{
	"Index":114,
	"Name":"10_30",
	"RolfsenName":"10_30",
	"DTname":"10a_34",
	"TunnelNumber":1,
	"BridgeNumber":"Not implemented",
	"Hyperbolic":true,
	"Diagram":{
		"Scode":"{-14, 16, 10, 18, 20, 4, -2, 12, 8, 6}",
		"Acode":"{-8, 9, 6, 10, 1, 3, -2, 7, 5, 4}",
		"PDcode":[
			"{1, 14, 2, 15}",
			"{3, 17, 4, 16}",
			"{5, 11, 6, 10}",
			"{7, 19, 8, 18}",
			"{9, 1, 10, 20}",
			"{11, 5, 12, 4}",
			"{13, 2, 14, 3}",
			"{15, 13, 16, 12}",
			"{17, 9, 18, 8}",
			"{19, 7, 20, 6}"
		],
		"CBtype":"{2, 0}",
		"ParabolicReps":{
			"SolvingSeq":[
				"{1, 4}",
				[],
				[
					"{1, 4, 10, 2}",
					"{4, 10, 5, 1}",
					"{5, 1, 6, 1}",
					"{4, 6, 3, 2}",
					"{6, 3, 7, 1}",
					"{10, 5, 9, 2}",
					"{3, 9, 2, 2}",
					"{9, 7, 8, 2}"
				],
				"{1}",
				"{7}",
				7
			],
			"SolvingSeqIdx":1,
			"Comps":{
				"u":{
					"CheckEq":[
						"1 - u + 3*u^2 - 4*u^3 + 5*u^4 - 6*u^5 - 28*u^6 - 12*u^7 + 35*u^8 - 13*u^9 - 207*u^10 - 6*u^11 - 304*u^12 - u^13 - 154*u^14 - 646*u^16 + 1256*u^18 + 7458*u^20 + 18162*u^22 + 42244*u^24 + 84980*u^26 + 138306*u^28 + 198348*u^30 + 258361*u^32 + 286317*u^34 + 252337*u^36 + 171192*u^38 + 88269*u^40 + 34267*u^42 + 9862*u^44 + 2044*u^46 + 289*u^48 + 25*u^50 + u^52",
						"-u + 4*u^3 - 9*u^4 + 2*u^5 + 24*u^6 + 6*u^7 - 46*u^8 + 19*u^9 + 88*u^10 + 18*u^11 + 187*u^12 + 7*u^13 + 24*u^14 + u^15 + 628*u^16 + 312*u^18 - 2134*u^20 - 5304*u^22 - 14680*u^24 - 35552*u^26 - 62340*u^28 - 93992*u^30 - 134330*u^32 - 166712*u^34 - 162693*u^36 - 120040*u^38 - 66338*u^40 - 27320*u^42 - 8283*u^44 - 1800*u^46 - 266*u^48 - 24*u^50 - u^52"
					],
					"TimingForPrimaryIdeals":8.9052e-2
				},
				"v":{
					"CheckEq":[
						"1 - v"
					],
					"TimingForPrimaryIdeals":7.1849e-2
				},
				"PrimaryIdeals":[
					{
						"IdealName":"J10_30_0",
						"Generators":[
							"-1 + 3*u - 4*u^2 - 2*u^3 + 14*u^4 - 10*u^5 - 4*u^6 + 8*u^7 + 18*u^8 - 26*u^9 + 84*u^10 - 20*u^11 - 4*u^12 + 186*u^13 - 110*u^14 + 392*u^15 - 177*u^16 + 685*u^17 - 574*u^18 + 1412*u^19 - 1166*u^20 + 2096*u^21 - 1302*u^22 + 1964*u^23 - 879*u^24 + 1181*u^25 - 374*u^26 + 460*u^27 - 99*u^28 + 113*u^29 - 15*u^30 + 16*u^31 - u^32 + u^33"
						],
						"VariableOrder":[
							"u"
						],
						"Characteristic":0,
						"KnownGroebner":[],
						"Status":[
							"vCompNormalize"
						],
						"MonomialOrder":"lex",
						"IsHomogeneous":false,
						"IsZeroDim":true,
						"IdealDimension":0,
						"Timings":{
							"TimingGroebner":5.5684e-2,
							"TimingZeroDimVars":1.9028e-2,
							"TimingmagmaVCompNormalize":2.0118e-2,
							"TimingNumberOfSols":6.0297e-2,
							"TimingIsRadical":1.747e-3,
							"TimingArcColoring":5.9067e-2,
							"TimingObstruction":4.5003e-2,
							"TimingComplexVolumeN":2.1405218e1,
							"TimingaCuspShapeN":0.14316,
							"TiminguValues":0.652096,
							"TiminguPolysN":5.3567000000000004e-2,
							"TiminguPolys":0.899123,
							"TimingaCuspShape":0.113434,
							"TimingRepresentationsN":6.8869e-2,
							"TiminguValues_ij":0.158607,
							"TiminguPoly_ij":2.20535,
							"TiminguPolys_ij_N":0.123722
						},
						"ZeroDimensionalVars":[
							"u"
						],
						"NumberOfSols":33,
						"IsRadical":true,
						"ArcColoring":[
							"{1, 0}",
							[
								"u + 4*u^3 + 6*u^5 + 12*u^7 + 13*u^9 + 6*u^11 + u^13",
								"u - 4*u^3 - 2*u^5 - 6*u^7 - 19*u^9 - 18*u^11 - 7*u^13 - u^15"
							],
							[
								"4*u^3 + 4*u^5 + u^7",
								"u - 2*u^3 - 3*u^5 - u^7"
							],
							[
								0,
								"u"
							],
							[
								"-u",
								"u + u^3"
							],
							[
								"-2*u - u^3",
								"u + u^3"
							],
							[
								"-2*u - u^3 - 8*u^5 - 12*u^7 - 6*u^9 - u^11",
								"u - u^3 + 3*u^5 + 8*u^7 + 5*u^9 + u^11"
							],
							[
								"1 + 3*u^2 - 7*u^4 - 34*u^8 - 102*u^10 - 150*u^12 - 272*u^14 - 419*u^16 - 393*u^18 - 219*u^20 - 72*u^22 - 13*u^24 - u^26",
								"-3*u^2 + 4*u^4 - 5*u^6 + 8*u^8 + 46*u^10 + 52*u^12 + 108*u^14 + 232*u^16 + 265*u^18 + 168*u^20 + 61*u^22 + 12*u^24 + u^26"
							],
							[
								"1 + u^2",
								"-2*u^2 - u^4"
							],
							[
								1,
								"-u^2"
							]
						],
						"Obstruction":-1,
						"ComplexVolumeN":[
							"-0.390154 - 0.572456*I",
							"-0.390154 + 0.572456*I",
							"1.46905 - 8.41845*I",
							"1.46905 + 8.41845*I",
							"3.38108 + 3.30675*I",
							"3.38108 - 3.30675*I",
							"1.99857 + 4.30723*I",
							"1.99857 - 4.30723*I",
							"3.67259 + 0.72831*I",
							"3.67259 - 0.72831*I",
							"0.50606 + 6.56196*I",
							"0.50606 - 6.56196*I",
							"2.96939 - 2.3956*I",
							"2.96939 + 2.3956*I",
							"-1.4304 - 1.50384*I",
							"-1.4304 + 1.50384*I",
							"-3.60742 + 3.47782*I",
							"-3.60742 - 3.47782*I",
							"4.95997 - 2.19825*I",
							"4.95997 + 2.19825*I",
							"4.19152 - 4.53523*I",
							"4.19152 + 4.53523*I",
							"9.39642 + 6.56751*I",
							"9.39642 - 6.56751*I",
							"7.42465 - 11.8288*I",
							"7.42465 + 11.8288*I",
							"9.92249 + 3.59396*I",
							"9.92249 - 3.59396*I",
							"8.40124 + 1.63491*I",
							"8.40124 - 1.63491*I",
							-1.00604,
							"-0.54661 - 1.45331*I",
							"-0.54661 + 1.45331*I"
						],
						"uPolysN":[
							"1 - u + 2*u^3 - 6*u^4 + 12*u^5 - 18*u^6 + 34*u^7 - 42*u^8 + 72*u^9 - 82*u^10 + 132*u^11 - 136*u^12 + 212*u^13 - 194*u^14 + 292*u^15 - 241*u^16 + 349*u^17 - 264*u^18 + 370*u^19 - 252*u^20 + 346*u^21 - 204*u^22 + 276*u^23 - 135*u^24 + 179*u^25 - 70*u^26 + 90*u^27 - 27*u^28 + 33*u^29 - 7*u^30 + 8*u^31 - u^32 + u^33",
							"1 + u - 16*u^2 - 52*u^3 + 64*u^4 + 374*u^5 + 294*u^6 - 368*u^7 - 414*u^8 + 750*u^9 + 656*u^10 - 438*u^11 + 446*u^12 + 1200*u^13 - 300*u^15 + 399*u^16 + 759*u^17 + 76*u^18 + 40*u^19 + 338*u^20 + 406*u^21 + 70*u^22 + 58*u^23 + 103*u^24 + 113*u^25 + 16*u^26 + 8*u^27 + 15*u^28 + 17*u^29 + u^30 + u^32 + u^33",
							"3 - 31*u + 160*u^2 - 464*u^3 + 852*u^4 - 868*u^5 + 36*u^6 + 2140*u^7 - 5394*u^8 + 8818*u^9 - 10940*u^10 + 10636*u^11 - 7414*u^12 + 2350*u^13 + 2850*u^14 - 6106*u^15 + 6173*u^16 - 3073*u^17 - 1948*u^18 + 7180*u^19 - 10926*u^20 + 12510*u^21 - 11874*u^22 + 9822*u^23 - 7143*u^24 + 4659*u^25 - 2686*u^26 + 1402*u^27 - 631*u^28 + 259*u^29 - 85*u^30 + 26*u^31 - 5*u^32 + u^33",
