{
	"Index":1623,
	"Name":"12a_0822",
	"RolfsenName":"12a_0822",
	"DTname":"12a_0822",
	"Status":"initialized*Just",
	"Diagram":{
		"Scode":"{6, 8, -14, 2, 16, 20, 22, -4, 24, 10, 12, 18}",
		"Acode":"{4, 5, -8, 2, 9, 11, 12, -3, 1, 6, 7, 10}",
		"PDcode":[
			"{1, 7, 2, 6}",
			"{3, 9, 4, 8}",
			"{5, 14, 6, 15}",
			"{7, 3, 8, 2}",
			"{9, 17, 10, 16}",
			"{11, 21, 12, 20}",
			"{13, 23, 14, 22}",
			"{15, 4, 16, 5}",
			"{17, 1, 18, 24}",
			"{19, 11, 20, 10}",
			"{21, 13, 22, 12}",
			"{23, 19, 24, 18}"
		],
		"CBtype":"{3, 0}",
		"ParabolicReps":{
			"SolvingSeq":[
				"{7, 12, 3}",
				[],
				[
					"{7, 12, 8, 1}",
					"{3, -8, 4, 1}",
					"{8, -3, 9, 1}",
					"{12, 7, 11, 2}",
					"{7, 11, 6, 2}",
					"{6, 9, 5, 2}",
					"{3, 5, 2, 2}",
					"{11, 6, 10, 2}",
					"{12, 10, 1, 1}"
				],
				"{1, 9}",
				"{4}",
				4
			],
			"SolvingSeqIdx":1,
			"Comps":{
				"u":{
					"CheckEq":[
						"-a - b - 2*b^3 + a*b^4 - b^5 + a*b^6 - a^2*u - 2*a*b*u - b^2*u - a*u^2 + 6*b*u^2 - 2*a*b^2*u^2 + 8*b^3*u^2 - 5*a*b^4*u^2 + 2*b^5*u^2 - 2*a^2*b^5*u^2 - 2*a*b^6*u^2 - 4*u^3 + 4*a^2*u^3 + 2*a*b*u^3 - 2*b^2*u^3 + a*u^4 - 11*b*u^4 + 2*a^2*b*u^4 - 2*a^3*b^2*u^4 - 8*b^3*u^4 + 12*a^2*b^3*u^4 + 3*a*b^4*u^4 - a^3*b^4*u^4 - b^5*u^4 + 6*a^2*b^5*u^4 + a*b^6*u^4 + 4*u^5 - 8*a^2*u^5 - 6*a*b*u^5 - 3*b^2*u^5 + 6*a*u^6 + 2*a^3*u^6 + 6*b*u^6 - 16*a^2*b*u^6 + 8*a*b^2*u^6 + 2*b^3*u^6 - 18*a^2*b^3*u^6 + 4*a^4*b^3*u^6 + a*b^4*u^6 - 4*a^3*b^4*u^6 - 4*a^2*b^5*u^6 - u^7 + 13*a^2*u^7 + 15*a*b*u^7 + 4*b^2*u^7 - 5*a*u^8 + 8*a^3*u^8 + a^5*u^8 - b*u^8 + 6*a^2*b*u^8 - 11*a^4*b*u^8 - 3*a*b^2*u^8 + 17*a^3*b^2*u^8 - a^5*b^2*u^8 + 3*a^2*b^3*u^8 - 4*a^4*b^3*u^8 + 6*a^3*b^4*u^8 - 13*a^2*u^9 - 10*a*b*u^9 - b^2*u^9 + a*u^10 - 6*a^3*u^10 + 5*a^5*u^10 - 2*a^4*b*u^10 - 2*a^6*b*u^10 - 5*a^3*b^2*u^10 + 6*a^5*b^2*u^10 - 4*a^4*b^3*u^10 + 6*a^2*u^11 + 2*a*b*u^11 + a^3*u^12 - 2*a^5*u^12 + a^7*u^12 + 2*a^4*b*u^12 - 2*a^6*b*u^12 + a^5*b^2*u^12 - a^2*u^13",
						"-b + b^5 + b^7 + u - a*b*u - b^2*u + b*u^2 - 2*b^3*u^2 - 7*b^5*u^2 - 2*a*b^6*u^2 - 2*b^7*u^2 - 2*u^3 + 2*a*b*u^3 - 3*b^2*u^3 + a*u^4 - b*u^4 - 2*a*b^2*u^4 + 12*b^3*u^4 - 2*a^2*b^3*u^4 + 11*a*b^4*u^4 + 9*b^5*u^4 - a^2*b^5*u^4 + 6*a*b^6*u^4 + b^7*u^4 + 3*u^5 + a^2*u^5 - a*b*u^5 - 5*b^2*u^5 + 4*a*u^6 - 6*b*u^6 + 2*a^2*b*u^6 - 12*a*b^2*u^6 - 12*b^3*u^6 + 4*a^2*b^3*u^6 - 22*a*b^4*u^6 + 4*a^3*b^4*u^6 - 3*b^5*u^6 - 4*a^2*b^5*u^6 - 4*a*b^6*u^6 - u^7 - 3*a^2*u^7 + 5*a*b*u^7 + b^2*u^7 + 2*a*u^8 + 2*a^3*u^8 + 5*b*u^8 - 4*a^2*b*u^8 + a^4*b*u^8 + 20*a*b^2*u^8 - 12*a^3*b^2*u^8 + 3*b^3*u^8 + 13*a^2*b^3*u^8 - a^4*b^3*u^8 + 9*a*b^4*u^8 - 4*a^3*b^4*u^8 + 6*a^2*b^5*u^8 + 5*a^2*u^9 + 6*a*b*u^9 + 3*b^2*u^9 - 4*a*u^10 + 4*a^3*u^10 - b*u^10 - 6*a^2*b*u^10 + 3*a^4*b*u^10 - 6*a*b^2*u^10 + 4*a^3*b^2*u^10 - 2*a^5*b^2*u^10 - 9*a^2*b^3*u^10 + 6*a^4*b^3*u^10 - 4*a^3*b^4*u^10 - 8*a^2*u^11 - 8*a*b*u^11 - b^2*u^11 + a*u^12 - 2*a^3*u^12 + a^5*u^12 + 3*a^2*b*u^12 - 4*a^4*b*u^12 + a^6*b*u^12 + 3*a^3*b^2*u^12 - 2*a^5*b^2*u^12 + a^4*b^3*u^12 + 5*a^2*u^13 + 2*a*b*u^13 - a^2*u^15",
						"1 - a*b - 2*u + a^2*u^2 + u^3 - 4*u^4 + 4*a*b*u^4 + 12*u^6 - 4*a^2*u^6 - 12*a*b*u^6 + 16*b^2*u^6 - 37*u^8 + 12*a^2*u^8 + 5*a*b*u^8 - 32*b^2*u^8 + 50*u^10 - 21*a^2*u^10 + 14*a*b*u^10 + 24*b^2*u^10 - 31*u^12 + 18*a^2*u^12 - 17*a*b*u^12 - 8*b^2*u^12 + 9*u^14 - 7*a^2*u^14 + 7*a*b*u^14 + b^2*u^14 - u^16 + a^2*u^16 - a*b*u^16",
						"-b^2 - u + 2*u^2 + u^3 - 4*u^4 + a^2*u^4 + 4*a*b*u^4 - 4*b^2*u^4 + 14*u^6 - 4*a^2*u^6 - 6*a*b*u^6 + 12*b^2*u^6 - 26*u^8 + 10*a^2*u^8 + 2*a*b*u^8 - 21*b^2*u^8 + 34*u^10 - 14*a^2*u^10 + 8*a*b*u^10 + 18*b^2*u^10 - 24*u^12 + 13*a^2*u^12 - 12*a*b*u^12 - 7*b^2*u^12 + 8*u^14 - 6*a^2*u^14 + 6*a*b*u^14 + b^2*u^14 - u^16 + a^2*u^16 - a*b*u^16"
					],
					"TimingForPrimaryIdeals":0.187139
				},
				"v":{
					"CheckEq":[
						"-b^2",
						"-b + b^5 + b^7 + b^2*v",
						"-a - b - 2*b^3 + a*b^4 - b^5 + a*b^6 + v + a*b*v + b^2*v",
						"1 - a*b - v + b^2*v^2"
					],
					"TimingForPrimaryIdeals":9.768800000000001e-2
				},
				"PrimaryIdeals":[
					{
						"IdealName":"J12a_822_0",
						"Generators":[
							"b + u - 7*u^2 + 3*u^3 + 26*u^4 - 36*u^5 - 45*u^6 + 144*u^7 + 64*u^8 - 520*u^9 + 232*u^10 + 1352*u^11 - 1860*u^12 - 1898*u^13 + 6566*u^14 - 1312*u^15 - 17542*u^16 + 22390*u^17 + 34234*u^18 - 101508*u^19 - 35516*u^20 + 323832*u^21 - 49904*u^22 - 845498*u^23 + 403670*u^24 + 1894150*u^25 - 1381008*u^26 - 3700708*u^27 + 3498808*u^28 + 6388146*u^29 - 7295570*u^30 - 9799284*u^31 + 12996582*u^32 + 13337131*u^33 - 20042743*u^34 - 16046601*u^35 + 26874524*u^36 + 16944430*u^37 - 31318583*u^38 - 15482304*u^39 + 31527510*u^40 + 12008364*u^41 - 27107780*u^42 - 7756044*u^43 + 19637852*u^44 + 4103666*u^45 - 11828046*u^46 - 1753652*u^47 + 5851536*u^48 + 596817*u^49 - 2349743*u^50 - 159035*u^51 + 755796*u^52 + 32408*u^53 - 191441*u^54 - 4872*u^55 + 37280*u^56 + 509*u^57 - 5381*u^58 - 33*u^59 + 542*u^60 + u^61 - 34*u^62 + u^64",
							"-2 + a + 10*u - 5*u^2 - 54*u^3 + 103*u^4 + 118*u^5 - 489*u^6 - 184*u^7 + 2009*u^8 - 509*u^9 - 6696*u^10 + 5816*u^11 + 17692*u^12 - 25836*u^13 - 38964*u^14 + 89420*u^15 + 66236*u^16 - 257978*u^17 - 61650*u^18 + 631298*u^19 - 81860*u^20 - 1349086*u^21 + 598780*u^22 + 2519030*u^23 - 1893684*u^24 - 4083130*u^25 + 4438084*u^26 + 5684396*u^27 - 8573574*u^28 - 6581002*u^29 + 14158784*u^30 + 5785332*u^31 - 20185590*u^32 - 2581874*u^33 + 24922033*u^34 - 2848370*u^35 - 26589877*u^36 + 9138464*u^37 + 24244557*u^38 - 14041984*u^39 - 18568063*u^40 + 15555117*u^41 + 11736388*u^42 - 13351008*u^43 - 6031986*u^44 + 9054174*u^45 + 2488940*u^46 - 4874706*u^47 - 813902*u^48 + 2080164*u^49 + 207551*u^50 - 698906*u^51 - 40335*u^52 + 182590*u^53 + 5765*u^54 - 36324*u^55 - 571*u^56 + 5317*u^57 + 35*u^58 - 540*u^59 - u^60 + 34*u^61 - u^63",
							"1 - u - 9*u^2 + 38*u^3 - 3*u^4 - 200*u^5 + 204*u^6 + 686*u^7 - 1313*u^8 - 2006*u^9 + 6057*u^10 + 3448*u^11 - 22668*u^12 + 536*u^13 + 69704*u^14 - 33440*u^15 - 186542*u^16 + 168942*u^17 + 433502*u^18 - 588748*u^19 - 867198*u^20 + 1668204*u^21 + 1482184*u^22 - 4052124*u^23 - 2053776*u^24 + 8652918*u^25 + 1978272*u^26 - 16409460*u^27 - 202700*u^28 + 27828938*u^29 - 4580204*u^30 - 42333148*u^31 + 13273693*u^32 + 57717757*u^33 - 25422125*u^34 - 70384410*u^35 + 38573101*u^36 + 76444312*u^37 - 48698476*u^38 - 73405050*u^39 + 51872241*u^40 + 61769684*u^41 - 46548297*u^42 - 45162004*u^43 + 34891296*u^44 + 28449438*u^45 - 21612452*u^46 - 15294540*u^47 + 10942657*u^48 + 6935073*u^49 - 4478369*u^50 - 2614186*u^51 + 1462627*u^52 + 804982*u^53 - 374924*u^54 - 198162*u^55 + 73666*u^56 + 37915*u^57 - 10700*u^58 - 5418*u^59 + 1082*u^60 + 543*u^61 - 68*u^62 - 34*u^63 + 2*u^64 + u^65"
						],
						"VariableOrder":[
							"b",
							"a",
							"u"
						],
						"Characteristic":0,
						"KnownGroebner":[],
						"Status":[
							"vCompNormalize"
						],
						"MonomialOrder":"lex",
						"IsHomogeneous":false,
						"IsZeroDim":true,
						"IdealDimension":0,
						"Timings":{
							"TimingGroebner":8.049200000000001e-2,
							"TimingZeroDimVars":0.546585,
							"TimingmagmaVCompNormalize":0.54797,
							"TimingNumberOfSols":1.022708,
							"TimingIsRadical":0.4015,
							"TimingArcColoring":0.451666,
							"TimingObstruction":0.460871,
							"TimingComplexVolumeN":8.4718915e1,
							"TimingaCuspShapeN":0.70719,
							"TiminguValues":0.862306,
							"TiminguPolysN":0.62639,
							"TiminguPolys":2.328471,
							"TimingaCuspShape":0.259922,
							"TimingRepresentationsN":1.000497,
							"TiminguValues_ij":0.739691,
							"TiminguPoly_ij":1.4711929e1,
							"TiminguPolys_ij_N":2.519922
						},
						"ZeroDimensionalVars":[
							"b",
							"a",
							"u"
						],
						"NumberOfSols":65,
						"IsRadical":true,
						"ArcColoring":[
							[
								"-4*u^3 + 4*u^5 - u^7",
								"u - 2*u^3 + 3*u^5 - u^7"
							],
							[
								"3 - 11*u + 3*u^2 + 70*u^3 - 117*u^4 - 204*u^5 + 627*u^6 + 416*u^7 - 2758*u^8 + 57*u^9 + 9706*u^10 - 6214*u^11 - 27862*u^12 + 33476*u^13 + 67028*u^14 - 127656*u^15 - 131403*u^16 + 397966*u^17 + 184612*u^18 - 1052336*u^19 - 80763*u^20 + 2433640*u^21 - 549153*u^22 - 4972282*u^23 + 2436898*u^24 + 9008326*u^25 - 6656788*u^26 - 14492646*u^27 + 14366954*u^28 + 20659596*u^29 - 26192752*u^30 - 25893890*u^31 + 41295910*u^32 + 28154391*u^33 - 56834067*u^34 - 25963626*u^35 + 68451494*u^36 + 19388100*u^37 - 71890710*u^38 - 10439384*u^39 + 65294943*u^40 + 2334925*u^41 - 50752528*u^42 + 2417838*u^43 + 33399328*u^44 - 3555360*u^45 - 18415542*u^46 + 2631168*u^47 + 8418418*u^48 - 1348375*u^49 - 3154057*u^50 + 511412*u^51 + 955164*u^52 - 145756*u^53 - 229614*u^54 + 30974*u^55 + 42723*u^56 - 4776*u^57 - 5925*u^58 + 506*u^59 + 576*u^60 - 33*u^61 - 35*u^62 + u^63 + u^64",
								"1 - 2*u - 2*u^2 + 36*u^3 - 46*u^4 - 127*u^5 + 310*u^6 + 278*u^7 - 1440*u^8 - 277*u^9 + 5422*u^10 - 2552*u^11 - 16598*u^12 + 16990*u^13 + 41526*u^14 - 69668*u^15 - 86226*u^16 + 227828*u^17 + 133216*u^18 - 624284*u^19 - 93850*u^20 + 1483066*u^21 - 266782*u^22 - 3100668*u^23 + 1449195*u^24 + 5734412*u^25 - 4237748*u^26 - 9379406*u^27 + 9549972*u^28 + 13538992*u^29 - 18042188*u^30 - 17093348*u^31 + 29414089*u^32 + 18550174*u^33 - 41843972*u^34 - 16807894*u^35 + 52123444*u^36 + 11907585*u^37 - 56691294*u^38 - 5318474*u^39 + 53386581*u^40 - 541941*u^41 - 43023038*u^42 + 3721218*u^43 + 29300772*u^44 - 4024020*u^45 - 16662562*u^46 + 2762552*u^47 + 7821655*u^48 - 1376416*u^49 - 2995024*u^50 + 515808*u^51 + 922756*u^52 - 146233*u^53 - 224742*u^54 + 31006*u^55 + 42214*u^56 - 4777*u^57 - 5892*u^58 + 506*u^59 + 575*u^60 - 33*u^61 - 35*u^62 + u^63 + u^64"
							],
							[
								"2 - 10*u + 5*u^2 + 54*u^3 - 103*u^4 - 118*u^5 + 489*u^6 + 184*u^7 - 2009*u^8 + 509*u^9 + 6696*u^10 - 5816*u^11 - 17692*u^12 + 25836*u^13 + 38964*u^14 - 89420*u^15 - 66236*u^16 + 257978*u^17 + 61650*u^18 - 631298*u^19 + 81860*u^20 + 1349086*u^21 - 598780*u^22 - 2519030*u^23 + 1893684*u^24 + 4083130*u^25 - 4438084*u^26 - 5684396*u^27 + 8573574*u^28 + 6581002*u^29 - 14158784*u^30 - 5785332*u^31 + 20185590*u^32 + 2581874*u^33 - 24922033*u^34 + 2848370*u^35 + 26589877*u^36 - 9138464*u^37 - 24244557*u^38 + 14041984*u^39 + 18568063*u^40 - 15555117*u^41 - 11736388*u^42 + 13351008*u^43 + 6031986*u^44 - 9054174*u^45 - 2488940*u^46 + 4874706*u^47 + 813902*u^48 - 2080164*u^49 - 207551*u^50 + 698906*u^51 + 40335*u^52 - 182590*u^53 - 5765*u^54 + 36324*u^55 + 571*u^56 - 5317*u^57 - 35*u^58 + 540*u^59 + u^60 - 34*u^61 + u^63",
								"-u + 7*u^2 - 3*u^3 - 26*u^4 + 36*u^5 + 45*u^6 - 144*u^7 - 64*u^8 + 520*u^9 - 232*u^10 - 1352*u^11 + 1860*u^12 + 1898*u^13 - 6566*u^14 + 1312*u^15 + 17542*u^16 - 22390*u^17 - 34234*u^18 + 101508*u^19 + 35516*u^20 - 323832*u^21 + 49904*u^22 + 845498*u^23 - 403670*u^24 - 1894150*u^25 + 1381008*u^26 + 3700708*u^27 - 3498808*u^28 - 6388146*u^29 + 7295570*u^30 + 9799284*u^31 - 12996582*u^32 - 13337131*u^33 + 20042743*u^34 + 16046601*u^35 - 26874524*u^36 - 16944430*u^37 + 31318583*u^38 + 15482304*u^39 - 31527510*u^40 - 12008364*u^41 + 27107780*u^42 + 7756044*u^43 - 19637852*u^44 - 4103666*u^45 + 11828046*u^46 + 1753652*u^47 - 5851536*u^48 - 596817*u^49 + 2349743*u^50 + 159035*u^51 - 755796*u^52 - 32408*u^53 + 191441*u^54 + 4872*u^55 - 37280*u^56 - 509*u^57 + 5381*u^58 + 33*u^59 - 542*u^60 - u^61 + 34*u^62 - u^64"
							],
							[
								"3 - 12*u + u^2 + 99*u^3 - 137*u^4 - 336*u^5 + 841*u^6 + 844*u^7 - 3875*u^8 - 1161*u^9 + 14530*u^10 - 4229*u^11 - 45196*u^12 + 34086*u^13 + 119794*u^14 - 147384*u^15 - 274200*u^16 + 493950*u^17 + 527154*u^18 - 1376516*u^19 - 811472*u^20 + 3324756*u^21 + 851448*u^22 - 7074742*u^23 + 35018*u^24 + 13360928*u^25 - 2972488*u^26 - 22476278*u^27 + 9310150*u^28 + 33706190*u^29 - 20016992*u^30 - 44900198*u^31 + 34621485*u^32 + 52747832*u^33 - 50487005*u^34 - 54071313*u^35 + 63210487*u^36 + 47513048*u^37 - 68214327*u^38 - 34742298*u^39 + 63157351*u^40 + 20164219*u^41 - 49744968*u^42 - 8499835*u^43 + 33021818*u^44 + 1940590*u^45 - 18305332*u^46 + 387992*u^47 + 8393963*u^48 - 616614*u^49 - 3150079*u^50 + 323919*u^51 + 954717*u^52 - 108922*u^53 - 229583*u^54 + 25624*u^55 + 42722*u^56 - 4235*u^57 - 5925*u^58 + 472*u^59 + 576*u^60 - 32*u^61 - 35*u^62 + u^63 + u^64",
