 11378096*u^27 + 3798784*u^28 + 1597160*u^29 + 393736*u^30 + 178902*u^31 + 32473*u^32 + 16560*u^33 + 2314*u^34 + 1160*u^35 + 121*u^36 + 52*u^37 + 3*u^38 + u^39",
							"31907 + 51440*u + 33530*u^2 - 136342*u^3 + 259139*u^4 + 382604*u^5 + 993127*u^6 + 4909827*u^7 + 5143846*u^8 + 8372666*u^9 + 6750034*u^10 + 14388002*u^11 + 14803544*u^12 + 15299468*u^13 + 21972278*u^14 + 32751106*u^15 + 26581275*u^16 + 26719232*u^17 + 29685286*u^18 + 24642310*u^19 + 9036179*u^20 + 5571328*u^21 + 168941*u^22 - 10348435*u^23 - 11282249*u^24 + 973502*u^25 + 6549838*u^26 + 1943394*u^27 - 1809304*u^28 - 880184*u^29 + 297610*u^30 + 179516*u^31 - 30525*u^32 - 21008*u^33 + 1910*u^34 + 1472*u^35 - 67*u^36 - 58*u^37 + u^38 + u^39",
							"459 + 4842*u - 66246*u^2 - 10142*u^3 + 1450857*u^4 + 3591650*u^5 + 1326049*u^6 - 2603693*u^7 + 3848452*u^8 + 11094814*u^9 - 2759640*u^10 - 9892258*u^11 + 26534570*u^12 + 47464344*u^13 + 4485528*u^14 - 18478724*u^15 + 33219451*u^16 + 60450256*u^17 - 6309030*u^18 - 52024222*u^19 - 31610867*u^20 + 17209958*u^21 + 23016829*u^22 + 12859333*u^23 - 1883733*u^24 + 8545484*u^25 + 6933280*u^26 + 420280*u^27 - 868952*u^28 - 873624*u^29 - 141464*u^30 + 196182*u^31 + 40367*u^32 - 22744*u^33 - 3770*u^34 + 1560*u^35 + 167*u^36 - 60*u^37 - 3*u^38 + u^39",
							"1 + 4*u - 90*u^2 + 710*u^3 - 3911*u^4 + 17414*u^5 - 64839*u^6 + 207565*u^7 - 580838*u^8 + 1437056*u^9 - 3133640*u^10 + 6049992*u^11 - 10430732*u^12 + 16025376*u^13 - 22040852*u^14 + 27952800*u^15 - 33006769*u^16 + 35919260*u^17 - 35787570*u^18 + 32571774*u^19 - 27194059*u^20 + 20979718*u^21 - 14969807*u^22 + 10126609*u^23 - 6190041*u^24 + 3799472*u^25 - 1957024*u^26 + 1126544*u^27 - 477248*u^28 + 264296*u^29 - 89728*u^30 + 48220*u^31 - 12791*u^32 + 6604*u^33 - 1330*u^34 + 638*u^35 - 91*u^36 + 38*u^37 - 3*u^38 + u^39"
						],
						"Multiplicity":1,
						"ij_list":[
							[
								"{1, 5}",
								"{4, 10}",
								"{5, 10}"
							],
							[
								"{1, 10}",
								"{4, 5}",
								"{4, 6}"
							],
							[
								"{3, 5}",
								"{5, 6}"
							],
							[
								"{1, 3}",
								"{1, 4}",
								"{6, 9}",
								"{6, 10}"
							],
							[
								"{1, 6}",
								"{3, 10}",
								"{4, 9}"
							],
							[
								"{3, 4}",
								"{9, 10}"
							],
							[
								"{5, 9}"
							],
							[
								"{1, 9}",
								"{3, 6}",
								"{3, 7}"
							],
							[
								"{1, 7}",
								"{2, 9}",
								"{3, 9}"
							],
							[
								"{5, 7}"
							],
							[