							"1 + 3*u + 4*u^2 - 2*u^3 - 14*u^4 - 10*u^5 + 4*u^6 + 8*u^7 - 18*u^8 - 26*u^9 - 84*u^10 - 20*u^11 + 4*u^12 + 186*u^13 + 110*u^14 + 392*u^15 + 177*u^16 + 685*u^17 + 574*u^18 + 1412*u^19 + 1166*u^20 + 2096*u^21 + 1302*u^22 + 1964*u^23 + 879*u^24 + 1181*u^25 + 374*u^26 + 460*u^27 + 99*u^28 + 113*u^29 + 15*u^30 + 16*u^31 + u^32 + u^33",
							"17 + 61*u + 198*u^2 + 340*u^3 + 450*u^4 + 368*u^5 + 458*u^6 + 328*u^7 - 122*u^8 - 394*u^9 - 992*u^10 - 344*u^11 - 1384*u^12 + 172*u^13 - 1106*u^14 + 1956*u^15 - 91*u^16 + 2761*u^17 + 350*u^18 + 3124*u^19 + 292*u^20 + 2160*u^21 + 74*u^22 + 1236*u^23 - 139*u^24 + 533*u^25 - 36*u^26 + 158*u^27 - 27*u^28 + 43*u^29 - 3*u^30 + 6*u^31 - u^32 + u^33",
							"3 - 31*u + 160*u^2 - 464*u^3 + 852*u^4 - 868*u^5 + 36*u^6 + 2140*u^7 - 5394*u^8 + 8818*u^9 - 10940*u^10 + 10636*u^11 - 7414*u^12 + 2350*u^13 + 2850*u^14 - 6106*u^15 + 6173*u^16 - 3073*u^17 - 1948*u^18 + 7180*u^19 - 10926*u^20 + 12510*u^21 - 11874*u^22 + 9822*u^23 - 7143*u^24 + 4659*u^25 - 2686*u^26 + 1402*u^27 - 631*u^28 + 259*u^29 - 85*u^30 + 26*u^31 - 5*u^32 + u^33",
							"1 - u + 2*u^3 - 6*u^4 + 12*u^5 - 18*u^6 + 34*u^7 - 42*u^8 + 72*u^9 - 82*u^10 + 132*u^11 - 136*u^12 + 212*u^13 - 194*u^14 + 292*u^15 - 241*u^16 + 349*u^17 - 264*u^18 + 370*u^19 - 252*u^20 + 346*u^21 - 204*u^22 + 276*u^23 - 135*u^24 + 179*u^25 - 70*u^26 + 90*u^27 - 27*u^28 + 33*u^29 - 7*u^30 + 8*u^31 - u^32 + u^33",
							"-1 + u + 8*u^2 + 16*u^3 + 28*u^4 + 84*u^5 + 284*u^6 + 880*u^7 + 2462*u^8 + 6134*u^9 + 13568*u^10 + 26936*u^11 + 48646*u^12 + 80650*u^13 + 123350*u^14 + 174636*u^15 + 229537*u^16 + 280579*u^17 + 318960*u^18 + 336712*u^19 + 329294*u^20 + 297326*u^21 + 246582*u^22 + 186396*u^23 + 127105*u^24 + 77203*u^25 + 41162*u^26 + 18944*u^27 + 7377*u^28 + 2369*u^29 + 605*u^30 + 116*u^31 + 15*u^32 + u^33",
							"1 + 3*u + 4*u^2 - 2*u^3 - 14*u^4 - 10*u^5 + 4*u^6 + 8*u^7 - 18*u^8 - 26*u^9 - 84*u^10 - 20*u^11 + 4*u^12 + 186*u^13 + 110*u^14 + 392*u^15 + 177*u^16 + 685*u^17 + 574*u^18 + 1412*u^19 + 1166*u^20 + 2096*u^21 + 1302*u^22 + 1964*u^23 + 879*u^24 + 1181*u^25 + 374*u^26 + 460*u^27 + 99*u^28 + 113*u^29 + 15*u^30 + 16*u^31 + u^32 + u^33",
							"1 + 3*u + 4*u^2 - 2*u^3 - 14*u^4 - 10*u^5 + 4*u^6 + 8*u^7 - 18*u^8 - 26*u^9 - 84*u^10 - 20*u^11 + 4*u^12 + 186*u^13 + 110*u^14 + 392*u^15 + 177*u^16 + 685*u^17 + 574*u^18 + 1412*u^19 + 1166*u^20 + 2096*u^21 + 1302*u^22 + 1964*u^23 + 879*u^24 + 1181*u^25 + 374*u^26 + 460*u^27 + 99*u^28 + 113*u^29 + 15*u^30 + 16*u^31 + u^32 + u^33"
						],
						"uPolys":[
							"1 - u + 2*u^3 - 6*u^4 + 12*u^5 - 18*u^6 + 34*u^7 - 42*u^8 + 72*u^9 - 82*u^10 + 132*u^11 - 136*u^12 + 212*u^13 - 194*u^14 + 292*u^15 - 241*u^16 + 349*u^17 - 264*u^18 + 370*u^19 - 252*u^20 + 346*u^21 - 204*u^22 + 276*u^23 - 135*u^24 + 179*u^25 - 70*u^26 + 90*u^27 - 27*u^28 + 33*u^29 - 7*u^30 + 8*u^31 - u^32 + u^33",
							"1 + u - 16*u^2 - 52*u^3 + 64*u^4 + 374*u^5 + 294*u^6 - 368*u^7 - 414*u^8 + 750*u^9 + 656*u^10 - 438*u^11 + 446*u^12 + 1200*u^13 - 300*u^15 + 399*u^16 + 759*u^17 + 76*u^18 + 40*u^19 + 338*u^20 + 406*u^21 + 70*u^22 + 58*u^23 + 103*u^24 + 113*u^25 + 16*u^26 + 8*u^27 + 15*u^28 + 17*u^29 + u^30 + u^32 + u^33",
							"3 - 31*u + 160*u^2 - 464*u^3 + 852*u^4 - 868*u^5 + 36*u^6 + 2140*u^7 - 5394*u^8 + 8818*u^9 - 10940*u^10 + 10636*u^11 - 7414*u^12 + 2350*u^13 + 2850*u^14 - 6106*u^15 + 6173*u^16 - 3073*u^17 - 1948*u^18 + 7180*u^19 - 10926*u^20 + 12510*u^21 - 11874*u^22 + 9822*u^23 - 7143*u^24 + 4659*u^25 - 2686*u^26 + 1402*u^27 - 631*u^28 + 259*u^29 - 85*u^30 + 26*u^31 - 5*u^32 + u^33",
							"1 + 3*u + 4*u^2 - 2*u^3 - 14*u^4 - 10*u^5 + 4*u^6 + 8*u^7 - 18*u^8 - 26*u^9 - 84*u^10 - 20*u^11 + 4*u^12 + 186*u^13 + 110*u^14 + 392*u^15 + 177*u^16 + 685*u^17 + 574*u^18 + 1412*u^19 + 1166*u^20 + 2096*u^21 + 1302*u^22 + 1964*u^23 + 879*u^24 + 1181*u^25 + 374*u^26 + 460*u^27 + 99*u^28 + 113*u^29 + 15*u^30 + 16*u^31 + u^32 + u^33",
							"17 + 61*u + 198*u^2 + 340*u^3 + 450*u^4 + 368*u^5 + 458*u^6 + 328*u^7 - 122*u^8 - 394*u^9 - 992*u^10 - 344*u^11 - 1384*u^12 + 172*u^13 - 1106*u^14 + 1956*u^15 - 91*u^16 + 2761*u^17 + 350*u^18 + 3124*u^19 + 292*u^20 + 2160*u^21 + 74*u^22 + 1236*u^23 - 139*u^24 + 533*u^25 - 36*u^26 + 158*u^27 - 27*u^28 + 43*u^29 - 3*u^30 + 6*u^31 - u^32 + u^33",
							"3 - 31*u + 160*u^2 - 464*u^3 + 852*u^4 - 868*u^5 + 36*u^6 + 2140*u^7 - 5394*u^8 + 8818*u^9 - 10940*u^10 + 10636*u^11 - 7414*u^12 + 2350*u^13 + 2850*u^14 - 6106*u^15 + 6173*u^16 - 3073*u^17 - 1948*u^18 + 7180*u^19 - 10926*u^20 + 12510*u^21 - 11874*u^22 + 9822*u^23 - 7143*u^24 + 4659*u^25 - 2686*u^26 + 1402*u^27 - 631*u^28 + 259*u^29 - 85*u^30 + 26*u^31 - 5*u^32 + u^33",
							"1 - u + 2*u^3 - 6*u^4 + 12*u^5 - 18*u^6 + 34*u^7 - 42*u^8 + 72*u^9 - 82*u^10 + 132*u^11 - 136*u^12 + 212*u^13 - 194*u^14 + 292*u^15 - 241*u^16 + 349*u^17 - 264*u^18 + 370*u^19 - 252*u^20 + 346*u^21 - 204*u^22 + 276*u^23 - 135*u^24 + 179*u^25 - 70*u^26 + 90*u^27 - 27*u^28 + 33*u^29 - 7*u^30 + 8*u^31 - u^32 + u^33",
							"-1 + u + 8*u^2 + 16*u^3 + 28*u^4 + 84*u^5 + 284*u^6 + 880*u^7 + 2462*u^8 + 6134*u^9 + 13568*u^10 + 26936*u^11 + 48646*u^12 + 80650*u^13 + 123350*u^14 + 174636*u^15 + 229537*u^16 + 280579*u^17 + 318960*u^18 + 336712*u^19 + 329294*u^20 + 297326*u^21 + 246582*u^22 + 186396*u^23 + 127105*u^24 + 77203*u^25 + 41162*u^26 + 18944*u^27 + 7377*u^28 + 2369*u^29 + 605*u^30 + 116*u^31 + 15*u^32 + u^33",
							"1 + 3*u + 4*u^2 - 2*u^3 - 14*u^4 - 10*u^5 + 4*u^6 + 8*u^7 - 18*u^8 - 26*u^9 - 84*u^10 - 20*u^11 + 4*u^12 + 186*u^13 + 110*u^14 + 392*u^15 + 177*u^16 + 685*u^17 + 574*u^18 + 1412*u^19 + 1166*u^20 + 2096*u^21 + 1302*u^22 + 1964*u^23 + 879*u^24 + 1181*u^25 + 374*u^26 + 460*u^27 + 99*u^28 + 113*u^29 + 15*u^30 + 16*u^31 + u^32 + u^33",
							"1 + 3*u + 4*u^2 - 2*u^3 - 14*u^4 - 10*u^5 + 4*u^6 + 8*u^7 - 18*u^8 - 26*u^9 - 84*u^10 - 20*u^11 + 4*u^12 + 186*u^13 + 110*u^14 + 392*u^15 + 177*u^16 + 685*u^17 + 574*u^18 + 1412*u^19 + 1166*u^20 + 2096*u^21 + 1302*u^22 + 1964*u^23 + 879*u^24 + 1181*u^25 + 374*u^26 + 460*u^27 + 99*u^28 + 113*u^29 + 15*u^30 + 16*u^31 + u^32 + u^33"
						],
