{
	"Index":126,
	"Name":"10_42",
	"RolfsenName":"10_42",
	"DTname":"10a_31",
	"TunnelNumber":1,
	"BridgeNumber":"Not implemented",
	"Hyperbolic":true,
	"Diagram":{
		"Scode":"{8, -18, -14, 10, 2, -20, 16, -4, 12, -6}",
		"Acode":"{5, -10, -8, 6, 2, -1, 9, -3, 7, -4}",
		"PDcode":[
			"{1, 9, 2, 8}",
			"{3, 18, 4, 19}",
			"{5, 14, 6, 15}",
			"{7, 11, 8, 10}",
			"{9, 3, 10, 2}",
			"{11, 20, 12, 1}",
			"{13, 17, 14, 16}",
			"{15, 4, 16, 5}",
			"{17, 13, 18, 12}",
			"{19, 6, 20, 7}"
		],
		"CBtype":"{2, 0}",
		"ParabolicReps":{
			"SolvingSeq":[
				"{1, 5}",
				[],
				[
					"{1, 5, 2, 1}",
					"{5, 2, 6, 1}",
					"{6, -1, 7, 1}",
					"{5, 6, 4, 2}",
					"{1, -4, 10, 2}",
					"{2, -10, 3, 1}",
					"{10, 7, 9, 2}",
					"{9, -3, 8, 2}"
				],
				"{7}",
				"{3}",
				3
			],
			"SolvingSeqIdx":1,
			"Comps":{
				"u":{
					"CheckEq":[
						"-1 - u - u^2 - 2*u^4 - 4*u^5 - 4*u^6 + 8*u^7 + 11*u^8 - 14*u^9 - 33*u^10 + 22*u^11 + 79*u^12 - 34*u^13 - 172*u^14 + 44*u^15 + 326*u^16 - 53*u^17 - 582*u^18 + 58*u^19 + 960*u^20 - 54*u^21 - 1464*u^22 + 38*u^23 + 2072*u^24 - 19*u^25 - 2740*u^26 + 6*u^27 + 3374*u^28 - u^29 - 3854*u^30 + 4047*u^32 - 3837*u^34 + 3196*u^36 - 2270*u^38 + 1335*u^40 - 631*u^42 + 231*u^44 - 62*u^46 + 11*u^48 - u^50",
						"u - u^3 - u^4 - 10*u^8 - 4*u^9 + 26*u^10 + 12*u^11 - 53*u^12 - 24*u^13 + 112*u^14 + 44*u^15 - 260*u^16 - 73*u^17 + 560*u^18 + 93*u^19 - 1094*u^20 - 86*u^21 + 1932*u^22 + 56*u^23 - 3116*u^24 - 25*u^25 + 4638*u^26 + 7*u^27 - 6420*u^28 - u^29 + 8208*u^30 - 9510*u^32 + 9754*u^34 - 8673*u^36 + 6570*u^38 - 4174*u^40 + 2186*u^42 - 923*u^44 + 304*u^46 - 74*u^48 + 12*u^50 - u^52"
					],
					"TimingForPrimaryIdeals":9.046e-2
				},
				"v":{
					"CheckEq":[
						"-1 + v"
					],
					"TimingForPrimaryIdeals":7.1329e-2
				},
				"PrimaryIdeals":[
					{
						"IdealName":"J10_42_0",
						"Generators":[
							"1 + 2*u + 2*u^2 - u^4 + 2*u^5 + 7*u^6 - 3*u^7 - 23*u^8 - 10*u^9 + 44*u^10 + 44*u^11 - 66*u^12 - 102*u^13 + 98*u^14 + 204*u^15 - 123*u^16 - 356*u^17 + 118*u^18 + 540*u^19 - 73*u^20 - 734*u^21 - 17*u^22 + 907*u^23 + 160*u^24 - 986*u^25 - 318*u^26 + 898*u^27 + 406*u^28 - 658*u^29 - 370*u^30 + 376*u^31 + 247*u^32 - 162*u^33 - 120*u^34 + 50*u^35 + 41*u^36 - 10*u^37 - 9*u^38 + u^39 + u^40"
						],
						"VariableOrder":[
							"u"
						],
						"Characteristic":0,
						"KnownGroebner":[],
						"Status":[
							"vCompNormalize"
						],
						"MonomialOrder":"lex",
						"IsHomogeneous":false,
						"IsZeroDim":true,
						"IdealDimension":0,
						"Timings":{
							"TimingGroebner":6.495000000000001e-2,
							"TimingZeroDimVars":1.9201e-2,
							"TimingmagmaVCompNormalize":2.0424e-2,
							"TimingNumberOfSols":7.664900000000001e-2,
							"TimingIsRadical":1.923e-3,
							"TimingArcColoring":5.6374000000000014e-2,
							"TimingObstruction":6.0989000000000015e-2,
							"TimingComplexVolumeN":3.3127807e1,
							"TimingaCuspShapeN":0.205751,
							"TiminguValues":0.660101,
							"TiminguPolysN":8.4211e-2,
							"TiminguPolys":0.895916,
							"TimingaCuspShape":0.129664,
							"TimingRepresentationsN":8.9477e-2,
							"TiminguValues_ij":0.16289,
							"TiminguPoly_ij":2.356333,
							"TiminguPolys_ij_N":0.177976
						},
						"ZeroDimensionalVars":[
							"u"
						],
						"NumberOfSols":40,
						"IsRadical":true,
						"ArcColoring":[
							"{1, 0}",
							[
								1,
								"u^2"
							],
							[
								"1 + 2*u^4 - 2*u^6 + 3*u^8 - 4*u^10 + 5*u^12 - 3*u^14 + u^16",
								"u^2 + 2*u^6 - 6*u^8 + 11*u^10 - 12*u^12 + 9*u^14 - 4*u^16 + u^18"
							],
							[
								"u^3",
								"u - u^3 + u^5"
							],
							[
								0,
								"u"
							],
							[
								"-u",
								"u - u^3"
							],
							[
								"-u^3",
								"u - u^3"
							],
							[
								"-u - 4*u^5 + 8*u^7 - 14*u^9 + 22*u^11 - 34*u^13 + 44*u^15 - 53*u^17 + 58*u^19 - 54*u^21 + 38*u^23 - 19*u^25 + 6*u^27 - u^29",
								"u - u^3 - 4*u^9 + 12*u^11 - 24*u^13 + 44*u^15 - 73*u^17 + 93*u^19 - 86*u^21 + 56*u^23 - 25*u^25 + 7*u^27 - u^29"
							],
							[
								"1 + 2*u^4 - 2*u^6 + 3*u^8 - 4*u^10 + 5*u^12 - 3*u^14 + u^16",
								"4*u^8 - 8*u^10 + 8*u^12 - 4*u^14 + u^16"
							],
							[
								"1 + u^4 - u^6 + u^8",
								"u^2 - 2*u^4 + 3*u^6 - 2*u^8 + u^10"
							]
						],
						"Obstruction":-1,
						"ComplexVolumeN":[
							"-1.87833 + 1.42866*I",
							"-1.87833 - 1.42866*I",
							"4.58827 + 5.88166*I",
							"4.58827 - 5.88166*I",
							"-0.384043 - 0.065531*I",
							"-0.384043 + 0.065531*I",
							"5.1833 - 0.15085*I",
							"5.1833 + 0.15085*I",
							"3.52924 - 1.02826*I",
							"3.52924 + 1.02826*I",
							"-1.32786 + 5.57768*I",
							"-1.32786 - 5.57768*I",
							"-6.07985 - 0.03674*I",
							"-6.07985 + 0.03674*I",
							"3.94345 - 4.71182*I",
							"3.94345 + 4.71182*I",
							"3.32299 - 8.17729*I",
							"3.32299 + 8.17729*I",
							"4.20581 + 2.43691*I",
							"4.20581 - 2.43691*I",
							"-3.077 - 5.78108*I",
							"-3.077 + 5.78108*I",
							"-2.4646 + 1.67611*I",
							"-2.4646 - 1.67611*I",
							"-0.51656 - 5.28641*I",
							"-0.51656 + 5.28641*I",
							"-0.7532 + 1.72242*I",
							"-0.7532 - 1.72242*I",
							"-4.40573 + 7.54884*I",
							"-4.40573 - 7.54884*I",
							"-2.04511 - 2.8102*I",
							"-2.04511 + 2.8102*I",
							"2.04477 - 7.46361*I",
							"2.04477 + 7.46361*I",
							"1.06923 + 13.2398*I",
							"1.06923 - 13.2398*I",
							"1.43625 + 0.71721*I",
							"1.43625 - 0.71721*I",
							"0.1887 + 2.31784*I",
							"0.1887 - 2.31784*I"
						],
						"uPolysN":[
							"1 + 2*u + 2*u^2 - u^4 + 2*u^5 + 7*u^6 - 3*u^7 - 23*u^8 - 10*u^9 + 44*u^10 + 44*u^11 - 66*u^12 - 102*u^13 + 98*u^14 + 204*u^15 - 123*u^16 - 356*u^17 + 118*u^18 + 540*u^19 - 73*u^20 - 734*u^21 - 17*u^22 + 907*u^23 + 160*u^24 - 986*u^25 - 318*u^26 + 898*u^27 + 406*u^28 - 658*u^29 - 370*u^30 + 376*u^31 + 247*u^32 - 162*u^33 - 120*u^34 + 50*u^35 + 41*u^36 - 10*u^37 - 9*u^38 + u^39 + u^40",
							"1 + 12*u + 78*u^2 + 282*u^3 + 743*u^4 + 1556*u^5 + 2881*u^6 + 4013*u^7 + 4799*u^8 + 3588*u^9 + 1992*u^10 - 454*u^11 + 868*u^12 + 8032*u^13 + 24548*u^14 + 42550*u^15 + 58179*u^16 + 64844*u^17 + 65846*u^18 + 59042*u^19 + 48459*u^20 + 36740*u^21 + 29433*u^22 + 24979*u^23 + 20396*u^24 + 13936*u^25 + 8368*u^26 + 5440*u^27 + 4376*u^28 + 3232*u^29 + 1840*u^30 + 862*u^31 + 521*u^32 + 392*u^33 + 238*u^34 + 96*u^35 + 35*u^36 + 20*u^37 + 13*u^38 + 5*u^39 + u^40",
							"1 - 2*u^3 - u^4 - 8*u^5 + u^6 - 5*u^7 + 15*u^8 + 16*u^9 + 74*u^10 + 54*u^11 + 226*u^12 + 76*u^13 + 510*u^14 + 36*u^15 + 913*u^16 - 86*u^17 + 1344*u^18 - 268*u^19 + 1669*u^20 - 440*u^21 + 1771*u^22 - 533*u^23 + 1618*u^24 - 518*u^25 + 1276*u^26 - 414*u^27 + 866*u^28 - 276*u^29 + 502*u^30 - 152*u^31 + 245*u^32 - 68*u^33 + 98*u^34 - 24*u^35 + 31*u^36 - 6*u^37 + 7*u^38 - u^39 + u^40",
							"1 + 2*u^2 - 2*u^3 - 5*u^4 - 18*u^5 - 25*u^6 + 39*u^7 + 371*u^8 + 1404*u^9 + 4208*u^10 + 10992*u^11 + 25820*u^12 + 55528*u^13 + 110684*u^14 + 205988*u^15 + 359915*u^16 + 592872*u^17 + 922754*u^18 + 1357766*u^19 + 1888551*u^20 + 2482214*u^21 + 3080399*u^22 + 3603371*u^23 + 3961700*u^24 + 4075484*u^25 + 3898540*u^26 + 3440796*u^27 + 2776940*u^28 + 2029960*u^29 + 1331040*u^30 + 775112*u^31 + 396701*u^32 + 176364*u^33 + 67162*u^34 + 21518*u^35 + 5659*u^36 + 1178*u^37 + 183*u^38 + 19*u^39 + u^40",