								"2 - 4*u - 9*u^2 + 80*u^3 - 74*u^4 - 316*u^5 + 619*u^6 + 806*u^7 - 3024*u^8 - 1519*u^9 + 12022*u^10 - 2183*u^11 - 39090*u^12 + 27225*u^13 + 104802*u^14 - 127022*u^15 - 241272*u^16 + 444072*u^17 + 455864*u^18 - 1273518*u^19 - 644628*u^20 + 3134556*u^21 + 452736*u^22 - 6765264*u^23 + 991130*u^24 + 12909750*u^25 - 5174032*u^26 - 21818686*u^27 + 13970848*u^28 + 32680548*u^29 - 28957200*u^30 - 43161620*u^31 + 50025744*u^32 + 49709824*u^33 - 74083369*u^34 - 49134136*u^35 + 95091116*u^36 + 40451410*u^37 - 105902071*u^38 - 25977808*u^39 + 101652252*u^40 + 10874481*u^41 - 83169210*u^42 - 300331*u^43 + 57298164*u^44 - 3946929*u^45 - 32856464*u^46 + 3771788*u^47 + 15511926*u^48 - 2156042*u^49 - 5962007*u^50 + 872582*u^51 + 1841116*u^52 - 260058*u^53 - 449007*u^54 + 57140*u^55 + 84396*u^56 - 9045*u^57 - 11783*u^58 + 979*u^59 + 1150*u^60 - 65*u^61 - 70*u^62 + 2*u^63 + 2*u^64"
							],
							[
								"1 - 3*u^2 + 5*u^4 - 24*u^6 + 45*u^8 - 93*u^10 + 138*u^12 - 112*u^14 + 49*u^16 - 11*u^18 + u^20",
								"-2*u^2 + 5*u^4 - 18*u^6 + 44*u^8 - 72*u^10 + 95*u^12 - 82*u^14 + 40*u^16 - 10*u^18 + u^20"
							],
							[
								"1 - u^2",
								"-u^2"
							],
							"{1, 0}",
							[
								1,
								"u^2"
							],
							[
								"2*u - u^3 + 8*u^5 - 12*u^7 + 6*u^9 - u^11",
								"u - 3*u^3 + 5*u^5 - 8*u^7 + 5*u^9 - u^11"
							],
							[
								"2*u - u^3",
								"u - u^3"
							],
							[
								"u",
								"u"
							],
							[
								0,
								"u"
							]
						],
						"Obstruction":-1,
						"ComplexVolumeN":[
							"-10.189 + 5.61738*I",
							"-10.189 - 5.61738*I",
							"-5.66682 - 11.3337*I",
							"-5.66682 + 11.3337*I",
							"0.33245 - 7.21157*I",
							"0.33245 + 7.21157*I",
							"-8.31384 - 0.16938*I",
							"-8.31384 + 0.16938*I",
							"-2.33808 + 4.89491*I",
							"-2.33808 - 4.89491*I",
							"-0.05575 + 2.11893*I",
							"-0.05575 - 2.11893*I",
							-5.7056,
							"2.87311 + 2.88923*I",
							"2.87311 - 2.88923*I",
							"-0.92967 - 2.31652*I",
							"-0.92967 + 2.31652*I",
							"-3.63927 + 2.31291*I",
							"-3.63927 - 2.31291*I",
							"3.12509 + 0.97162*I",
							"3.12509 - 0.97162*I",
							"-4.88166 + 7.23122*I",
							"-4.88166 - 7.23122*I",
							"1.00659 + 3.30244*I",
							"1.00659 - 3.30244*I",
							"-1.63173 - 1.1531*I",
							"-1.63173 + 1.1531*I",
							"-0.383917 - 1.17259*I",
							"-0.383917 + 1.17259*I",
							"-10.3708 - 4.63328*I",
							"-10.3708 + 4.63328*I",
							"-6.8378 - 3.22697*I",
							"-6.8378 + 3.22697*I",
							-0.894856,
							"-4.78459 - 1.02708*I",
							"-4.78459 + 1.02708*I",
							"-7.55431 - 0.79217*I",
							"-7.55431 + 0.79217*I",
							"-3.25528 - 3.41758*I",
							"-3.25528 + 3.41758*I",
							"-6.78772 + 3.1355*I",
							"-6.78772 - 3.1355*I",
							"-6.6148 - 5.02407*I",
							"-6.6148 + 5.02407*I",
							"-3.99527 - 5.46572*I",
							"-3.99527 + 5.46572*I",
							-8.08338,
							"-8.07881 + 4.70967*I",
							"-8.07881 - 4.70967*I",
							"-6.86256 + 9.85745*I",
							"-6.86256 - 9.85745*I",
							"-9.55235 - 7.42892*I",
							"-9.55235 + 7.42892*I",
							"-12.9536 + 14.1196*I",
							"-12.9536 - 14.1196*I",
							"-15.8923 + 2.2931*I",
							"-15.8923 - 2.2931*I",
							"-11.6267 - 2.56811*I",
							"-11.6267 + 2.56811*I",
							-1.37436e1,
							"-0.505584 - 0.990498*I",
							"-0.505584 + 0.990498*I",
							"-18.5211 - 6.197*I",
							"-18.5211 + 6.197*I",
							-2.0409
						],
						"uPolysN":[
							"1 - 8*u + 6*u^2 + 9*u^3 - 27*u^4 + 7*u^5 + 561*u^6 + 751*u^7 + 974*u^8 + 4273*u^9 + 8841*u^10 + 4316*u^11 - 4480*u^12 - 36*u^13 - 19160*u^14 - 118068*u^15 - 169650*u^16 + 30120*u^17 + 261932*u^18 + 206978*u^19 + 554174*u^20 + 1715362*u^21 + 584454*u^22 - 5919334*u^23 - 10126070*u^24 + 2361450*u^25 + 24644766*u^26 + 20659538*u^27 - 23349204*u^28 - 53487506*u^29 - 10046096*u^30 + 64739370*u^31 + 59928275*u^32 - 35152378*u^33 - 88922746*u^34 - 17711935*u^35 + 76574545*u^36 + 57533211*u^37 - 37213795*u^38 - 64646333*u^39 + 59164*u^40 + 47078789*u^41 + 18001637*u^42 - 24129186*u^43 - 18850960*u^44 + 8273098*u^45 + 12421828*u^46 - 1201686*u^47 - 6161745*u^48 - 612070*u^49 + 2448894*u^50 + 555689*u^51 - 806685*u^52 - 243161*u^53 + 224791*u^54 + 71471*u^55 - 53075*u^56 - 14467*u^57 + 10291*u^58 + 1839*u^59 - 1518*u^60 - 97*u^61 + 148*u^62 - 7*u^63 - 7*u^64 + u^65",
							"1 - 8*u + 6*u^2 + 9*u^3 - 27*u^4 + 7*u^5 + 561*u^6 + 751*u^7 + 974*u^8 + 4273*u^9 + 8841*u^10 + 4316*u^11 - 4480*u^12 - 36*u^13 - 19160*u^14 - 118068*u^15 - 169650*u^16 + 30120*u^17 + 261932*u^18 + 206978*u^19 + 554174*u^20 + 1715362*u^21 + 584454*u^22 - 5919334*u^23 - 10126070*u^24 + 2361450*u^25 + 24644766*u^26 + 20659538*u^27 - 23349204*u^28 - 53487506*u^29 - 10046096*u^30 + 64739370*u^31 + 59928275*u^32 - 35152378*u^33 - 88922746*u^34 - 17711935*u^35 + 76574545*u^36 + 57533211*u^37 - 37213795*u^38 - 64646333*u^39 + 59164*u^40 + 47078789*u^41 + 18001637*u^42 - 24129186*u^43 - 18850960*u^44 + 8273098*u^45 + 12421828*u^46 - 1201686*u^47 - 6161745*u^48 - 612070*u^49 + 2448894*u^50 + 555689*u^51 - 806685*u^52 - 243161*u^53 + 224791*u^54 + 71471*u^55 - 53075*u^56 - 14467*u^57 + 10291*u^58 + 1839*u^59 - 1518*u^60 - 97*u^61 + 148*u^62 - 7*u^63 - 7*u^64 + u^65",
							"64 + 128*u + 32*u^2 + 456*u^3 - 664*u^4 - 828*u^5 - 497*u^6 - 6312*u^7 + 4199*u^8 - 13589*u^9 + 10643*u^10 - 26738*u^11 + 14708*u^12 - 74582*u^13 + 34930*u^14 - 173974*u^15 + 95424*u^16 - 298780*u^17 + 168490*u^18 - 467220*u^19 + 185348*u^20 - 749578*u^21 + 115774*u^22 - 1026318*u^23 - 18944*u^24 - 961996*u^25 - 197232*u^26 - 501478*u^27 - 373756*u^28 - 112476*u^29 - 425510*u^30 - 179024*u^31 - 248672*u^32 - 440026*u^33 + 71434*u^34 - 400718*u^35 + 298216*u^36 - 40716*u^37 + 288297*u^38 + 247632*u^39 + 123947*u^40 + 238577*u^41 - 16529*u^42 + 72806*u^43 - 47658*u^44 - 32398*u^45 - 8964*u^46 - 27656*u^47 + 28788*u^48 + 13700*u^49 + 36676*u^50 + 32604*u^51 + 25228*u^52 + 26092*u^53 + 11897*u^54 + 13072*u^55 + 4065*u^56 + 4557*u^57 + 1007*u^58 + 1124*u^59 + 174*u^60 + 190*u^61 + 19*u^62 + 20*u^63 + u^64 + u^65",
							"1 - 8*u + 6*u^2 + 9*u^3 - 27*u^4 + 7*u^5 + 561*u^6 + 751*u^7 + 974*u^8 + 4273*u^9 + 8841*u^10 + 4316*u^11 - 4480*u^12 - 36*u^13 - 19160*u^14 - 118068*u^15 - 169650*u^16 + 30120*u^17 + 261932*u^18 + 206978*u^19 + 554174*u^20 + 1715362*u^21 + 584454*u^22 - 5919334*u^23 - 10126070*u^24 + 2361450*u^25 + 24644766*u^26 + 20659538*u^27 - 23349204*u^28 - 53487506*u^29 - 10046096*u^30 + 64739370*u^31 + 59928275*u^32 - 35152378*u^33 - 88922746*u^34 - 17711935*u^35 + 76574545*u^36 + 57533211*u^37 - 37213795*u^38 - 64646333*u^39 + 59164*u^40 + 47078789*u^41 + 18001637*u^42 - 24129186*u^43 - 18850960*u^44 + 8273098*u^45 + 12421828*u^46 - 1201686*u^47 - 6161745*u^48 - 612070*u^49 + 2448894*u^50 + 555689*u^51 - 806685*u^52 - 243161*u^53 + 224791*u^54 + 71471*u^55 - 53075*u^56 - 14467*u^57 + 10291*u^58 + 1839*u^59 - 1518*u^60 - 97*u^61 + 148*u^62 - 7*u^63 - 7*u^64 + u^65",
							"-1549 - 5425*u + 18433*u^2 + 116916*u^3 + 89705*u^4 - 434374*u^5 - 569854*u^6 + 1196688*u^7 + 1537395*u^8 - 3603512*u^9 - 2861015*u^10 + 11089272*u^11 + 5429670*u^12 - 27860388*u^13 - 11597006*u^14 + 53920808*u^15 + 22481032*u^16 - 81929120*u^17 - 34880590*u^18 + 100312774*u^19 + 42380318*u^20 - 101587046*u^21 - 41283604*u^22 + 87471408*u^23 + 34296288*u^24 - 66382526*u^25 - 27867888*u^26 + 46038918*u^27 + 25800920*u^28 - 29560218*u^29 - 27069012*u^30 + 16721424*u^31 + 28272789*u^32 - 7075369*u^33 - 27091805*u^34 + 715898*u^35 + 23070145*u^36 + 2291408*u^37 - 17239490*u^38 - 2745864*u^39 + 11128033*u^40 + 1944108*u^41 - 6063297*u^42 - 976768*u^43 + 2685074*u^44 + 336878*u^45 - 899986*u^46 - 51968*u^47 + 187723*u^48 - 22869*u^49 + 2447*u^50 + 21362*u^51 - 19117*u^52 - 8358*u^53 + 7642*u^54 + 1696*u^55 - 1374*u^56 + 77*u^57 - 12*u^58 - 162*u^59 + 76*u^60 + 57*u^61 - 18*u^62 - 10*u^63 + 2*u^64 + u^65",
							"-1 - u + 9*u^2 + 38*u^3 + 3*u^4 - 200*u^5 - 204*u^6 + 686*u^7 + 1313*u^8 - 2006*u^9 - 6057*u^10 + 3448*u^11 + 22668*u^12 + 536*u^13 - 69704*u^14 - 33440*u^15 + 186542*u^16 + 168942*u^17 - 433502*u^18 - 588748*u^19 + 867198*u^20 + 1668204*u^21 - 1482184*u^22 - 4052124*u^23 + 2053776*u^24 + 8652918*u^25 - 1978272*u^26 - 16409460*u^27 + 202700*u^28 + 27828938*u^29 + 4580204*u^30 - 42333148*u^31 - 13273693*u^32 + 57717757*u^33 + 25422125*u^34 - 70384410*u^35 - 38573101*u^36 + 76444312*u^37 + 48698476*u^38 - 73405050*u^39 - 51872241*u^40 + 61769684*u^41 + 46548297*u^42 - 45162004*u^43 - 34891296*u^44 + 28449438*u^45 + 21612452*u^46 - 15294540*u^47 - 10942657*u^48 + 6935073*u^49 + 4478369*u^50 - 2614186*u^51 - 1462627*u^52 + 804982*u^53 + 374924*u^54 - 198162*u^55 - 73666*u^56 + 37915*u^57 + 10700*u^58 - 5418*u^59 - 1082*u^60 + 543*u^61 + 68*u^62 - 34*u^63 - 2*u^64 + u^65",
							"-1 - u + 9*u^2 + 38*u^3 + 3*u^4 - 200*u^5 - 204*u^6 + 686*u^7 + 1313*u^8 - 2006*u^9 - 6057*u^10 + 3448*u^11 + 22668*u^12 + 536*u^13 - 69704*u^14 - 33440*u^15 + 186542*u^16 + 168942*u^17 - 433502*u^18 - 588748*u^19 + 867198*u^20 + 1668204*u^21 - 1482184*u^22 - 4052124*u^23 + 2053776*u^24 + 8652918*u^25 - 1978272*u^26 - 16409460*u^27 + 202700*u^28 + 27828938*u^29 + 4580204*u^30 - 42333148*u^31 - 13273693*u^32 + 57717757*u^33 + 25422125*u^34 - 70384410*u^35 - 38573101*u^36 + 76444312*u^37 + 48698476*u^38 - 73405050*u^39 - 51872241*u^40 + 61769684*u^41 + 46548297*u^42 - 45162004*u^43 - 34891296*u^44 + 28449438*u^45 + 21612452*u^46 - 15294540*u^47 - 10942657*u^48 + 6935073*u^49 + 4478369*u^50 - 2614186*u^51 - 1462627*u^52 + 804982*u^53 + 374924*u^54 - 198162*u^55 - 73666*u^56 + 37915*u^57 + 10700*u^58 - 5418*u^59 - 1082*u^60 + 543*u^61 + 68*u^62 - 34*u^63 - 2*u^64 + u^65",
							"64 + 128*u + 32*u^2 + 456*u^3 - 664*u^4 - 828*u^5 - 497*u^6 - 6312*u^7 + 4199*u^8 - 13589*u^9 + 10643*u^10 - 26738*u^11 + 14708*u^12 - 74582*u^13 + 34930*u^14 - 173974*u^15 + 95424*u^16 - 298780*u^17 + 168490*u^18 - 467220*u^19 + 185348*u^20 - 749578*u^21 + 115774*u^22 - 1026318*u^23 - 18944*u^24 - 961996*u^25 - 197232*u^26 - 501478*u^27 - 373756*u^28 - 112476*u^29 - 425510*u^30 - 179024*u^31 - 248672*u^32 - 440026*u^33 + 71434*u^34 - 400718*u^35 + 298216*u^36 - 40716*u^37 + 288297*u^38 + 247632*u^39 + 123947*u^40 + 238577*u^41 - 16529*u^42 + 72806*u^43 - 47658*u^44 - 32398*u^45 - 8964*u^46 - 27656*u^47 + 28788*u^48 + 13700*u^49 + 36676*u^50 + 32604*u^51 + 25228*u^52 + 26092*u^53 + 11897*u^54 + 13072*u^55 + 4065*u^56 + 4557*u^57 + 1007*u^58 + 1124*u^59 + 174*u^60 + 190*u^61 + 19*u^62 + 20*u^63 + u^64 + u^65",
							"73 + 69*u - 329*u^2 + 7530*u^3 - 22561*u^4 + 77642*u^5 - 132296*u^6 + 209354*u^7 - 1289*u^8 - 581686*u^9 + 2266627*u^10 - 4659608*u^11 + 7881528*u^12 - 9217620*u^13 + 7082584*u^14 + 2720820*u^15 - 19452862*u^16 + 41566282*u^17 - 59738734*u^18 + 64166432*u^19 - 44580534*u^20 - 2256900*u^21 + 68104304*u^22 - 136682864*u^23 + 182357820*u^24 - 186613926*u^25 + 137286344*u^26 - 42822652*u^27 - 76428904*u^28 + 188646758*u^29 - 263978828*u^30 + 282704266*u^31 - 240429537*u^32 + 150255471*u^33 - 35616013*u^34 - 75136104*u^35 + 158570461*u^36 - 200523852*u^37 + 198773464*u^38 - 161315130*u^39 + 102258825*u^40 - 37381156*u^41 - 20197463*u^42 + 62134572*u^43 - 85556012*u^44 + 92017658*u^45 - 85804892*u^46 + 72117994*u^47 - 55647141*u^48 + 39810691*u^49 - 26547909*u^50 + 16547764*u^51 - 9650185*u^52 + 5262942*u^53 - 2679936*u^54 + 1270504*u^55 - 558512*u^56 + 226365*u^57 - 83954*u^58 + 28202*u^59 - 8460*u^60 + 2223*u^61 - 496*u^62 + 90*u^63 - 12*u^64 + u^65",
							"-1 - u + 9*u^2 + 38*u^3 + 3*u^4 - 200*u^5 - 204*u^6 + 686*u^7 + 1313*u^8 - 2006*u^9 - 6057*u^10 + 3448*u^11 + 22668*u^12 + 536*u^13 - 69704*u^14 - 33440*u^15 + 186542*u^16 + 168942*u^17 - 433502*u^18 - 588748*u^19 + 867198*u^20 + 1668204*u^21 - 1482184*u^22 - 4052124*u^23 + 2053776*u^24 + 8652918*u^25 - 1978272*u^26 - 16409460*u^27 + 202700*u^28 + 27828938*u^29 + 4580204*u^30 - 42333148*u^31 - 13273693*u^32 + 57717757*u^33 + 25422125*u^34 - 70384410*u^35 - 38573101*u^36 + 76444312*u^37 + 48698476*u^38 - 73405050*u^39 - 51872241*u^40 + 61769684*u^41 + 46548297*u^42 - 45162004*u^43 - 34891296*u^44 + 28449438*u^45 + 21612452*u^46 - 15294540*u^47 - 10942657*u^48 + 6935073*u^49 + 4478369*u^50 - 2614186*u^51 - 1462627*u^52 + 804982*u^53 + 374924*u^54 - 198162*u^55 - 73666*u^56 + 37915*u^57 + 10700*u^58 - 5418*u^59 - 1082*u^60 + 543*u^61 + 68*u^62 - 34*u^63 - 2*u^64 + u^65",