						"aCuspShape":"-6 - 4*(2 - 5*u + 3*u^2 + 8*u^3 - 12*u^4 - u^5 + 14*u^6 + u^7 - 10*u^8 + 82*u^9 - 56*u^10 + 90*u^11 + 95*u^12 + 39*u^13 + 233*u^14 + 91*u^15 + 345*u^16 - 2*u^17 + 915*u^18 - 404*u^19 + 1663*u^20 - 701*u^21 + 1735*u^22 - 589*u^23 + 1108*u^24 - 289*u^25 + 447*u^26 - 85*u^27 + 112*u^28 - 14*u^29 + 16*u^30 - u^31 + u^32)",
						"RepresentationsN":[
							[
								"u->-0.138722 + 1.17826 I"
							],
							[
								"u->-0.138722 - 1.17826 I"
							],
							[
								"u->0.679432 + 0.391507 I"
							],
							[
								"u->0.679432 - 0.391507 I"
							],
							[
								"u->-0.64975 + 0.40778 I"
							],
							[
								"u->-0.64975 - 0.40778 I"
							],
							[
								"u->0.552937 + 0.519363 I"
							],
							[
								"u->0.552937 - 0.519363 I"
							],
							[
								"u->-0.578988 + 0.474023 I"
							],
							[
								"u->-0.578988 - 0.474023 I"
							],
							[
								"u->-0.214004 + 1.27002 I"
							],
							[
								"u->-0.214004 - 1.27002 I"
							],
							[
								"u->0.150986 + 1.28352 I"
							],
							[
								"u->0.150986 - 1.28352 I"
							],
							[
								"u->0.596688 + 0.315979 I"
							],
							[
								"u->0.596688 - 0.315979 I"
							],
							[
								"u->-0.632184 + 0.066503 I"
							],
							[
								"u->-0.632184 - 0.066503 I"
							],
							[
								"u->0.036115 + 1.37992 I"
							],
							[
								"u->0.036115 - 1.37992 I"
							],
							[
								"u->0.22801 + 1.42935 I"
							],
							[
								"u->0.22801 - 1.42935 I"
							],
							[
								"u->-0.24113 + 1.46019 I"
							],
							[
								"u->-0.24113 - 1.46019 I"
							],
							[
								"u->0.25408 + 1.4584 I"
							],
							[
								"u->0.25408 - 1.4584 I"
							],
							[
								"u->-0.20598 + 1.46844 I"
							],
							[
								"u->-0.20598 - 1.46844 I"
							],
							[
								"u->0.18821 + 1.47294 I"
							],
							[
								"u->0.18821 - 1.47294 I"
							],
							[
								"u->0.514867"
							],
							[
								"u->0.216864 + 0.450093 I"
							],
							[
								"u->0.216864 - 0.450093 I"
							]
						],
						"Epsilon":3.61005e-2,
						"uPolys_ij":[
							"1 + 3*u + 4*u^2 - 2*u^3 - 14*u^4 - 10*u^5 + 4*u^6 + 8*u^7 - 18*u^8 - 26*u^9 - 84*u^10 - 20*u^11 + 4*u^12 + 186*u^13 + 110*u^14 + 392*u^15 + 177*u^16 + 685*u^17 + 574*u^18 + 1412*u^19 + 1166*u^20 + 2096*u^21 + 1302*u^22 + 1964*u^23 + 879*u^24 + 1181*u^25 + 374*u^26 + 460*u^27 + 99*u^28 + 113*u^29 + 15*u^30 + 16*u^31 + u^32 + u^33",
							"1 + u + 48*u^3 + 104*u^4 + 336*u^5 + 32*u^6 - 680*u^7 - 818*u^8 - 3362*u^9 + 7852*u^10 - 2416*u^11 + 986*u^12 + 32066*u^13 - 173190*u^14 + 451500*u^15 - 968777*u^16 + 1911639*u^17 - 3269228*u^18 + 4841648*u^19 - 6455538*u^20 + 7760022*u^21 - 8080198*u^22 + 6994548*u^23 - 4914125*u^24 + 2770475*u^25 - 1244970*u^26 + 442520*u^27 - 122901*u^28 + 26133*u^29 - 4113*u^30 + 452*u^31 - 31*u^32 + u^33",
							"17 + 61*u + 198*u^2 + 340*u^3 + 450*u^4 + 368*u^5 + 458*u^6 + 328*u^7 - 122*u^8 - 394*u^9 - 992*u^10 - 344*u^11 - 1384*u^12 + 172*u^13 - 1106*u^14 + 1956*u^15 - 91*u^16 + 2761*u^17 + 350*u^18 + 3124*u^19 + 292*u^20 + 2160*u^21 + 74*u^22 + 1236*u^23 - 139*u^24 + 533*u^25 - 36*u^26 + 158*u^27 - 27*u^28 + 43*u^29 - 3*u^30 + 6*u^31 - u^32 + u^33",
							"3 - 31*u + 160*u^2 - 464*u^3 + 852*u^4 - 868*u^5 + 36*u^6 + 2140*u^7 - 5394*u^8 + 8818*u^9 - 10940*u^10 + 10636*u^11 - 7414*u^12 + 2350*u^13 + 2850*u^14 - 6106*u^15 + 6173*u^16 - 3073*u^17 - 1948*u^18 + 7180*u^19 - 10926*u^20 + 12510*u^21 - 11874*u^22 + 9822*u^23 - 7143*u^24 + 4659*u^25 - 2686*u^26 + 1402*u^27 - 631*u^28 + 259*u^29 - 85*u^30 + 26*u^31 - 5*u^32 + u^33",
							"2449 + 619*u - 46190*u^2 - 42420*u^3 + 289484*u^4 + 589896*u^5 - 373118*u^6 - 2167158*u^7 - 889776*u^8 + 3708284*u^9 + 3116278*u^10 - 3633946*u^11 - 3795592*u^12 + 3043308*u^13 + 2534092*u^14 - 3665084*u^15 - 1619713*u^16 + 4291975*u^17 + 1642704*u^18 - 3300344*u^19 - 1391510*u^20 + 1564322*u^21 + 693470*u^22 - 462574*u^23 - 195283*u^24 + 92865*u^25 + 30768*u^26 - 12252*u^27 - 2793*u^28 + 1015*u^29 + 139*u^30 - 48*u^31 - 3*u^32 + u^33",
							"289 - 3011*u + 13024*u^2 - 33276*u^3 + 89464*u^4 - 19764*u^5 - 271444*u^6 + 1194884*u^7 - 2424402*u^8 + 3768318*u^9 - 3706836*u^10 + 2320360*u^11 + 669534*u^12 - 2381558*u^13 + 1617030*u^14 + 3775528*u^15 - 11657121*u^16 + 20114079*u^17 - 25303144*u^18 + 25916132*u^19 - 22103738*u^20 + 15936846*u^21 - 9798354*u^22 + 5136440*u^23 - 2309537*u^24 + 899875*u^25 - 299118*u^26 + 87324*u^27 - 21233*u^28 + 4577*u^29 - 769*u^30 + 116*u^31 - 11*u^32 + u^33",
							"5 + 113*u + 1160*u^2 + 7624*u^3 + 35648*u^4 + 126252*u^5 + 346672*u^6 + 747716*u^7 + 1245536*u^8 + 1531714*u^9 + 1192872*u^10 + 135564*u^11 - 1080300*u^12 - 1543754*u^13 - 871480*u^14 + 281518*u^15 + 863799*u^16 + 551407*u^17 - 68748*u^18 - 335908*u^19 - 179926*u^20 + 44238*u^21 + 92482*u^22 + 25158*u^23 - 18475*u^24 - 12781*u^25 + 454*u^26 + 2594*u^27 + 529*u^28 - 241*u^29 - 105*u^30 + 2*u^31 + 7*u^32 + u^33",
							"9 + u + 1944*u^2 - 3744*u^3 + 32236*u^4 - 48836*u^5 - 177788*u^6 + 641152*u^7 - 851578*u^8 + 749514*u^9 - 940188*u^10 + 1301464*u^11 - 1054246*u^12 + 681466*u^13 - 1449478*u^14 + 2897512*u^15 - 3292657*u^16 + 2371623*u^17 - 1458196*u^18 + 1310488*u^19 - 1532434*u^20 + 1665090*u^21 - 1668870*u^22 + 1561056*u^23 - 1279049*u^24 + 860479*u^25 - 459610*u^26 + 191948*u^27 - 61937*u^28 + 15173*u^29 - 2737*u^30 + 344*u^31 - 27*u^32 + u^33",
							"10331 + 24929*u - 51320*u^2 - 336802*u^3 - 600890*u^4 + 635378*u^5 + 1439764*u^6 + 7651260*u^7 + 10931618*u^8 + 22194620*u^9 + 21159574*u^10 + 34325990*u^11 + 27234022*u^12 + 34348900*u^13 + 29342358*u^14 + 28997540*u^15 + 23384643*u^16 + 19867553*u^17 + 13250500*u^18 + 10297620*u^19 + 6334062*u^20 + 4124526*u^21 + 2089370*u^22 + 1070096*u^23 + 427219*u^24 + 180091*u^25 + 54420*u^26 + 19206*u^27 + 4311*u^28 + 1315*u^29 + 183*u^30 + 54*u^31 + 3*u^32 + u^33",
							"3169 - 56933*u + 475386*u^2 - 2154608*u^3 + 5316182*u^4 - 4632112*u^5 - 12388158*u^6 + 47489650*u^7 - 66359334*u^8 + 24040896*u^9 + 56600766*u^10 - 79710790*u^11 + 5167414*u^12 + 73662222*u^13 - 58033806*u^14 - 13246400*u^15 + 39708649*u^16 - 10867035*u^17 - 12365094*u^18 + 7182616*u^19 + 2269614*u^20 - 2236818*u^21 - 322934*u^22 + 485762*u^23 + 50965*u^24 - 79477*u^25 - 10146*u^26 + 9458*u^27 + 1793*u^28 - 705*u^29 - 205*u^30 + 18*u^31 + 11*u^32 + u^33",