							"1 + 2*u + 2*u^2 - u^4 + 2*u^5 + 7*u^6 - 3*u^7 - 23*u^8 - 10*u^9 + 44*u^10 + 44*u^11 - 66*u^12 - 102*u^13 + 98*u^14 + 204*u^15 - 123*u^16 - 356*u^17 + 118*u^18 + 540*u^19 - 73*u^20 - 734*u^21 - 17*u^22 + 907*u^23 + 160*u^24 - 986*u^25 - 318*u^26 + 898*u^27 + 406*u^28 - 658*u^29 - 370*u^30 + 376*u^31 + 247*u^32 - 162*u^33 - 120*u^34 + 50*u^35 + 41*u^36 - 10*u^37 - 9*u^38 + u^39 + u^40",
							"16 + 61*u + 263*u^2 + 696*u^3 + 1655*u^4 + 3174*u^5 + 5165*u^6 + 7445*u^7 + 9176*u^8 + 10765*u^9 + 11609*u^10 + 12742*u^11 + 13805*u^12 + 14357*u^13 + 14376*u^14 + 12662*u^15 + 10969*u^16 + 8436*u^17 + 6984*u^18 + 5340*u^19 + 4425*u^20 + 3432*u^21 + 2697*u^22 + 2185*u^23 + 1954*u^24 + 1876*u^25 + 1634*u^26 + 1328*u^27 + 1080*u^28 + 888*u^29 + 708*u^30 + 474*u^31 + 321*u^32 + 200*u^33 + 138*u^34 + 72*u^35 + 39*u^36 + 16*u^37 + 9*u^38 + 3*u^39 + u^40",
							"1 - 2*u^2 - 2*u^3 - u^4 + 62*u^5 + 407*u^6 + 1349*u^7 + 3075*u^8 + 5984*u^9 + 14052*u^10 + 43992*u^11 + 140264*u^12 + 389548*u^13 + 921188*u^14 + 1880104*u^15 + 3369391*u^16 + 5379440*u^17 + 7737418*u^18 + 10111214*u^19 + 12081503*u^20 + 13261858*u^21 + 13419871*u^22 + 12548449*u^23 + 10858644*u^24 + 8701676*u^25 + 6457196*u^26 + 4433520*u^27 + 2812120*u^28 + 1643808*u^29 + 882540*u^30 + 433228*u^31 + 193285*u^32 + 77760*u^33 + 27914*u^34 + 8814*u^35 + 2399*u^36 + 546*u^37 + 99*u^38 + 13*u^39 + u^40",
							"1 - 2*u^3 - u^4 - 8*u^5 + u^6 - 5*u^7 + 15*u^8 + 16*u^9 + 74*u^10 + 54*u^11 + 226*u^12 + 76*u^13 + 510*u^14 + 36*u^15 + 913*u^16 - 86*u^17 + 1344*u^18 - 268*u^19 + 1669*u^20 - 440*u^21 + 1771*u^22 - 533*u^23 + 1618*u^24 - 518*u^25 + 1276*u^26 - 414*u^27 + 866*u^28 - 276*u^29 + 502*u^30 - 152*u^31 + 245*u^32 - 68*u^33 + 98*u^34 - 24*u^35 + 31*u^36 - 6*u^37 + 7*u^38 - u^39 + u^40",
							"1 - 2*u^2 - 2*u^3 - u^4 + 62*u^5 + 407*u^6 + 1349*u^7 + 3075*u^8 + 5984*u^9 + 14052*u^10 + 43992*u^11 + 140264*u^12 + 389548*u^13 + 921188*u^14 + 1880104*u^15 + 3369391*u^16 + 5379440*u^17 + 7737418*u^18 + 10111214*u^19 + 12081503*u^20 + 13261858*u^21 + 13419871*u^22 + 12548449*u^23 + 10858644*u^24 + 8701676*u^25 + 6457196*u^26 + 4433520*u^27 + 2812120*u^28 + 1643808*u^29 + 882540*u^30 + 433228*u^31 + 193285*u^32 + 77760*u^33 + 27914*u^34 + 8814*u^35 + 2399*u^36 + 546*u^37 + 99*u^38 + 13*u^39 + u^40",
							"25 + 70*u - 128*u^2 - 466*u^3 + 69*u^4 + 1038*u^5 + 779*u^6 - 571*u^7 - 2003*u^8 - 976*u^9 + 2308*u^10 + 1886*u^11 - 1466*u^12 - 1442*u^13 + 676*u^14 + 1240*u^15 + 81*u^16 - 1710*u^17 - 700*u^18 + 1946*u^19 + 559*u^20 - 1698*u^21 + 153*u^22 + 1081*u^23 - 468*u^24 - 346*u^25 + 570*u^26 - 122*u^27 - 284*u^28 + 264*u^29 + 100*u^30 - 206*u^31 + 25*u^32 + 104*u^33 - 30*u^34 - 36*u^35 + 19*u^36 + 8*u^37 - 5*u^38 - u^39 + u^40"
						],
						"uPolys":[
							"1 + 2*u + 2*u^2 - u^4 + 2*u^5 + 7*u^6 - 3*u^7 - 23*u^8 - 10*u^9 + 44*u^10 + 44*u^11 - 66*u^12 - 102*u^13 + 98*u^14 + 204*u^15 - 123*u^16 - 356*u^17 + 118*u^18 + 540*u^19 - 73*u^20 - 734*u^21 - 17*u^22 + 907*u^23 + 160*u^24 - 986*u^25 - 318*u^26 + 898*u^27 + 406*u^28 - 658*u^29 - 370*u^30 + 376*u^31 + 247*u^32 - 162*u^33 - 120*u^34 + 50*u^35 + 41*u^36 - 10*u^37 - 9*u^38 + u^39 + u^40",
							"1 + 12*u + 78*u^2 + 282*u^3 + 743*u^4 + 1556*u^5 + 2881*u^6 + 4013*u^7 + 4799*u^8 + 3588*u^9 + 1992*u^10 - 454*u^11 + 868*u^12 + 8032*u^13 + 24548*u^14 + 42550*u^15 + 58179*u^16 + 64844*u^17 + 65846*u^18 + 59042*u^19 + 48459*u^20 + 36740*u^21 + 29433*u^22 + 24979*u^23 + 20396*u^24 + 13936*u^25 + 8368*u^26 + 5440*u^27 + 4376*u^28 + 3232*u^29 + 1840*u^30 + 862*u^31 + 521*u^32 + 392*u^33 + 238*u^34 + 96*u^35 + 35*u^36 + 20*u^37 + 13*u^38 + 5*u^39 + u^40",
							"1 - 2*u^3 - u^4 - 8*u^5 + u^6 - 5*u^7 + 15*u^8 + 16*u^9 + 74*u^10 + 54*u^11 + 226*u^12 + 76*u^13 + 510*u^14 + 36*u^15 + 913*u^16 - 86*u^17 + 1344*u^18 - 268*u^19 + 1669*u^20 - 440*u^21 + 1771*u^22 - 533*u^23 + 1618*u^24 - 518*u^25 + 1276*u^26 - 414*u^27 + 866*u^28 - 276*u^29 + 502*u^30 - 152*u^31 + 245*u^32 - 68*u^33 + 98*u^34 - 24*u^35 + 31*u^36 - 6*u^37 + 7*u^38 - u^39 + u^40",
							"1 + 2*u^2 - 2*u^3 - 5*u^4 - 18*u^5 - 25*u^6 + 39*u^7 + 371*u^8 + 1404*u^9 + 4208*u^10 + 10992*u^11 + 25820*u^12 + 55528*u^13 + 110684*u^14 + 205988*u^15 + 359915*u^16 + 592872*u^17 + 922754*u^18 + 1357766*u^19 + 1888551*u^20 + 2482214*u^21 + 3080399*u^22 + 3603371*u^23 + 3961700*u^24 + 4075484*u^25 + 3898540*u^26 + 3440796*u^27 + 2776940*u^28 + 2029960*u^29 + 1331040*u^30 + 775112*u^31 + 396701*u^32 + 176364*u^33 + 67162*u^34 + 21518*u^35 + 5659*u^36 + 1178*u^37 + 183*u^38 + 19*u^39 + u^40",
							"1 + 2*u + 2*u^2 - u^4 + 2*u^5 + 7*u^6 - 3*u^7 - 23*u^8 - 10*u^9 + 44*u^10 + 44*u^11 - 66*u^12 - 102*u^13 + 98*u^14 + 204*u^15 - 123*u^16 - 356*u^17 + 118*u^18 + 540*u^19 - 73*u^20 - 734*u^21 - 17*u^22 + 907*u^23 + 160*u^24 - 986*u^25 - 318*u^26 + 898*u^27 + 406*u^28 - 658*u^29 - 370*u^30 + 376*u^31 + 247*u^32 - 162*u^33 - 120*u^34 + 50*u^35 + 41*u^36 - 10*u^37 - 9*u^38 + u^39 + u^40",
							"16 + 61*u + 263*u^2 + 696*u^3 + 1655*u^4 + 3174*u^5 + 5165*u^6 + 7445*u^7 + 9176*u^8 + 10765*u^9 + 11609*u^10 + 12742*u^11 + 13805*u^12 + 14357*u^13 + 14376*u^14 + 12662*u^15 + 10969*u^16 + 8436*u^17 + 6984*u^18 + 5340*u^19 + 4425*u^20 + 3432*u^21 + 2697*u^22 + 2185*u^23 + 1954*u^24 + 1876*u^25 + 1634*u^26 + 1328*u^27 + 1080*u^28 + 888*u^29 + 708*u^30 + 474*u^31 + 321*u^32 + 200*u^33 + 138*u^34 + 72*u^35 + 39*u^36 + 16*u^37 + 9*u^38 + 3*u^39 + u^40",
							"1 - 2*u^2 - 2*u^3 - u^4 + 62*u^5 + 407*u^6 + 1349*u^7 + 3075*u^8 + 5984*u^9 + 14052*u^10 + 43992*u^11 + 140264*u^12 + 389548*u^13 + 921188*u^14 + 1880104*u^15 + 3369391*u^16 + 5379440*u^17 + 7737418*u^18 + 10111214*u^19 + 12081503*u^20 + 13261858*u^21 + 13419871*u^22 + 12548449*u^23 + 10858644*u^24 + 8701676*u^25 + 6457196*u^26 + 4433520*u^27 + 2812120*u^28 + 1643808*u^29 + 882540*u^30 + 433228*u^31 + 193285*u^32 + 77760*u^33 + 27914*u^34 + 8814*u^35 + 2399*u^36 + 546*u^37 + 99*u^38 + 13*u^39 + u^40",
							"1 - 2*u^3 - u^4 - 8*u^5 + u^6 - 5*u^7 + 15*u^8 + 16*u^9 + 74*u^10 + 54*u^11 + 226*u^12 + 76*u^13 + 510*u^14 + 36*u^15 + 913*u^16 - 86*u^17 + 1344*u^18 - 268*u^19 + 1669*u^20 - 440*u^21 + 1771*u^22 - 533*u^23 + 1618*u^24 - 518*u^25 + 1276*u^26 - 414*u^27 + 866*u^28 - 276*u^29 + 502*u^30 - 152*u^31 + 245*u^32 - 68*u^33 + 98*u^34 - 24*u^35 + 31*u^36 - 6*u^37 + 7*u^38 - u^39 + u^40",
							"1 - 2*u^2 - 2*u^3 - u^4 + 62*u^5 + 407*u^6 + 1349*u^7 + 3075*u^8 + 5984*u^9 + 14052*u^10 + 43992*u^11 + 140264*u^12 + 389548*u^13 + 921188*u^14 + 1880104*u^15 + 3369391*u^16 + 5379440*u^17 + 7737418*u^18 + 10111214*u^19 + 12081503*u^20 + 13261858*u^21 + 13419871*u^22 + 12548449*u^23 + 10858644*u^24 + 8701676*u^25 + 6457196*u^26 + 4433520*u^27 + 2812120*u^28 + 1643808*u^29 + 882540*u^30 + 433228*u^31 + 193285*u^32 + 77760*u^33 + 27914*u^34 + 8814*u^35 + 2399*u^36 + 546*u^37 + 99*u^38 + 13*u^39 + u^40",
							"25 + 70*u - 128*u^2 - 466*u^3 + 69*u^4 + 1038*u^5 + 779*u^6 - 571*u^7 - 2003*u^8 - 976*u^9 + 2308*u^10 + 1886*u^11 - 1466*u^12 - 1442*u^13 + 676*u^14 + 1240*u^15 + 81*u^16 - 1710*u^17 - 700*u^18 + 1946*u^19 + 559*u^20 - 1698*u^21 + 153*u^22 + 1081*u^23 - 468*u^24 - 346*u^25 + 570*u^26 - 122*u^27 - 284*u^28 + 264*u^29 + 100*u^30 - 206*u^31 + 25*u^32 + 104*u^33 - 30*u^34 - 36*u^35 + 19*u^36 + 8*u^37 - 5*u^38 - u^39 + u^40"
						],
						"aCuspShape":"-2*(3 + 4*u + 2*u^2 + 2*u^3 + 2*u^4 + 12*u^5 + 4*u^6 - 38*u^7 - 34*u^8 + 48*u^9 + 84*u^10 - 36*u^11 - 170*u^12 + 8*u^13 + 326*u^14 + 80*u^15 - 532*u^16 - 256*u^17 + 734*u^18 + 518*u^19 - 906*u^20 - 876*u^21 + 1020*u^22 + 1304*u^23 - 1002*u^24 - 1626*u^25 + 808*u^26 + 1618*u^27 - 510*u^28 - 1250*u^29 + 242*u^30 + 736*u^31 - 82*u^32 - 322*u^33 + 18*u^34 + 100*u^35 - 2*u^36 - 20*u^37 + 2*u^39)",