								"{7, 10}"
							],
							[
								"{2, 6}",
								"{4, 7}"
							],
							[
								"{2, 4}",
								"{6, 7}"
							],
							[
								"{2, 10}"
							],
							[
								"{2, 5}"
							],
							[
								"{1, 2}",
								"{7, 8}",
								"{7, 9}"
							],
							[
								"{2, 3}"
							],
							[
								"{3, 8}"
							],
							[
								"{1, 8}",
								"{2, 7}",
								"{2, 8}"
							],
							[
								"{5, 8}"
							],
							[
								"{8, 10}"
							],
							[
								"{4, 8}"
							],
							[
								"{6, 8}"
							],
							[
								"{8, 9}"
							]
						],
						"SortedReprnIndices":"{35, 34, 14, 15, 30, 31, 4, 3, 22, 23, 33, 32, 27, 26, 28, 29, 7, 8, 12, 13, 21, 20, 5, 6, 39, 38, 37, 36, 17, 16, 2, 1, 10, 11, 25, 24, 18, 19, 9}",
						"aCuspShapeN":[
							"-6.671084923306559942`5.113027945821574 + 2.8958299988378019153`4.750604539335906*I",
							"-6.671084923306559942`5.113027945821574 - 2.8958299988378019153`4.750604539335906*I",
							"-1.9627934891884307984`4.4818078897504146 + 8.9404638437178727936`5.140293332226954*I",
							"-1.9627934891884307984`4.4818078897504146 - 8.9404638437178727936`5.140293332226954*I",
							"1.8599147064994734492`4.734039323828252 - 4.4819433309824862112`5.116012656467373*I",
							"1.8599147064994734492`4.734039323828252 + 4.4819433309824862112`5.116012656467373*I",
							"-10.0650125776741928799`5.113570773350762 - 4.3345536793681638027`4.7477008370618465*I",
							"-10.0650125776741928799`5.113570773350762 + 4.3345536793681638027`4.7477008370618465*I",
							-6.3981,
							"3.2369053804070602404`4.986551556667707 - 3.4374971726079995406`5.012663901782704*I",
							"3.2369053804070602404`4.986551556667707 + 3.4374971726079995406`5.012663901782704*I",
							"0.021703119958143057`3.087458681280521 - 2.5093558040440474845`5.150498755143133*I",
							"0.021703119958143057`3.087458681280521 + 2.5093558040440474845`5.150498755143133*I",
							"-3.9039672054931634513`4.885743434839052 - 6.0289172023216097058`5.074476593590136*I",
							"-3.9039672054931634513`4.885743434839052 + 6.0289172023216097058`5.074476593590136*I",
							"-3.822879303027641831`5.147767556913302 + 0.4313728211104759693`4.200229748997958*I",
							"-3.822879303027641831`5.147767556913302 - 0.4313728211104759693`4.200229748997958*I",
							"-6.7622063397274118047`5.150181221916119 + 0.2652196320465781331`3.7436984715675754*I",
							"-6.7622063397274118047`5.150181221916119 - 0.2652196320465781331`3.7436984715675754*I",