							"1 + u - 16*u^2 - 52*u^3 + 64*u^4 + 374*u^5 + 294*u^6 - 368*u^7 - 414*u^8 + 750*u^9 + 656*u^10 - 438*u^11 + 446*u^12 + 1200*u^13 - 300*u^15 + 399*u^16 + 759*u^17 + 76*u^18 + 40*u^19 + 338*u^20 + 406*u^21 + 70*u^22 + 58*u^23 + 103*u^24 + 113*u^25 + 16*u^26 + 8*u^27 + 15*u^28 + 17*u^29 + u^30 + u^32 + u^33",
							"375 - 1463*u + 4388*u^2 + 2234*u^3 + 10170*u^4 + 25514*u^5 + 44692*u^6 + 127826*u^7 + 129356*u^8 + 98374*u^9 + 118232*u^10 + 63272*u^11 + 180838*u^12 + 234166*u^13 - 27782*u^14 - 80608*u^15 + 23983*u^16 + 85329*u^17 + 14988*u^18 - 46448*u^19 + 12586*u^20 + 32220*u^21 - 7154*u^22 - 11536*u^23 + 2687*u^24 + 2547*u^25 - 598*u^26 - 216*u^27 + 167*u^28 + u^29 - 37*u^30 + 5*u^32 + u^33",
							"1 + 11*u + 60*u^2 + 318*u^3 + 1222*u^4 + 4110*u^5 + 17860*u^6 + 84572*u^7 + 174410*u^8 + 117922*u^9 - 9612*u^10 + 395110*u^11 - 515128*u^12 + 421504*u^13 - 438250*u^14 + 751094*u^15 - 1147387*u^16 + 1730287*u^17 - 1139404*u^18 + 1432250*u^19 - 280684*u^20 + 648292*u^21 - 113166*u^22 + 1506*u^23 - 29475*u^24 - 4045*u^25 + 2070*u^26 + 1910*u^27 + 521*u^28 - 71*u^29 - 17*u^30 + 18*u^31 + 7*u^32 + u^33",
							"43 - 1075*u + 11152*u^2 - 60518*u^3 + 167296*u^4 - 116514*u^5 - 554574*u^6 + 1259652*u^7 + 138334*u^8 - 2657130*u^9 + 1541480*u^10 + 2432048*u^11 - 2667198*u^12 - 719286*u^13 + 1626122*u^14 + 168732*u^15 - 701179*u^16 - 27925*u^17 + 134916*u^18 + 121594*u^19 - 57034*u^20 - 56692*u^21 + 17428*u^22 + 22940*u^23 - 10103*u^24 - 2321*u^25 + 1198*u^26 + 578*u^27 - 299*u^28 + 27*u^29 - 33*u^30 + 30*u^31 - 9*u^32 + u^33",
							"-1 + u + 8*u^2 + 16*u^3 + 28*u^4 + 84*u^5 + 284*u^6 + 880*u^7 + 2462*u^8 + 6134*u^9 + 13568*u^10 + 26936*u^11 + 48646*u^12 + 80650*u^13 + 123350*u^14 + 174636*u^15 + 229537*u^16 + 280579*u^17 + 318960*u^18 + 336712*u^19 + 329294*u^20 + 297326*u^21 + 246582*u^22 + 186396*u^23 + 127105*u^24 + 77203*u^25 + 41162*u^26 + 18944*u^27 + 7377*u^28 + 2369*u^29 + 605*u^30 + 116*u^31 + 15*u^32 + u^33",
							"322681 + 304561*u - 234578*u^2 + 889158*u^3 + 1082578*u^4 - 263458*u^5 + 725416*u^6 + 1154672*u^7 + 103442*u^8 + 382382*u^9 + 537296*u^10 - 334956*u^11 + 151972*u^12 + 482046*u^13 - 443242*u^14 - 145942*u^15 + 208517*u^16 - 87155*u^17 - 71262*u^18 + 115280*u^19 - 109026*u^20 - 30892*u^21 + 91594*u^22 - 19786*u^23 - 25445*u^24 + 14397*u^25 + 3062*u^26 - 3522*u^27 - 61*u^28 + 443*u^29 - 15*u^30 - 30*u^31 + u^32 + u^33",
							"6329 - 32711*u + 72388*u^2 - 62210*u^3 - 124246*u^4 + 723176*u^5 - 1607950*u^6 + 2070236*u^7 - 1965056*u^8 + 1306738*u^9 - 961410*u^10 + 791612*u^11 + 650950*u^12 - 645362*u^13 + 98180*u^14 + 205578*u^15 - 224305*u^16 - 149191*u^17 + 162484*u^18 + 102136*u^19 - 130324*u^20 + 12000*u^21 + 58896*u^22 - 32466*u^23 - 18359*u^24 + 15439*u^25 + 3882*u^26 - 3720*u^27 - 489*u^28 + 491*u^29 + 33*u^30 - 34*u^31 - u^32 + u^33",
							"1 + 33*u + 488*u^2 + 4912*u^3 + 33492*u^4 + 127456*u^5 + 367484*u^6 + 918112*u^7 + 1620034*u^8 + 2108722*u^9 + 1953820*u^10 + 1958212*u^11 + 2026474*u^12 + 2444742*u^13 + 1821670*u^14 + 2011176*u^15 + 1185559*u^16 + 1398111*u^17 + 519948*u^18 + 732600*u^19 + 164646*u^20 + 300562*u^21 + 32618*u^22 + 95652*u^23 + 3575*u^24 + 22795*u^25 + 302*u^26 + 3892*u^27 + 75*u^28 + 453*u^29 + 15*u^30 + 32*u^31 + u^32 + u^33",
							"1087 + 37509*u + 362438*u^2 + 1910944*u^3 + 4733802*u^4 + 9409032*u^5 + 13075512*u^6 + 18770600*u^7 + 18393116*u^8 + 22251458*u^9 + 14836090*u^10 + 20269548*u^11 + 5898710*u^12 + 15729502*u^13 - 432802*u^14 + 9704332*u^15 - 1790799*u^16 + 4490313*u^17 - 1121768*u^18 + 1637314*u^19 - 508240*u^20 + 534658*u^21 - 207618*u^22 + 164606*u^23 - 68805*u^24 + 41435*u^25 - 15630*u^26 + 7242*u^27 - 2249*u^28 + 807*u^29 - 191*u^30 + 50*u^31 - 7*u^32 + u^33",
							"1 - u + 2*u^3 - 6*u^4 + 12*u^5 - 18*u^6 + 34*u^7 - 42*u^8 + 72*u^9 - 82*u^10 + 132*u^11 - 136*u^12 + 212*u^13 - 194*u^14 + 292*u^15 - 241*u^16 + 349*u^17 - 264*u^18 + 370*u^19 - 252*u^20 + 346*u^21 - 204*u^22 + 276*u^23 - 135*u^24 + 179*u^25 - 70*u^26 + 90*u^27 - 27*u^28 + 33*u^29 - 7*u^30 + 8*u^31 - u^32 + u^33",
							"6379 - 12377*u + 13962*u^2 + 14010*u^3 - 109778*u^4 + 187510*u^5 - 138604*u^6 + 56596*u^7 - 78836*u^8 + 768260*u^9 - 1255030*u^10 + 1598952*u^11 - 2178264*u^12 + 1488502*u^13 - 955172*u^14 + 1304304*u^15 + 442501*u^16 + 997229*u^17 + 495258*u^18 + 459092*u^19 + 108320*u^20 + 120578*u^21 - 24336*u^22 + 26236*u^23 - 14043*u^24 + 8037*u^25 - 1700*u^26 + 2062*u^27 + 105*u^28 + 299*u^29 + 31*u^30 + 24*u^31 + u^32 + u^33",
							"729 + 3641*u + 3800*u^2 - 3436*u^3 - 34476*u^4 + 24450*u^5 - 108738*u^6 + 206882*u^7 + 379840*u^8 + 491440*u^9 - 1350828*u^10 - 1827526*u^11 + 8998100*u^12 - 11502810*u^13 - 984886*u^14 + 33859790*u^15 - 77457387*u^16 + 108436467*u^17 - 110765066*u^18 + 88835530*u^19 - 58123486*u^20 + 31179156*u^21 - 13285332*u^22 + 4196426*u^23 - 865951*u^24 + 85991*u^25 - 2028*u^26 + 3552*u^27 - 1683*u^28 + 201*u^29 + 39*u^30 - 4*u^31 - 3*u^32 + u^33",
							"4261 - 1499*u + 22378*u^2 - 11134*u^3 - 45162*u^4 + 408250*u^5 - 1048158*u^6 + 2286686*u^7 - 3814378*u^8 + 5991106*u^9 - 7757460*u^10 + 9277860*u^11 - 9044366*u^12 + 8507434*u^13 - 6551306*u^14 + 5143608*u^15 - 2597387*u^16 + 1309895*u^17 + 69924*u^18 - 109458*u^19 + 344486*u^20 + 30612*u^21 + 107780*u^22 + 39470*u^23 + 26597*u^24 + 9127*u^25 + 4866*u^26 + 1902*u^27 + 309*u^28 + 339*u^29 - 13*u^30 + 30*u^31 - u^32 + u^33",
							"1 + 17*u - 24*u^2 + 544*u^3 - 4044*u^4 + 19324*u^5 - 59676*u^6 + 138304*u^7 - 244390*u^8 + 349994*u^9 - 400476*u^10 + 380792*u^11 - 285178*u^12 + 197018*u^13 - 139362*u^14 + 163932*u^15 - 167233*u^16 + 171559*u^17 - 112660*u^18 + 80288*u^19 - 23554*u^20 + 14738*u^21 + 826*u^22 + 5996*u^23 - 4341*u^24 + 6399*u^25 - 4114*u^26 + 2816*u^27 - 1261*u^28 + 545*u^29 - 161*u^30 + 44*u^31 - 7*u^32 + u^33"
						],
						"GeometricComponent":"{25, 26}",
						"uPolys_ij_N":[
							"1 + 3*u + 4*u^2 - 2*u^3 - 14*u^4 - 10*u^5 + 4*u^6 + 8*u^7 - 18*u^8 - 26*u^9 - 84*u^10 - 20*u^11 + 4*u^12 + 186*u^13 + 110*u^14 + 392*u^15 + 177*u^16 + 685*u^17 + 574*u^18 + 1412*u^19 + 1166*u^20 + 2096*u^21 + 1302*u^22 + 1964*u^23 + 879*u^24 + 1181*u^25 + 374*u^26 + 460*u^27 + 99*u^28 + 113*u^29 + 15*u^30 + 16*u^31 + u^32 + u^33",