						"RepresentationsN":[
							[
								"u->-1.02898 + 0.356861 I"
							],
							[
								"u->-1.02898 - 0.356861 I"
							],
							[
								"u->-0.605776 + 0.668794 I"
							],
							[
								"u->-0.605776 - 0.668794 I"
							],
							[
								"u->-1.08573 + 0.202553 I"
							],
							[
								"u->-1.08573 - 0.202553 I"
							],
							[
								"u->0.571687 + 0.673264 I"
							],
							[
								"u->0.571687 - 0.673264 I"
							],
							[
								"u->-0.964797 + 0.581212 I"
							],
							[
								"u->-0.964797 - 0.581212 I"
							],
							[
								"u->1.12066 + 0.212549 I"
							],
							[
								"u->1.12066 - 0.212549 I"
							],
							[
								"u->1.11095 + 0.292389 I"
							],
							[
								"u->1.11095 - 0.292389 I"
							],
							[
								"u->0.991959 + 0.580881 I"
							],
							[
								"u->0.991959 - 0.580881 I"
							],
							[
								"u->-0.355458 + 0.766083 I"
							],
							[
								"u->-0.355458 - 0.766083 I"
							],
							[
								"u->0.374958 + 0.750172 I"
							],
							[
								"u->0.374958 - 0.750172 I"
							],
							[
								"u->1.11278 + 0.379878 I"
							],
							[
								"u->1.11278 - 0.379878 I"
							],
							[
								"u->-1.09386 + 0.474186 I"
							],
							[
								"u->-1.09386 - 0.474186 I"
							],
							[
								"u->1.07566 + 0.536322 I"
							],
							[
								"u->1.07566 - 0.536322 I"
							],
							[
								"u->-0.626259 + 0.46131 I"
							],
							[
								"u->-0.626259 - 0.46131 I"
							],
							[
								"u->-1.1168 + 0.540554 I"
							],
							[
								"u->-1.1168 - 0.540554 I"
							],
							[
								"u->-0.294391 + 0.695895 I"
							],
							[
								"u->-0.294391 - 0.695895 I"
							],
							[
								"u->1.10947 + 0.575876 I"
							],
							[
								"u->1.10947 - 0.575876 I"
							],
							[
								"u->-1.12057 + 0.57597 I"
							],
							[
								"u->-1.12057 - 0.57597 I"
							],
							[
								"u->0.404022 + 0.614715 I"
							],
							[
								"u->0.404022 - 0.614715 I"
							],
							[
								"u->-0.07951 + 0.60461 I"
							],
							[
								"u->-0.07951 - 0.60461 I"
							]
						],
						"Epsilon":3.56173e-2,
						"uPolys_ij":[
							"1 + 2*u + 2*u^2 - u^4 + 2*u^5 + 7*u^6 - 3*u^7 - 23*u^8 - 10*u^9 + 44*u^10 + 44*u^11 - 66*u^12 - 102*u^13 + 98*u^14 + 204*u^15 - 123*u^16 - 356*u^17 + 118*u^18 + 540*u^19 - 73*u^20 - 734*u^21 - 17*u^22 + 907*u^23 + 160*u^24 - 986*u^25 - 318*u^26 + 898*u^27 + 406*u^28 - 658*u^29 - 370*u^30 + 376*u^31 + 247*u^32 - 162*u^33 - 120*u^34 + 50*u^35 + 41*u^36 - 10*u^37 - 9*u^38 + u^39 + u^40",
							"1 + 2*u^2 - 2*u^3 - 5*u^4 - 18*u^5 - 25*u^6 + 39*u^7 + 371*u^8 + 1404*u^9 + 4208*u^10 + 10992*u^11 + 25820*u^12 + 55528*u^13 + 110684*u^14 + 205988*u^15 + 359915*u^16 + 592872*u^17 + 922754*u^18 + 1357766*u^19 + 1888551*u^20 + 2482214*u^21 + 3080399*u^22 + 3603371*u^23 + 3961700*u^24 + 4075484*u^25 + 3898540*u^26 + 3440796*u^27 + 2776940*u^28 + 2029960*u^29 + 1331040*u^30 + 775112*u^31 + 396701*u^32 + 176364*u^33 + 67162*u^34 + 21518*u^35 + 5659*u^36 + 1178*u^37 + 183*u^38 + 19*u^39 + u^40",
							"1 - 4*u - 6*u^2 + 74*u^3 + 595*u^4 - 9982*u^5 + 72407*u^6 - 357009*u^7 + 1339919*u^8 - 4004032*u^9 + 9790808*u^10 - 19881064*u^11 + 33890220*u^12 - 49146096*u^13 + 61574348*u^14 - 68265032*u^15 + 69175315*u^16 - 64879356*u^17 + 56552394*u^18 - 46876654*u^19 + 36683439*u^20 - 27220902*u^21 + 19543039*u^22 - 12927709*u^23 + 8642556*u^24 - 5072416*u^25 + 3186656*u^26 - 1651808*u^27 + 975128*u^28 - 444232*u^29 + 244016*u^30 - 96876*u^31 + 48457*u^32 - 16428*u^33 + 7226*u^34 - 1998*u^35 + 735*u^36 - 150*u^37 + 43*u^38 - 5*u^39 + u^40",
							"16 + 61*u + 263*u^2 + 696*u^3 + 1655*u^4 + 3174*u^5 + 5165*u^6 + 7445*u^7 + 9176*u^8 + 10765*u^9 + 11609*u^10 + 12742*u^11 + 13805*u^12 + 14357*u^13 + 14376*u^14 + 12662*u^15 + 10969*u^16 + 8436*u^17 + 6984*u^18 + 5340*u^19 + 4425*u^20 + 3432*u^21 + 2697*u^22 + 2185*u^23 + 1954*u^24 + 1876*u^25 + 1634*u^26 + 1328*u^27 + 1080*u^28 + 888*u^29 + 708*u^30 + 474*u^31 + 321*u^32 + 200*u^33 + 138*u^34 + 72*u^35 + 39*u^36 + 16*u^37 + 9*u^38 + 3*u^39 + u^40",
							"25 + 70*u - 128*u^2 - 466*u^3 + 69*u^4 + 1038*u^5 + 779*u^6 - 571*u^7 - 2003*u^8 - 976*u^9 + 2308*u^10 + 1886*u^11 - 1466*u^12 - 1442*u^13 + 676*u^14 + 1240*u^15 + 81*u^16 - 1710*u^17 - 700*u^18 + 1946*u^19 + 559*u^20 - 1698*u^21 + 153*u^22 + 1081*u^23 - 468*u^24 - 346*u^25 + 570*u^26 - 122*u^27 - 284*u^28 + 264*u^29 + 100*u^30 - 206*u^31 + 25*u^32 + 104*u^33 - 30*u^34 - 36*u^35 + 19*u^36 + 8*u^37 - 5*u^38 - u^39 + u^40",
							"256 + 4695*u + 37217*u^2 + 164166*u^3 + 422949*u^4 + 543168*u^5 - 202385*u^6 - 2317331*u^7 - 4979494*u^8 - 6174777*u^9 - 4138863*u^10 + 1787840*u^11 + 10894779*u^12 + 20489117*u^13 + 26831212*u^14 + 27694540*u^15 + 23484763*u^16 + 16824368*u^17 + 10887530*u^18 + 7121766*u^19 + 5355671*u^20 + 4569554*u^21 + 3876851*u^22 + 2952053*u^23 + 1994012*u^24 + 1167308*u^25 + 661080*u^26 + 365600*u^27 + 245104*u^28 + 167204*u^29 + 121736*u^30 + 76384*u^31 + 44785*u^32 + 21888*u^33 + 9690*u^34 + 3530*u^35 + 1143*u^36 + 290*u^37 + 63*u^38 + 9*u^39 + u^40",
							"3721 - 13542*u + 122626*u^2 + 187598*u^3 + 1100793*u^4 + 2146090*u^5 + 4702243*u^6 + 7651719*u^7 + 11859325*u^8 + 15513518*u^9 + 19868812*u^10 + 21782168*u^11 + 24010916*u^12 + 23018380*u^13 + 22585140*u^14 + 19370698*u^15 + 17607103*u^16 + 13658502*u^17 + 11879252*u^18 + 8156574*u^19 + 7160155*u^20 + 4069046*u^21 + 3803977*u^22 + 1704283*u^23 + 1713200*u^24 + 600272*u^25 + 650998*u^26 + 174320*u^27 + 209820*u^28 + 39222*u^29 + 56448*u^30 + 5590*u^31 + 12353*u^32 + 274*u^33 + 2106*u^34 - 64*u^35 + 267*u^36 - 12*u^37 + 21*u^38 - u^39 + u^40",
							"1 + 12*u + 78*u^2 + 282*u^3 + 743*u^4 + 1556*u^5 + 2881*u^6 + 4013*u^7 + 4799*u^8 + 3588*u^9 + 1992*u^10 - 454*u^11 + 868*u^12 + 8032*u^13 + 24548*u^14 + 42550*u^15 + 58179*u^16 + 64844*u^17 + 65846*u^18 + 59042*u^19 + 48459*u^20 + 36740*u^21 + 29433*u^22 + 24979*u^23 + 20396*u^24 + 13936*u^25 + 8368*u^26 + 5440*u^27 + 4376*u^28 + 3232*u^29 + 1840*u^30 + 862*u^31 + 521*u^32 + 392*u^33 + 238*u^34 + 96*u^35 + 35*u^36 + 20*u^37 + 13*u^38 + 5*u^39 + u^40",
							"6736 + 7912*u + 14492*u^2 + 10396*u^3 - 31947*u^4 - 62356*u^5 - 272359*u^6 - 765223*u^7 - 1779247*u^8 - 2101388*u^9 + 174344*u^10 + 9315444*u^11 + 27239546*u^12 + 50353696*u^13 + 74378098*u^14 + 84114550*u^15 + 86757448*u^16 + 69316476*u^17 + 63532646*u^18 + 42715546*u^19 + 38867981*u^20 + 24596196*u^21 + 13583291*u^22 + 6567115*u^23 + 1851165*u^24 + 513764*u^25 + 24658*u^26 + 363266*u^27 + 261737*u^28 + 272048*u^29 + 169319*u^30 + 82755*u^31 + 46041*u^32 + 13588*u^33 + 7286*u^34 + 1230*u^35 + 723*u^36 + 56*u^37 + 41*u^38 + u^39 + u^40",
							"625 - 11300*u + 85074*u^2 - 341190*u^3 + 752543*u^4 - 737306*u^5 - 321997*u^6 + 1266693*u^7 + 689087*u^8 - 5902416*u^9 + 10065504*u^10 - 8935316*u^11 + 4002172*u^12 - 1054844*u^13 + 4098808*u^14 - 11765356*u^15 + 19327807*u^16 - 22980584*u^17 + 21978338*u^18 - 17526774*u^19 + 11559503*u^20 - 5782790*u^21 + 1396127*u^22 + 1134113*u^23 - 1975512*u^24 + 1810628*u^25 - 1220720*u^26 + 667004*u^27 - 269316*u^28 + 59504*u^29 + 31944*u^30 - 49748*u^31 + 40313*u^32 - 23836*u^33 + 11594*u^34 - 4562*u^35 + 1495*u^36 - 386*u^37 + 79*u^38 - 11*u^39 + u^40",