							"-0.6921607819043825943`4.5757442935799695 + 2.5062020481706166631`5.1345533857889105*I",
							"-0.6921607819043825943`4.5757442935799695 - 2.5062020481706166631`5.1345533857889105*I",
							"-2.6509330853023896823`4.706300479794364 - 6.8793847929253331395`5.120451316404746*I",
							"-2.6509330853023896823`4.706300479794364 + 6.8793847929253331395`5.120451316404746*I",
							"-5.4009675724691028308`5.1452252709499335 + 0.8481277419888376137`4.341214970250726*I",
							"-5.4009675724691028308`5.1452252709499335 - 0.8481277419888376137`4.341214970250726*I",
							"-8.5982057470599125338`5.128058936596204 + 2.838064429715748767`4.646673354011375*I",
							"-8.5982057470599125338`5.128058936596204 - 2.838064429715748767`4.646673354011375*I",
							"-10.5926810114156506781`5.124861176198065 - 3.7510940137214285033`4.674013231102305*I",
							"-10.5926810114156506781`5.124861176198065 + 3.7510940137214285033`4.674013231102305*I",
							"-3.8568988707561518267`4.907354315323389 - 5.541371898770439693`5.0647333616587344*I",
							"-3.8568988707561518267`4.907354315323389 + 5.541371898770439693`5.0647333616587344*I",
							"-9.809095176547189044`5.1303339367242025 + 3.0612053461438117521`4.62459745137698*I",
							"-9.809095176547189044`5.1303339367242025 - 3.0612053461438117521`4.62459745137698*I",
							"-6.9187133497961858489`4.934016850248382 + 9.0478374705529311048`5.05053630319389*I",
							"-6.9187133497961858489`4.934016850248382 - 9.0478374705529311048`5.05053630319389*I",
							"1.2248249557254850082`4.648702002320116 + 3.6915502923134541765`5.127836765285022*I",
							"1.2248249557254850082`4.648702002320116 - 3.6915502923134541765`5.127836765285022*I",
							"-0.4366952685265484178`4.26277672247093 + 3.3438316519768333233`5.146842640381274*I",
							"-0.4366952685265484178`4.26277672247093 - 3.3438316519768333233`5.146842640381274*I"
						],
						"Abelian":false
					},
					{
						"IdealName":"abJ10_44_1",
						"Generators":[
							"-1 + v"
						],
						"VariableOrder":[
							"v"
						],
						"Characteristic":0,
						"KnownGroebner":[],
						"Status":[
							"vCompNormalize"
						],
						"MonomialOrder":"lex",
						"IsHomogeneous":false,
						"IsZeroDim":true,
						"IdealDimension":0,
						"Timings":{
							"TimingGroebner":5.7742000000000016e-2,
							"TimingZeroDimVars":1.5865e-2,
							"TimingmagmaVCompNormalize":1.6854e-2,
							"TimingNumberOfSols":1.8382000000000003e-2,