							"1 + u + 48*u^3 + 104*u^4 + 336*u^5 + 32*u^6 - 680*u^7 - 818*u^8 - 3362*u^9 + 7852*u^10 - 2416*u^11 + 986*u^12 + 32066*u^13 - 173190*u^14 + 451500*u^15 - 968777*u^16 + 1911639*u^17 - 3269228*u^18 + 4841648*u^19 - 6455538*u^20 + 7760022*u^21 - 8080198*u^22 + 6994548*u^23 - 4914125*u^24 + 2770475*u^25 - 1244970*u^26 + 442520*u^27 - 122901*u^28 + 26133*u^29 - 4113*u^30 + 452*u^31 - 31*u^32 + u^33",
							"17 + 61*u + 198*u^2 + 340*u^3 + 450*u^4 + 368*u^5 + 458*u^6 + 328*u^7 - 122*u^8 - 394*u^9 - 992*u^10 - 344*u^11 - 1384*u^12 + 172*u^13 - 1106*u^14 + 1956*u^15 - 91*u^16 + 2761*u^17 + 350*u^18 + 3124*u^19 + 292*u^20 + 2160*u^21 + 74*u^22 + 1236*u^23 - 139*u^24 + 533*u^25 - 36*u^26 + 158*u^27 - 27*u^28 + 43*u^29 - 3*u^30 + 6*u^31 - u^32 + u^33",
							"3 - 31*u + 160*u^2 - 464*u^3 + 852*u^4 - 868*u^5 + 36*u^6 + 2140*u^7 - 5394*u^8 + 8818*u^9 - 10940*u^10 + 10636*u^11 - 7414*u^12 + 2350*u^13 + 2850*u^14 - 6106*u^15 + 6173*u^16 - 3073*u^17 - 1948*u^18 + 7180*u^19 - 10926*u^20 + 12510*u^21 - 11874*u^22 + 9822*u^23 - 7143*u^24 + 4659*u^25 - 2686*u^26 + 1402*u^27 - 631*u^28 + 259*u^29 - 85*u^30 + 26*u^31 - 5*u^32 + u^33",
							"2449 + 619*u - 46190*u^2 - 42420*u^3 + 289484*u^4 + 589896*u^5 - 373118*u^6 - 2167158*u^7 - 889776*u^8 + 3708284*u^9 + 3116278*u^10 - 3633946*u^11 - 3795592*u^12 + 3043308*u^13 + 2534092*u^14 - 3665084*u^15 - 1619713*u^16 + 4291975*u^17 + 1642704*u^18 - 3300344*u^19 - 1391510*u^20 + 1564322*u^21 + 693470*u^22 - 462574*u^23 - 195283*u^24 + 92865*u^25 + 30768*u^26 - 12252*u^27 - 2793*u^28 + 1015*u^29 + 139*u^30 - 48*u^31 - 3*u^32 + u^33",
							"289 - 3011*u + 13024*u^2 - 33276*u^3 + 89464*u^4 - 19764*u^5 - 271444*u^6 + 1194884*u^7 - 2424402*u^8 + 3768318*u^9 - 3706836*u^10 + 2320360*u^11 + 669534*u^12 - 2381558*u^13 + 1617030*u^14 + 3775528*u^15 - 11657121*u^16 + 20114079*u^17 - 25303144*u^18 + 25916132*u^19 - 22103738*u^20 + 15936846*u^21 - 9798354*u^22 + 5136440*u^23 - 2309537*u^24 + 899875*u^25 - 299118*u^26 + 87324*u^27 - 21233*u^28 + 4577*u^29 - 769*u^30 + 116*u^31 - 11*u^32 + u^33",
							"5 + 113*u + 1160*u^2 + 7624*u^3 + 35648*u^4 + 126252*u^5 + 346672*u^6 + 747716*u^7 + 1245536*u^8 + 1531714*u^9 + 1192872*u^10 + 135564*u^11 - 1080300*u^12 - 1543754*u^13 - 871480*u^14 + 281518*u^15 + 863799*u^16 + 551407*u^17 - 68748*u^18 - 335908*u^19 - 179926*u^20 + 44238*u^21 + 92482*u^22 + 25158*u^23 - 18475*u^24 - 12781*u^25 + 454*u^26 + 2594*u^27 + 529*u^28 - 241*u^29 - 105*u^30 + 2*u^31 + 7*u^32 + u^33",
							"9 + u + 1944*u^2 - 3744*u^3 + 32236*u^4 - 48836*u^5 - 177788*u^6 + 641152*u^7 - 851578*u^8 + 749514*u^9 - 940188*u^10 + 1301464*u^11 - 1054246*u^12 + 681466*u^13 - 1449478*u^14 + 2897512*u^15 - 3292657*u^16 + 2371623*u^17 - 1458196*u^18 + 1310488*u^19 - 1532434*u^20 + 1665090*u^21 - 1668870*u^22 + 1561056*u^23 - 1279049*u^24 + 860479*u^25 - 459610*u^26 + 191948*u^27 - 61937*u^28 + 15173*u^29 - 2737*u^30 + 344*u^31 - 27*u^32 + u^33",
							"10331 + 24929*u - 51320*u^2 - 336802*u^3 - 600890*u^4 + 635378*u^5 + 1439764*u^6 + 7651260*u^7 + 10931618*u^8 + 22194620*u^9 + 21159574*u^10 + 34325990*u^11 + 27234022*u^12 + 34348900*u^13 + 29342358*u^14 + 28997540*u^15 + 23384643*u^16 + 19867553*u^17 + 13250500*u^18 + 10297620*u^19 + 6334062*u^20 + 4124526*u^21 + 2089370*u^22 + 1070096*u^23 + 427219*u^24 + 180091*u^25 + 54420*u^26 + 19206*u^27 + 4311*u^28 + 1315*u^29 + 183*u^30 + 54*u^31 + 3*u^32 + u^33",
							"3169 - 56933*u + 475386*u^2 - 2154608*u^3 + 5316182*u^4 - 4632112*u^5 - 12388158*u^6 + 47489650*u^7 - 66359334*u^8 + 24040896*u^9 + 56600766*u^10 - 79710790*u^11 + 5167414*u^12 + 73662222*u^13 - 58033806*u^14 - 13246400*u^15 + 39708649*u^16 - 10867035*u^17 - 12365094*u^18 + 7182616*u^19 + 2269614*u^20 - 2236818*u^21 - 322934*u^22 + 485762*u^23 + 50965*u^24 - 79477*u^25 - 10146*u^26 + 9458*u^27 + 1793*u^28 - 705*u^29 - 205*u^30 + 18*u^31 + 11*u^32 + u^33",
							"1 + u - 16*u^2 - 52*u^3 + 64*u^4 + 374*u^5 + 294*u^6 - 368*u^7 - 414*u^8 + 750*u^9 + 656*u^10 - 438*u^11 + 446*u^12 + 1200*u^13 - 300*u^15 + 399*u^16 + 759*u^17 + 76*u^18 + 40*u^19 + 338*u^20 + 406*u^21 + 70*u^22 + 58*u^23 + 103*u^24 + 113*u^25 + 16*u^26 + 8*u^27 + 15*u^28 + 17*u^29 + u^30 + u^32 + u^33",
							"375 - 1463*u + 4388*u^2 + 2234*u^3 + 10170*u^4 + 25514*u^5 + 44692*u^6 + 127826*u^7 + 129356*u^8 + 98374*u^9 + 118232*u^10 + 63272*u^11 + 180838*u^12 + 234166*u^13 - 27782*u^14 - 80608*u^15 + 23983*u^16 + 85329*u^17 + 14988*u^18 - 46448*u^19 + 12586*u^20 + 32220*u^21 - 7154*u^22 - 11536*u^23 + 2687*u^24 + 2547*u^25 - 598*u^26 - 216*u^27 + 167*u^28 + u^29 - 37*u^30 + 5*u^32 + u^33",
							"1 + 11*u + 60*u^2 + 318*u^3 + 1222*u^4 + 4110*u^5 + 17860*u^6 + 84572*u^7 + 174410*u^8 + 117922*u^9 - 9612*u^10 + 395110*u^11 - 515128*u^12 + 421504*u^13 - 438250*u^14 + 751094*u^15 - 1147387*u^16 + 1730287*u^17 - 1139404*u^18 + 1432250*u^19 - 280684*u^20 + 648292*u^21 - 113166*u^22 + 1506*u^23 - 29475*u^24 - 4045*u^25 + 2070*u^26 + 1910*u^27 + 521*u^28 - 71*u^29 - 17*u^30 + 18*u^31 + 7*u^32 + u^33",
							"43 - 1075*u + 11152*u^2 - 60518*u^3 + 167296*u^4 - 116514*u^5 - 554574*u^6 + 1259652*u^7 + 138334*u^8 - 2657130*u^9 + 1541480*u^10 + 2432048*u^11 - 2667198*u^12 - 719286*u^13 + 1626122*u^14 + 168732*u^15 - 701179*u^16 - 27925*u^17 + 134916*u^18 + 121594*u^19 - 57034*u^20 - 56692*u^21 + 17428*u^22 + 22940*u^23 - 10103*u^24 - 2321*u^25 + 1198*u^26 + 578*u^27 - 299*u^28 + 27*u^29 - 33*u^30 + 30*u^31 - 9*u^32 + u^33",
							"-1 + u + 8*u^2 + 16*u^3 + 28*u^4 + 84*u^5 + 284*u^6 + 880*u^7 + 2462*u^8 + 6134*u^9 + 13568*u^10 + 26936*u^11 + 48646*u^12 + 80650*u^13 + 123350*u^14 + 174636*u^15 + 229537*u^16 + 280579*u^17 + 318960*u^18 + 336712*u^19 + 329294*u^20 + 297326*u^21 + 246582*u^22 + 186396*u^23 + 127105*u^24 + 77203*u^25 + 41162*u^26 + 18944*u^27 + 7377*u^28 + 2369*u^29 + 605*u^30 + 116*u^31 + 15*u^32 + u^33",
							"322681 + 304561*u - 234578*u^2 + 889158*u^3 + 1082578*u^4 - 263458*u^5 + 725416*u^6 + 1154672*u^7 + 103442*u^8 + 382382*u^9 + 537296*u^10 - 334956*u^11 + 151972*u^12 + 482046*u^13 - 443242*u^14 - 145942*u^15 + 208517*u^16 - 87155*u^17 - 71262*u^18 + 115280*u^19 - 109026*u^20 - 30892*u^21 + 91594*u^22 - 19786*u^23 - 25445*u^24 + 14397*u^25 + 3062*u^26 - 3522*u^27 - 61*u^28 + 443*u^29 - 15*u^30 - 30*u^31 + u^32 + u^33",