							"1 - 2*u^2 - 2*u^3 - u^4 + 62*u^5 + 407*u^6 + 1349*u^7 + 3075*u^8 + 5984*u^9 + 14052*u^10 + 43992*u^11 + 140264*u^12 + 389548*u^13 + 921188*u^14 + 1880104*u^15 + 3369391*u^16 + 5379440*u^17 + 7737418*u^18 + 10111214*u^19 + 12081503*u^20 + 13261858*u^21 + 13419871*u^22 + 12548449*u^23 + 10858644*u^24 + 8701676*u^25 + 6457196*u^26 + 4433520*u^27 + 2812120*u^28 + 1643808*u^29 + 882540*u^30 + 433228*u^31 + 193285*u^32 + 77760*u^33 + 27914*u^34 + 8814*u^35 + 2399*u^36 + 546*u^37 + 99*u^38 + 13*u^39 + u^40",
							"523514 + 214201*u - 1904111*u^2 - 6377044*u^3 - 518497*u^4 + 32952870*u^5 + 154394925*u^6 + 419628843*u^7 + 660703640*u^8 + 470233857*u^9 - 377188019*u^10 - 1386224942*u^11 - 1466384551*u^12 - 229666761*u^13 + 1199562076*u^14 + 1433746934*u^15 + 475119125*u^16 - 434807804*u^17 - 429685966*u^18 + 43050296*u^19 + 203628889*u^20 + 58409204*u^21 - 32131603*u^22 - 17861329*u^23 + 112028*u^24 + 1437704*u^25 + 1607328*u^26 + 1810300*u^27 + 111558*u^28 - 796270*u^29 - 186472*u^30 + 195960*u^31 + 60441*u^32 - 27388*u^33 - 8984*u^34 + 2586*u^35 + 835*u^36 - 140*u^37 - 45*u^38 + 3*u^39 + u^40",
							"1 + 12*u + 802*u^2 + 4802*u^3 + 37187*u^4 + 263214*u^5 + 1242771*u^6 + 3589717*u^7 + 6808311*u^8 + 10026596*u^9 + 18956040*u^10 + 44436816*u^11 + 89458516*u^12 + 138720320*u^13 + 203327964*u^14 + 267677732*u^15 + 326537571*u^16 + 330603152*u^17 + 301385434*u^18 + 234050026*u^19 + 171859791*u^20 + 110372234*u^21 + 70846219*u^22 + 39039765*u^23 + 23139972*u^24 + 10740420*u^25 + 6443152*u^26 + 2301472*u^27 + 1589280*u^28 + 377372*u^29 + 339256*u^30 + 46536*u^31 + 58649*u^32 + 4460*u^33 + 7642*u^34 + 370*u^35 + 695*u^36 + 26*u^37 + 39*u^38 + u^39 + u^40",
							"1 - 12*u + 66*u^2 - 338*u^3 + 1959*u^4 - 7864*u^5 + 17381*u^6 + 16779*u^7 - 235441*u^8 + 458298*u^9 + 709222*u^10 - 328798*u^11 + 895340*u^12 + 3638066*u^13 + 30096062*u^14 + 37556846*u^15 + 46465619*u^16 + 20858654*u^17 + 62019908*u^18 + 89360416*u^19 + 112114335*u^20 + 58644864*u^21 + 41233789*u^22 + 28142079*u^23 + 29077860*u^24 - 32001178*u^25 - 32492378*u^26 - 4027182*u^27 + 8511512*u^28 + 1754622*u^29 + 976870*u^30 - 162934*u^31 - 73747*u^32 - 23462*u^33 + 892*u^34 + 476*u^35 + 331*u^36 - 56*u^37 + 9*u^38 - u^39 + u^40",
							"119344 - 152608*u - 1035964*u^2 + 614010*u^3 + 4039225*u^4 + 1079040*u^5 - 8285587*u^6 - 10667887*u^7 + 4431193*u^8 + 29671036*u^9 + 23325420*u^10 - 40825720*u^11 - 74348474*u^12 - 9593500*u^13 + 73429082*u^14 + 82173194*u^15 + 44306584*u^16 - 3093896*u^17 - 25699994*u^18 - 29758024*u^19 - 16544459*u^20 + 1241608*u^21 + 10220359*u^22 + 15134503*u^23 + 13628729*u^24 + 10435716*u^25 + 6953362*u^26 + 3949192*u^27 + 2220073*u^28 + 990608*u^29 + 492163*u^30 + 173027*u^31 + 79169*u^32 + 20596*u^33 + 9366*u^34 + 1552*u^35 + 783*u^36 + 64*u^37 + 41*u^38 + u^39 + u^40",
							"53761 + 1005368*u + 9710520*u^2 + 38814578*u^3 + 135527563*u^4 + 407780108*u^5 + 813467115*u^6 + 1189271149*u^7 + 1630206525*u^8 + 2212682906*u^9 + 3023862246*u^10 + 3281767550*u^11 + 3064399154*u^12 + 2518240946*u^13 + 2580960236*u^14 + 2719546258*u^15 + 2536401203*u^16 + 1512594770*u^17 + 380516430*u^18 - 350880570*u^19 - 421981001*u^20 - 221771224*u^21 - 34290381*u^22 + 24836673*u^23 + 25782070*u^24 + 15057938*u^25 + 6657272*u^26 - 195728*u^27 - 2597194*u^28 - 1381804*u^29 + 99218*u^30 + 326416*u^31 + 62155*u^32 - 35732*u^33 - 12374*u^34 + 2286*u^35 + 1139*u^36 - 78*u^37 - 53*u^38 + u^39 + u^40",
							"2 - 15*u - 33*u^2 + 370*u^3 + 451*u^4 - 1976*u^5 - 8237*u^6 - 5725*u^7 + 56168*u^8 + 13165*u^9 + 77407*u^10 - 119888*u^11 + 81937*u^12 - 185923*u^13 + 103764*u^14 - 155966*u^15 + 314489*u^16 - 49302*u^17 + 715716*u^18 + 67430*u^19 + 996217*u^20 + 126862*u^21 + 940971*u^22 + 127571*u^23 + 649392*u^24 + 91776*u^25 + 340436*u^26 + 48840*u^27 + 138098*u^28 + 19422*u^29 + 43600*u^30 + 5782*u^31 + 10647*u^32 + 1270*u^33 + 1968*u^34 + 198*u^35 + 263*u^36 + 20*u^37 + 23*u^38 + u^39 + u^40",
							"1 + 4*u + 2*u^2 - 814*u^3 + 4771*u^4 - 16542*u^5 + 240479*u^6 - 1370417*u^7 + 3625807*u^8 - 5467384*u^9 + 7291992*u^10 - 16476000*u^11 + 37396820*u^12 - 52311616*u^13 + 32483924*u^14 + 16380216*u^15 - 42246533*u^16 + 7580348*u^17 + 53581466*u^18 - 71774430*u^19 + 28499663*u^20 + 25097354*u^21 - 36116665*u^22 + 7277643*u^23 + 21463076*u^24 - 24959768*u^25 + 10944952*u^26 + 1451424*u^27 - 4022720*u^28 + 738936*u^29 + 2295672*u^30 - 2900252*u^31 + 2014801*u^32 - 985412*u^33 + 362722*u^34 - 102438*u^35 + 22095*u^36 - 3550*u^37 + 403*u^38 - 29*u^39 + u^40",
							"4293137 + 25316146*u + 68466400*u^2 + 115284550*u^3 + 132713003*u^4 + 102620246*u^5 + 65034463*u^6 + 104455915*u^7 + 245775439*u^8 + 403096042*u^9 + 449948094*u^10 + 338468570*u^11 + 167104876*u^12 + 76520476*u^13 + 78730548*u^14 + 72591326*u^15 + 5540091*u^16 - 65467990*u^17 - 73697072*u^18 - 30906118*u^19 + 8757631*u^20 + 19166106*u^21 + 10676615*u^22 + 797717*u^23 - 3105700*u^24 - 2278392*u^25 - 288992*u^26 + 612984*u^27 + 366608*u^28 - 47284*u^29 - 114676*u^30 - 15140*u^31 + 22305*u^32 + 5600*u^33 - 3138*u^34 - 894*u^35 + 335*u^36 + 78*u^37 - 25*u^38 - 3*u^39 + u^40",
							"8548 - 164811*u + 1530593*u^2 - 8908310*u^3 + 37540893*u^4 - 123538852*u^5 + 329354247*u^6 - 719359029*u^7 + 1315241248*u^8 - 2195888389*u^9 + 3792535173*u^10 - 6784475278*u^11 + 10972446025*u^12 - 14539955829*u^13 + 15482680372*u^14 - 13459202798*u^15 + 10286518837*u^16 - 6657096922*u^17 + 3572897638*u^18 - 930762838*u^19 + 99984627*u^20 + 331903950*u^21 - 117696197*u^22 + 97415791*u^23 - 29220738*u^24 + 701650*u^25 + 11659968*u^26 - 7791746*u^27 + 2295826*u^28 + 680480*u^29 - 158016*u^30 + 7974*u^31 + 7373*u^32 - 168*u^33 + 730*u^34 + 996*u^35 + 211*u^36 - 84*u^37 + 5*u^38 + u^39 + u^40",
							"1174423 + 3158080*u + 1812130*u^2 - 7061346*u^3 - 7786973*u^4 + 18503092*u^5 + 29914997*u^6 - 32791683*u^7 - 86967333*u^8 + 38665102*u^9 + 210158706*u^10 + 58248246*u^11 - 271340464*u^12 - 189801378*u^13 + 218006670*u^14 + 255725312*u^15 - 87061777*u^16 - 200719310*u^17 + 2989470*u^18 + 107337554*u^19 + 15474567*u^20 - 44343928*u^21 - 10666883*u^22 + 14869729*u^23 + 4565604*u^24 - 4062930*u^25 - 1351938*u^26 + 985350*u^27 + 302406*u^28 - 232926*u^29 - 65242*u^30 + 48242*u^31 + 14595*u^32 - 7370*u^33 - 2604*u^34 + 744*u^35 + 317*u^36 - 48*u^37 - 23*u^38 + u^39 + u^40",
							"1967081 + 308764*u - 6478070*u^2 + 5071662*u^3 + 31032715*u^4 + 69821270*u^5 + 160912567*u^6 + 326757829*u^7 + 571508167*u^8 + 480622404*u^9 + 927112188*u^10 + 494454910*u^11 + 814933272*u^12 + 303519878*u^13 + 658237662*u^14 + 327994380*u^15 + 646192691*u^16 + 301364140*u^17 + 430923490*u^18 + 103626958*u^19 + 166487503*u^20 - 19132934*u^21 + 42113991*u^22 - 30228985*u^23 + 11132340*u^24 - 13091304*u^25 + 4430968*u^26 - 3635920*u^27 + 1576960*u^28 - 818480*u^29 + 389048*u^30 - 157022*u^31 + 67849*u^32 - 23312*u^33 + 8766*u^34 - 2400*u^35 + 811*u^36 - 156*u^37 + 45*u^38 - 5*u^39 + u^40",
							"1 - 2*u^3 - u^4 - 8*u^5 + u^6 - 5*u^7 + 15*u^8 + 16*u^9 + 74*u^10 + 54*u^11 + 226*u^12 + 76*u^13 + 510*u^14 + 36*u^15 + 913*u^16 - 86*u^17 + 1344*u^18 - 268*u^19 + 1669*u^20 - 440*u^21 + 1771*u^22 - 533*u^23 + 1618*u^24 - 518*u^25 + 1276*u^26 - 414*u^27 + 866*u^28 - 276*u^29 + 502*u^30 - 152*u^31 + 245*u^32 - 68*u^33 + 98*u^34 - 24*u^35 + 31*u^36 - 6*u^37 + 7*u^38 - u^39 + u^40",