							"-1 - u + 9*u^2 + 38*u^3 + 3*u^4 - 200*u^5 - 204*u^6 + 686*u^7 + 1313*u^8 - 2006*u^9 - 6057*u^10 + 3448*u^11 + 22668*u^12 + 536*u^13 - 69704*u^14 - 33440*u^15 + 186542*u^16 + 168942*u^17 - 433502*u^18 - 588748*u^19 + 867198*u^20 + 1668204*u^21 - 1482184*u^22 - 4052124*u^23 + 2053776*u^24 + 8652918*u^25 - 1978272*u^26 - 16409460*u^27 + 202700*u^28 + 27828938*u^29 + 4580204*u^30 - 42333148*u^31 - 13273693*u^32 + 57717757*u^33 + 25422125*u^34 - 70384410*u^35 - 38573101*u^36 + 76444312*u^37 + 48698476*u^38 - 73405050*u^39 - 51872241*u^40 + 61769684*u^41 + 46548297*u^42 - 45162004*u^43 - 34891296*u^44 + 28449438*u^45 + 21612452*u^46 - 15294540*u^47 - 10942657*u^48 + 6935073*u^49 + 4478369*u^50 - 2614186*u^51 - 1462627*u^52 + 804982*u^53 + 374924*u^54 - 198162*u^55 - 73666*u^56 + 37915*u^57 + 10700*u^58 - 5418*u^59 - 1082*u^60 + 543*u^61 + 68*u^62 - 34*u^63 - 2*u^64 + u^65",
							"73 + 69*u - 329*u^2 + 7530*u^3 - 22561*u^4 + 77642*u^5 - 132296*u^6 + 209354*u^7 - 1289*u^8 - 581686*u^9 + 2266627*u^10 - 4659608*u^11 + 7881528*u^12 - 9217620*u^13 + 7082584*u^14 + 2720820*u^15 - 19452862*u^16 + 41566282*u^17 - 59738734*u^18 + 64166432*u^19 - 44580534*u^20 - 2256900*u^21 + 68104304*u^22 - 136682864*u^23 + 182357820*u^24 - 186613926*u^25 + 137286344*u^26 - 42822652*u^27 - 76428904*u^28 + 188646758*u^29 - 263978828*u^30 + 282704266*u^31 - 240429537*u^32 + 150255471*u^33 - 35616013*u^34 - 75136104*u^35 + 158570461*u^36 - 200523852*u^37 + 198773464*u^38 - 161315130*u^39 + 102258825*u^40 - 37381156*u^41 - 20197463*u^42 + 62134572*u^43 - 85556012*u^44 + 92017658*u^45 - 85804892*u^46 + 72117994*u^47 - 55647141*u^48 + 39810691*u^49 - 26547909*u^50 + 16547764*u^51 - 9650185*u^52 + 5262942*u^53 - 2679936*u^54 + 1270504*u^55 - 558512*u^56 + 226365*u^57 - 83954*u^58 + 28202*u^59 - 8460*u^60 + 2223*u^61 - 496*u^62 + 90*u^63 - 12*u^64 + u^65"
						],
						"uPolys":[
							"1 - 8*u + 6*u^2 + 9*u^3 - 27*u^4 + 7*u^5 + 561*u^6 + 751*u^7 + 974*u^8 + 4273*u^9 + 8841*u^10 + 4316*u^11 - 4480*u^12 - 36*u^13 - 19160*u^14 - 118068*u^15 - 169650*u^16 + 30120*u^17 + 261932*u^18 + 206978*u^19 + 554174*u^20 + 1715362*u^21 + 584454*u^22 - 5919334*u^23 - 10126070*u^24 + 2361450*u^25 + 24644766*u^26 + 20659538*u^27 - 23349204*u^28 - 53487506*u^29 - 10046096*u^30 + 64739370*u^31 + 59928275*u^32 - 35152378*u^33 - 88922746*u^34 - 17711935*u^35 + 76574545*u^36 + 57533211*u^37 - 37213795*u^38 - 64646333*u^39 + 59164*u^40 + 47078789*u^41 + 18001637*u^42 - 24129186*u^43 - 18850960*u^44 + 8273098*u^45 + 12421828*u^46 - 1201686*u^47 - 6161745*u^48 - 612070*u^49 + 2448894*u^50 + 555689*u^51 - 806685*u^52 - 243161*u^53 + 224791*u^54 + 71471*u^55 - 53075*u^56 - 14467*u^57 + 10291*u^58 + 1839*u^59 - 1518*u^60 - 97*u^61 + 148*u^62 - 7*u^63 - 7*u^64 + u^65",
							"1 - 8*u + 6*u^2 + 9*u^3 - 27*u^4 + 7*u^5 + 561*u^6 + 751*u^7 + 974*u^8 + 4273*u^9 + 8841*u^10 + 4316*u^11 - 4480*u^12 - 36*u^13 - 19160*u^14 - 118068*u^15 - 169650*u^16 + 30120*u^17 + 261932*u^18 + 206978*u^19 + 554174*u^20 + 1715362*u^21 + 584454*u^22 - 5919334*u^23 - 10126070*u^24 + 2361450*u^25 + 24644766*u^26 + 20659538*u^27 - 23349204*u^28 - 53487506*u^29 - 10046096*u^30 + 64739370*u^31 + 59928275*u^32 - 35152378*u^33 - 88922746*u^34 - 17711935*u^35 + 76574545*u^36 + 57533211*u^37 - 37213795*u^38 - 64646333*u^39 + 59164*u^40 + 47078789*u^41 + 18001637*u^42 - 24129186*u^43 - 18850960*u^44 + 8273098*u^45 + 12421828*u^46 - 1201686*u^47 - 6161745*u^48 - 612070*u^49 + 2448894*u^50 + 555689*u^51 - 806685*u^52 - 243161*u^53 + 224791*u^54 + 71471*u^55 - 53075*u^56 - 14467*u^57 + 10291*u^58 + 1839*u^59 - 1518*u^60 - 97*u^61 + 148*u^62 - 7*u^63 - 7*u^64 + u^65",
							"64 + 128*u + 32*u^2 + 456*u^3 - 664*u^4 - 828*u^5 - 497*u^6 - 6312*u^7 + 4199*u^8 - 13589*u^9 + 10643*u^10 - 26738*u^11 + 14708*u^12 - 74582*u^13 + 34930*u^14 - 173974*u^15 + 95424*u^16 - 298780*u^17 + 168490*u^18 - 467220*u^19 + 185348*u^20 - 749578*u^21 + 115774*u^22 - 1026318*u^23 - 18944*u^24 - 961996*u^25 - 197232*u^26 - 501478*u^27 - 373756*u^28 - 112476*u^29 - 425510*u^30 - 179024*u^31 - 248672*u^32 - 440026*u^33 + 71434*u^34 - 400718*u^35 + 298216*u^36 - 40716*u^37 + 288297*u^38 + 247632*u^39 + 123947*u^40 + 238577*u^41 - 16529*u^42 + 72806*u^43 - 47658*u^44 - 32398*u^45 - 8964*u^46 - 27656*u^47 + 28788*u^48 + 13700*u^49 + 36676*u^50 + 32604*u^51 + 25228*u^52 + 26092*u^53 + 11897*u^54 + 13072*u^55 + 4065*u^56 + 4557*u^57 + 1007*u^58 + 1124*u^59 + 174*u^60 + 190*u^61 + 19*u^62 + 20*u^63 + u^64 + u^65",
							"1 - 8*u + 6*u^2 + 9*u^3 - 27*u^4 + 7*u^5 + 561*u^6 + 751*u^7 + 974*u^8 + 4273*u^9 + 8841*u^10 + 4316*u^11 - 4480*u^12 - 36*u^13 - 19160*u^14 - 118068*u^15 - 169650*u^16 + 30120*u^17 + 261932*u^18 + 206978*u^19 + 554174*u^20 + 1715362*u^21 + 584454*u^22 - 5919334*u^23 - 10126070*u^24 + 2361450*u^25 + 24644766*u^26 + 20659538*u^27 - 23349204*u^28 - 53487506*u^29 - 10046096*u^30 + 64739370*u^31 + 59928275*u^32 - 35152378*u^33 - 88922746*u^34 - 17711935*u^35 + 76574545*u^36 + 57533211*u^37 - 37213795*u^38 - 64646333*u^39 + 59164*u^40 + 47078789*u^41 + 18001637*u^42 - 24129186*u^43 - 18850960*u^44 + 8273098*u^45 + 12421828*u^46 - 1201686*u^47 - 6161745*u^48 - 612070*u^49 + 2448894*u^50 + 555689*u^51 - 806685*u^52 - 243161*u^53 + 224791*u^54 + 71471*u^55 - 53075*u^56 - 14467*u^57 + 10291*u^58 + 1839*u^59 - 1518*u^60 - 97*u^61 + 148*u^62 - 7*u^63 - 7*u^64 + u^65",
							"-1549 - 5425*u + 18433*u^2 + 116916*u^3 + 89705*u^4 - 434374*u^5 - 569854*u^6 + 1196688*u^7 + 1537395*u^8 - 3603512*u^9 - 2861015*u^10 + 11089272*u^11 + 5429670*u^12 - 27860388*u^13 - 11597006*u^14 + 53920808*u^15 + 22481032*u^16 - 81929120*u^17 - 34880590*u^18 + 100312774*u^19 + 42380318*u^20 - 101587046*u^21 - 41283604*u^22 + 87471408*u^23 + 34296288*u^24 - 66382526*u^25 - 27867888*u^26 + 46038918*u^27 + 25800920*u^28 - 29560218*u^29 - 27069012*u^30 + 16721424*u^31 + 28272789*u^32 - 7075369*u^33 - 27091805*u^34 + 715898*u^35 + 23070145*u^36 + 2291408*u^37 - 17239490*u^38 - 2745864*u^39 + 11128033*u^40 + 1944108*u^41 - 6063297*u^42 - 976768*u^43 + 2685074*u^44 + 336878*u^45 - 899986*u^46 - 51968*u^47 + 187723*u^48 - 22869*u^49 + 2447*u^50 + 21362*u^51 - 19117*u^52 - 8358*u^53 + 7642*u^54 + 1696*u^55 - 1374*u^56 + 77*u^57 - 12*u^58 - 162*u^59 + 76*u^60 + 57*u^61 - 18*u^62 - 10*u^63 + 2*u^64 + u^65",
							"-1 - u + 9*u^2 + 38*u^3 + 3*u^4 - 200*u^5 - 204*u^6 + 686*u^7 + 1313*u^8 - 2006*u^9 - 6057*u^10 + 3448*u^11 + 22668*u^12 + 536*u^13 - 69704*u^14 - 33440*u^15 + 186542*u^16 + 168942*u^17 - 433502*u^18 - 588748*u^19 + 867198*u^20 + 1668204*u^21 - 1482184*u^22 - 4052124*u^23 + 2053776*u^24 + 8652918*u^25 - 1978272*u^26 - 16409460*u^27 + 202700*u^28 + 27828938*u^29 + 4580204*u^30 - 42333148*u^31 - 13273693*u^32 + 57717757*u^33 + 25422125*u^34 - 70384410*u^35 - 38573101*u^36 + 76444312*u^37 + 48698476*u^38 - 73405050*u^39 - 51872241*u^40 + 61769684*u^41 + 46548297*u^42 - 45162004*u^43 - 34891296*u^44 + 28449438*u^45 + 21612452*u^46 - 15294540*u^47 - 10942657*u^48 + 6935073*u^49 + 4478369*u^50 - 2614186*u^51 - 1462627*u^52 + 804982*u^53 + 374924*u^54 - 198162*u^55 - 73666*u^56 + 37915*u^57 + 10700*u^58 - 5418*u^59 - 1082*u^60 + 543*u^61 + 68*u^62 - 34*u^63 - 2*u^64 + u^65",
							"-1 - u + 9*u^2 + 38*u^3 + 3*u^4 - 200*u^5 - 204*u^6 + 686*u^7 + 1313*u^8 - 2006*u^9 - 6057*u^10 + 3448*u^11 + 22668*u^12 + 536*u^13 - 69704*u^14 - 33440*u^15 + 186542*u^16 + 168942*u^17 - 433502*u^18 - 588748*u^19 + 867198*u^20 + 1668204*u^21 - 1482184*u^22 - 4052124*u^23 + 2053776*u^24 + 8652918*u^25 - 1978272*u^26 - 16409460*u^27 + 202700*u^28 + 27828938*u^29 + 4580204*u^30 - 42333148*u^31 - 13273693*u^32 + 57717757*u^33 + 25422125*u^34 - 70384410*u^35 - 38573101*u^36 + 76444312*u^37 + 48698476*u^38 - 73405050*u^39 - 51872241*u^40 + 61769684*u^41 + 46548297*u^42 - 45162004*u^43 - 34891296*u^44 + 28449438*u^45 + 21612452*u^46 - 15294540*u^47 - 10942657*u^48 + 6935073*u^49 + 4478369*u^50 - 2614186*u^51 - 1462627*u^52 + 804982*u^53 + 374924*u^54 - 198162*u^55 - 73666*u^56 + 37915*u^57 + 10700*u^58 - 5418*u^59 - 1082*u^60 + 543*u^61 + 68*u^62 - 34*u^63 - 2*u^64 + u^65",
							"64 + 128*u + 32*u^2 + 456*u^3 - 664*u^4 - 828*u^5 - 497*u^6 - 6312*u^7 + 4199*u^8 - 13589*u^9 + 10643*u^10 - 26738*u^11 + 14708*u^12 - 74582*u^13 + 34930*u^14 - 173974*u^15 + 95424*u^16 - 298780*u^17 + 168490*u^18 - 467220*u^19 + 185348*u^20 - 749578*u^21 + 115774*u^22 - 1026318*u^23 - 18944*u^24 - 961996*u^25 - 197232*u^26 - 501478*u^27 - 373756*u^28 - 112476*u^29 - 425510*u^30 - 179024*u^31 - 248672*u^32 - 440026*u^33 + 71434*u^34 - 400718*u^35 + 298216*u^36 - 40716*u^37 + 288297*u^38 + 247632*u^39 + 123947*u^40 + 238577*u^41 - 16529*u^42 + 72806*u^43 - 47658*u^44 - 32398*u^45 - 8964*u^46 - 27656*u^47 + 28788*u^48 + 13700*u^49 + 36676*u^50 + 32604*u^51 + 25228*u^52 + 26092*u^53 + 11897*u^54 + 13072*u^55 + 4065*u^56 + 4557*u^57 + 1007*u^58 + 1124*u^59 + 174*u^60 + 190*u^61 + 19*u^62 + 20*u^63 + u^64 + u^65",
							"73 + 69*u - 329*u^2 + 7530*u^3 - 22561*u^4 + 77642*u^5 - 132296*u^6 + 209354*u^7 - 1289*u^8 - 581686*u^9 + 2266627*u^10 - 4659608*u^11 + 7881528*u^12 - 9217620*u^13 + 7082584*u^14 + 2720820*u^15 - 19452862*u^16 + 41566282*u^17 - 59738734*u^18 + 64166432*u^19 - 44580534*u^20 - 2256900*u^21 + 68104304*u^22 - 136682864*u^23 + 182357820*u^24 - 186613926*u^25 + 137286344*u^26 - 42822652*u^27 - 76428904*u^28 + 188646758*u^29 - 263978828*u^30 + 282704266*u^31 - 240429537*u^32 + 150255471*u^33 - 35616013*u^34 - 75136104*u^35 + 158570461*u^36 - 200523852*u^37 + 198773464*u^38 - 161315130*u^39 + 102258825*u^40 - 37381156*u^41 - 20197463*u^42 + 62134572*u^43 - 85556012*u^44 + 92017658*u^45 - 85804892*u^46 + 72117994*u^47 - 55647141*u^48 + 39810691*u^49 - 26547909*u^50 + 16547764*u^51 - 9650185*u^52 + 5262942*u^53 - 2679936*u^54 + 1270504*u^55 - 558512*u^56 + 226365*u^57 - 83954*u^58 + 28202*u^59 - 8460*u^60 + 2223*u^61 - 496*u^62 + 90*u^63 - 12*u^64 + u^65",
							"-1 - u + 9*u^2 + 38*u^3 + 3*u^4 - 200*u^5 - 204*u^6 + 686*u^7 + 1313*u^8 - 2006*u^9 - 6057*u^10 + 3448*u^11 + 22668*u^12 + 536*u^13 - 69704*u^14 - 33440*u^15 + 186542*u^16 + 168942*u^17 - 433502*u^18 - 588748*u^19 + 867198*u^20 + 1668204*u^21 - 1482184*u^22 - 4052124*u^23 + 2053776*u^24 + 8652918*u^25 - 1978272*u^26 - 16409460*u^27 + 202700*u^28 + 27828938*u^29 + 4580204*u^30 - 42333148*u^31 - 13273693*u^32 + 57717757*u^33 + 25422125*u^34 - 70384410*u^35 - 38573101*u^36 + 76444312*u^37 + 48698476*u^38 - 73405050*u^39 - 51872241*u^40 + 61769684*u^41 + 46548297*u^42 - 45162004*u^43 - 34891296*u^44 + 28449438*u^45 + 21612452*u^46 - 15294540*u^47 - 10942657*u^48 + 6935073*u^49 + 4478369*u^50 - 2614186*u^51 - 1462627*u^52 + 804982*u^53 + 374924*u^54 - 198162*u^55 - 73666*u^56 + 37915*u^57 + 10700*u^58 - 5418*u^59 - 1082*u^60 + 543*u^61 + 68*u^62 - 34*u^63 - 2*u^64 + u^65",
							"-1 - u + 9*u^2 + 38*u^3 + 3*u^4 - 200*u^5 - 204*u^6 + 686*u^7 + 1313*u^8 - 2006*u^9 - 6057*u^10 + 3448*u^11 + 22668*u^12 + 536*u^13 - 69704*u^14 - 33440*u^15 + 186542*u^16 + 168942*u^17 - 433502*u^18 - 588748*u^19 + 867198*u^20 + 1668204*u^21 - 1482184*u^22 - 4052124*u^23 + 2053776*u^24 + 8652918*u^25 - 1978272*u^26 - 16409460*u^27 + 202700*u^28 + 27828938*u^29 + 4580204*u^30 - 42333148*u^31 - 13273693*u^32 + 57717757*u^33 + 25422125*u^34 - 70384410*u^35 - 38573101*u^36 + 76444312*u^37 + 48698476*u^38 - 73405050*u^39 - 51872241*u^40 + 61769684*u^41 + 46548297*u^42 - 45162004*u^43 - 34891296*u^44 + 28449438*u^45 + 21612452*u^46 - 15294540*u^47 - 10942657*u^48 + 6935073*u^49 + 4478369*u^50 - 2614186*u^51 - 1462627*u^52 + 804982*u^53 + 374924*u^54 - 198162*u^55 - 73666*u^56 + 37915*u^57 + 10700*u^58 - 5418*u^59 - 1082*u^60 + 543*u^61 + 68*u^62 - 34*u^63 - 2*u^64 + u^65",
							"73 + 69*u - 329*u^2 + 7530*u^3 - 22561*u^4 + 77642*u^5 - 132296*u^6 + 209354*u^7 - 1289*u^8 - 581686*u^9 + 2266627*u^10 - 4659608*u^11 + 7881528*u^12 - 9217620*u^13 + 7082584*u^14 + 2720820*u^15 - 19452862*u^16 + 41566282*u^17 - 59738734*u^18 + 64166432*u^19 - 44580534*u^20 - 2256900*u^21 + 68104304*u^22 - 136682864*u^23 + 182357820*u^24 - 186613926*u^25 + 137286344*u^26 - 42822652*u^27 - 76428904*u^28 + 188646758*u^29 - 263978828*u^30 + 282704266*u^31 - 240429537*u^32 + 150255471*u^33 - 35616013*u^34 - 75136104*u^35 + 158570461*u^36 - 200523852*u^37 + 198773464*u^38 - 161315130*u^39 + 102258825*u^40 - 37381156*u^41 - 20197463*u^42 + 62134572*u^43 - 85556012*u^44 + 92017658*u^45 - 85804892*u^46 + 72117994*u^47 - 55647141*u^48 + 39810691*u^49 - 26547909*u^50 + 16547764*u^51 - 9650185*u^52 + 5262942*u^53 - 2679936*u^54 + 1270504*u^55 - 558512*u^56 + 226365*u^57 - 83954*u^58 + 28202*u^59 - 8460*u^60 + 2223*u^61 - 496*u^62 + 90*u^63 - 12*u^64 + u^65"