							"6329 - 32711*u + 72388*u^2 - 62210*u^3 - 124246*u^4 + 723176*u^5 - 1607950*u^6 + 2070236*u^7 - 1965056*u^8 + 1306738*u^9 - 961410*u^10 + 791612*u^11 + 650950*u^12 - 645362*u^13 + 98180*u^14 + 205578*u^15 - 224305*u^16 - 149191*u^17 + 162484*u^18 + 102136*u^19 - 130324*u^20 + 12000*u^21 + 58896*u^22 - 32466*u^23 - 18359*u^24 + 15439*u^25 + 3882*u^26 - 3720*u^27 - 489*u^28 + 491*u^29 + 33*u^30 - 34*u^31 - u^32 + u^33",
							"1 + 33*u + 488*u^2 + 4912*u^3 + 33492*u^4 + 127456*u^5 + 367484*u^6 + 918112*u^7 + 1620034*u^8 + 2108722*u^9 + 1953820*u^10 + 1958212*u^11 + 2026474*u^12 + 2444742*u^13 + 1821670*u^14 + 2011176*u^15 + 1185559*u^16 + 1398111*u^17 + 519948*u^18 + 732600*u^19 + 164646*u^20 + 300562*u^21 + 32618*u^22 + 95652*u^23 + 3575*u^24 + 22795*u^25 + 302*u^26 + 3892*u^27 + 75*u^28 + 453*u^29 + 15*u^30 + 32*u^31 + u^32 + u^33",
							"1087 + 37509*u + 362438*u^2 + 1910944*u^3 + 4733802*u^4 + 9409032*u^5 + 13075512*u^6 + 18770600*u^7 + 18393116*u^8 + 22251458*u^9 + 14836090*u^10 + 20269548*u^11 + 5898710*u^12 + 15729502*u^13 - 432802*u^14 + 9704332*u^15 - 1790799*u^16 + 4490313*u^17 - 1121768*u^18 + 1637314*u^19 - 508240*u^20 + 534658*u^21 - 207618*u^22 + 164606*u^23 - 68805*u^24 + 41435*u^25 - 15630*u^26 + 7242*u^27 - 2249*u^28 + 807*u^29 - 191*u^30 + 50*u^31 - 7*u^32 + u^33",
							"1 - u + 2*u^3 - 6*u^4 + 12*u^5 - 18*u^6 + 34*u^7 - 42*u^8 + 72*u^9 - 82*u^10 + 132*u^11 - 136*u^12 + 212*u^13 - 194*u^14 + 292*u^15 - 241*u^16 + 349*u^17 - 264*u^18 + 370*u^19 - 252*u^20 + 346*u^21 - 204*u^22 + 276*u^23 - 135*u^24 + 179*u^25 - 70*u^26 + 90*u^27 - 27*u^28 + 33*u^29 - 7*u^30 + 8*u^31 - u^32 + u^33",
							"6379 - 12377*u + 13962*u^2 + 14010*u^3 - 109778*u^4 + 187510*u^5 - 138604*u^6 + 56596*u^7 - 78836*u^8 + 768260*u^9 - 1255030*u^10 + 1598952*u^11 - 2178264*u^12 + 1488502*u^13 - 955172*u^14 + 1304304*u^15 + 442501*u^16 + 997229*u^17 + 495258*u^18 + 459092*u^19 + 108320*u^20 + 120578*u^21 - 24336*u^22 + 26236*u^23 - 14043*u^24 + 8037*u^25 - 1700*u^26 + 2062*u^27 + 105*u^28 + 299*u^29 + 31*u^30 + 24*u^31 + u^32 + u^33",
							"729 + 3641*u + 3800*u^2 - 3436*u^3 - 34476*u^4 + 24450*u^5 - 108738*u^6 + 206882*u^7 + 379840*u^8 + 491440*u^9 - 1350828*u^10 - 1827526*u^11 + 8998100*u^12 - 11502810*u^13 - 984886*u^14 + 33859790*u^15 - 77457387*u^16 + 108436467*u^17 - 110765066*u^18 + 88835530*u^19 - 58123486*u^20 + 31179156*u^21 - 13285332*u^22 + 4196426*u^23 - 865951*u^24 + 85991*u^25 - 2028*u^26 + 3552*u^27 - 1683*u^28 + 201*u^29 + 39*u^30 - 4*u^31 - 3*u^32 + u^33",
							"4261 - 1499*u + 22378*u^2 - 11134*u^3 - 45162*u^4 + 408250*u^5 - 1048158*u^6 + 2286686*u^7 - 3814378*u^8 + 5991106*u^9 - 7757460*u^10 + 9277860*u^11 - 9044366*u^12 + 8507434*u^13 - 6551306*u^14 + 5143608*u^15 - 2597387*u^16 + 1309895*u^17 + 69924*u^18 - 109458*u^19 + 344486*u^20 + 30612*u^21 + 107780*u^22 + 39470*u^23 + 26597*u^24 + 9127*u^25 + 4866*u^26 + 1902*u^27 + 309*u^28 + 339*u^29 - 13*u^30 + 30*u^31 - u^32 + u^33",
							"1 + 17*u - 24*u^2 + 544*u^3 - 4044*u^4 + 19324*u^5 - 59676*u^6 + 138304*u^7 - 244390*u^8 + 349994*u^9 - 400476*u^10 + 380792*u^11 - 285178*u^12 + 197018*u^13 - 139362*u^14 + 163932*u^15 - 167233*u^16 + 171559*u^17 - 112660*u^18 + 80288*u^19 - 23554*u^20 + 14738*u^21 + 826*u^22 + 5996*u^23 - 4341*u^24 + 6399*u^25 - 4114*u^26 + 2816*u^27 - 1261*u^28 + 545*u^29 - 161*u^30 + 44*u^31 - 7*u^32 + u^33"
						],
						"Multiplicity":1,
						"ij_list":[
							[
								"{1, 4}",
								"{4, 10}",
								"{5, 9}",
								"{5, 10}"
							],
							[
								"{1, 10}",
								"{4, 5}",
								"{9, 10}"
							],
							[
								"{1, 5}",
								"{1, 6}",
								"{4, 9}"
							],
							[
								"{1, 9}",
								"{3, 6}",
								"{3, 7}",
								"{4, 6}"
							],
							[
								"{6, 10}"
							],
							[
								"{5, 6}"
							],
							[
								"{1, 3}",
								"{6, 9}"
							],
							[
								"{3, 4}",
								"{6, 7}"
							],
							[
								"{3, 10}"
							],
							[
								"{3, 5}"
							],
							[
								"{1, 7}",
								"{2, 9}",
								"{3, 9}"
							],
							[
								"{2, 5}",
								"{4, 7}"
							],
							[
								"{2, 10}",
								"{7, 10}"
							],
							[
								"{2, 4}",
								"{5, 7}"
							],
							[
								"{1, 2}",
								"{7, 8}",
								"{7, 9}"
							],
							[
								"{2, 6}"
							],
							[
								"{3, 8}"
							],
							[
								"{2, 3}"
							],
							[
								"{6, 8}"
							],
							[
								"{1, 8}",
								"{2, 7}",
								"{2, 8}"
							],
							[
								"{4, 8}"
							],
							[
								"{8, 10}"
							],
							[
								"{5, 8}"
							],
							[
								"{8, 9}"
							]
						],
						"SortedReprnIndices":"{26, 25, 4, 3, 23, 24, 11, 12, 22, 21, 7, 8, 27, 28, 17, 18, 5, 6, 14, 13, 20, 19, 29, 30, 16, 15, 33, 32, 9, 10, 2, 1, 31}",
						"aCuspShapeN":[
							"-8.3190611604786201963`5.149775012751095 + 0.4860475282366512354`3.9163794344699006*I",
							"-8.3190611604786201963`5.149775012751095 - 0.4860475282366512354`3.9163794344699006*I",
							"-5.6559698574726802486`4.908754856435147 + 8.0873054927459650325`5.064051618752816*I",
							"-5.6559698574726802486`4.908754856435147 - 8.0873054927459650325`5.064051618752816*I",
							"-2.4442420912243853852`4.8903751029452565 - 3.7176955797696425881`5.0725047093927715*I",
							"-2.4442420912243853852`4.8903751029452565 + 3.7176955797696425881`5.0725047093927715*I",
							"-4.1517949074837611903`5.103749154887844 - 2.0352864038703812844`4.794138794454179*I",
							"-4.1517949074837611903`5.103749154887844 + 2.0352864038703812844`4.794138794454179*I",
							"-1.4901547419784662033`4.784338151763214 - 3.1255979987344347957`5.106039902759749*I",
							"-1.4901547419784662033`4.784338151763214 + 3.1255979987344347957`5.106039902759749*I",
							"-6.3597596237536029432`4.971472752120591 - 7.1974547824151668578`5.025210996074727*I",
							"-6.3597596237536029432`4.971472752120591 + 7.1974547824151668578`5.025210996074727*I",