							"TimingIsRadical":1.464e-3,
							"TimingArcColoring":4.6974e-2,
							"TimingObstruction":4.14e-4,
							"TimingComplexVolumeN":0.266302,
							"TimingaCuspShapeN":4.649e-3,
							"TiminguValues":0.628138,
							"TiminguPolysN":7.900000000000002e-5,
							"TiminguPolys":0.791952,
							"TimingaCuspShape":8.6989e-2,
							"TimingRepresentationsN":2.1133000000000002e-2,
							"TiminguValues_ij":0.14101,
							"TiminguPoly_ij":0.13958,
							"TiminguPolys_ij_N":2.7000000000000002e-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^4 + 6*u^5 - 5*u^6 + 13*u^7 - 12*u^8 + 30*u^9 - 30*u^10 + 64*u^11 - 62*u^12 + 122*u^13 - 112*u^14 + 204*u^15 - 181*u^16 + 316*u^17 - 288*u^18 + 470*u^19 - 441*u^20 + 670*u^21 - 605*u^22 + 871*u^23 - 697*u^24 + 974*u^25 - 654*u^26 + 896*u^27 - 490*u^28 + 658*u^29 - 288*u^30 + 376*u^31 - 129*u^32 + 162*u^33 - 42*u^34 + 50*u^35 - 9*u^36 + 10*u^37 - u^38 + u^39",
				"17 - 18*u - 96*u^2 + 182*u^3 + 329*u^4 - 388*u^5 - 445*u^6 + 347*u^7 - 40*u^8 - 424*u^9 + 540*u^10 + 464*u^11 - 656*u^12 + 38*u^13 + 620*u^14 - 634*u^15 - 353*u^16 + 1008*u^17 + 230*u^18 - 776*u^19 + 207*u^20 + 524*u^21 - 397*u^22 - 147*u^23 + 457*u^24 + 12*u^25 - 248*u^26 + 150*u^27 + 84*u^28 - 150*u^29 + 22*u^30 + 128*u^31 - 29*u^32 - 64*u^33 + 18*u^34 + 26*u^35 - 5*u^36 - 6*u^37 + u^38 + u^39",
				"1 + 12*u + 90*u^2 + 466*u^3 + 1229*u^4 + 2468*u^5 + 3663*u^6 + 4497*u^7 + 3802*u^8 + 1796*u^9 - 1752*u^10 - 5222*u^11 - 7524*u^12 - 7264*u^13 - 4340*u^14 - 234*u^15 + 4143*u^16 + 5676*u^17 + 5578*u^18 + 2682*u^19 + 9*u^20 - 1740*u^21 - 1449*u^22 + 927*u^23 + 3975*u^24 + 7056*u^25 + 8672*u^26 + 9176*u^27 + 7976*u^28 + 6544*u^29 + 4408*u^30 + 2990*u^31 + 1577*u^32 + 904*u^33 + 362*u^34 + 176*u^35 + 49*u^36 + 20*u^37 + 3*u^38 + u^39",
				"1 + 2*u + 2*u^2 - 3*u^4 - 6*u^5 - 7*u^6 + 5*u^7 + 24*u^8 + 18*u^9 - 12*u^10 - 44*u^11 - 62*u^12 + 6*u^13 + 126*u^14 + 100*u^15 - 41*u^16 - 138*u^17 - 198*u^18 - 24*u^19 + 353*u^20 + 290*u^21 - 179*u^22 - 381*u^23 - 249*u^24 + 174*u^25 + 590*u^26 + 142*u^27 - 618*u^28 - 306*u^29 + 414*u^30 + 264*u^31 - 189*u^32 - 140*u^33 + 58*u^34 + 48*u^35 - 11*u^36 - 10*u^37 + u^38 + u^39",
				"1 - 2*u^2 + 2*u^3 + 9*u^4 - 6*u^5 - 31*u^6 + 93*u^7 + 430*u^8 + 284*u^9 - 1616*u^10 - 4384*u^11 - 2164*u^12 + 11072*u^13 + 27260*u^14 + 18316*u^15 - 36885*u^16 - 105164*u^17 - 96066*u^18 + 51250*u^19 + 259273*u^20 + 327174*u^21 + 111733*u^22 - 291687*u^23 - 583105*u^24 - 506948*u^25 - 74788*u^26 + 454492*u^27 + 795948*u^28 + 836432*u^29 + 654984*u^30 + 406424*u^31 + 204309*u^32 + 83616*u^33 + 27682*u^34 + 7286*u^35 + 1477*u^36 + 218*u^37 + 21*u^38 + u^39",