						],
						"aCuspShape":"-6 - 22*u + 79*u^2 + 100*u^3 - 660*u^4 + 285*u^5 + 2616*u^6 - 3151*u^7 - 9189*u^8 + 16830*u^9 + 23374*u^10 - 74332*u^11 - 39360*u^12 + 254640*u^13 + 1320*u^14 - 752160*u^15 + 303866*u^16 + 1942686*u^17 - 1501920*u^18 - 4370330*u^19 + 5048112*u^20 + 8657478*u^21 - 13699950*u^22 - 14939006*u^23 + 31949914*u^24 + 22017474*u^25 - 65349582*u^26 - 26445358*u^27 + 118678212*u^28 + 22426884*u^29 - 192688522*u^30 - 3520802*u^31 + 279981950*u^32 - 33470788*u^33 - 363626317*u^34 + 83887434*u^35 + 420673912*u^36 - 134104947*u^37 - 430532256*u^38 + 166138861*u^39 + 386042729*u^40 - 166709198*u^41 - 299943268*u^42 + 136466472*u^43 + 199575794*u^44 - 90749690*u^45 - 112318772*u^46 + 48671204*u^47 + 52767382*u^48 - 20874742*u^49 - 20402225*u^50 + 7083928*u^51 + 6388170*u^52 - 1874029*u^53 - 1588086*u^54 + 377969*u^55 + 305295*u^56 - 56114*u^57 - 43677*u^58 + 5780*u^59 + 4372*u^60 - 369*u^61 - 273*u^62 + 11*u^63 + 8*u^64",
						"RepresentationsN":[
							[
								"u->-0.849078 + 0.151759 I",
								"a->-0.52962 + 2.16096 I",
								"b->-0.290266 + 0.275339 I"
							],
							[
								"u->-0.849078 - 0.151759 I",
								"a->-0.52962 - 2.16096 I",
								"b->-0.290266 - 0.275339 I"
							],
							[
								"u->0.612809 + 0.581694 I",
								"a->-2.23569 - 1.18411 I",
								"b->0.116075 - 0.314062 I"
							],
							[
								"u->0.612809 - 0.581694 I",
								"a->-2.23569 + 1.18411 I",
								"b->0.116075 + 0.314062 I"
							],
							[
								"u->0.591829 + 0.55837 I",
								"a->2.06155 + 1.3404 I",
								"b->-0.355492 + 0.274934 I"
							],
							[
								"u->0.591829 - 0.55837 I",
								"a->2.06155 - 1.3404 I",
								"b->-0.355492 - 0.274934 I"
							],
							[
								"u->0.664359 + 0.450292 I",
								"a->1.56056 + 0.64097 I",
								"b->-0.296279 - 0.301108 I"
							],
							[
								"u->0.664359 - 0.450292 I",
								"a->1.56056 - 0.64097 I",
								"b->-0.296279 + 0.301108 I"
							],
							[
								"u->-0.591992 + 0.536176 I",
								"a->-0.33537 + 1.45599 I",
								"b->-0.242545 + 0.593048 I"
							],
							[
								"u->-0.591992 - 0.536176 I",
								"a->-0.33537 - 1.45599 I",
								"b->-0.242545 - 0.593048 I"
							],
							[
								"u->-0.494585 + 0.625336 I",
								"a->0.77952 + 0.719093 I",
								"b->0.361458 + 0.362562 I"
							],
							[
								"u->-0.494585 - 0.625336 I",
								"a->0.77952 - 0.719093 I",
								"b->0.361458 - 0.362562 I"
							],
							[
								"u->0.774602",
								"a->0.765459",
								"b->-0.650676"
							],
							[
								"u->-0.529854 + 0.558575 I",
								"a->0.19217 - 0.90183 I",
								"b->0.116273 - 0.391001 I"
							],
							[
								"u->-0.529854 - 0.558575 I",
								"a->0.19217 + 0.90183 I",
								"b->0.116273 + 0.391001 I"
							],
							[
								"u->0.573094 + 0.509493 I",
								"a->-1.56952 - 1.35973 I",
								"b->0.564918 + 0.034458 I"
							],
							[
								"u->0.573094 - 0.509493 I",
								"a->-1.56952 + 1.35973 I",
								"b->0.564918 - 0.034458 I"
							],
							[
								"u->-0.761928 + 0.069316 I",
								"a->0.34486 - 2.57712 I",
								"b->0.14474 - 0.449027 I"
							],
							[
								"u->-0.761928 - 0.069316 I",
								"a->0.34486 + 2.57712 I",
								"b->0.14474 + 0.449027 I"
							],
							[
								"u->-0.44428 + 0.563851 I",
								"a->-0.979188 + 0.166649 I",
								"b->-0.439103 + 0.089481 I"
							],
							[
								"u->-0.44428 - 0.563851 I",
								"a->-0.979188 - 0.166649 I",
								"b->-0.439103 - 0.089481 I"
							],
							[
								"u->0.345558 + 0.625959 I",
								"a->0.59748 + 0.424044 I",
								"b->0.2684 + 1.44188 I"
							],
							[
								"u->0.345558 - 0.625959 I",
								"a->0.59748 - 0.424044 I",
								"b->0.2684 - 1.44188 I"
							],
							[
								"u->0.360635 + 0.58141 I",
								"a->-0.519658 + 0.056262 I",
								"b->-0.363851 - 1.31002 I"
							],
							[
								"u->0.360635 - 0.58141 I",
								"a->-0.519658 - 0.056262 I",
								"b->-0.363851 + 1.31002 I"
							],
							[
								"u->-0.347239 + 0.544294 I",
								"a->1.54475 - 0.29359 I",
								"b->0.66771 - 0.25022 I"
							],
							[
								"u->-0.347239 - 0.544294 I",
								"a->1.54475 + 0.29359 I",
								"b->0.66771 + 0.25022 I"
							],
							[
								"u->0.397848 + 0.479108 I",
								"a->-0.152635 - 0.79166 I",
								"b->0.493556 + 0.869041 I"
							],
							[
								"u->0.397848 - 0.479108 I",
								"a->-0.152635 + 0.79166 I",
								"b->0.493556 - 0.869041 I"
							],
							[
								"u->-1.40989 + 0.11554 I",
								"a->-0.085739 - 0.727029 I",
								"b->-0.963524 - 0.159703 I"
							],
							[
								"u->-1.40989 - 0.11554 I",
								"a->-0.085739 + 0.727029 I",
								"b->-0.963524 + 0.159703 I"
							],
							[
								"u->0.163296 + 0.550521 I",
								"a->0.765667 - 0.368871 I",
								"b->0.216553 - 1.08035 I"
							],
							[
								"u->0.163296 - 0.550521 I",
								"a->0.765667 + 0.368871 I",
								"b->0.216553 + 1.08035 I"
							],
							[
								"u->0.544767",
								"a->-0.440631",
								"b->0.243537"
							],
							[
								"u->-1.46159 + 0.10569 I",
								"a->0.181952 + 0.962693 I",
								"b->1.16904 + 1.01325 I"
							],
							[
								"u->-1.46159 - 0.10569 I",
								"a->0.181952 - 0.962693 I",
								"b->1.16904 - 1.01325 I"
							],
							[
								"u->1.49086 + 0.09279 I",
								"a->-0.7074 - 0.841672 I",
								"b->-2.22656 - 1.64975 I"
							],
							[
								"u->1.49086 - 0.09279 I",
								"a->-0.7074 + 0.841672 I",
								"b->-2.22656 + 1.64975 I"
							],
							[
								"u->1.5004 + 0.14327 I",
								"a->0.388062 + 0.569649 I",
								"b->1.27751 + 0.96561 I"
							],
							[
								"u->1.5004 - 0.14327 I",
								"a->0.388062 - 0.569649 I",
								"b->1.27751 - 0.96561 I"
							],
							[
								"u->-1.51289 + 0.11377 I",
								"a->0.01624 - 1.55519 I",
								"b->-0.88043 - 2.69896 I"
							],
							[
								"u->-1.51289 - 0.11377 I",
								"a->0.01624 + 1.55519 I",
								"b->-0.88043 + 2.69896 I"
							],
							[
								"u->1.50743 + 0.18519 I",
								"a->-0.660901 - 0.18335 I",
								"b->-1.47488 + 0.16745 I"
							],
							[
								"u->1.50743 - 0.18519 I",
								"a->-0.660901 + 0.18335 I",
								"b->-1.47488 - 0.16745 I"
							],
							[
								"u->1.53689 + 0.16083 I",
								"a->0.347709 - 0.503738 I",
								"b->0.381409 - 1.25267 I"
							],
							[
								"u->1.53689 - 0.16083 I",
								"a->0.347709 + 0.503738 I",
								"b->0.381409 + 1.25267 I"
							],
							[
								"u->-1.5542",
								"a->0.565237",
								"b->0.840718"
							],
							[
								"u->-1.55791 + 0.14949 I",
								"a->1.11591 - 2.21291 I",
								"b->1.7712 - 4.71029 I"
							],
							[
								"u->-1.55791 - 0.14949 I",
								"a->1.11591 + 2.21291 I",
								"b->1.7712 + 4.71029 I"
							],
							[
								"u->-1.56117 + 0.16671 I",
								"a->-1.34382 + 2.19591 I",
								"b->-2.54714 + 4.8081 I"
							],
							[
								"u->-1.56117 - 0.16671 I",
								"a->-1.34382 - 2.19591 I",
								"b->-2.54714 - 4.8081 I"
							],
							[
								"u->1.56229 + 0.15874 I",
								"a->-0.629847 + 0.881225 I",
								"b->-0.75213 + 2.10739 I"
							],
							[
								"u->1.56229 - 0.15874 I",
								"a->-0.629847 - 0.881225 I",
								"b->-0.75213 - 2.10739 I"
							],
							[
								"u->-1.5685 + 0.17675 I",
								"a->1.36052 - 2.1188 I",
								"b->2.79633 - 4.55461 I"
							],
							[
								"u->-1.5685 - 0.17675 I",
								"a->1.36052 + 2.1188 I",
								"b->2.79633 + 4.55461 I"
							],
							[
								"u->-1.58211 + 0.12862 I",
								"a->-1.21036 + 1.81529 I",
								"b->-2.00477 + 3.54223 I"
							],
							[
								"u->-1.58211 - 0.12862 I",
								"a->-1.21036 - 1.81529 I",
								"b->-2.00477 - 3.54223 I"
							],
							[
								"u->1.59363 + 0.01214 I",
								"a->-0.09196 - 2.88914 I",
								"b->-0.32386 - 6.15827 I"
							],
							[
								"u->1.59363 - 0.01214 I",
								"a->-0.09196 + 2.88914 I",
								"b->-0.32386 + 6.15827 I"
							],
							[
								"u->-1.59618",
								"a->-1.283",
								"b->-2.03922"
							],
							[
								"u->0.220404 + 0.332017 I",
								"a->-0.864656 - 0.515239 I",
								"b->-0.008971 + 0.63898 I"
							],
							[
								"u->0.220404 - 0.332017 I",
								"a->-0.864656 + 0.515239 I",
								"b->-0.008971 - 0.63898 I"
							],
							[
								"u->1.61071 + 0.02844 I",
								"a->0.00288 + 2.74367 I",
								"b->0.26375 + 5.67324 I"
							],
							[
								"u->1.61071 - 0.02844 I",
								"a->0.00288 - 2.74367 I",
								"b->0.26375 - 5.67324 I"
							],
							[
								"u->-0.287026",
								"a->3.706",
								"b->0.727372"
							]
						],
						"Epsilon":0.619526,
						"uPolys_ij":[
							"-1 - u + 9*u^2 + 38*u^3 + 3*u^4 - 200*u^5 - 204*u^6 + 686*u^7 + 1313*u^8 - 2006*u^9 - 6057*u^10 + 3448*u^11 + 22668*u^12 + 536*u^13 - 69704*u^14 - 33440*u^15 + 186542*u^16 + 168942*u^17 - 433502*u^18 - 588748*u^19 + 867198*u^20 + 1668204*u^21 - 1482184*u^22 - 4052124*u^23 + 2053776*u^24 + 8652918*u^25 - 1978272*u^26 - 16409460*u^27 + 202700*u^28 + 27828938*u^29 + 4580204*u^30 - 42333148*u^31 - 13273693*u^32 + 57717757*u^33 + 25422125*u^34 - 70384410*u^35 - 38573101*u^36 + 76444312*u^37 + 48698476*u^38 - 73405050*u^39 - 51872241*u^40 + 61769684*u^41 + 46548297*u^42 - 45162004*u^43 - 34891296*u^44 + 28449438*u^45 + 21612452*u^46 - 15294540*u^47 - 10942657*u^48 + 6935073*u^49 + 4478369*u^50 - 2614186*u^51 - 1462627*u^52 + 804982*u^53 + 374924*u^54 - 198162*u^55 - 73666*u^56 + 37915*u^57 + 10700*u^58 - 5418*u^59 - 1082*u^60 + 543*u^61 + 68*u^62 - 34*u^63 - 2*u^64 + u^65",
							"1 + 19*u + 151*u^2 + 1382*u^3 + 10283*u^4 + 61624*u^5 + 328884*u^6 + 1558586*u^7 + 6727293*u^8 + 27008658*u^9 + 101939365*u^10 + 365979608*u^11 + 1259344000*u^12 + 4171610596*u^13 + 13334160832*u^14 + 41134508216*u^15 + 122346257558*u^16 + 350310785702*u^17 + 963978167858*u^18 + 2545580427620*u^19 + 6443036134790*u^20 + 15616342026276*u^21 + 36220859196176*u^22 + 80353810925364*u^23 + 170428041434412*u^24 + 345457695336718*u^25 + 668945207864972*u^26 + 1236865570815052*u^27 + 2182440461687976*u^28 + 3672379503497822*u^29 + 5888057030359672*u^30 + 8986272921984952*u^31 + 13039421037527869*u^32 + 17964519427752817*u^33 + 23462510018747539*u^34 + 28998109190989998*u^35 + 33848890301213739*u^36 + 37234666809865356*u^37 + 38506226702609524*u^38 + 37337906199870490*u^39 + 33850439568585931*u^40 + 28605139220923448*u^41 + 22458430725699443*u^42 + 16326603085148812*u^43 + 10951504290990836*u^44 + 6754134443618178*u^45 + 3816225710302368*u^46 + 1968435322169552*u^47 + 923607293167625*u^48 + 392803914377469*u^49 + 150864684039179*u^50 + 52124257991374*u^51 + 16132863999145*u^52 + 4452198146502*u^53 + 1089706249752*u^54 + 235070061918*u^55 + 44358596248*u^56 + 7255294587*u^57 + 1016761416*u^58 + 120288466*u^59 + 11779080*u^60 + 929055*u^61 + 56712*u^62 + 2514*u^63 + 72*u^64 + u^65",
							"-18031 - 22927*u + 693735*u^2 + 1321914*u^3 - 11180367*u^4 - 30606998*u^5 + 96635720*u^6 + 400097030*u^7 - 385408193*u^8 - 3274026160*u^9 - 941413443*u^10 + 16738893348*u^11 + 20613639264*u^12 - 49242097160*u^13 - 115802325636*u^14 + 65578963440*u^15 + 383664515402*u^16 + 97955544628*u^17 - 858613696014*u^18 - 759800545076*u^19 + 1305188568186*u^20 + 2188890494362*u^21 - 1122557412432*u^22 - 4174091991960*u^23 - 313882795744*u^24 + 5792694255058*u^25 + 2938262710848*u^26 - 5905040994640*u^27 - 5641616128132*u^28 + 4172362068230*u^29 + 6956350047200*u^30 - 1520378441796*u^31 - 6278934159371*u^32 - 617151665211*u^33 + 4307659052011*u^34 + 1478920325926*u^35 - 2263856385499*u^36 - 1314082681712*u^37 + 899440959268*u^38 + 789829705258*u^39 - 255683119363*u^40 - 358529934492*u^41 + 41189198479*u^42 + 128050709568*u^43 + 3610515444*u^44 - 36625549062*u^45 - 5097337916*u^46 + 8432944860*u^47 + 1987477213*u^48 - 1555075351*u^49 - 514376113*u^50 + 225645062*u^51 + 99296663*u^52 - 24756978*u^53 - 14724360*u^54 + 1862382*u^55 + 1673690*u^56 - 64485*u^57 - 142280*u^58 - 4098*u^59 + 8574*u^60 + 711*u^61 - 328*u^62 - 42*u^63 + 6*u^64 + u^65",