							"-2.3692194608247575243`4.915237551128302 + 3.3126588535488318925`5.060808973219325*I",
							"-2.3692194608247575243`4.915237551128302 - 3.3126588535488318925`5.060808973219325*I",
							"-9.5905909914533545623`5.121799211221806 + 3.606157298739755221`4.69699850763254*I",
							"-9.5905909914533545623`5.121799211221806 - 3.606157298739755221`4.69699850763254*I",
							"-12.6151505224897527854`5.119381642666012 - 4.9531431127054187939`4.713370082200273*I",
							"-12.6151505224897527854`5.119381642666012 + 4.9531431127054187939`4.713370082200273*I",
							"0.5538437735216175178`4.330608754721843 + 3.6162537783620061092`5.145480377534971*I",
							"0.5538437735216175178`4.330608754721843 - 3.6162537783620061092`5.145480377534971*I",
							"-6.`5.099365622188529 + 3.0922224584812561298`4.811485101881562*I",
							"-6.`5.099365622188529 - 3.0922224584812561298`4.811485101881562*I",
							"0``4.483838731649168 - 3.4183775796412560282`5.017658763029214*I",
							"0``4.483838731649168 + 3.4183775796412560282`5.017658763029214*I",
							"0``4.22731494311518 + 7.7533687111727182029`5.116805380434384*I",
							"0``4.22731494311518 - 7.7533687111727182029`5.116805380434384*I",
							"0``4.502800676532799 - 3.0390917912801472115`4.985544494034403*I",
							"0``4.502800676532799 + 3.0390917912801472115`4.985544494034403*I",
							0,
							0,
							-9.7274,
							"-5.0264667195799380824`5.028588928625327 + 4.3625662003032947488`4.967068147477368*I",
							"-5.0264667195799380824`5.028588928625327 - 4.3625662003032947488`4.967068147477368*I"
						],
						"Abelian":false
					},
					{
						"IdealName":"abJ10_30_1",
						"Generators":[
							"-1 + v"
						],
						"VariableOrder":[
							"v"
						],
						"Characteristic":0,
						"KnownGroebner":[],
						"Status":[
							"vCompNormalize"
						],
						"MonomialOrder":"lex",
						"IsHomogeneous":false,
						"IsZeroDim":true,
						"IdealDimension":0,
						"Timings":{
							"TimingGroebner":5.4272e-2,
							"TimingZeroDimVars":1.7574000000000003e-2,
							"TimingmagmaVCompNormalize":1.865e-2,
							"TimingNumberOfSols":1.9498e-2,
							"TimingIsRadical":1.5e-3,
							"TimingArcColoring":4.9576e-2,
							"TimingObstruction":5.05e-4,
							"TimingComplexVolumeN":0.357472,
							"TimingaCuspShapeN":4.335e-3,
							"TiminguValues":0.623037,
							"TiminguPolysN":9.6e-5,
							"TiminguPolys":0.806399,
							"TimingaCuspShape":9.2738e-2,
							"TimingRepresentationsN":1.9643e-2,
							"TiminguValues_ij":0.139588,
							"TiminguPoly_ij":0.143108,
							"TiminguPolys_ij_N":2.8e-5
						},
						"ZeroDimensionalVars":[
							"v"
						],
						"NumberOfSols":1,
						"IsRadical":true,
						"ArcColoring":[
							"{1, 0}",
							"{1, 0}",
							"{1, 0}",
							"{1, 0}",
							"{1, 0}",
							"{1, 0}",
							"{1, 0}",
							"{1, 0}",
							"{1, 0}",
							"{1, 0}"
						],
						"Obstruction":1,
						"ComplexVolumeN":"{0}",
						"uPolysN":[
							"u",
							"u",
							"u",
							"u",
							"u",
							"u",
							"u",
							"u",
							"u",
							"u"
						],
						"uPolys":[
							"u",
							"u",
							"u",
							"u",
							"u",
							"u",
							"u",
							"u",
							"u",
							"u"
						],
						"aCuspShape":0,
						"RepresentationsN":[
							[
								"v->1."
							]
						],
						"Epsilon":"Infinity",
						"uPolys_ij":[
							"u"
						],
						"GeometricComponent":0,
						"uPolys_ij_N":[
							"u"
						],
						"Multiplicity":1,
						"ij_list":[
							[
								"{1, 2}",
								"{1, 3}",
								"{1, 4}",
								"{1, 5}",
								"{1, 6}",
								"{1, 7}",
								"{1, 8}",
								"{1, 9}",
								"{1, 10}",
								"{2, 3}",
								"{2, 4}",
								"{2, 5}",
								"{2, 6}",
								"{2, 7}",
								"{2, 8}",
								"{2, 9}",
								"{2, 10}",
								"{3, 4}",
								"{3, 5}",
								"{3, 6}",
								"{3, 7}",
								"{3, 8}",
								"{3, 9}",
								"{3, 10}",
								"{4, 5}",
								"{4, 6}",
								"{4, 7}",
								"{4, 8}",
								"{4, 9}",
								"{4, 10}",
								"{5, 6}",
								"{5, 7}",
								"{5, 8}",
								"{5, 9}",
								"{5, 10}",
								"{6, 7}",
								"{6, 8}",
								"{6, 9}",
								"{6, 10}",
								"{7, 8}",
								"{7, 9}",
								"{7, 10}",
								"{8, 9}",
								"{8, 10}",
								"{9, 10}"
							]
						],
						"SortedReprnIndices":"{1}",
						"aCuspShapeN":"{0}",
						"Abelian":true
					}
				]
			},
			"uPolyC":[
				"1 - u + 2*u^3 - 6*u^4 + 12*u^5 - 18*u^6 + 34*u^7 - 42*u^8 + 72*u^9 - 82*u^10 + 132*u^11 - 136*u^12 + 212*u^13 - 194*u^14 + 292*u^15 - 241*u^16 + 349*u^17 - 264*u^18 + 370*u^19 - 252*u^20 + 346*u^21 - 204*u^22 + 276*u^23 - 135*u^24 + 179*u^25 - 70*u^26 + 90*u^27 - 27*u^28 + 33*u^29 - 7*u^30 + 8*u^31 - u^32 + u^33",
				"1 + u - 16*u^2 - 52*u^3 + 64*u^4 + 374*u^5 + 294*u^6 - 368*u^7 - 414*u^8 + 750*u^9 + 656*u^10 - 438*u^11 + 446*u^12 + 1200*u^13 - 300*u^15 + 399*u^16 + 759*u^17 + 76*u^18 + 40*u^19 + 338*u^20 + 406*u^21 + 70*u^22 + 58*u^23 + 103*u^24 + 113*u^25 + 16*u^26 + 8*u^27 + 15*u^28 + 17*u^29 + u^30 + u^32 + u^33",
				"3 - 31*u + 160*u^2 - 464*u^3 + 852*u^4 - 868*u^5 + 36*u^6 + 2140*u^7 - 5394*u^8 + 8818*u^9 - 10940*u^10 + 10636*u^11 - 7414*u^12 + 2350*u^13 + 2850*u^14 - 6106*u^15 + 6173*u^16 - 3073*u^17 - 1948*u^18 + 7180*u^19 - 10926*u^20 + 12510*u^21 - 11874*u^22 + 9822*u^23 - 7143*u^24 + 4659*u^25 - 2686*u^26 + 1402*u^27 - 631*u^28 + 259*u^29 - 85*u^30 + 26*u^31 - 5*u^32 + u^33",
				"1 + 3*u + 4*u^2 - 2*u^3 - 14*u^4 - 10*u^5 + 4*u^6 + 8*u^7 - 18*u^8 - 26*u^9 - 84*u^10 - 20*u^11 + 4*u^12 + 186*u^13 + 110*u^14 + 392*u^15 + 177*u^16 + 685*u^17 + 574*u^18 + 1412*u^19 + 1166*u^20 + 2096*u^21 + 1302*u^22 + 1964*u^23 + 879*u^24 + 1181*u^25 + 374*u^26 + 460*u^27 + 99*u^28 + 113*u^29 + 15*u^30 + 16*u^31 + u^32 + u^33",
				"17 + 61*u + 198*u^2 + 340*u^3 + 450*u^4 + 368*u^5 + 458*u^6 + 328*u^7 - 122*u^8 - 394*u^9 - 992*u^10 - 344*u^11 - 1384*u^12 + 172*u^13 - 1106*u^14 + 1956*u^15 - 91*u^16 + 2761*u^17 + 350*u^18 + 3124*u^19 + 292*u^20 + 2160*u^21 + 74*u^22 + 1236*u^23 - 139*u^24 + 533*u^25 - 36*u^26 + 158*u^27 - 27*u^28 + 43*u^29 - 3*u^30 + 6*u^31 - u^32 + u^33",