				"1 - 12*u + 58*u^2 - 146*u^3 + 285*u^4 - 484*u^5 + 663*u^6 - 327*u^7 + 90*u^8 + 1452*u^9 - 1384*u^10 + 6054*u^11 - 4692*u^12 + 9440*u^13 - 3876*u^14 + 6822*u^15 - 1441*u^16 + 3812*u^17 - 374*u^18 + 1886*u^19 - 1127*u^20 + 3612*u^21 - 2273*u^22 + 2111*u^23 - 2249*u^24 + 2592*u^25 - 1328*u^26 + 768*u^27 - 824*u^28 + 784*u^29 - 336*u^30 + 142*u^31 - 159*u^32 + 152*u^33 - 70*u^34 + 24*u^35 - 15*u^36 + 12*u^37 - 5*u^38 + u^39",
				"1 + 2*u^3 - u^4 + 6*u^5 - 5*u^6 + 13*u^7 - 12*u^8 + 30*u^9 - 30*u^10 + 64*u^11 - 62*u^12 + 122*u^13 - 112*u^14 + 204*u^15 - 181*u^16 + 316*u^17 - 288*u^18 + 470*u^19 - 441*u^20 + 670*u^21 - 605*u^22 + 871*u^23 - 697*u^24 + 974*u^25 - 654*u^26 + 896*u^27 - 490*u^28 + 658*u^29 - 288*u^30 + 376*u^31 - 129*u^32 + 162*u^33 - 42*u^34 + 50*u^35 - 9*u^36 + 10*u^37 - u^38 + u^39",
				"-1 + 2*u^2 + 14*u^3 + 47*u^4 + 138*u^5 + 351*u^6 + 829*u^7 + 1830*u^8 + 3856*u^9 + 7736*u^10 + 14808*u^11 + 27116*u^12 + 47728*u^13 + 80876*u^14 + 132060*u^15 + 208089*u^16 + 316752*u^17 + 464970*u^18 + 655518*u^19 + 884579*u^20 + 1142458*u^21 + 1415071*u^22 + 1680497*u^23 + 1900637*u^24 + 2019780*u^25 + 1982980*u^26 + 1769328*u^27 + 1414856*u^28 + 1002480*u^29 + 623224*u^30 + 336760*u^31 + 156531*u^32 + 61796*u^33 + 20374*u^34 + 5478*u^35 + 1159*u^36 + 182*u^37 + 19*u^38 + u^39",
				"1 + 12*u + 90*u^2 + 466*u^3 + 1229*u^4 + 2468*u^5 + 3663*u^6 + 4497*u^7 + 3802*u^8 + 1796*u^9 - 1752*u^10 - 5222*u^11 - 7524*u^12 - 7264*u^13 - 4340*u^14 - 234*u^15 + 4143*u^16 + 5676*u^17 + 5578*u^18 + 2682*u^19 + 9*u^20 - 1740*u^21 - 1449*u^22 + 927*u^23 + 3975*u^24 + 7056*u^25 + 8672*u^26 + 9176*u^27 + 7976*u^28 + 6544*u^29 + 4408*u^30 + 2990*u^31 + 1577*u^32 + 904*u^33 + 362*u^34 + 176*u^35 + 49*u^36 + 20*u^37 + 3*u^38 + u^39",
				"1 + 2*u + 2*u^2 - 3*u^4 - 6*u^5 - 7*u^6 + 5*u^7 + 24*u^8 + 18*u^9 - 12*u^10 - 44*u^11 - 62*u^12 + 6*u^13 + 126*u^14 + 100*u^15 - 41*u^16 - 138*u^17 - 198*u^18 - 24*u^19 + 353*u^20 + 290*u^21 - 179*u^22 - 381*u^23 - 249*u^24 + 174*u^25 + 590*u^26 + 142*u^27 - 618*u^28 - 306*u^29 + 414*u^30 + 264*u^31 - 189*u^32 - 140*u^33 + 58*u^34 + 48*u^35 - 11*u^36 - 10*u^37 + u^38 + u^39"
			],
			"RileyPolyC":[