							"73 + 69*u - 329*u^2 + 7530*u^3 - 22561*u^4 + 77642*u^5 - 132296*u^6 + 209354*u^7 - 1289*u^8 - 581686*u^9 + 2266627*u^10 - 4659608*u^11 + 7881528*u^12 - 9217620*u^13 + 7082584*u^14 + 2720820*u^15 - 19452862*u^16 + 41566282*u^17 - 59738734*u^18 + 64166432*u^19 - 44580534*u^20 - 2256900*u^21 + 68104304*u^22 - 136682864*u^23 + 182357820*u^24 - 186613926*u^25 + 137286344*u^26 - 42822652*u^27 - 76428904*u^28 + 188646758*u^29 - 263978828*u^30 + 282704266*u^31 - 240429537*u^32 + 150255471*u^33 - 35616013*u^34 - 75136104*u^35 + 158570461*u^36 - 200523852*u^37 + 198773464*u^38 - 161315130*u^39 + 102258825*u^40 - 37381156*u^41 - 20197463*u^42 + 62134572*u^43 - 85556012*u^44 + 92017658*u^45 - 85804892*u^46 + 72117994*u^47 - 55647141*u^48 + 39810691*u^49 - 26547909*u^50 + 16547764*u^51 - 9650185*u^52 + 5262942*u^53 - 2679936*u^54 + 1270504*u^55 - 558512*u^56 + 226365*u^57 - 83954*u^58 + 28202*u^59 - 8460*u^60 + 2223*u^61 - 496*u^62 + 90*u^63 - 12*u^64 + u^65",
							"261 + 3915*u + 8955*u^2 - 93018*u^3 - 483547*u^4 - 21924*u^5 + 4259536*u^6 + 7745896*u^7 - 354615*u^8 - 10947210*u^9 - 191085765*u^10 - 1157695784*u^11 - 1892711824*u^12 + 4997567692*u^13 + 26980639912*u^14 + 43465823220*u^15 + 1369074772*u^16 - 101485572890*u^17 - 136318560732*u^18 + 22177721120*u^19 + 237097025260*u^20 + 189783336840*u^21 - 141371234568*u^22 - 330700181256*u^23 - 85682796166*u^24 + 269906388910*u^25 + 245339791814*u^26 - 89162192732*u^27 - 244400002228*u^28 - 57395526698*u^29 + 144880325872*u^30 + 103726169964*u^31 - 46517134843*u^32 - 80486778495*u^33 - 4892268761*u^34 + 41137525242*u^35 + 16865161309*u^36 - 14170426212*u^37 - 12239112384*u^38 + 2435727826*u^39 + 5787850143*u^40 + 664683300*u^41 - 1996795031*u^42 - 757985100*u^43 + 490160376*u^44 + 364971322*u^45 - 65244196*u^46 - 121818848*u^47 - 8911469*u^48 + 30159093*u^49 + 8585689*u^50 - 5320066*u^51 - 2975579*u^52 + 516238*u^53 + 679480*u^54 + 36966*u^55 - 107110*u^56 - 25785*u^57 + 10364*u^58 + 5210*u^59 - 234*u^60 - 569*u^61 - 84*u^62 + 26*u^63 + 10*u^64 + u^65",
							"47303 - 6317299*u + 131314377*u^2 - 972409896*u^3 - 2798592169*u^4 + 119207852066*u^5 - 1155638956460*u^6 + 6404969574008*u^7 - 22430738781213*u^8 + 46102369899532*u^9 - 21975002711145*u^10 - 190380582355082*u^11 + 696919880185940*u^12 - 1242726469184660*u^13 + 1082389830020624*u^14 + 337567118623908*u^15 - 2266268584699220*u^16 + 2790917544555486*u^17 - 901134428292014*u^18 - 1862079052738524*u^19 + 2824002083286080*u^20 - 1268715078948224*u^21 - 853983277035028*u^22 + 1461840379099188*u^23 - 577947845591594*u^24 - 347759340157858*u^25 + 448124617505964*u^26 - 63650920996884*u^27 - 168613137211676*u^28 + 107433234362066*u^29 + 13228617379680*u^30 - 34141002536670*u^31 - 3234548957179*u^32 + 18596126783909*u^33 - 6107795367991*u^34 - 3290584970940*u^35 + 1224353115869*u^36 + 1596747407890*u^37 - 750153948696*u^38 - 334856078582*u^39 + 136893479725*u^40 + 139334822036*u^41 - 37594047659*u^42 - 37104009584*u^43 + 1177273360*u^44 + 11276546822*u^45 + 2182352792*u^46 - 1691979718*u^47 - 698135079*u^48 + 497553153*u^49 + 502527489*u^50 + 180641052*u^51 + 24001627*u^52 + 13997492*u^53 + 27550332*u^54 + 25335508*u^55 + 14847022*u^56 + 6410179*u^57 + 2159812*u^58 + 584382*u^59 + 127810*u^60 + 22527*u^61 + 3128*u^62 + 330*u^63 + 24*u^64 + u^65",
							"-11885832 + 1640268*u + 13915680*u^2 + 377256389*u^3 + 3701578917*u^4 - 1286864966*u^5 - 39575281340*u^6 - 25369080948*u^7 + 205442940600*u^8 + 208692386434*u^9 - 661495562330*u^10 - 743107289544*u^11 + 1546314533725*u^12 + 1977847512264*u^13 - 3844212541008*u^14 - 4018689120424*u^15 + 10318818864205*u^16 + 7143345125944*u^17 - 16632274101201*u^18 - 20137543599885*u^19 + 16814782003772*u^20 + 56343259755628*u^21 - 23035570834548*u^22 - 87324210569408*u^23 + 13143551806474*u^24 + 84838971719668*u^25 + 52368851491386*u^26 - 85128562476509*u^27 - 106340695756776*u^28 + 70968453533330*u^29 + 110035546361750*u^30 - 29296759395931*u^31 - 102248482252956*u^32 + 16497748937841*u^33 + 71189442958527*u^34 - 20749612741857*u^35 - 26698194250307*u^36 + 11187830636206*u^37 + 5770872080976*u^38 - 2739691671694*u^39 - 1588974831022*u^40 + 990667086810*u^41 + 181777871525*u^42 - 281010021882*u^43 + 87175641299*u^44 - 15323270980*u^45 + 6238096499*u^46 - 1429082274*u^47 - 1053156932*u^48 + 1162568119*u^49 - 751312919*u^50 + 370123756*u^51 - 152523493*u^52 + 60297266*u^53 - 21215394*u^54 + 6843926*u^55 - 2084018*u^56 + 577733*u^57 - 150786*u^58 + 38984*u^59 - 8034*u^60 + 1949*u^61 - 292*u^62 + 66*u^63 - 6*u^64 + u^65",
							"5329 + 52795*u - 4224805*u^2 + 71885574*u^3 - 602318077*u^4 + 2799642920*u^5 - 5886453076*u^6 - 11857486982*u^7 + 142700560197*u^8 - 590558903634*u^9 + 1535126449757*u^10 - 2597279091496*u^11 + 2024581050728*u^12 + 3448789053292*u^13 - 16359660294816*u^14 + 32857840121728*u^15 - 36398816391874*u^16 + 226336657906*u^17 + 89798390720118*u^18 - 196906477796268*u^19 + 218949658590902*u^20 - 48994470506976*u^21 - 299118300638292*u^22 + 616139640500448*u^23 - 606054862056244*u^24 + 148887767695930*u^25 + 518416733595000*u^26 - 928886108678276*u^27 + 759267703013416*u^28 - 114090680119170*u^29 - 555720759510304*u^30 + 822271049070736*u^31 - 594064591710163*u^32 + 118295142036185*u^33 + 269857752630287*u^34 - 393902493825886*u^35 + 294310818137387*u^36 - 119645956654448*u^37 - 8923476483576*u^38 + 55444726078230*u^39 - 46208224369445*u^40 + 20908242175828*u^41 - 2858280355981*u^42 - 3696057363748*u^43 + 3519715575012*u^44 - 1637905771614*u^45 + 345156766136*u^46 + 107965215868*u^47 - 133210111087*u^48 + 61514519417*u^49 - 14022203181*u^50 - 1444814770*u^51 + 2702756601*u^52 - 1166466222*u^53 + 219755452*u^54 + 47837750*u^55 - 57240256*u^56 + 26596523*u^57 - 8579224*u^58 + 2124150*u^59 - 414544*u^60 + 63603*u^61 - 7488*u^62 + 642*u^63 - 36*u^64 + u^65",
							"-1549 - 5425*u + 18433*u^2 + 116916*u^3 + 89705*u^4 - 434374*u^5 - 569854*u^6 + 1196688*u^7 + 1537395*u^8 - 3603512*u^9 - 2861015*u^10 + 11089272*u^11 + 5429670*u^12 - 27860388*u^13 - 11597006*u^14 + 53920808*u^15 + 22481032*u^16 - 81929120*u^17 - 34880590*u^18 + 100312774*u^19 + 42380318*u^20 - 101587046*u^21 - 41283604*u^22 + 87471408*u^23 + 34296288*u^24 - 66382526*u^25 - 27867888*u^26 + 46038918*u^27 + 25800920*u^28 - 29560218*u^29 - 27069012*u^30 + 16721424*u^31 + 28272789*u^32 - 7075369*u^33 - 27091805*u^34 + 715898*u^35 + 23070145*u^36 + 2291408*u^37 - 17239490*u^38 - 2745864*u^39 + 11128033*u^40 + 1944108*u^41 - 6063297*u^42 - 976768*u^43 + 2685074*u^44 + 336878*u^45 - 899986*u^46 - 51968*u^47 + 187723*u^48 - 22869*u^49 + 2447*u^50 + 21362*u^51 - 19117*u^52 - 8358*u^53 + 7642*u^54 + 1696*u^55 - 1374*u^56 + 77*u^57 - 12*u^58 - 162*u^59 + 76*u^60 + 57*u^61 - 18*u^62 - 10*u^63 + 2*u^64 + u^65",
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							"84472 + 432796*u - 1848348*u^2 - 15665597*u^3 + 29156235*u^4 + 145816602*u^5 - 275057570*u^6 - 377002506*u^7 + 1757827132*u^8 - 1711401056*u^9 - 3170725880*u^10 + 12068458712*u^11 - 5806546763*u^12 + 12763924*u^13 + 23038646002*u^14 - 49618760022*u^15 + 2535551609*u^16 + 50119030264*u^17 - 154279824191*u^18 + 155912393031*u^19 + 7991311196*u^20 - 54669486964*u^21 + 253994146062*u^22 - 467954783342*u^23 + 590963241828*u^24 - 452393859686*u^25 - 62887020288*u^26 + 166684979957*u^27 - 109557237886*u^28 - 4001985112*u^29 - 57231850288*u^30 + 148429296401*u^31 - 32318078960*u^32 - 89616447345*u^33 + 96714391865*u^34 - 29315555823*u^35 - 26047013319*u^36 + 51218395368*u^37 - 33012585254*u^38 - 16915053790*u^39 + 24537472552*u^40 - 4672540952*u^41 - 4080076013*u^42 + 4960412018*u^43 - 1985881231*u^44 - 1179054854*u^45 + 1158829669*u^46 - 164778724*u^47 - 202447826*u^48 + 191451399*u^49 - 23713401*u^50 - 66504142*u^51 + 20678887*u^52 + 14707324*u^53 - 5377084*u^54 - 2346876*u^55 + 834910*u^56 + 278535*u^57 - 84980*u^58 - 24266*u^59 + 5624*u^60 + 1475*u^61 - 222*u^62 - 56*u^63 + 4*u^64 + u^65",
							"19 - 3*u + 195*u^2 - 2004*u^3 + 823*u^4 - 11444*u^5 - 9788*u^6 - 63408*u^7 - 381673*u^8 + 2836042*u^9 + 82833*u^10 + 19532410*u^11 + 60270162*u^12 + 22905758*u^13 + 575372738*u^14 - 151105938*u^15 - 913174124*u^16 + 3344623420*u^17 - 8366786718*u^18 + 12891686580*u^19 + 57064177466*u^20 - 61395235466*u^21 + 7901513918*u^22 + 79436117212*u^23 - 386375320294*u^24 + 171476742878*u^25 + 206488719944*u^26 - 611210131322*u^27 + 646858327310*u^28 - 15203585072*u^29 - 46157009060*u^30 - 257387887124*u^31 + 64902751695*u^32 - 167748377701*u^33 + 256204994555*u^34 + 28268239616*u^35 + 55649697299*u^36 + 62256479244*u^37 - 35646918282*u^38 + 34730857310*u^39 - 10052594495*u^40 + 9803428928*u^41 + 551082399*u^42 + 2025462846*u^43 - 424623460*u^44 + 455744260*u^45 - 81630074*u^46 + 33236926*u^47 + 34066885*u^48 + 13733613*u^49 - 5935937*u^50 + 2724744*u^51 - 323211*u^52 - 544858*u^53 + 150202*u^54 + 118834*u^55 - 40538*u^56 - 2085*u^57 + 5950*u^58 - 1316*u^59 - 800*u^60 + 297*u^61 + 56*u^62 - 24*u^63 - 2*u^64 + u^65",
							"1180923648797 + 13493663537065*u - 45207755328624*u^2 - 21586178215782*u^3 - 2507747499792791*u^4 + 13501155812683865*u^5 - 24751409299803244*u^6 - 18036884985528427*u^7 + 162719945327719826*u^8 - 232646203417192368*u^9 + 434885782192888327*u^10 - 909192003612223074*u^11 - 50958570548714592*u^12 + 1278252016063161720*u^13 + 287692156416342690*u^14 - 3704156743607016786*u^15 - 1884150343961814238*u^16 + 446765355390640840*u^17 + 3221439366333055398*u^18 - 1978791015030038238*u^19 - 9310936807368790750*u^20 - 7101152053463094492*u^21 + 3283113621376204230*u^22 + 6732793345400320932*u^23 - 648941992671074896*u^24 - 8160984061014564038*u^25 - 7617112529678109304*u^26 - 892660859023233136*u^27 + 3329410684326836552*u^28 + 3161393135029622260*u^29 + 592533928173126850*u^30 - 838862302993609468*u^31 - 901721801612653335*u^32 - 319590012711093021*u^33 - 9452039721139056*u^34 + 56630464066539260*u^35 + 6892243454310923*u^36 - 7125106921234941*u^37 - 7927058241058938*u^38 - 141262752544189*u^39 + 308922209181038*u^40 + 497377912121132*u^41 - 62639629260175*u^42 - 19969174905520*u^43 - 14219066130828*u^44 + 3910750932046*u^45 + 1729362954864*u^46 - 15773769034*u^47 - 95401548345*u^48 - 30749579*u^49 - 3210486140*u^50 + 3478089940*u^51 - 2602428709*u^52 + 218822441*u^53 + 149042378*u^54 - 2291657*u^55 - 8557949*u^56 + 767011*u^57 - 154355*u^58 + 21166*u^59 + 17040*u^60 - 996*u^61 - 519*u^62 + 17*u^63 + 14*u^64 + u^65",
							"566652928 - 10779371520*u + 46616701952*u^2 + 692897524096*u^3 + 2116513076176*u^4 + 2861978105072*u^5 + 536392001024*u^6 - 11082614948722*u^7 - 39263370384329*u^8 - 80484169128665*u^9 - 132553114540784*u^10 - 167469735178944*u^11 - 252291641387046*u^12 - 366655003199876*u^13 - 576871509980191*u^14 - 753563242290919*u^15 - 769684674829138*u^16 - 652752333848951*u^17 - 263270682242656*u^18 - 235997224127536*u^19 - 219833138859696*u^20 - 493314507975260*u^21 - 476505429824360*u^22 - 126260226451844*u^23 + 12879388927214*u^24 + 264898337335374*u^25 - 72962526139748*u^26 - 53728912423232*u^27 - 5527756567744*u^28 - 65526999274524*u^29 + 192559552431402*u^30 - 50515238311018*u^31 + 139722905911842*u^32 - 41605157550724*u^33 - 37935778064328*u^34 + 55444147166228*u^35 - 75636036900812*u^36 + 51005265569068*u^37 - 16023871024210*u^38 + 4367084663384*u^39 + 2527057088095*u^40 - 957857082215*u^41 - 1512386953492*u^42 + 684784300712*u^43 - 2616623754*u^44 - 133980269244*u^45 + 19745517749*u^46 + 21862963857*u^47 - 2600541240*u^48 - 2240063133*u^49 + 1279847484*u^50 + 136991292*u^51 - 98936928*u^52 + 6511276*u^53 + 9335506*u^54 - 1091724*u^55 - 678017*u^56 + 173321*u^57 + 12776*u^58 - 7660*u^59 - 2214*u^60 + 876*u^61 + 105*u^62 - 43*u^63 - 2*u^64 + u^65",
							"1228270328 + 3229675360*u + 1053596474*u^2 + 22015682149*u^3 + 72363465675*u^4 + 55031248045*u^5 - 123076143522*u^6 - 296445460738*u^7 - 370988942251*u^8 - 3801917755175*u^9 - 11313980549870*u^10 - 16274378247831*u^11 - 16438734239303*u^12 - 6727175750364*u^13 + 4636947353769*u^14 + 103680355495251*u^15 + 181903844340143*u^16 + 120756942766000*u^17 - 136830297915811*u^18 - 321946513171073*u^19 - 271340209184669*u^20 - 231068980594568*u^21 - 67092343737186*u^22 + 130745209800019*u^23 + 192404303975209*u^24 + 228635608297088*u^25 + 215856706627635*u^26 + 57045194085*u^27 - 32788533157726*u^28 - 105990262992831*u^29 - 75952230774377*u^30 - 36808522768289*u^31 + 1111024457212*u^32 + 16850037983761*u^33 + 17674285189095*u^34 + 15395683893592*u^35 + 2479607603153*u^36 + 2801157218959*u^37 - 3946881825319*u^38 - 702368412115*u^39 - 2507263782665*u^40 + 12630571968*u^41 - 732348638843*u^42 + 345034954427*u^43 - 143397957322*u^44 + 192555966479*u^45 - 32075013534*u^46 + 59282683477*u^47 - 9547243474*u^48 + 13092008527*u^49 - 2303006818*u^50 + 2333690088*u^51 - 368285588*u^52 + 343347064*u^53 - 38346853*u^54 + 38562729*u^55 - 2787807*u^56 + 3062874*u^57 - 144391*u^58 + 163964*u^59 - 5061*u^60 + 5641*u^61 - 106*u^62 + 113*u^63 - u^64 + u^65",