				"3 - 31*u + 160*u^2 - 464*u^3 + 852*u^4 - 868*u^5 + 36*u^6 + 2140*u^7 - 5394*u^8 + 8818*u^9 - 10940*u^10 + 10636*u^11 - 7414*u^12 + 2350*u^13 + 2850*u^14 - 6106*u^15 + 6173*u^16 - 3073*u^17 - 1948*u^18 + 7180*u^19 - 10926*u^20 + 12510*u^21 - 11874*u^22 + 9822*u^23 - 7143*u^24 + 4659*u^25 - 2686*u^26 + 1402*u^27 - 631*u^28 + 259*u^29 - 85*u^30 + 26*u^31 - 5*u^32 + u^33",
				"1 - u + 2*u^3 - 6*u^4 + 12*u^5 - 18*u^6 + 34*u^7 - 42*u^8 + 72*u^9 - 82*u^10 + 132*u^11 - 136*u^12 + 212*u^13 - 194*u^14 + 292*u^15 - 241*u^16 + 349*u^17 - 264*u^18 + 370*u^19 - 252*u^20 + 346*u^21 - 204*u^22 + 276*u^23 - 135*u^24 + 179*u^25 - 70*u^26 + 90*u^27 - 27*u^28 + 33*u^29 - 7*u^30 + 8*u^31 - u^32 + u^33",
				"-1 + u + 8*u^2 + 16*u^3 + 28*u^4 + 84*u^5 + 284*u^6 + 880*u^7 + 2462*u^8 + 6134*u^9 + 13568*u^10 + 26936*u^11 + 48646*u^12 + 80650*u^13 + 123350*u^14 + 174636*u^15 + 229537*u^16 + 280579*u^17 + 318960*u^18 + 336712*u^19 + 329294*u^20 + 297326*u^21 + 246582*u^22 + 186396*u^23 + 127105*u^24 + 77203*u^25 + 41162*u^26 + 18944*u^27 + 7377*u^28 + 2369*u^29 + 605*u^30 + 116*u^31 + 15*u^32 + u^33",
				"1 + 3*u + 4*u^2 - 2*u^3 - 14*u^4 - 10*u^5 + 4*u^6 + 8*u^7 - 18*u^8 - 26*u^9 - 84*u^10 - 20*u^11 + 4*u^12 + 186*u^13 + 110*u^14 + 392*u^15 + 177*u^16 + 685*u^17 + 574*u^18 + 1412*u^19 + 1166*u^20 + 2096*u^21 + 1302*u^22 + 1964*u^23 + 879*u^24 + 1181*u^25 + 374*u^26 + 460*u^27 + 99*u^28 + 113*u^29 + 15*u^30 + 16*u^31 + u^32 + u^33",
				"1 + 3*u + 4*u^2 - 2*u^3 - 14*u^4 - 10*u^5 + 4*u^6 + 8*u^7 - 18*u^8 - 26*u^9 - 84*u^10 - 20*u^11 + 4*u^12 + 186*u^13 + 110*u^14 + 392*u^15 + 177*u^16 + 685*u^17 + 574*u^18 + 1412*u^19 + 1166*u^20 + 2096*u^21 + 1302*u^22 + 1964*u^23 + 879*u^24 + 1181*u^25 + 374*u^26 + 460*u^27 + 99*u^28 + 113*u^29 + 15*u^30 + 16*u^31 + u^32 + u^33"
			],
			"RileyPolyC":[
				"-1 + y + 8*y^2 + 16*y^3 + 28*y^4 + 84*y^5 + 284*y^6 + 880*y^7 + 2462*y^8 + 6134*y^9 + 13568*y^10 + 26936*y^11 + 48646*y^12 + 80650*y^13 + 123350*y^14 + 174636*y^15 + 229537*y^16 + 280579*y^17 + 318960*y^18 + 336712*y^19 + 329294*y^20 + 297326*y^21 + 246582*y^22 + 186396*y^23 + 127105*y^24 + 77203*y^25 + 41162*y^26 + 18944*y^27 + 7377*y^28 + 2369*y^29 + 605*y^30 + 116*y^31 + 15*y^32 + y^33",
				"-1 + 33*y - 488*y^2 + 4912*y^3 - 33492*y^4 + 127456*y^5 - 367484*y^6 + 918112*y^7 - 1620034*y^8 + 2108722*y^9 - 1953820*y^10 + 1958212*y^11 - 2026474*y^12 + 2444742*y^13 - 1821670*y^14 + 2011176*y^15 - 1185559*y^16 + 1398111*y^17 - 519948*y^18 + 732600*y^19 - 164646*y^20 + 300562*y^21 - 32618*y^22 + 95652*y^23 - 3575*y^24 + 22795*y^25 - 302*y^26 + 3892*y^27 - 75*y^28 + 453*y^29 - 15*y^30 + 32*y^31 - y^32 + y^33",
				"-9 + y - 1944*y^2 - 3744*y^3 - 32236*y^4 - 48836*y^5 + 177788*y^6 + 641152*y^7 + 851578*y^8 + 749514*y^9 + 940188*y^10 + 1301464*y^11 + 1054246*y^12 + 681466*y^13 + 1449478*y^14 + 2897512*y^15 + 3292657*y^16 + 2371623*y^17 + 1458196*y^18 + 1310488*y^19 + 1532434*y^20 + 1665090*y^21 + 1668870*y^22 + 1561056*y^23 + 1279049*y^24 + 860479*y^25 + 459610*y^26 + 191948*y^27 + 61937*y^28 + 15173*y^29 + 2737*y^30 + 344*y^31 + 27*y^32 + y^33",
				"-1 + y + 48*y^3 - 104*y^4 + 336*y^5 - 32*y^6 - 680*y^7 + 818*y^8 - 3362*y^9 - 7852*y^10 - 2416*y^11 - 986*y^12 + 32066*y^13 + 173190*y^14 + 451500*y^15 + 968777*y^16 + 1911639*y^17 + 3269228*y^18 + 4841648*y^19 + 6455538*y^20 + 7760022*y^21 + 8080198*y^22 + 6994548*y^23 + 4914125*y^24 + 2770475*y^25 + 1244970*y^26 + 442520*y^27 + 122901*y^28 + 26133*y^29 + 4113*y^30 + 452*y^31 + 31*y^32 + y^33",
				"-289 - 3011*y - 13024*y^2 - 33276*y^3 - 89464*y^4 - 19764*y^5 + 271444*y^6 + 1194884*y^7 + 2424402*y^8 + 3768318*y^9 + 3706836*y^10 + 2320360*y^11 - 669534*y^12 - 2381558*y^13 - 1617030*y^14 + 3775528*y^15 + 11657121*y^16 + 20114079*y^17 + 25303144*y^18 + 25916132*y^19 + 22103738*y^20 + 15936846*y^21 + 9798354*y^22 + 5136440*y^23 + 2309537*y^24 + 899875*y^25 + 299118*y^26 + 87324*y^27 + 21233*y^28 + 4577*y^29 + 769*y^30 + 116*y^31 + 11*y^32 + y^33",
				"-9 + y - 1944*y^2 - 3744*y^3 - 32236*y^4 - 48836*y^5 + 177788*y^6 + 641152*y^7 + 851578*y^8 + 749514*y^9 + 940188*y^10 + 1301464*y^11 + 1054246*y^12 + 681466*y^13 + 1449478*y^14 + 2897512*y^15 + 3292657*y^16 + 2371623*y^17 + 1458196*y^18 + 1310488*y^19 + 1532434*y^20 + 1665090*y^21 + 1668870*y^22 + 1561056*y^23 + 1279049*y^24 + 860479*y^25 + 459610*y^26 + 191948*y^27 + 61937*y^28 + 15173*y^29 + 2737*y^30 + 344*y^31 + 27*y^32 + y^33",
				"-1 + y + 8*y^2 + 16*y^3 + 28*y^4 + 84*y^5 + 284*y^6 + 880*y^7 + 2462*y^8 + 6134*y^9 + 13568*y^10 + 26936*y^11 + 48646*y^12 + 80650*y^13 + 123350*y^14 + 174636*y^15 + 229537*y^16 + 280579*y^17 + 318960*y^18 + 336712*y^19 + 329294*y^20 + 297326*y^21 + 246582*y^22 + 186396*y^23 + 127105*y^24 + 77203*y^25 + 41162*y^26 + 18944*y^27 + 7377*y^28 + 2369*y^29 + 605*y^30 + 116*y^31 + 15*y^32 + y^33",
				"-1 + 17*y + 24*y^2 + 544*y^3 + 4044*y^4 + 19324*y^5 + 59676*y^6 + 138304*y^7 + 244390*y^8 + 349994*y^9 + 400476*y^10 + 380792*y^11 + 285178*y^12 + 197018*y^13 + 139362*y^14 + 163932*y^15 + 167233*y^16 + 171559*y^17 + 112660*y^18 + 80288*y^19 + 23554*y^20 + 14738*y^21 - 826*y^22 + 5996*y^23 + 4341*y^24 + 6399*y^25 + 4114*y^26 + 2816*y^27 + 1261*y^28 + 545*y^29 + 161*y^30 + 44*y^31 + 7*y^32 + y^33",
				"-1 + y + 48*y^3 - 104*y^4 + 336*y^5 - 32*y^6 - 680*y^7 + 818*y^8 - 3362*y^9 - 7852*y^10 - 2416*y^11 - 986*y^12 + 32066*y^13 + 173190*y^14 + 451500*y^15 + 968777*y^16 + 1911639*y^17 + 3269228*y^18 + 4841648*y^19 + 6455538*y^20 + 7760022*y^21 + 8080198*y^22 + 6994548*y^23 + 4914125*y^24 + 2770475*y^25 + 1244970*y^26 + 442520*y^27 + 122901*y^28 + 26133*y^29 + 4113*y^30 + 452*y^31 + 31*y^32 + y^33",
				"-1 + y + 48*y^3 - 104*y^4 + 336*y^5 - 32*y^6 - 680*y^7 + 818*y^8 - 3362*y^9 - 7852*y^10 - 2416*y^11 - 986*y^12 + 32066*y^13 + 173190*y^14 + 451500*y^15 + 968777*y^16 + 1911639*y^17 + 3269228*y^18 + 4841648*y^19 + 6455538*y^20 + 7760022*y^21 + 8080198*y^22 + 6994548*y^23 + 4914125*y^24 + 2770475*y^25 + 1244970*y^26 + 442520*y^27 + 122901*y^28 + 26133*y^29 + 4113*y^30 + 452*y^31 + 31*y^32 + y^33"
			]
		},
		"GeometricRepresentation":[
			1.18288e1,
			[
				"J10_30_0",
				1,
				"{25, 26}"
			]
		]
	}
}