							"2 + 5*u - 39*u^2 + 44*u^3 + 253*u^4 - 1182*u^5 + 3685*u^6 + 1305*u^7 - 11244*u^8 + 5473*u^9 + 66997*u^10 - 72806*u^11 + 229629*u^12 - 92403*u^13 - 607588*u^14 + 837890*u^15 + 486255*u^16 - 3749152*u^17 + 7261754*u^18 - 6234712*u^19 + 673283*u^20 + 1412644*u^21 + 3228705*u^22 - 6994379*u^23 + 4141316*u^24 + 885576*u^25 - 2162704*u^26 + 455104*u^27 + 652948*u^28 - 380016*u^29 - 56336*u^30 + 101138*u^31 - 11427*u^32 - 15808*u^33 + 5114*u^34 + 984*u^35 - 697*u^36 + 20*u^37 + 53*u^38 - 13*u^39 + u^40"
						],
						"GeometricComponent":"{35, 36}",
						"uPolys_ij_N":[
							"1 + 2*u + 2*u^2 - u^4 + 2*u^5 + 7*u^6 - 3*u^7 - 23*u^8 - 10*u^9 + 44*u^10 + 44*u^11 - 66*u^12 - 102*u^13 + 98*u^14 + 204*u^15 - 123*u^16 - 356*u^17 + 118*u^18 + 540*u^19 - 73*u^20 - 734*u^21 - 17*u^22 + 907*u^23 + 160*u^24 - 986*u^25 - 318*u^26 + 898*u^27 + 406*u^28 - 658*u^29 - 370*u^30 + 376*u^31 + 247*u^32 - 162*u^33 - 120*u^34 + 50*u^35 + 41*u^36 - 10*u^37 - 9*u^38 + u^39 + u^40",
							"1 + 2*u^2 - 2*u^3 - 5*u^4 - 18*u^5 - 25*u^6 + 39*u^7 + 371*u^8 + 1404*u^9 + 4208*u^10 + 10992*u^11 + 25820*u^12 + 55528*u^13 + 110684*u^14 + 205988*u^15 + 359915*u^16 + 592872*u^17 + 922754*u^18 + 1357766*u^19 + 1888551*u^20 + 2482214*u^21 + 3080399*u^22 + 3603371*u^23 + 3961700*u^24 + 4075484*u^25 + 3898540*u^26 + 3440796*u^27 + 2776940*u^28 + 2029960*u^29 + 1331040*u^30 + 775112*u^31 + 396701*u^32 + 176364*u^33 + 67162*u^34 + 21518*u^35 + 5659*u^36 + 1178*u^37 + 183*u^38 + 19*u^39 + u^40",
							"1 - 4*u - 6*u^2 + 74*u^3 + 595*u^4 - 9982*u^5 + 72407*u^6 - 357009*u^7 + 1339919*u^8 - 4004032*u^9 + 9790808*u^10 - 19881064*u^11 + 33890220*u^12 - 49146096*u^13 + 61574348*u^14 - 68265032*u^15 + 69175315*u^16 - 64879356*u^17 + 56552394*u^18 - 46876654*u^19 + 36683439*u^20 - 27220902*u^21 + 19543039*u^22 - 12927709*u^23 + 8642556*u^24 - 5072416*u^25 + 3186656*u^26 - 1651808*u^27 + 975128*u^28 - 444232*u^29 + 244016*u^30 - 96876*u^31 + 48457*u^32 - 16428*u^33 + 7226*u^34 - 1998*u^35 + 735*u^36 - 150*u^37 + 43*u^38 - 5*u^39 + u^40",
							"16 + 61*u + 263*u^2 + 696*u^3 + 1655*u^4 + 3174*u^5 + 5165*u^6 + 7445*u^7 + 9176*u^8 + 10765*u^9 + 11609*u^10 + 12742*u^11 + 13805*u^12 + 14357*u^13 + 14376*u^14 + 12662*u^15 + 10969*u^16 + 8436*u^17 + 6984*u^18 + 5340*u^19 + 4425*u^20 + 3432*u^21 + 2697*u^22 + 2185*u^23 + 1954*u^24 + 1876*u^25 + 1634*u^26 + 1328*u^27 + 1080*u^28 + 888*u^29 + 708*u^30 + 474*u^31 + 321*u^32 + 200*u^33 + 138*u^34 + 72*u^35 + 39*u^36 + 16*u^37 + 9*u^38 + 3*u^39 + u^40",
							"25 + 70*u - 128*u^2 - 466*u^3 + 69*u^4 + 1038*u^5 + 779*u^6 - 571*u^7 - 2003*u^8 - 976*u^9 + 2308*u^10 + 1886*u^11 - 1466*u^12 - 1442*u^13 + 676*u^14 + 1240*u^15 + 81*u^16 - 1710*u^17 - 700*u^18 + 1946*u^19 + 559*u^20 - 1698*u^21 + 153*u^22 + 1081*u^23 - 468*u^24 - 346*u^25 + 570*u^26 - 122*u^27 - 284*u^28 + 264*u^29 + 100*u^30 - 206*u^31 + 25*u^32 + 104*u^33 - 30*u^34 - 36*u^35 + 19*u^36 + 8*u^37 - 5*u^38 - u^39 + u^40",
							"256 + 4695*u + 37217*u^2 + 164166*u^3 + 422949*u^4 + 543168*u^5 - 202385*u^6 - 2317331*u^7 - 4979494*u^8 - 6174777*u^9 - 4138863*u^10 + 1787840*u^11 + 10894779*u^12 + 20489117*u^13 + 26831212*u^14 + 27694540*u^15 + 23484763*u^16 + 16824368*u^17 + 10887530*u^18 + 7121766*u^19 + 5355671*u^20 + 4569554*u^21 + 3876851*u^22 + 2952053*u^23 + 1994012*u^24 + 1167308*u^25 + 661080*u^26 + 365600*u^27 + 245104*u^28 + 167204*u^29 + 121736*u^30 + 76384*u^31 + 44785*u^32 + 21888*u^33 + 9690*u^34 + 3530*u^35 + 1143*u^36 + 290*u^37 + 63*u^38 + 9*u^39 + u^40",
							"3721 - 13542*u + 122626*u^2 + 187598*u^3 + 1100793*u^4 + 2146090*u^5 + 4702243*u^6 + 7651719*u^7 + 11859325*u^8 + 15513518*u^9 + 19868812*u^10 + 21782168*u^11 + 24010916*u^12 + 23018380*u^13 + 22585140*u^14 + 19370698*u^15 + 17607103*u^16 + 13658502*u^17 + 11879252*u^18 + 8156574*u^19 + 7160155*u^20 + 4069046*u^21 + 3803977*u^22 + 1704283*u^23 + 1713200*u^24 + 600272*u^25 + 650998*u^26 + 174320*u^27 + 209820*u^28 + 39222*u^29 + 56448*u^30 + 5590*u^31 + 12353*u^32 + 274*u^33 + 2106*u^34 - 64*u^35 + 267*u^36 - 12*u^37 + 21*u^38 - u^39 + u^40",
							"1 + 12*u + 78*u^2 + 282*u^3 + 743*u^4 + 1556*u^5 + 2881*u^6 + 4013*u^7 + 4799*u^8 + 3588*u^9 + 1992*u^10 - 454*u^11 + 868*u^12 + 8032*u^13 + 24548*u^14 + 42550*u^15 + 58179*u^16 + 64844*u^17 + 65846*u^18 + 59042*u^19 + 48459*u^20 + 36740*u^21 + 29433*u^22 + 24979*u^23 + 20396*u^24 + 13936*u^25 + 8368*u^26 + 5440*u^27 + 4376*u^28 + 3232*u^29 + 1840*u^30 + 862*u^31 + 521*u^32 + 392*u^33 + 238*u^34 + 96*u^35 + 35*u^36 + 20*u^37 + 13*u^38 + 5*u^39 + u^40",
							"6736 + 7912*u + 14492*u^2 + 10396*u^3 - 31947*u^4 - 62356*u^5 - 272359*u^6 - 765223*u^7 - 1779247*u^8 - 2101388*u^9 + 174344*u^10 + 9315444*u^11 + 27239546*u^12 + 50353696*u^13 + 74378098*u^14 + 84114550*u^15 + 86757448*u^16 + 69316476*u^17 + 63532646*u^18 + 42715546*u^19 + 38867981*u^20 + 24596196*u^21 + 13583291*u^22 + 6567115*u^23 + 1851165*u^24 + 513764*u^25 + 24658*u^26 + 363266*u^27 + 261737*u^28 + 272048*u^29 + 169319*u^30 + 82755*u^31 + 46041*u^32 + 13588*u^33 + 7286*u^34 + 1230*u^35 + 723*u^36 + 56*u^37 + 41*u^38 + u^39 + u^40",
							"625 - 11300*u + 85074*u^2 - 341190*u^3 + 752543*u^4 - 737306*u^5 - 321997*u^6 + 1266693*u^7 + 689087*u^8 - 5902416*u^9 + 10065504*u^10 - 8935316*u^11 + 4002172*u^12 - 1054844*u^13 + 4098808*u^14 - 11765356*u^15 + 19327807*u^16 - 22980584*u^17 + 21978338*u^18 - 17526774*u^19 + 11559503*u^20 - 5782790*u^21 + 1396127*u^22 + 1134113*u^23 - 1975512*u^24 + 1810628*u^25 - 1220720*u^26 + 667004*u^27 - 269316*u^28 + 59504*u^29 + 31944*u^30 - 49748*u^31 + 40313*u^32 - 23836*u^33 + 11594*u^34 - 4562*u^35 + 1495*u^36 - 386*u^37 + 79*u^38 - 11*u^39 + u^40",
							"1 - 2*u^2 - 2*u^3 - u^4 + 62*u^5 + 407*u^6 + 1349*u^7 + 3075*u^8 + 5984*u^9 + 14052*u^10 + 43992*u^11 + 140264*u^12 + 389548*u^13 + 921188*u^14 + 1880104*u^15 + 3369391*u^16 + 5379440*u^17 + 7737418*u^18 + 10111214*u^19 + 12081503*u^20 + 13261858*u^21 + 13419871*u^22 + 12548449*u^23 + 10858644*u^24 + 8701676*u^25 + 6457196*u^26 + 4433520*u^27 + 2812120*u^28 + 1643808*u^29 + 882540*u^30 + 433228*u^31 + 193285*u^32 + 77760*u^33 + 27914*u^34 + 8814*u^35 + 2399*u^36 + 546*u^37 + 99*u^38 + 13*u^39 + u^40",
							"523514 + 214201*u - 1904111*u^2 - 6377044*u^3 - 518497*u^4 + 32952870*u^5 + 154394925*u^6 + 419628843*u^7 + 660703640*u^8 + 470233857*u^9 - 377188019*u^10 - 1386224942*u^11 - 1466384551*u^12 - 229666761*u^13 + 1199562076*u^14 + 1433746934*u^15 + 475119125*u^16 - 434807804*u^17 - 429685966*u^18 + 43050296*u^19 + 203628889*u^20 + 58409204*u^21 - 32131603*u^22 - 17861329*u^23 + 112028*u^24 + 1437704*u^25 + 1607328*u^26 + 1810300*u^27 + 111558*u^28 - 796270*u^29 - 186472*u^30 + 195960*u^31 + 60441*u^32 - 27388*u^33 - 8984*u^34 + 2586*u^35 + 835*u^36 - 140*u^37 - 45*u^38 + 3*u^39 + u^40",
							"1 + 12*u + 802*u^2 + 4802*u^3 + 37187*u^4 + 263214*u^5 + 1242771*u^6 + 3589717*u^7 + 6808311*u^8 + 10026596*u^9 + 18956040*u^10 + 44436816*u^11 + 89458516*u^12 + 138720320*u^13 + 203327964*u^14 + 267677732*u^15 + 326537571*u^16 + 330603152*u^17 + 301385434*u^18 + 234050026*u^19 + 171859791*u^20 + 110372234*u^21 + 70846219*u^22 + 39039765*u^23 + 23139972*u^24 + 10740420*u^25 + 6443152*u^26 + 2301472*u^27 + 1589280*u^28 + 377372*u^29 + 339256*u^30 + 46536*u^31 + 58649*u^32 + 4460*u^33 + 7642*u^34 + 370*u^35 + 695*u^36 + 26*u^37 + 39*u^38 + u^39 + u^40",