							"64 + 128*u + 32*u^2 + 456*u^3 - 664*u^4 - 828*u^5 - 497*u^6 - 6312*u^7 + 4199*u^8 - 13589*u^9 + 10643*u^10 - 26738*u^11 + 14708*u^12 - 74582*u^13 + 34930*u^14 - 173974*u^15 + 95424*u^16 - 298780*u^17 + 168490*u^18 - 467220*u^19 + 185348*u^20 - 749578*u^21 + 115774*u^22 - 1026318*u^23 - 18944*u^24 - 961996*u^25 - 197232*u^26 - 501478*u^27 - 373756*u^28 - 112476*u^29 - 425510*u^30 - 179024*u^31 - 248672*u^32 - 440026*u^33 + 71434*u^34 - 400718*u^35 + 298216*u^36 - 40716*u^37 + 288297*u^38 + 247632*u^39 + 123947*u^40 + 238577*u^41 - 16529*u^42 + 72806*u^43 - 47658*u^44 - 32398*u^45 - 8964*u^46 - 27656*u^47 + 28788*u^48 + 13700*u^49 + 36676*u^50 + 32604*u^51 + 25228*u^52 + 26092*u^53 + 11897*u^54 + 13072*u^55 + 4065*u^56 + 4557*u^57 + 1007*u^58 + 1124*u^59 + 174*u^60 + 190*u^61 + 19*u^62 + 20*u^63 + u^64 + u^65",
							"55160344 + 729145972*u + 4471716008*u^2 + 17949906239*u^3 + 53474822424*u^4 + 124738133421*u^5 + 228335415870*u^6 + 327377633046*u^7 + 359936007108*u^8 + 284084567085*u^9 + 124244101871*u^10 - 30516117472*u^11 - 112002937999*u^12 - 187331031202*u^13 - 509957224653*u^14 - 1419325347065*u^15 - 3104346871157*u^16 - 5411825879268*u^17 - 7778549189099*u^18 - 9516313225940*u^19 - 10013157974347*u^20 - 9161729184740*u^21 - 7185415617318*u^22 - 4694890736820*u^23 - 2248218914309*u^24 - 310137251031*u^25 + 916838265042*u^26 + 1475780066465*u^27 + 1503720283094*u^28 + 1256125510265*u^29 + 881512129055*u^30 + 545216069751*u^31 + 276830412730*u^32 + 107348686751*u^33 + 8567679056*u^34 - 37754367398*u^35 - 53554428378*u^36 - 53404317349*u^37 - 44855185902*u^38 - 34046548731*u^39 - 23213383555*u^40 - 14390787707*u^41 - 7948267654*u^42 - 3827830740*u^43 - 1511206306*u^44 - 384145083*u^45 + 53670524*u^46 + 163494185*u^47 + 144596066*u^48 + 96742874*u^49 + 55164378*u^50 + 28269337*u^51 + 13213793*u^52 + 5714923*u^53 + 2311305*u^54 + 865347*u^55 + 308803*u^56 + 100841*u^57 + 31581*u^58 + 9103*u^59 + 2382*u^60 + 635*u^61 + 120*u^62 + 33*u^63 + 3*u^64 + u^65",
							"-9 - 306*u - 1908*u^2 + 8895*u^3 + 153587*u^4 + 924983*u^5 + 4082177*u^6 + 15140181*u^7 + 48776278*u^8 + 141238015*u^9 + 375037775*u^10 + 924441948*u^11 + 2136418464*u^12 + 4654684228*u^13 + 9607478424*u^14 + 18845559960*u^15 + 35196252854*u^16 + 62829909980*u^17 + 107934317048*u^18 + 180024333326*u^19 + 293565075518*u^20 + 468616973582*u^21 + 728836429530*u^22 + 1095291518858*u^23 + 1577639460734*u^24 + 2164677840242*u^25 + 2819402373434*u^26 + 3480595674994*u^27 + 4072582065124*u^28 + 4520430600078*u^29 + 4766041182296*u^30 + 4780416113824*u^31 + 4568508679777*u^32 + 4166092445442*u^33 + 3629987387744*u^34 + 3025696895045*u^35 + 2415039390643*u^36 + 1847483263097*u^37 + 1355461700729*u^38 + 954296598221*u^39 + 644945854652*u^40 + 418513246667*u^41 + 260770392851*u^42 + 156005054234*u^43 + 89584537672*u^44 + 49360065006*u^45 + 26080338876*u^46 + 13204974056*u^47 + 6400922861*u^48 + 2967264842*u^49 + 1313646024*u^50 + 554542749*u^51 + 222763525*u^52 + 84971725*u^53 + 30681663*u^54 + 10456843*u^55 + 3346807*u^56 + 1002163*u^57 + 278171*u^58 + 71261*u^59 + 16526*u^60 + 3459*u^61 + 622*u^62 + 97*u^63 + 11*u^64 + u^65",
							"1 - 8*u + 6*u^2 + 9*u^3 - 27*u^4 + 7*u^5 + 561*u^6 + 751*u^7 + 974*u^8 + 4273*u^9 + 8841*u^10 + 4316*u^11 - 4480*u^12 - 36*u^13 - 19160*u^14 - 118068*u^15 - 169650*u^16 + 30120*u^17 + 261932*u^18 + 206978*u^19 + 554174*u^20 + 1715362*u^21 + 584454*u^22 - 5919334*u^23 - 10126070*u^24 + 2361450*u^25 + 24644766*u^26 + 20659538*u^27 - 23349204*u^28 - 53487506*u^29 - 10046096*u^30 + 64739370*u^31 + 59928275*u^32 - 35152378*u^33 - 88922746*u^34 - 17711935*u^35 + 76574545*u^36 + 57533211*u^37 - 37213795*u^38 - 64646333*u^39 + 59164*u^40 + 47078789*u^41 + 18001637*u^42 - 24129186*u^43 - 18850960*u^44 + 8273098*u^45 + 12421828*u^46 - 1201686*u^47 - 6161745*u^48 - 612070*u^49 + 2448894*u^50 + 555689*u^51 - 806685*u^52 - 243161*u^53 + 224791*u^54 + 71471*u^55 - 53075*u^56 - 14467*u^57 + 10291*u^58 + 1839*u^59 - 1518*u^60 - 97*u^61 + 148*u^62 - 7*u^63 - 7*u^64 + u^65",
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							"-18031 - 22927*u + 693735*u^2 + 1321914*u^3 - 11180367*u^4 - 30606998*u^5 + 96635720*u^6 + 400097030*u^7 - 385408193*u^8 - 3274026160*u^9 - 941413443*u^10 + 16738893348*u^11 + 20613639264*u^12 - 49242097160*u^13 - 115802325636*u^14 + 65578963440*u^15 + 383664515402*u^16 + 97955544628*u^17 - 858613696014*u^18 - 759800545076*u^19 + 1305188568186*u^20 + 2188890494362*u^21 - 1122557412432*u^22 - 4174091991960*u^23 - 313882795744*u^24 + 5792694255058*u^25 + 2938262710848*u^26 - 5905040994640*u^27 - 5641616128132*u^28 + 4172362068230*u^29 + 6956350047200*u^30 - 1520378441796*u^31 - 6278934159371*u^32 - 617151665211*u^33 + 4307659052011*u^34 + 1478920325926*u^35 - 2263856385499*u^36 - 1314082681712*u^37 + 899440959268*u^38 + 789829705258*u^39 - 255683119363*u^40 - 358529934492*u^41 + 41189198479*u^42 + 128050709568*u^43 + 3610515444*u^44 - 36625549062*u^45 - 5097337916*u^46 + 8432944860*u^47 + 1987477213*u^48 - 1555075351*u^49 - 514376113*u^50 + 225645062*u^51 + 99296663*u^52 - 24756978*u^53 - 14724360*u^54 + 1862382*u^55 + 1673690*u^56 - 64485*u^57 - 142280*u^58 - 4098*u^59 + 8574*u^60 + 711*u^61 - 328*u^62 - 42*u^63 + 6*u^64 + u^65",
							"73 + 69*u - 329*u^2 + 7530*u^3 - 22561*u^4 + 77642*u^5 - 132296*u^6 + 209354*u^7 - 1289*u^8 - 581686*u^9 + 2266627*u^10 - 4659608*u^11 + 7881528*u^12 - 9217620*u^13 + 7082584*u^14 + 2720820*u^15 - 19452862*u^16 + 41566282*u^17 - 59738734*u^18 + 64166432*u^19 - 44580534*u^20 - 2256900*u^21 + 68104304*u^22 - 136682864*u^23 + 182357820*u^24 - 186613926*u^25 + 137286344*u^26 - 42822652*u^27 - 76428904*u^28 + 188646758*u^29 - 263978828*u^30 + 282704266*u^31 - 240429537*u^32 + 150255471*u^33 - 35616013*u^34 - 75136104*u^35 + 158570461*u^36 - 200523852*u^37 + 198773464*u^38 - 161315130*u^39 + 102258825*u^40 - 37381156*u^41 - 20197463*u^42 + 62134572*u^43 - 85556012*u^44 + 92017658*u^45 - 85804892*u^46 + 72117994*u^47 - 55647141*u^48 + 39810691*u^49 - 26547909*u^50 + 16547764*u^51 - 9650185*u^52 + 5262942*u^53 - 2679936*u^54 + 1270504*u^55 - 558512*u^56 + 226365*u^57 - 83954*u^58 + 28202*u^59 - 8460*u^60 + 2223*u^61 - 496*u^62 + 90*u^63 - 12*u^64 + u^65",
							"261 + 3915*u + 8955*u^2 - 93018*u^3 - 483547*u^4 - 21924*u^5 + 4259536*u^6 + 7745896*u^7 - 354615*u^8 - 10947210*u^9 - 191085765*u^10 - 1157695784*u^11 - 1892711824*u^12 + 4997567692*u^13 + 26980639912*u^14 + 43465823220*u^15 + 1369074772*u^16 - 101485572890*u^17 - 136318560732*u^18 + 22177721120*u^19 + 237097025260*u^20 + 189783336840*u^21 - 141371234568*u^22 - 330700181256*u^23 - 85682796166*u^24 + 269906388910*u^25 + 245339791814*u^26 - 89162192732*u^27 - 244400002228*u^28 - 57395526698*u^29 + 144880325872*u^30 + 103726169964*u^31 - 46517134843*u^32 - 80486778495*u^33 - 4892268761*u^34 + 41137525242*u^35 + 16865161309*u^36 - 14170426212*u^37 - 12239112384*u^38 + 2435727826*u^39 + 5787850143*u^40 + 664683300*u^41 - 1996795031*u^42 - 757985100*u^43 + 490160376*u^44 + 364971322*u^45 - 65244196*u^46 - 121818848*u^47 - 8911469*u^48 + 30159093*u^49 + 8585689*u^50 - 5320066*u^51 - 2975579*u^52 + 516238*u^53 + 679480*u^54 + 36966*u^55 - 107110*u^56 - 25785*u^57 + 10364*u^58 + 5210*u^59 - 234*u^60 - 569*u^61 - 84*u^62 + 26*u^63 + 10*u^64 + u^65",
							"47303 - 6317299*u + 131314377*u^2 - 972409896*u^3 - 2798592169*u^4 + 119207852066*u^5 - 1155638956460*u^6 + 6404969574008*u^7 - 22430738781213*u^8 + 46102369899532*u^9 - 21975002711145*u^10 - 190380582355082*u^11 + 696919880185940*u^12 - 1242726469184660*u^13 + 1082389830020624*u^14 + 337567118623908*u^15 - 2266268584699220*u^16 + 2790917544555486*u^17 - 901134428292014*u^18 - 1862079052738524*u^19 + 2824002083286080*u^20 - 1268715078948224*u^21 - 853983277035028*u^22 + 1461840379099188*u^23 - 577947845591594*u^24 - 347759340157858*u^25 + 448124617505964*u^26 - 63650920996884*u^27 - 168613137211676*u^28 + 107433234362066*u^29 + 13228617379680*u^30 - 34141002536670*u^31 - 3234548957179*u^32 + 18596126783909*u^33 - 6107795367991*u^34 - 3290584970940*u^35 + 1224353115869*u^36 + 1596747407890*u^37 - 750153948696*u^38 - 334856078582*u^39 + 136893479725*u^40 + 139334822036*u^41 - 37594047659*u^42 - 37104009584*u^43 + 1177273360*u^44 + 11276546822*u^45 + 2182352792*u^46 - 1691979718*u^47 - 698135079*u^48 + 497553153*u^49 + 502527489*u^50 + 180641052*u^51 + 24001627*u^52 + 13997492*u^53 + 27550332*u^54 + 25335508*u^55 + 14847022*u^56 + 6410179*u^57 + 2159812*u^58 + 584382*u^59 + 127810*u^60 + 22527*u^61 + 3128*u^62 + 330*u^63 + 24*u^64 + u^65",
							"-11885832 + 1640268*u + 13915680*u^2 + 377256389*u^3 + 3701578917*u^4 - 1286864966*u^5 - 39575281340*u^6 - 25369080948*u^7 + 205442940600*u^8 + 208692386434*u^9 - 661495562330*u^10 - 743107289544*u^11 + 1546314533725*u^12 + 1977847512264*u^13 - 3844212541008*u^14 - 4018689120424*u^15 + 10318818864205*u^16 + 7143345125944*u^17 - 16632274101201*u^18 - 20137543599885*u^19 + 16814782003772*u^20 + 56343259755628*u^21 - 23035570834548*u^22 - 87324210569408*u^23 + 13143551806474*u^24 + 84838971719668*u^25 + 52368851491386*u^26 - 85128562476509*u^27 - 106340695756776*u^28 + 70968453533330*u^29 + 110035546361750*u^30 - 29296759395931*u^31 - 102248482252956*u^32 + 16497748937841*u^33 + 71189442958527*u^34 - 20749612741857*u^35 - 26698194250307*u^36 + 11187830636206*u^37 + 5770872080976*u^38 - 2739691671694*u^39 - 1588974831022*u^40 + 990667086810*u^41 + 181777871525*u^42 - 281010021882*u^43 + 87175641299*u^44 - 15323270980*u^45 + 6238096499*u^46 - 1429082274*u^47 - 1053156932*u^48 + 1162568119*u^49 - 751312919*u^50 + 370123756*u^51 - 152523493*u^52 + 60297266*u^53 - 21215394*u^54 + 6843926*u^55 - 2084018*u^56 + 577733*u^57 - 150786*u^58 + 38984*u^59 - 8034*u^60 + 1949*u^61 - 292*u^62 + 66*u^63 - 6*u^64 + u^65",
							"5329 + 52795*u - 4224805*u^2 + 71885574*u^3 - 602318077*u^4 + 2799642920*u^5 - 5886453076*u^6 - 11857486982*u^7 + 142700560197*u^8 - 590558903634*u^9 + 1535126449757*u^10 - 2597279091496*u^11 + 2024581050728*u^12 + 3448789053292*u^13 - 16359660294816*u^14 + 32857840121728*u^15 - 36398816391874*u^16 + 226336657906*u^17 + 89798390720118*u^18 - 196906477796268*u^19 + 218949658590902*u^20 - 48994470506976*u^21 - 299118300638292*u^22 + 616139640500448*u^23 - 606054862056244*u^24 + 148887767695930*u^25 + 518416733595000*u^26 - 928886108678276*u^27 + 759267703013416*u^28 - 114090680119170*u^29 - 555720759510304*u^30 + 822271049070736*u^31 - 594064591710163*u^32 + 118295142036185*u^33 + 269857752630287*u^34 - 393902493825886*u^35 + 294310818137387*u^36 - 119645956654448*u^37 - 8923476483576*u^38 + 55444726078230*u^39 - 46208224369445*u^40 + 20908242175828*u^41 - 2858280355981*u^42 - 3696057363748*u^43 + 3519715575012*u^44 - 1637905771614*u^45 + 345156766136*u^46 + 107965215868*u^47 - 133210111087*u^48 + 61514519417*u^49 - 14022203181*u^50 - 1444814770*u^51 + 2702756601*u^52 - 1166466222*u^53 + 219755452*u^54 + 47837750*u^55 - 57240256*u^56 + 26596523*u^57 - 8579224*u^58 + 2124150*u^59 - 414544*u^60 + 63603*u^61 - 7488*u^62 + 642*u^63 - 36*u^64 + u^65",
							"-1549 - 5425*u + 18433*u^2 + 116916*u^3 + 89705*u^4 - 434374*u^5 - 569854*u^6 + 1196688*u^7 + 1537395*u^8 - 3603512*u^9 - 2861015*u^10 + 11089272*u^11 + 5429670*u^12 - 27860388*u^13 - 11597006*u^14 + 53920808*u^15 + 22481032*u^16 - 81929120*u^17 - 34880590*u^18 + 100312774*u^19 + 42380318*u^20 - 101587046*u^21 - 41283604*u^22 + 87471408*u^23 + 34296288*u^24 - 66382526*u^25 - 27867888*u^26 + 46038918*u^27 + 25800920*u^28 - 29560218*u^29 - 27069012*u^30 + 16721424*u^31 + 28272789*u^32 - 7075369*u^33 - 27091805*u^34 + 715898*u^35 + 23070145*u^36 + 2291408*u^37 - 17239490*u^38 - 2745864*u^39 + 11128033*u^40 + 1944108*u^41 - 6063297*u^42 - 976768*u^43 + 2685074*u^44 + 336878*u^45 - 899986*u^46 - 51968*u^47 + 187723*u^48 - 22869*u^49 + 2447*u^50 + 21362*u^51 - 19117*u^52 - 8358*u^53 + 7642*u^54 + 1696*u^55 - 1374*u^56 + 77*u^57 - 12*u^58 - 162*u^59 + 76*u^60 + 57*u^61 - 18*u^62 - 10*u^63 + 2*u^64 + u^65",