				"-1 + 2*y^2 + 14*y^3 + 47*y^4 + 138*y^5 + 351*y^6 + 829*y^7 + 1830*y^8 + 3856*y^9 + 7736*y^10 + 14808*y^11 + 27116*y^12 + 47728*y^13 + 80876*y^14 + 132060*y^15 + 208089*y^16 + 316752*y^17 + 464970*y^18 + 655518*y^19 + 884579*y^20 + 1142458*y^21 + 1415071*y^22 + 1680497*y^23 + 1900637*y^24 + 2019780*y^25 + 1982980*y^26 + 1769328*y^27 + 1414856*y^28 + 1002480*y^29 + 623224*y^30 + 336760*y^31 + 156531*y^32 + 61796*y^33 + 20374*y^34 + 5478*y^35 + 1159*y^36 + 182*y^37 + 19*y^38 + y^39",
				"-289 + 3588*y - 26954*y^2 + 125390*y^3 - 346045*y^4 + 558886*y^5 - 486033*y^6 + 79009*y^7 + 424026*y^8 - 818956*y^9 + 996848*y^10 - 994648*y^11 + 919208*y^12 - 686088*y^13 + 238100*y^14 + 332208*y^15 - 837159*y^16 + 1088200*y^17 - 1081790*y^18 + 865278*y^19 - 554409*y^20 + 252838*y^21 - 14433*y^22 - 130795*y^23 + 220141*y^24 - 243512*y^25 + 219416*y^26 - 145436*y^27 + 61728*y^28 + 4964*y^29 - 35484*y^30 + 37804*y^31 - 26257*y^32 + 13948*y^33 - 5822*y^34 + 1938*y^35 - 501*y^36 + 98*y^37 - 13*y^38 + y^39",
				"-1 - 36*y + 626*y^2 + 47842*y^3 + 230719*y^4 + 640822*y^5 + 1313259*y^6 + 1862789*y^7 + 1248622*y^8 - 1324164*y^9 - 5140184*y^10 - 7876800*y^11 - 6241436*y^12 + 1720864*y^13 + 11728732*y^14 + 14275476*y^15 + 6959201*y^16 + 31736*y^17 + 1074858*y^18 + 2570874*y^19 - 4803621*y^20 - 15768790*y^21 - 18476413*y^22 - 11334811*y^23 - 2156831*y^24 + 3914140*y^25 + 7756976*y^26 + 10728864*y^27 + 11881184*y^28 + 10311876*y^29 + 6994488*y^30 + 3734536*y^31 + 1578559*y^32 + 528220*y^33 + 138858*y^34 + 28178*y^35 + 4275*y^36 + 458*y^37 + 31*y^38 + y^39",
				"-1 + 2*y^2 + 2*y^3 - 9*y^4 - 6*y^5 + 31*y^6 + 93*y^7 - 430*y^8 + 284*y^9 + 1616*y^10 - 4384*y^11 + 2164*y^12 + 11072*y^13 - 27260*y^14 + 18316*y^15 + 36885*y^16 - 105164*y^17 + 96066*y^18 + 51250*y^19 - 259273*y^20 + 327174*y^21 - 111733*y^22 - 291687*y^23 + 583105*y^24 - 506948*y^25 + 74788*y^26 + 454492*y^27 - 795948*y^28 + 836432*y^29 - 654984*y^30 + 406424*y^31 - 204309*y^32 + 83616*y^33 - 27682*y^34 + 7286*y^35 - 1477*y^36 + 218*y^37 - 21*y^38 + y^39",
				"-1 + 4*y - 22*y^2 + 102*y^3 - 1089*y^4 + 5918*y^5 - 10817*y^6 - 19723*y^7 + 86390*y^8 + 15136*y^9 - 370344*y^10 + 200392*y^11 + 590044*y^12 - 32384*y^13 - 1569412*y^14 + 990640*y^15 - 3240607*y^16 + 6758028*y^17 - 5943334*y^18 + 12280894*y^19 - 13953469*y^20 + 13846030*y^21 - 15165513*y^22 + 13261017*y^23 - 11420583*y^24 + 9258624*y^25 - 5958464*y^26 + 4118368*y^27 - 2025512*y^28 + 1153096*y^29 - 440864*y^30 + 205700*y^31 - 60865*y^32 + 23292*y^33 - 5158*y^34 + 1614*y^35 - 245*y^36 + 62*y^37 - 5*y^38 + y^39",