							"1 - 12*u + 66*u^2 - 338*u^3 + 1959*u^4 - 7864*u^5 + 17381*u^6 + 16779*u^7 - 235441*u^8 + 458298*u^9 + 709222*u^10 - 328798*u^11 + 895340*u^12 + 3638066*u^13 + 30096062*u^14 + 37556846*u^15 + 46465619*u^16 + 20858654*u^17 + 62019908*u^18 + 89360416*u^19 + 112114335*u^20 + 58644864*u^21 + 41233789*u^22 + 28142079*u^23 + 29077860*u^24 - 32001178*u^25 - 32492378*u^26 - 4027182*u^27 + 8511512*u^28 + 1754622*u^29 + 976870*u^30 - 162934*u^31 - 73747*u^32 - 23462*u^33 + 892*u^34 + 476*u^35 + 331*u^36 - 56*u^37 + 9*u^38 - u^39 + u^40",
							"119344 - 152608*u - 1035964*u^2 + 614010*u^3 + 4039225*u^4 + 1079040*u^5 - 8285587*u^6 - 10667887*u^7 + 4431193*u^8 + 29671036*u^9 + 23325420*u^10 - 40825720*u^11 - 74348474*u^12 - 9593500*u^13 + 73429082*u^14 + 82173194*u^15 + 44306584*u^16 - 3093896*u^17 - 25699994*u^18 - 29758024*u^19 - 16544459*u^20 + 1241608*u^21 + 10220359*u^22 + 15134503*u^23 + 13628729*u^24 + 10435716*u^25 + 6953362*u^26 + 3949192*u^27 + 2220073*u^28 + 990608*u^29 + 492163*u^30 + 173027*u^31 + 79169*u^32 + 20596*u^33 + 9366*u^34 + 1552*u^35 + 783*u^36 + 64*u^37 + 41*u^38 + u^39 + u^40",
							"53761 + 1005368*u + 9710520*u^2 + 38814578*u^3 + 135527563*u^4 + 407780108*u^5 + 813467115*u^6 + 1189271149*u^7 + 1630206525*u^8 + 2212682906*u^9 + 3023862246*u^10 + 3281767550*u^11 + 3064399154*u^12 + 2518240946*u^13 + 2580960236*u^14 + 2719546258*u^15 + 2536401203*u^16 + 1512594770*u^17 + 380516430*u^18 - 350880570*u^19 - 421981001*u^20 - 221771224*u^21 - 34290381*u^22 + 24836673*u^23 + 25782070*u^24 + 15057938*u^25 + 6657272*u^26 - 195728*u^27 - 2597194*u^28 - 1381804*u^29 + 99218*u^30 + 326416*u^31 + 62155*u^32 - 35732*u^33 - 12374*u^34 + 2286*u^35 + 1139*u^36 - 78*u^37 - 53*u^38 + u^39 + u^40",
							"2 - 15*u - 33*u^2 + 370*u^3 + 451*u^4 - 1976*u^5 - 8237*u^6 - 5725*u^7 + 56168*u^8 + 13165*u^9 + 77407*u^10 - 119888*u^11 + 81937*u^12 - 185923*u^13 + 103764*u^14 - 155966*u^15 + 314489*u^16 - 49302*u^17 + 715716*u^18 + 67430*u^19 + 996217*u^20 + 126862*u^21 + 940971*u^22 + 127571*u^23 + 649392*u^24 + 91776*u^25 + 340436*u^26 + 48840*u^27 + 138098*u^28 + 19422*u^29 + 43600*u^30 + 5782*u^31 + 10647*u^32 + 1270*u^33 + 1968*u^34 + 198*u^35 + 263*u^36 + 20*u^37 + 23*u^38 + u^39 + u^40",
							"1 + 4*u + 2*u^2 - 814*u^3 + 4771*u^4 - 16542*u^5 + 240479*u^6 - 1370417*u^7 + 3625807*u^8 - 5467384*u^9 + 7291992*u^10 - 16476000*u^11 + 37396820*u^12 - 52311616*u^13 + 32483924*u^14 + 16380216*u^15 - 42246533*u^16 + 7580348*u^17 + 53581466*u^18 - 71774430*u^19 + 28499663*u^20 + 25097354*u^21 - 36116665*u^22 + 7277643*u^23 + 21463076*u^24 - 24959768*u^25 + 10944952*u^26 + 1451424*u^27 - 4022720*u^28 + 738936*u^29 + 2295672*u^30 - 2900252*u^31 + 2014801*u^32 - 985412*u^33 + 362722*u^34 - 102438*u^35 + 22095*u^36 - 3550*u^37 + 403*u^38 - 29*u^39 + u^40",
							"4293137 + 25316146*u + 68466400*u^2 + 115284550*u^3 + 132713003*u^4 + 102620246*u^5 + 65034463*u^6 + 104455915*u^7 + 245775439*u^8 + 403096042*u^9 + 449948094*u^10 + 338468570*u^11 + 167104876*u^12 + 76520476*u^13 + 78730548*u^14 + 72591326*u^15 + 5540091*u^16 - 65467990*u^17 - 73697072*u^18 - 30906118*u^19 + 8757631*u^20 + 19166106*u^21 + 10676615*u^22 + 797717*u^23 - 3105700*u^24 - 2278392*u^25 - 288992*u^26 + 612984*u^27 + 366608*u^28 - 47284*u^29 - 114676*u^30 - 15140*u^31 + 22305*u^32 + 5600*u^33 - 3138*u^34 - 894*u^35 + 335*u^36 + 78*u^37 - 25*u^38 - 3*u^39 + u^40",
							"8548 - 164811*u + 1530593*u^2 - 8908310*u^3 + 37540893*u^4 - 123538852*u^5 + 329354247*u^6 - 719359029*u^7 + 1315241248*u^8 - 2195888389*u^9 + 3792535173*u^10 - 6784475278*u^11 + 10972446025*u^12 - 14539955829*u^13 + 15482680372*u^14 - 13459202798*u^15 + 10286518837*u^16 - 6657096922*u^17 + 3572897638*u^18 - 930762838*u^19 + 99984627*u^20 + 331903950*u^21 - 117696197*u^22 + 97415791*u^23 - 29220738*u^24 + 701650*u^25 + 11659968*u^26 - 7791746*u^27 + 2295826*u^28 + 680480*u^29 - 158016*u^30 + 7974*u^31 + 7373*u^32 - 168*u^33 + 730*u^34 + 996*u^35 + 211*u^36 - 84*u^37 + 5*u^38 + u^39 + u^40",
							"1174423 + 3158080*u + 1812130*u^2 - 7061346*u^3 - 7786973*u^4 + 18503092*u^5 + 29914997*u^6 - 32791683*u^7 - 86967333*u^8 + 38665102*u^9 + 210158706*u^10 + 58248246*u^11 - 271340464*u^12 - 189801378*u^13 + 218006670*u^14 + 255725312*u^15 - 87061777*u^16 - 200719310*u^17 + 2989470*u^18 + 107337554*u^19 + 15474567*u^20 - 44343928*u^21 - 10666883*u^22 + 14869729*u^23 + 4565604*u^24 - 4062930*u^25 - 1351938*u^26 + 985350*u^27 + 302406*u^28 - 232926*u^29 - 65242*u^30 + 48242*u^31 + 14595*u^32 - 7370*u^33 - 2604*u^34 + 744*u^35 + 317*u^36 - 48*u^37 - 23*u^38 + u^39 + u^40",
							"1967081 + 308764*u - 6478070*u^2 + 5071662*u^3 + 31032715*u^4 + 69821270*u^5 + 160912567*u^6 + 326757829*u^7 + 571508167*u^8 + 480622404*u^9 + 927112188*u^10 + 494454910*u^11 + 814933272*u^12 + 303519878*u^13 + 658237662*u^14 + 327994380*u^15 + 646192691*u^16 + 301364140*u^17 + 430923490*u^18 + 103626958*u^19 + 166487503*u^20 - 19132934*u^21 + 42113991*u^22 - 30228985*u^23 + 11132340*u^24 - 13091304*u^25 + 4430968*u^26 - 3635920*u^27 + 1576960*u^28 - 818480*u^29 + 389048*u^30 - 157022*u^31 + 67849*u^32 - 23312*u^33 + 8766*u^34 - 2400*u^35 + 811*u^36 - 156*u^37 + 45*u^38 - 5*u^39 + u^40",
							"1 - 2*u^3 - u^4 - 8*u^5 + u^6 - 5*u^7 + 15*u^8 + 16*u^9 + 74*u^10 + 54*u^11 + 226*u^12 + 76*u^13 + 510*u^14 + 36*u^15 + 913*u^16 - 86*u^17 + 1344*u^18 - 268*u^19 + 1669*u^20 - 440*u^21 + 1771*u^22 - 533*u^23 + 1618*u^24 - 518*u^25 + 1276*u^26 - 414*u^27 + 866*u^28 - 276*u^29 + 502*u^30 - 152*u^31 + 245*u^32 - 68*u^33 + 98*u^34 - 24*u^35 + 31*u^36 - 6*u^37 + 7*u^38 - u^39 + u^40",
							"2 + 5*u - 39*u^2 + 44*u^3 + 253*u^4 - 1182*u^5 + 3685*u^6 + 1305*u^7 - 11244*u^8 + 5473*u^9 + 66997*u^10 - 72806*u^11 + 229629*u^12 - 92403*u^13 - 607588*u^14 + 837890*u^15 + 486255*u^16 - 3749152*u^17 + 7261754*u^18 - 6234712*u^19 + 673283*u^20 + 1412644*u^21 + 3228705*u^22 - 6994379*u^23 + 4141316*u^24 + 885576*u^25 - 2162704*u^26 + 455104*u^27 + 652948*u^28 - 380016*u^29 - 56336*u^30 + 101138*u^31 - 11427*u^32 - 15808*u^33 + 5114*u^34 + 984*u^35 - 697*u^36 + 20*u^37 + 53*u^38 - 13*u^39 + u^40"
						],
						"Multiplicity":1,
						"MinRepresentationVolume":[
							"{13, 14}",
							3.674e-2
						],
						"ij_list":[
							[
								"{1, 5}",
								"{2, 5}",
								"{2, 6}"
							],
							[
								"{1, 2}",
								"{4, 6}",
								"{5, 6}"
							],
							[
								"{4, 5}",
								"{5, 7}"
							],
							[
								"{1, 6}",
								"{1, 7}",
								"{2, 4}"
							],
							[
								"{1, 4}",
								"{2, 7}",
								"{4, 10}"
							],
							[
								"{6, 7}"
							],
							[
								"{6, 10}"
							],
							[
								"{2, 10}",
								"{3, 10}",
								"{4, 7}"
							],
							[
								"{5, 10}"
							],
							[
								"{1, 10}"
							],
							[
								"{3, 4}",
								"{7, 9}",
								"{7, 10}",
								"{8, 9}"
							],
							[
								"{3, 6}"
							],
							[
								"{1, 9}",
								"{2, 3}"
							],
							[
								"{3, 5}",
								"{5, 9}"
							],
							[
								"{1, 3}",
								"{2, 9}"
							],
							[
								"{6, 9}"
							],
							[
								"{3, 7}",
								"{4, 9}"
							],
							[
								"{7, 8}",
								"{9, 10}"
							],
							[
								"{1, 8}"
							],
							[
								"{5, 8}"
							],
							[
								"{2, 8}"
							],
							[
								"{6, 8}"
							],
							[
								"{3, 8}",
								"{3, 9}",
								"{4, 8}"
							],
							[
								"{8, 10}"
							]
						],
						"SortedReprnIndices":"{35, 36, 18, 17, 29, 30, 34, 33, 3, 4, 22, 21, 11, 12, 26, 25, 16, 15, 32, 31, 19, 20, 39, 40, 27, 28, 23, 24, 1, 2, 10, 9, 37, 38, 8, 7, 6, 5, 14, 13}",
						"aCuspShapeN":[