							"931 - 55181*u + 1451937*u^2 - 20987306*u^3 + 160420619*u^4 - 71863264*u^5 - 14034319744*u^6 + 194867279264*u^7 - 1619596269327*u^8 + 9821914347144*u^9 - 46451132069327*u^10 + 175096997077696*u^11 - 515499307411304*u^12 + 1071276431106920*u^13 - 948046213424692*u^14 - 2903828571550170*u^15 + 14103251318245592*u^16 - 26866873344737616*u^17 + 15851200068107322*u^18 + 41285060165802754*u^19 - 104886398214395926*u^20 + 72550521788200316*u^21 + 86367056214468708*u^22 - 220434769826450516*u^23 + 148400048112903026*u^24 + 70657357533490246*u^25 - 177177903865040820*u^26 + 61123069836189528*u^27 + 96178997244339526*u^28 - 97987798776924350*u^29 - 12864392182855724*u^30 + 71300728696564872*u^31 - 31370889244141803*u^32 - 22467270990233151*u^33 + 27540729605937101*u^34 - 3896844304278202*u^35 - 9159253787576789*u^36 + 5530489420387824*u^37 + 625343254367872*u^38 - 1852882011448780*u^39 + 497323133456659*u^40 + 294570890783658*u^41 - 213430909915037*u^42 + 5622804276644*u^43 + 39777983437184*u^44 - 12566211297786*u^45 - 3061341955928*u^46 + 2751672038954*u^47 - 295699360135*u^48 - 283115236725*u^49 + 109641022061*u^50 + 2105273640*u^51 - 10956279055*u^52 + 2415511630*u^53 + 276404668*u^54 - 217781616*u^55 + 27159796*u^56 + 6055013*u^57 - 2249034*u^58 + 126538*u^59 + 55472*u^60 - 11185*u^61 + 164*u^62 + 186*u^63 - 24*u^64 + u^65",
							"1 + 5*u + 7*u^2 + 268*u^3 - 383*u^4 - 21778*u^5 - 185652*u^6 - 1054906*u^7 - 3613415*u^8 - 25193046*u^9 - 185120803*u^10 - 538969736*u^11 + 516083892*u^12 + 12566849518*u^13 + 72099335344*u^14 + 260051322920*u^15 + 672181654676*u^16 + 1518291974842*u^17 + 3758737652326*u^18 + 9550101530056*u^19 + 20658054431558*u^20 + 37059403657880*u^21 + 63461897633124*u^22 + 121657068242288*u^23 + 242426301234078*u^24 + 427258171388856*u^25 + 650549038223404*u^26 + 936948695390316*u^27 + 1331045111328298*u^28 + 1690205861841504*u^29 + 1717093992963624*u^30 + 1371317685771800*u^31 + 948986713428099*u^32 + 583351106853739*u^33 + 87854887276255*u^34 - 461747847138592*u^35 - 421347651347985*u^36 + 679266148436138*u^37 + 2230437972623564*u^38 + 2932669669582950*u^39 + 2234924912204649*u^40 + 905150702213060*u^41 + 4641329266635*u^42 - 194223902798028*u^43 - 78038272511484*u^44 + 8415686332050*u^45 + 14329104444892*u^46 + 1934139900944*u^47 - 1403661420871*u^48 - 392991045791*u^49 + 93097999135*u^50 + 38766351724*u^51 - 5379717407*u^52 - 2624153194*u^53 + 359495956*u^54 + 136525834*u^55 - 25177994*u^56 - 5450311*u^57 + 1403476*u^58 + 145520*u^59 - 53752*u^60 - 1589*u^61 + 1272*u^62 - 34*u^63 - 14*u^64 + u^65",
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							"64 + 128*u + 32*u^2 + 456*u^3 - 664*u^4 - 828*u^5 - 497*u^6 - 6312*u^7 + 4199*u^8 - 13589*u^9 + 10643*u^10 - 26738*u^11 + 14708*u^12 - 74582*u^13 + 34930*u^14 - 173974*u^15 + 95424*u^16 - 298780*u^17 + 168490*u^18 - 467220*u^19 + 185348*u^20 - 749578*u^21 + 115774*u^22 - 1026318*u^23 - 18944*u^24 - 961996*u^25 - 197232*u^26 - 501478*u^27 - 373756*u^28 - 112476*u^29 - 425510*u^30 - 179024*u^31 - 248672*u^32 - 440026*u^33 + 71434*u^34 - 400718*u^35 + 298216*u^36 - 40716*u^37 + 288297*u^38 + 247632*u^39 + 123947*u^40 + 238577*u^41 - 16529*u^42 + 72806*u^43 - 47658*u^44 - 32398*u^45 - 8964*u^46 - 27656*u^47 + 28788*u^48 + 13700*u^49 + 36676*u^50 + 32604*u^51 + 25228*u^52 + 26092*u^53 + 11897*u^54 + 13072*u^55 + 4065*u^56 + 4557*u^57 + 1007*u^58 + 1124*u^59 + 174*u^60 + 190*u^61 + 19*u^62 + 20*u^63 + u^64 + u^65",
							"55160344 + 729145972*u + 4471716008*u^2 + 17949906239*u^3 + 53474822424*u^4 + 124738133421*u^5 + 228335415870*u^6 + 327377633046*u^7 + 359936007108*u^8 + 284084567085*u^9 + 124244101871*u^10 - 30516117472*u^11 - 112002937999*u^12 - 187331031202*u^13 - 509957224653*u^14 - 1419325347065*u^15 - 3104346871157*u^16 - 5411825879268*u^17 - 7778549189099*u^18 - 9516313225940*u^19 - 10013157974347*u^20 - 9161729184740*u^21 - 7185415617318*u^22 - 4694890736820*u^23 - 2248218914309*u^24 - 310137251031*u^25 + 916838265042*u^26 + 1475780066465*u^27 + 1503720283094*u^28 + 1256125510265*u^29 + 881512129055*u^30 + 545216069751*u^31 + 276830412730*u^32 + 107348686751*u^33 + 8567679056*u^34 - 37754367398*u^35 - 53554428378*u^36 - 53404317349*u^37 - 44855185902*u^38 - 34046548731*u^39 - 23213383555*u^40 - 14390787707*u^41 - 7948267654*u^42 - 3827830740*u^43 - 1511206306*u^44 - 384145083*u^45 + 53670524*u^46 + 163494185*u^47 + 144596066*u^48 + 96742874*u^49 + 55164378*u^50 + 28269337*u^51 + 13213793*u^52 + 5714923*u^53 + 2311305*u^54 + 865347*u^55 + 308803*u^56 + 100841*u^57 + 31581*u^58 + 9103*u^59 + 2382*u^60 + 635*u^61 + 120*u^62 + 33*u^63 + 3*u^64 + u^65",
							"-9 - 306*u - 1908*u^2 + 8895*u^3 + 153587*u^4 + 924983*u^5 + 4082177*u^6 + 15140181*u^7 + 48776278*u^8 + 141238015*u^9 + 375037775*u^10 + 924441948*u^11 + 2136418464*u^12 + 4654684228*u^13 + 9607478424*u^14 + 18845559960*u^15 + 35196252854*u^16 + 62829909980*u^17 + 107934317048*u^18 + 180024333326*u^19 + 293565075518*u^20 + 468616973582*u^21 + 728836429530*u^22 + 1095291518858*u^23 + 1577639460734*u^24 + 2164677840242*u^25 + 2819402373434*u^26 + 3480595674994*u^27 + 4072582065124*u^28 + 4520430600078*u^29 + 4766041182296*u^30 + 4780416113824*u^31 + 4568508679777*u^32 + 4166092445442*u^33 + 3629987387744*u^34 + 3025696895045*u^35 + 2415039390643*u^36 + 1847483263097*u^37 + 1355461700729*u^38 + 954296598221*u^39 + 644945854652*u^40 + 418513246667*u^41 + 260770392851*u^42 + 156005054234*u^43 + 89584537672*u^44 + 49360065006*u^45 + 26080338876*u^46 + 13204974056*u^47 + 6400922861*u^48 + 2967264842*u^49 + 1313646024*u^50 + 554542749*u^51 + 222763525*u^52 + 84971725*u^53 + 30681663*u^54 + 10456843*u^55 + 3346807*u^56 + 1002163*u^57 + 278171*u^58 + 71261*u^59 + 16526*u^60 + 3459*u^61 + 622*u^62 + 97*u^63 + 11*u^64 + u^65",
							"1 - 8*u + 6*u^2 + 9*u^3 - 27*u^4 + 7*u^5 + 561*u^6 + 751*u^7 + 974*u^8 + 4273*u^9 + 8841*u^10 + 4316*u^11 - 4480*u^12 - 36*u^13 - 19160*u^14 - 118068*u^15 - 169650*u^16 + 30120*u^17 + 261932*u^18 + 206978*u^19 + 554174*u^20 + 1715362*u^21 + 584454*u^22 - 5919334*u^23 - 10126070*u^24 + 2361450*u^25 + 24644766*u^26 + 20659538*u^27 - 23349204*u^28 - 53487506*u^29 - 10046096*u^30 + 64739370*u^31 + 59928275*u^32 - 35152378*u^33 - 88922746*u^34 - 17711935*u^35 + 76574545*u^36 + 57533211*u^37 - 37213795*u^38 - 64646333*u^39 + 59164*u^40 + 47078789*u^41 + 18001637*u^42 - 24129186*u^43 - 18850960*u^44 + 8273098*u^45 + 12421828*u^46 - 1201686*u^47 - 6161745*u^48 - 612070*u^49 + 2448894*u^50 + 555689*u^51 - 806685*u^52 - 243161*u^53 + 224791*u^54 + 71471*u^55 - 53075*u^56 - 14467*u^57 + 10291*u^58 + 1839*u^59 - 1518*u^60 - 97*u^61 + 148*u^62 - 7*u^63 - 7*u^64 + u^65",
							"2826851 + 17894034*u - 159295842*u^2 + 932828441*u^3 - 4912361149*u^4 + 16275331536*u^5 - 44081205513*u^6 + 107280765496*u^7 - 129660654709*u^8 + 106484872542*u^9 + 590235717169*u^10 - 2325321585716*u^11 + 6755935577172*u^12 - 15172744728262*u^13 + 27502556042642*u^14 - 44657300048406*u^15 + 59167840292104*u^16 - 64354313034650*u^17 + 54728831703180*u^18 - 21512673243006*u^19 - 23561443844412*u^20 + 65840405476248*u^21 - 97342321335274*u^22 + 102389265889102*u^23 - 93146458094298*u^24 + 81563369821752*u^25 - 63600829635016*u^26 + 50208995171380*u^27 - 34898585945374*u^28 + 20998377579864*u^29 - 14513238937504*u^30 + 7626411336544*u^31 - 2396976266585*u^32 + 2999670420610*u^33 - 1623263752654*u^34 - 198646590541*u^35 + 359997508939*u^36 + 2213571816838*u^37 + 2092659052201*u^38 + 1277853245328*u^39 + 163405530529*u^40 - 417353009862*u^41 - 540042560691*u^42 - 380004308136*u^43 - 189291089802*u^44 - 61280118380*u^45 - 7480968404*u^46 + 6232650252*u^47 + 5431776731*u^48 + 2716811582*u^49 + 940513586*u^50 + 229750203*u^51 + 961273*u^52 - 16603018*u^53 - 7812603*u^54 - 1844600*u^55 - 473954*u^56 + 1352*u^57 + 49533*u^58 + 21257*u^59 + 1606*u^60 - 850*u^61 - 274*u^62 - 8*u^63 + 6*u^64 + u^65",
							"1 + 52*u + 126*u^2 - 829*u^3 + 21299*u^4 - 53877*u^5 + 340885*u^6 + 178753*u^7 + 2174068*u^8 + 10415101*u^9 + 28943329*u^10 + 130895228*u^11 + 437124784*u^12 + 1228643412*u^13 + 4806898864*u^14 + 20654946348*u^15 + 74368224266*u^16 + 224504932228*u^17 + 598778137932*u^18 + 1460831223546*u^19 + 3313658162342*u^20 + 7050196964266*u^21 + 14162461151554*u^22 + 26991014947902*u^23 + 48958232748342*u^24 + 84720106493790*u^25 + 140160755185722*u^26 + 222092304647250*u^27 + 337482642997408*u^28 + 492146068252510*u^29 + 689053922157104*u^30 + 926558088560466*u^31 + 1196842719918751*u^32 + 1485004213808726*u^33 + 1769295374874438*u^34 + 2022976971157939*u^35 + 2217794918491775*u^36 + 2328590850055975*u^37 + 2338165712993205*u^38 + 2241242720886317*u^39 + 2046327608588790*u^40 + 1774727042786289*u^41 + 1456898611694481*u^42 + 1127081637962226*u^43 + 817381587930348*u^44 + 552429868214214*u^45 + 345799575259988*u^46 + 199250671771362*u^47 + 105065708691131*u^48 + 50423449604382*u^49 + 21912410243470*u^50 + 8580311555975*u^51 + 3012657410253*u^52 + 943662152647*u^53 + 262229948395*u^54 + 64237039353*u^55 + 13767762831*u^56 + 2558252277*u^57 + 407431475*u^58 + 54802353*u^59 + 6104796*u^60 + 548131*u^61 + 38120*u^62 + 1927*u^63 + 63*u^64 + u^65",
							"319973884457 - 5548802585390*u + 49334571236138*u^2 - 263546028190097*u^3 + 705678769735847*u^4 + 606011438893233*u^5 - 13582392755307423*u^6 + 61479034470491419*u^7 - 166432211303489364*u^8 + 295892697311085777*u^9 - 311213985190828979*u^10 + 48714395683989438*u^11 + 437146123293332226*u^12 - 778065519507716140*u^13 + 631838383624712280*u^14 - 88914423455133940*u^15 - 421989302799559108*u^16 + 553924450853519148*u^17 - 290562964712866326*u^18 - 70380713556921058*u^19 + 193622388920596160*u^20 - 66182190944455858*u^21 - 61512724986108380*u^22 + 66572493256405978*u^23 - 27894754574862810*u^24 + 2410442527942118*u^25 + 20824329083275146*u^26 - 32122074814169988*u^27 + 18787832428939692*u^28 - 1293497016059156*u^29 - 3330892702337372*u^30 + 2258467659334354*u^31 - 2529336198161961*u^32 + 2046532828035126*u^33 - 196213290872718*u^34 - 632944760627161*u^35 + 226750663951849*u^36 + 108163456412581*u^37 - 47806287013031*u^38 - 33156615442897*u^39 + 23103134289380*u^40 - 3216039475595*u^41 - 696429889473*u^42 + 721203714692*u^43 - 461934930410*u^44 + 17043231226*u^45 + 35972487140*u^46 + 56186725762*u^47 - 38279146127*u^48 + 1455951324*u^49 + 2126828312*u^50 + 1181729469*u^51 - 660292223*u^52 - 39588197*u^53 + 39196519*u^54 + 11117681*u^55 - 5356137*u^56 + 287413*u^57 - 113371*u^58 + 116327*u^59 - 27670*u^60 + 2925*u^61 - 546*u^62 + 157*u^63 - 21*u^64 + u^65",
							"-15508294463 + 148949248785*u - 734354384678*u^2 + 3806563651114*u^3 - 11804479736746*u^4 - 48818713049312*u^5 + 190597432767801*u^6 + 110723851568537*u^7 + 373869506223420*u^8 - 6465977020342483*u^9 - 20018087426569127*u^10 - 53883886391712838*u^11 - 101560796266137714*u^12 - 152975628847226340*u^13 - 226660830806247254*u^14 - 52753253553093202*u^15 + 351972301810207450*u^16 + 1354186001617411576*u^17 + 2049281845340550958*u^18 + 1190101278162015020*u^19 - 1873755242062941998*u^20 - 7731434457075416002*u^21 - 13397152235686093564*u^22 - 16446335089045399582*u^23 - 14726648890834468542*u^24 - 10123578809328168014*u^25 - 5294581212773064714*u^26 - 955411779323074818*u^27 + 2220891904116080548*u^28 + 3019937373252614936*u^29 + 2393450827708895910*u^30 + 1507687367194184484*u^31 + 730046261933424085*u^32 + 224774129388050173*u^33 + 127351606005939942*u^34 + 177224152934634772*u^35 + 185278384895048272*u^36 + 132226110786521740*u^37 + 64364792253042745*u^38 + 15919585627082607*u^39 - 1176607337045148*u^40 - 2389790686601325*u^41 - 54193021585483*u^42 + 611102750346242*u^43 + 386837874997210*u^44 + 107397512328358*u^45 + 8944955398464*u^46 - 4243835645932*u^47 - 832773852271*u^48 + 559006759455*u^49 + 318955066144*u^50 + 61679961482*u^51 - 3602609080*u^52 - 3834974560*u^53 - 503309323*u^54 + 109200699*u^55 + 40943615*u^56 + 2627886*u^57 - 901037*u^58 - 99164*u^59 + 21069*u^60 + 5451*u^61 - 402*u^62 - 89*u^63 - 3*u^64 + u^65",