				"-1 + 28*y - 430*y^2 - 1454*y^3 - 9137*y^4 - 90690*y^5 - 573685*y^6 - 2071371*y^7 - 4776066*y^8 - 4224508*y^9 + 8580680*y^10 + 45245120*y^11 + 97608772*y^12 + 140135744*y^13 + 150324540*y^14 + 134147204*y^15 + 115643681*y^16 + 104411680*y^17 + 91339658*y^18 + 80904858*y^19 + 61084187*y^20 + 47605962*y^21 + 28276227*y^22 + 20454997*y^23 + 8847329*y^24 + 6924708*y^25 + 1765968*y^26 + 1941216*y^27 + 166016*y^28 + 442172*y^29 - 12616*y^30 + 77256*y^31 - 5905*y^32 + 9692*y^33 - 758*y^34 + 818*y^35 - 45*y^36 + 42*y^37 - y^38 + y^39",
				"-1 + 2*y^2 + 14*y^3 + 47*y^4 + 138*y^5 + 351*y^6 + 829*y^7 + 1830*y^8 + 3856*y^9 + 7736*y^10 + 14808*y^11 + 27116*y^12 + 47728*y^13 + 80876*y^14 + 132060*y^15 + 208089*y^16 + 316752*y^17 + 464970*y^18 + 655518*y^19 + 884579*y^20 + 1142458*y^21 + 1415071*y^22 + 1680497*y^23 + 1900637*y^24 + 2019780*y^25 + 1982980*y^26 + 1769328*y^27 + 1414856*y^28 + 1002480*y^29 + 623224*y^30 + 336760*y^31 + 156531*y^32 + 61796*y^33 + 20374*y^34 + 5478*y^35 + 1159*y^36 + 182*y^37 + 19*y^38 + y^39",
				"-1 + 4*y + 90*y^2 + 710*y^3 + 3911*y^4 + 17414*y^5 + 64839*y^6 + 207565*y^7 + 580838*y^8 + 1437056*y^9 + 3133640*y^10 + 6049992*y^11 + 10430732*y^12 + 16025376*y^13 + 22040852*y^14 + 27952800*y^15 + 33006769*y^16 + 35919260*y^17 + 35787570*y^18 + 32571774*y^19 + 27194059*y^20 + 20979718*y^21 + 14969807*y^22 + 10126609*y^23 + 6190041*y^24 + 3799472*y^25 + 1957024*y^26 + 1126544*y^27 + 477248*y^28 + 264296*y^29 + 89728*y^30 + 48220*y^31 + 12791*y^32 + 6604*y^33 + 1330*y^34 + 638*y^35 + 91*y^36 + 38*y^37 + 3*y^38 + y^39",
				"-1 - 36*y + 626*y^2 + 47842*y^3 + 230719*y^4 + 640822*y^5 + 1313259*y^6 + 1862789*y^7 + 1248622*y^8 - 1324164*y^9 - 5140184*y^10 - 7876800*y^11 - 6241436*y^12 + 1720864*y^13 + 11728732*y^14 + 14275476*y^15 + 6959201*y^16 + 31736*y^17 + 1074858*y^18 + 2570874*y^19 - 4803621*y^20 - 15768790*y^21 - 18476413*y^22 - 11334811*y^23 - 2156831*y^24 + 3914140*y^25 + 7756976*y^26 + 10728864*y^27 + 11881184*y^28 + 10311876*y^29 + 6994488*y^30 + 3734536*y^31 + 1578559*y^32 + 528220*y^33 + 138858*y^34 + 28178*y^35 + 4275*y^36 + 458*y^37 + 31*y^38 + y^39",
				"-1 + 2*y^2 + 2*y^3 - 9*y^4 - 6*y^5 + 31*y^6 + 93*y^7 - 430*y^8 + 284*y^9 + 1616*y^10 - 4384*y^11 + 2164*y^12 + 11072*y^13 - 27260*y^14 + 18316*y^15 + 36885*y^16 - 105164*y^17 + 96066*y^18 + 51250*y^19 - 259273*y^20 + 327174*y^21 - 111733*y^22 - 291687*y^23 + 583105*y^24 - 506948*y^25 + 74788*y^26 + 454492*y^27 - 795948*y^28 + 836432*y^29 - 654984*y^30 + 406424*y^31 - 204309*y^32 + 83616*y^33 - 27682*y^34 + 7286*y^35 - 1477*y^36 + 218*y^37 - 21*y^38 + y^39"
			]
		},
		"GeometricRepresentation":[
			1.2969e1,
			[
				"J10_44_0",
				1,
				"{34, 35}"
			]
		]
	}
}