							"-1.7547686535777776945`5.122969181672941 - 0.645340640218633694`4.688538329508555*I",
							"-1.7547686535777776945`5.122969181672941 + 0.645340640218633694`4.688538329508555*I",
							"4.6506501427115281662`4.9334309985177445 - 6.0948190058429209191`5.050878141877793*I",
							"4.6506501427115281662`4.9334309985177445 + 6.0948190058429209191`5.050878141877793*I",
							"-1.6519503260008916371`5.1190939090804495 - 0.6518240712060644836`4.715227319578935*I",
							"-1.6519503260008916371`5.1190939090804495 + 0.6518240712060644836`4.715227319578935*I",
							"6.0282294391177831189`5.1490488259527165 + 0.4961792027514138207`4.0644976093629355*I",
							"6.0282294391177831189`5.1490488259527165 - 0.4961792027514138207`4.0644976093629355*I",
							"3.0273826826703343039`5.149929153818356 + 0.1573526823548565631`3.865735982115185*I",
							"3.0273826826703343039`5.149929153818356 - 0.1573526823548565631`3.865735982115185*I",
							"-3.4386248399029145325`4.940524288285444 - 4.3903516573394702288`5.0466387998318085*I",
							"-3.4386248399029145325`4.940524288285444 + 4.3903516573394702288`5.0466387998318085*I",
							"-9.0484860208816311749`5.150438878255986 - 0.1694279293352973396`3.4228479616139795*I",
							"-9.0484860208816311749`5.150438878255986 + 0.1694279293352973396`3.4228479616139795*I",
							"3.7611422550834760388`4.906797362982636 + 5.4140848381092543883`5.065002660063826*I",
							"3.7611422550834760388`4.906797362982636 - 5.4140848381092543883`5.065002660063826*I",
							"3.0519189973198424329`4.817338551492497 + 5.8212797183013696829`5.097784016977812*I",
							"3.0519189973198424329`4.817338551492497 - 5.8212797183013696829`5.097784016977812*I",
							"4.8740304108806672721`5.144865358534482 - 0.7913204357804335903`4.355329505442234*I",
							"4.8740304108806672721`5.144865358534482 + 0.7913204357804335903`4.355329505442234*I",
							"-4.8890116126874086542`4.924476556506391 + 6.6171526492581193181`5.055926641055838*I",
							"-4.8890116126874086542`4.924476556506391 - 6.6171526492581193181`5.055926641055838*I",
							"-4.0196668505290194924`5.143548244119324 - 0.7258064465413440633`4.400179005056539*I",
							"-4.0196668505290194924`5.143548244119324 + 0.7258064465413440633`4.400179005056539*I",
							"1.7067439154835965396`4.592565449046733 + 5.9267710368316174294`5.133215235661252*I",
							"1.7067439154835965396`4.592565449046733 - 5.9267710368316174294`5.133215235661252*I",
							"-1.3025656934185280857`4.539968344035483 - 5.1509351728159590702`5.1370547924578025*I",
							"-1.3025656934185280857`4.539968344035483 + 5.1509351728159590702`5.1370547924578025*I",
							"-5.8445510497563569148`4.9513576155528805 - 7.1632315967798385148`5.039715451885121*I",
							"-5.8445510497563569148`4.9513576155528805 + 7.1632315967798385148`5.039715451885121*I",
							"-2.711211271024777102`4.929497031285609 + 3.6041478530498400495`5.053136268753297*I",
							"-2.711211271024777102`4.929497031285609 - 3.6041478530498400495`5.053136268753297*I",
							"1.6183510123930191577`4.649583915072844 + 4.8666293273714257993`5.127739460183647*I",
							"1.6183510123930191577`4.649583915072844 - 4.8666293273714257993`5.127739460183647*I",
							"0``4.16652149996069 - 9.6332204558150015716`5.150292999170184*I",
							"0``4.16652149996069 + 9.6332204558150015716`5.150292999170184*I",
							"6.0345204278133966275`5.141416517377631 - 1.2482890521372180049`4.457088917230908*I",
							"6.0345204278133966275`5.141416517377631 + 1.2482890521372180049`4.457088917230908*I",
							"0.104898600996056692`3.684083722100041 - 3.0686501208799021057`5.150261400116338*I",
							"0.104898600996056692`3.684083722100041 + 3.0686501208799021057`5.150261400116338*I"
						],
						"Abelian":false
					},
					{
						"IdealName":"abJ10_42_1",
						"Generators":[
							"-1 + v"
						],
						"VariableOrder":[
							"v"
						],
						"Characteristic":0,
						"KnownGroebner":[],
						"Status":[
							"vCompNormalize"
						],
						"MonomialOrder":"lex",
						"IsHomogeneous":false,
						"IsZeroDim":true,
						"IdealDimension":0,
						"Timings":{
							"TimingGroebner":5.8087e-2,
							"TimingZeroDimVars":1.8463e-2,
							"TimingmagmaVCompNormalize":1.9548000000000003e-2,
							"TimingNumberOfSols":1.781e-2,
							"TimingIsRadical":1.5040000000000001e-3,
							"TimingArcColoring":4.7382e-2,
							"TimingObstruction":3.82e-4,
							"TimingComplexVolumeN":0.32306,
							"TimingaCuspShapeN":5.019e-3,
							"TiminguValues":0.650788,
							"TiminguPolysN":1.0300000000000001e-4,
							"TiminguPolys":0.807408,
							"TimingaCuspShape":0.102534,
							"TimingRepresentationsN":2.0943999999999997e-2,
							"TiminguValues_ij":0.139156,
							"TiminguPoly_ij":0.141466,
							"TiminguPolys_ij_N":2.9e-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 + 2*u^2 - u^4 + 2*u^5 + 7*u^6 - 3*u^7 - 23*u^8 - 10*u^9 + 44*u^10 + 44*u^11 - 66*u^12 - 102*u^13 + 98*u^14 + 204*u^15 - 123*u^16 - 356*u^17 + 118*u^18 + 540*u^19 - 73*u^20 - 734*u^21 - 17*u^22 + 907*u^23 + 160*u^24 - 986*u^25 - 318*u^26 + 898*u^27 + 406*u^28 - 658*u^29 - 370*u^30 + 376*u^31 + 247*u^32 - 162*u^33 - 120*u^34 + 50*u^35 + 41*u^36 - 10*u^37 - 9*u^38 + u^39 + u^40",
				"1 + 12*u + 78*u^2 + 282*u^3 + 743*u^4 + 1556*u^5 + 2881*u^6 + 4013*u^7 + 4799*u^8 + 3588*u^9 + 1992*u^10 - 454*u^11 + 868*u^12 + 8032*u^13 + 24548*u^14 + 42550*u^15 + 58179*u^16 + 64844*u^17 + 65846*u^18 + 59042*u^19 + 48459*u^20 + 36740*u^21 + 29433*u^22 + 24979*u^23 + 20396*u^24 + 13936*u^25 + 8368*u^26 + 5440*u^27 + 4376*u^28 + 3232*u^29 + 1840*u^30 + 862*u^31 + 521*u^32 + 392*u^33 + 238*u^34 + 96*u^35 + 35*u^36 + 20*u^37 + 13*u^38 + 5*u^39 + u^40",
				"1 - 2*u^3 - u^4 - 8*u^5 + u^6 - 5*u^7 + 15*u^8 + 16*u^9 + 74*u^10 + 54*u^11 + 226*u^12 + 76*u^13 + 510*u^14 + 36*u^15 + 913*u^16 - 86*u^17 + 1344*u^18 - 268*u^19 + 1669*u^20 - 440*u^21 + 1771*u^22 - 533*u^23 + 1618*u^24 - 518*u^25 + 1276*u^26 - 414*u^27 + 866*u^28 - 276*u^29 + 502*u^30 - 152*u^31 + 245*u^32 - 68*u^33 + 98*u^34 - 24*u^35 + 31*u^36 - 6*u^37 + 7*u^38 - u^39 + u^40",
				"1 + 2*u^2 - 2*u^3 - 5*u^4 - 18*u^5 - 25*u^6 + 39*u^7 + 371*u^8 + 1404*u^9 + 4208*u^10 + 10992*u^11 + 25820*u^12 + 55528*u^13 + 110684*u^14 + 205988*u^15 + 359915*u^16 + 592872*u^17 + 922754*u^18 + 1357766*u^19 + 1888551*u^20 + 2482214*u^21 + 3080399*u^22 + 3603371*u^23 + 3961700*u^24 + 4075484*u^25 + 3898540*u^26 + 3440796*u^27 + 2776940*u^28 + 2029960*u^29 + 1331040*u^30 + 775112*u^31 + 396701*u^32 + 176364*u^33 + 67162*u^34 + 21518*u^35 + 5659*u^36 + 1178*u^37 + 183*u^38 + 19*u^39 + u^40",
				"1 + 2*u + 2*u^2 - u^4 + 2*u^5 + 7*u^6 - 3*u^7 - 23*u^8 - 10*u^9 + 44*u^10 + 44*u^11 - 66*u^12 - 102*u^13 + 98*u^14 + 204*u^15 - 123*u^16 - 356*u^17 + 118*u^18 + 540*u^19 - 73*u^20 - 734*u^21 - 17*u^22 + 907*u^23 + 160*u^24 - 986*u^25 - 318*u^26 + 898*u^27 + 406*u^28 - 658*u^29 - 370*u^30 + 376*u^31 + 247*u^32 - 162*u^33 - 120*u^34 + 50*u^35 + 41*u^36 - 10*u^37 - 9*u^38 + u^39 + u^40",
				"16 + 61*u + 263*u^2 + 696*u^3 + 1655*u^4 + 3174*u^5 + 5165*u^6 + 7445*u^7 + 9176*u^8 + 10765*u^9 + 11609*u^10 + 12742*u^11 + 13805*u^12 + 14357*u^13 + 14376*u^14 + 12662*u^15 + 10969*u^16 + 8436*u^17 + 6984*u^18 + 5340*u^19 + 4425*u^20 + 3432*u^21 + 2697*u^22 + 2185*u^23 + 1954*u^24 + 1876*u^25 + 1634*u^26 + 1328*u^27 + 1080*u^28 + 888*u^29 + 708*u^30 + 474*u^31 + 321*u^32 + 200*u^33 + 138*u^34 + 72*u^35 + 39*u^36 + 16*u^37 + 9*u^38 + 3*u^39 + u^40",
				"1 - 2*u^2 - 2*u^3 - u^4 + 62*u^5 + 407*u^6 + 1349*u^7 + 3075*u^8 + 5984*u^9 + 14052*u^10 + 43992*u^11 + 140264*u^12 + 389548*u^13 + 921188*u^14 + 1880104*u^15 + 3369391*u^16 + 5379440*u^17 + 7737418*u^18 + 10111214*u^19 + 12081503*u^20 + 13261858*u^21 + 13419871*u^22 + 12548449*u^23 + 10858644*u^24 + 8701676*u^25 + 6457196*u^26 + 4433520*u^27 + 2812120*u^28 + 1643808*u^29 + 882540*u^30 + 433228*u^31 + 193285*u^32 + 77760*u^33 + 27914*u^34 + 8814*u^35 + 2399*u^36 + 546*u^37 + 99*u^38 + 13*u^39 + u^40",
				"1 - 2*u^3 - u^4 - 8*u^5 + u^6 - 5*u^7 + 15*u^8 + 16*u^9 + 74*u^10 + 54*u^11 + 226*u^12 + 76*u^13 + 510*u^14 + 36*u^15 + 913*u^16 - 86*u^17 + 1344*u^18 - 268*u^19 + 1669*u^20 - 440*u^21 + 1771*u^22 - 533*u^23 + 1618*u^24 - 518*u^25 + 1276*u^26 - 414*u^27 + 866*u^28 - 276*u^29 + 502*u^30 - 152*u^31 + 245*u^32 - 68*u^33 + 98*u^34 - 24*u^35 + 31*u^36 - 6*u^37 + 7*u^38 - u^39 + u^40",
				"1 - 2*u^2 - 2*u^3 - u^4 + 62*u^5 + 407*u^6 + 1349*u^7 + 3075*u^8 + 5984*u^9 + 14052*u^10 + 43992*u^11 + 140264*u^12 + 389548*u^13 + 921188*u^14 + 1880104*u^15 + 3369391*u^16 + 5379440*u^17 + 7737418*u^18 + 10111214*u^19 + 12081503*u^20 + 13261858*u^21 + 13419871*u^22 + 12548449*u^23 + 10858644*u^24 + 8701676*u^25 + 6457196*u^26 + 4433520*u^27 + 2812120*u^28 + 1643808*u^29 + 882540*u^30 + 433228*u^31 + 193285*u^32 + 77760*u^33 + 27914*u^34 + 8814*u^35 + 2399*u^36 + 546*u^37 + 99*u^38 + 13*u^39 + u^40",
				"25 + 70*u - 128*u^2 - 466*u^3 + 69*u^4 + 1038*u^5 + 779*u^6 - 571*u^7 - 2003*u^8 - 976*u^9 + 2308*u^10 + 1886*u^11 - 1466*u^12 - 1442*u^13 + 676*u^14 + 1240*u^15 + 81*u^16 - 1710*u^17 - 700*u^18 + 1946*u^19 + 559*u^20 - 1698*u^21 + 153*u^22 + 1081*u^23 - 468*u^24 - 346*u^25 + 570*u^26 - 122*u^27 - 284*u^28 + 264*u^29 + 100*u^30 - 206*u^31 + 25*u^32 + 104*u^33 - 30*u^34 - 36*u^35 + 19*u^36 + 8*u^37 - 5*u^38 - u^39 + u^40"
			],
			"RileyPolyC":[
				"1 + 2*y^2 + 2*y^3 - 5*y^4 + 18*y^5 - 25*y^6 - 39*y^7 + 371*y^8 - 1404*y^9 + 4208*y^10 - 10992*y^11 + 25820*y^12 - 55528*y^13 + 110684*y^14 - 205988*y^15 + 359915*y^16 - 592872*y^17 + 922754*y^18 - 1357766*y^19 + 1888551*y^20 - 2482214*y^21 + 3080399*y^22 - 3603371*y^23 + 3961700*y^24 - 4075484*y^25 + 3898540*y^26 - 3440796*y^27 + 2776940*y^28 - 2029960*y^29 + 1331040*y^30 - 775112*y^31 + 396701*y^32 - 176364*y^33 + 67162*y^34 - 21518*y^35 + 5659*y^36 - 1178*y^37 + 183*y^38 - 19*y^39 + y^40",
				"1 + 12*y + 802*y^2 + 4802*y^3 + 37187*y^4 + 263214*y^5 + 1242771*y^6 + 3589717*y^7 + 6808311*y^8 + 10026596*y^9 + 18956040*y^10 + 44436816*y^11 + 89458516*y^12 + 138720320*y^13 + 203327964*y^14 + 267677732*y^15 + 326537571*y^16 + 330603152*y^17 + 301385434*y^18 + 234050026*y^19 + 171859791*y^20 + 110372234*y^21 + 70846219*y^22 + 39039765*y^23 + 23139972*y^24 + 10740420*y^25 + 6443152*y^26 + 2301472*y^27 + 1589280*y^28 + 377372*y^29 + 339256*y^30 + 46536*y^31 + 58649*y^32 + 4460*y^33 + 7642*y^34 + 370*y^35 + 695*y^36 + 26*y^37 + 39*y^38 + y^39 + y^40",
				"1 - 2*y^2 - 2*y^3 - y^4 + 62*y^5 + 407*y^6 + 1349*y^7 + 3075*y^8 + 5984*y^9 + 14052*y^10 + 43992*y^11 + 140264*y^12 + 389548*y^13 + 921188*y^14 + 1880104*y^15 + 3369391*y^16 + 5379440*y^17 + 7737418*y^18 + 10111214*y^19 + 12081503*y^20 + 13261858*y^21 + 13419871*y^22 + 12548449*y^23 + 10858644*y^24 + 8701676*y^25 + 6457196*y^26 + 4433520*y^27 + 2812120*y^28 + 1643808*y^29 + 882540*y^30 + 433228*y^31 + 193285*y^32 + 77760*y^33 + 27914*y^34 + 8814*y^35 + 2399*y^36 + 546*y^37 + 99*y^38 + 13*y^39 + y^40",
				"1 + 4*y - 6*y^2 - 74*y^3 + 595*y^4 + 9982*y^5 + 72407*y^6 + 357009*y^7 + 1339919*y^8 + 4004032*y^9 + 9790808*y^10 + 19881064*y^11 + 33890220*y^12 + 49146096*y^13 + 61574348*y^14 + 68265032*y^15 + 69175315*y^16 + 64879356*y^17 + 56552394*y^18 + 46876654*y^19 + 36683439*y^20 + 27220902*y^21 + 19543039*y^22 + 12927709*y^23 + 8642556*y^24 + 5072416*y^25 + 3186656*y^26 + 1651808*y^27 + 975128*y^28 + 444232*y^29 + 244016*y^30 + 96876*y^31 + 48457*y^32 + 16428*y^33 + 7226*y^34 + 1998*y^35 + 735*y^36 + 150*y^37 + 43*y^38 + 5*y^39 + y^40",
				"1 + 2*y^2 + 2*y^3 - 5*y^4 + 18*y^5 - 25*y^6 - 39*y^7 + 371*y^8 - 1404*y^9 + 4208*y^10 - 10992*y^11 + 25820*y^12 - 55528*y^13 + 110684*y^14 - 205988*y^15 + 359915*y^16 - 592872*y^17 + 922754*y^18 - 1357766*y^19 + 1888551*y^20 - 2482214*y^21 + 3080399*y^22 - 3603371*y^23 + 3961700*y^24 - 4075484*y^25 + 3898540*y^26 - 3440796*y^27 + 2776940*y^28 - 2029960*y^29 + 1331040*y^30 - 775112*y^31 + 396701*y^32 - 176364*y^33 + 67162*y^34 - 21518*y^35 + 5659*y^36 - 1178*y^37 + 183*y^38 - 19*y^39 + y^40",
				"256 + 4695*y + 37217*y^2 + 164166*y^3 + 422949*y^4 + 543168*y^5 - 202385*y^6 - 2317331*y^7 - 4979494*y^8 - 6174777*y^9 - 4138863*y^10 + 1787840*y^11 + 10894779*y^12 + 20489117*y^13 + 26831212*y^14 + 27694540*y^15 + 23484763*y^16 + 16824368*y^17 + 10887530*y^18 + 7121766*y^19 + 5355671*y^20 + 4569554*y^21 + 3876851*y^22 + 2952053*y^23 + 1994012*y^24 + 1167308*y^25 + 661080*y^26 + 365600*y^27 + 245104*y^28 + 167204*y^29 + 121736*y^30 + 76384*y^31 + 44785*y^32 + 21888*y^33 + 9690*y^34 + 3530*y^35 + 1143*y^36 + 290*y^37 + 63*y^38 + 9*y^39 + y^40",
				"1 - 4*y + 2*y^2 + 814*y^3 + 4771*y^4 + 16542*y^5 + 240479*y^6 + 1370417*y^7 + 3625807*y^8 + 5467384*y^9 + 7291992*y^10 + 16476000*y^11 + 37396820*y^12 + 52311616*y^13 + 32483924*y^14 - 16380216*y^15 - 42246533*y^16 - 7580348*y^17 + 53581466*y^18 + 71774430*y^19 + 28499663*y^20 - 25097354*y^21 - 36116665*y^22 - 7277643*y^23 + 21463076*y^24 + 24959768*y^25 + 10944952*y^26 - 1451424*y^27 - 4022720*y^28 - 738936*y^29 + 2295672*y^30 + 2900252*y^31 + 2014801*y^32 + 985412*y^33 + 362722*y^34 + 102438*y^35 + 22095*y^36 + 3550*y^37 + 403*y^38 + 29*y^39 + y^40",
				"1 - 2*y^2 - 2*y^3 - y^4 + 62*y^5 + 407*y^6 + 1349*y^7 + 3075*y^8 + 5984*y^9 + 14052*y^10 + 43992*y^11 + 140264*y^12 + 389548*y^13 + 921188*y^14 + 1880104*y^15 + 3369391*y^16 + 5379440*y^17 + 7737418*y^18 + 10111214*y^19 + 12081503*y^20 + 13261858*y^21 + 13419871*y^22 + 12548449*y^23 + 10858644*y^24 + 8701676*y^25 + 6457196*y^26 + 4433520*y^27 + 2812120*y^28 + 1643808*y^29 + 882540*y^30 + 433228*y^31 + 193285*y^32 + 77760*y^33 + 27914*y^34 + 8814*y^35 + 2399*y^36 + 546*y^37 + 99*y^38 + 13*y^39 + y^40",
				"1 - 4*y + 2*y^2 + 814*y^3 + 4771*y^4 + 16542*y^5 + 240479*y^6 + 1370417*y^7 + 3625807*y^8 + 5467384*y^9 + 7291992*y^10 + 16476000*y^11 + 37396820*y^12 + 52311616*y^13 + 32483924*y^14 - 16380216*y^15 - 42246533*y^16 - 7580348*y^17 + 53581466*y^18 + 71774430*y^19 + 28499663*y^20 - 25097354*y^21 - 36116665*y^22 - 7277643*y^23 + 21463076*y^24 + 24959768*y^25 + 10944952*y^26 - 1451424*y^27 - 4022720*y^28 - 738936*y^29 + 2295672*y^30 + 2900252*y^31 + 2014801*y^32 + 985412*y^33 + 362722*y^34 + 102438*y^35 + 22095*y^36 + 3550*y^37 + 403*y^38 + 29*y^39 + y^40",
				"625 - 11300*y + 85074*y^2 - 341190*y^3 + 752543*y^4 - 737306*y^5 - 321997*y^6 + 1266693*y^7 + 689087*y^8 - 5902416*y^9 + 10065504*y^10 - 8935316*y^11 + 4002172*y^12 - 1054844*y^13 + 4098808*y^14 - 11765356*y^15 + 19327807*y^16 - 22980584*y^17 + 21978338*y^18 - 17526774*y^19 + 11559503*y^20 - 5782790*y^21 + 1396127*y^22 + 1134113*y^23 - 1975512*y^24 + 1810628*y^25 - 1220720*y^26 + 667004*y^27 - 269316*y^28 + 59504*y^29 + 31944*y^30 - 49748*y^31 + 40313*y^32 - 23836*y^33 + 11594*y^34 - 4562*y^35 + 1495*y^36 - 386*y^37 + 79*y^38 - 11*y^39 + y^40"
			]
		},
		"GeometricRepresentation":[
			1.3239799999999999e1,
			[
				"J10_42_0",
				1,
				"{35, 36}"
			]
		]
	}
}