							"-14193 - 801072*u - 16801992*u^2 - 143371479*u^3 + 1342278691*u^4 + 35494707142*u^5 + 149644252589*u^6 + 173934309870*u^7 - 16333032167*u^8 - 126993859090*u^9 + 756927069439*u^10 - 780353984348*u^11 + 258791009106*u^12 + 540478063834*u^13 - 1068150839840*u^14 + 980055624472*u^15 - 823543778360*u^16 + 312373288862*u^17 + 261760306270*u^18 - 631385089212*u^19 + 679001627500*u^20 - 512889668808*u^21 + 362555270220*u^22 - 157134848072*u^23 - 9886063856*u^24 + 120214564122*u^25 - 156745379640*u^26 + 101442044816*u^27 - 76405293384*u^28 + 44551529350*u^29 - 20183157122*u^30 - 5621532918*u^31 + 7810638201*u^32 + 2264584414*u^33 + 4056437804*u^34 - 2795121297*u^35 + 1018686077*u^36 + 1623039956*u^37 + 208079165*u^38 + 26293238*u^39 - 701173655*u^40 + 246457338*u^41 - 153345281*u^42 + 173747414*u^43 - 31712754*u^44 + 40740796*u^45 - 14626708*u^46 + 3118974*u^47 - 3219733*u^48 - 415176*u^49 - 268904*u^50 + 698439*u^51 + 299375*u^52 + 246456*u^53 + 170697*u^54 + 105498*u^55 + 43276*u^56 + 19672*u^57 + 7131*u^58 + 2381*u^59 + 584*u^60 + 158*u^61 + 40*u^62 + 18*u^63 + 6*u^64 + u^65",
							"64 + 128*u + 1440*u^2 + 36296*u^3 + 193064*u^4 - 24164*u^5 - 1840433*u^6 + 1665444*u^7 + 16260799*u^8 - 11729011*u^9 - 79039233*u^10 - 99474738*u^11 + 251528630*u^12 + 1703142030*u^13 - 1585730272*u^14 - 11954220660*u^15 + 5256401772*u^16 + 50506248242*u^17 + 3055490582*u^18 - 140219185574*u^19 - 56207095816*u^20 + 284703354414*u^21 + 181063064518*u^22 - 476878119972*u^23 - 370744410732*u^24 + 659155836704*u^25 + 576070826498*u^26 - 770483501138*u^27 - 734032337258*u^28 + 764598164298*u^29 + 794404083402*u^30 - 649648728074*u^31 - 744021233828*u^32 + 478478329604*u^33 + 606911590618*u^34 - 312663984408*u^35 - 428300227376*u^36 + 186103316406*u^37 + 257155207965*u^38 - 102187600064*u^39 - 129452306529*u^40 + 50970180177*u^41 + 54187773755*u^42 - 22372740808*u^43 - 18768042154*u^44 + 8381113054*u^45 + 5350456918*u^46 - 2622793184*u^47 - 1248092376*u^48 + 676210380*u^49 + 236724618*u^50 - 142120644*u^51 - 36223754*u^52 + 24085386*u^53 + 4420469*u^54 - 3245266*u^55 - 422557*u^56 + 340671*u^57 + 30777*u^58 - 27002*u^59 - 1630*u^60 + 1532*u^61 + 57*u^62 - 56*u^63 - u^64 + u^65",
							"445913408 + 4268588736*u + 17987411888*u^2 + 74875258064*u^3 + 204656262492*u^4 + 529061314394*u^5 + 1057523652005*u^6 + 1942602556520*u^7 + 2625211812109*u^8 + 3151307895781*u^9 + 2566021908199*u^10 - 3215580681186*u^11 - 2971577829870*u^12 - 20016552215902*u^13 - 4731077935262*u^14 - 27555595598072*u^15 + 75030853913084*u^16 - 47665888170644*u^17 + 256708210844366*u^18 - 105907922744834*u^19 + 82186616232174*u^20 + 138794182825052*u^21 - 731199925807920*u^22 + 609852589818726*u^23 - 835131758695124*u^24 + 107169872162452*u^25 + 579403733570302*u^26 - 882043999110634*u^27 + 1048360510198068*u^28 - 334679441162186*u^29 - 82083462286200*u^30 + 420153512919512*u^31 - 381912090654472*u^32 + 226810104906556*u^33 - 108577642699174*u^34 + 45077748279582*u^35 - 16041322353956*u^36 - 2202590765534*u^37 + 3690956867735*u^38 + 2156146387330*u^39 - 3965393394383*u^40 + 2362548977227*u^41 - 808390488183*u^42 + 177534815654*u^43 - 24709363098*u^44 + 6432546932*u^45 - 8205226644*u^46 + 7227083658*u^47 - 3909722670*u^48 + 1471009402*u^49 - 590399488*u^50 + 337383468*u^51 - 172759292*u^52 + 63698094*u^53 - 19069621*u^54 + 5550726*u^55 - 1581953*u^56 + 461283*u^57 - 135489*u^58 + 33406*u^59 - 7144*u^60 + 1426*u^61 - 253*u^62 + 46*u^63 - 7*u^64 + u^65",
							"59777719 + 242832156*u + 877360056*u^2 + 3507783207*u^3 + 6814567609*u^4 + 30216996566*u^5 + 36843412909*u^6 + 195564086404*u^7 + 143442788183*u^8 + 770703837678*u^9 + 750293012143*u^10 + 1667704783154*u^11 + 2932716488482*u^12 + 1773056224474*u^13 + 3874148989254*u^14 - 1048897031690*u^15 - 8842358235868*u^16 - 23381732049478*u^17 - 57296588657644*u^18 - 101059148717012*u^19 - 175969262644456*u^20 - 272632322962454*u^21 - 392438041549956*u^22 - 538181075462386*u^23 - 685376162940106*u^24 - 834270615742190*u^25 - 959234175618078*u^26 - 1047375362529966*u^27 - 1090221621216786*u^28 - 1076057934759036*u^29 - 1011576762682882*u^30 - 904419134284936*u^31 - 765525066992365*u^32 - 617369330913746*u^33 - 468521542065648*u^34 - 337559840954143*u^35 - 228179237779677*u^36 - 144473513033412*u^37 - 85878545999265*u^38 - 46230948060284*u^39 - 23472006909625*u^40 - 9824441087548*u^41 - 3879774374263*u^42 - 727584794100*u^43 + 7510236084*u^44 + 358133243254*u^45 + 218382189012*u^46 + 168869881116*u^47 + 71293773799*u^48 + 40250284632*u^49 + 13591185474*u^50 + 6462812753*u^51 + 1779720335*u^52 + 749502100*u^53 + 167793363*u^54 + 64202526*u^55 + 11525720*u^56 + 4056782*u^57 + 568479*u^58 + 185021*u^59 + 19278*u^60 + 5798*u^61 + 406*u^62 + 112*u^63 + 4*u^64 + u^65",
							"97831 + 131043*u - 5650*u^2 + 550416*u^3 - 4518223*u^4 + 35280279*u^5 - 32444426*u^6 + 53505765*u^7 - 266164622*u^8 + 41929212*u^9 + 1530888949*u^10 - 1091788856*u^11 - 1618504720*u^12 - 11766012196*u^13 + 14412586876*u^14 + 32710272896*u^15 + 38726735920*u^16 - 9141986292*u^17 - 102292664696*u^18 + 554479606112*u^19 + 386696304872*u^20 + 1642062358854*u^21 + 3143882351938*u^22 - 1761866229302*u^23 - 3148079296432*u^24 - 10996050189564*u^25 - 26581566216928*u^26 - 17154536792234*u^27 - 173882553140*u^28 + 33864188671678*u^29 + 53113243915892*u^30 + 20757691974852*u^31 + 4916369612379*u^32 - 37785485119683*u^33 - 30406809214374*u^34 - 17268594453752*u^35 - 11341391162311*u^36 + 15842057831651*u^37 - 1051991126062*u^38 + 14503020741049*u^39 - 5178249115538*u^40 + 5193266369042*u^41 - 5043867673495*u^42 + 2436467105126*u^43 - 2240297023542*u^44 + 1186106695936*u^45 - 757544602690*u^46 + 415504352916*u^47 - 216573421867*u^48 + 121385581037*u^49 - 58940935458*u^50 + 27392933168*u^51 - 10115477417*u^52 + 3521922263*u^53 - 961685396*u^54 + 270906081*u^55 - 56894925*u^56 + 13710077*u^57 - 2193303*u^58 + 471162*u^59 - 55326*u^60 + 10828*u^61 - 849*u^62 + 153*u^63 - 6*u^64 + u^65",
							"998177071069 + 2570991331313*u - 2203697825608*u^2 + 11963196456254*u^3 - 38134635948488*u^4 + 89880875569504*u^5 + 61743115017619*u^6 - 195039564373589*u^7 - 191975762931594*u^8 + 200242628593989*u^9 + 836171275668683*u^10 - 194772118175310*u^11 - 1177633439946430*u^12 - 1216284727012740*u^13 + 1361551598090190*u^14 + 2421119736917212*u^15 + 221221934400380*u^16 - 1255488835372510*u^17 - 1815942043022252*u^18 - 1409300693531622*u^19 - 995170404766298*u^20 + 208250390366310*u^21 + 704646959845184*u^22 + 1104076019350920*u^23 + 869137590623598*u^24 - 245587564075400*u^25 - 1384600933449458*u^26 - 1853741526721906*u^27 - 1852581011115622*u^28 - 1518289412516104*u^29 - 881973616057618*u^30 - 342631262100852*u^31 - 113191391388087*u^32 - 49971013890079*u^33 - 42724279793864*u^34 - 51211988755716*u^35 - 25567284248786*u^36 + 11885545319400*u^37 + 13211566191099*u^38 - 136426496645*u^39 - 441467965530*u^40 + 2308992643141*u^41 + 885763720665*u^42 - 145054547914*u^43 + 73143566784*u^44 + 109086303748*u^45 + 5403987424*u^46 - 5202146268*u^47 + 3587709907*u^48 + 1338538159*u^49 - 150103782*u^50 - 49538702*u^51 + 27537316*u^52 + 13327960*u^53 - 2469085*u^54 - 1667381*u^55 + 418959*u^56 + 141652*u^57 - 32993*u^58 - 10724*u^59 + 897*u^60 + 847*u^61 + 20*u^62 - 31*u^63 - 3*u^64 + u^65",
							"16077123 + 8788257*u + 11568663*u^2 - 131027256*u^3 - 1297522821*u^4 - 41065282*u^5 + 935854742*u^6 + 4011183256*u^7 + 10339192791*u^8 + 24372017822*u^9 - 28638268827*u^10 - 126061622282*u^11 + 43867165658*u^12 - 3761455128*u^13 - 220342567110*u^14 + 432690203412*u^15 + 563503872000*u^16 - 742807908144*u^17 - 695729503624*u^18 + 824014443232*u^19 + 418534219168*u^20 - 796952332236*u^21 + 2665219542*u^22 + 591450923436*u^23 - 233074105954*u^24 - 219383217090*u^25 + 228721063376*u^26 - 72215293248*u^27 - 136865892192*u^28 + 132824133394*u^29 + 56883360210*u^30 - 60645663418*u^31 - 8001455193*u^32 - 496437193*u^33 - 11727690799*u^34 + 13082503474*u^35 + 11095096305*u^36 - 5361877678*u^37 - 4365027730*u^38 - 260232758*u^39 + 363082039*u^40 + 1067675488*u^41 + 448602325*u^42 - 440079928*u^43 - 226453838*u^44 + 60800104*u^45 + 44552954*u^46 + 16517264*u^47 + 601883*u^48 - 9769145*u^49 - 2520787*u^50 + 1951686*u^51 + 657509*u^52 - 52344*u^53 - 83990*u^54 - 72902*u^55 + 3850*u^56 + 22111*u^57 + 462*u^58 - 3678*u^59 - 82*u^60 + 401*u^61 + 4*u^62 - 28*u^63 + u^65"
						],
						"Multiplicity":1,
						"ij_list":[
							[
								"{6, 10}",
								"{6, 11}",
								"{7, 11}",
								"{7, 12}",
								"{8, 12}"
							],
							[
								"{6, 7}",
								"{7, 8}",
								"{10, 11}",
								"{11, 12}"
							],
							[
								"{6, 12}",
								"{7, 10}",
								"{8, 11}"
							],
							[
								"{1, 9}",
								"{1, 10}",
								"{6, 8}",
								"{10, 12}"
							],
							[
								"{1, 6}",
								"{8, 10}"
							],
							[
								"{1, 11}"
							],
							[
								"{1, 7}"
							],
							[
								"{1, 12}",
								"{9, 10}"
							],
							[
								"{1, 8}",
								"{5, 9}",
								"{6, 9}"
							],
							[
								"{9, 11}"
							],
							[
								"{7, 9}"
							],
							[
								"{9, 12}"
							],
							[
								"{1, 5}",
								"{3, 4}",
								"{8, 9}"
							],
							[
								"{5, 10}"
							],
							[
								"{5, 6}"
							],
							[
								"{5, 11}"
							],
							[
								"{5, 7}"
							],
							[
								"{5, 12}"
							],
							[
								"{2, 8}",
								"{5, 8}"
							],
							[
								"{2, 9}"
							],
							[
								"{3, 10}"
							],
							[
								"{2, 11}"
							],
							[
								"{4, 7}"
							],
							[
								"{3, 11}"
							],
							[
								"{3, 8}",
								"{3, 9}",
								"{4, 8}"
							],
							[
								"{4, 6}"
							],
							[
								"{1, 3}",
								"{3, 6}"
							],
							[
								"{1, 4}",
								"{2, 4}",
								"{2, 5}",
								"{3, 5}"
							],
							[
								"{2, 6}"
							],
							[
								"{1, 2}",
								"{2, 3}",
								"{4, 5}"
							],
							[
								"{2, 12}"
							],
							[
								"{2, 7}"
							],
							[
								"{4, 12}"
							],
							[
								"{4, 9}"
							],
							[
								"{2, 10}"
							],
							[
								"{3, 12}"
							],
							[
								"{3, 7}"
							],
							[
								"{4, 11}"
							],
							[
								"{4, 10}"
							]
						],
						"SortedReprnIndices":"{54, 55, 4, 3, 50, 51, 53, 52, 22, 23, 6, 5, 64, 63, 1, 2, 46, 45, 44, 43, 9, 10, 48, 49, 31, 30, 40, 39, 24, 25, 33, 32, 41, 42, 14, 15, 59, 58, 17, 16, 18, 19, 56, 57, 11, 12, 29, 28, 27, 26, 36, 35, 62, 61, 20, 21, 38, 37, 8, 7, 60, 47, 13, 65, 34}",
						"aCuspShapeN":[
							"-17.6543462163385063451`5.135171543449552 - 4.7769748315695201276`4.567472857364119*I",
							"-17.6543462163385063451`5.135171543449552 + 4.7769748315695201276`4.567472857364119*I",
							"-12.3674419162855396722`5.063790633398563 + 8.6651626799223249097`4.909287474601417*I",
							"-12.3674419162855396722`5.063790633398563 - 8.6651626799223249097`4.909287474601417*I",
							"-9.3536272518446440564`5.0133666371655075 + 8.77747717407469052`4.985756286918261*I",
							"-9.3536272518446440564`5.0133666371655075 - 8.77747717407469052`4.985756286918261*I",
							"-15.5304353703042167937`5.142481564926946 + 3.0149919564804734218`4.430584092142699*I",
							"-15.5304353703042167937`5.142481564926946 - 3.0149919564804734218`4.430584092142699*I",
							"-11.3973682448864394437`5.096684274197646 - 6.0452412154111385729`4.821293328428749*I",
							"-11.3973682448864394437`5.096684274197646 + 6.0452412154111385729`4.821293328428749*I",
							"-12.6223961778131902935`5.134515553329801 - 3.4903255786232155337`4.576239686091236*I",
							"-12.6223961778131902935`5.134515553329801 + 3.4903255786232155337`4.576239686091236*I",
							-1.7228e1,
							"-3.4218680101178195879`4.921976017947747 - 4.6726884587351762649`5.057279590584591*I",
							"-3.4218680101178195879`4.921976017947747 + 4.6726884587351762649`5.057279590584591*I",
							"-12.2209298722307912322`5.129806719588343 + 3.8657655207550718868`4.629937975829204*I",
							"-12.2209298722307912322`5.129806719588343 - 3.8657655207550718868`4.629937975829204*I",
							"-16.5119058366052875785`5.134553966650126 - 4.5601582559457642444`4.575736678074072*I",
							"-16.5119058366052875785`5.134553966650126 + 4.5601582559457642444`4.575736678074072*I",
							"-2.5646313794770271456`4.9617292869057765 - 3.0187095629641122606`5.03252566569902*I",
							"-2.5646313794770271456`4.9617292869057765 + 3.0187095629641122606`5.03252566569902*I",
							"-10.4699036039996373483`5.135168939088953 - 2.8332322035974105769`4.567508425435384*I",
							"-10.4699036039996373483`5.135168939088953 + 2.8332322035974105769`4.567508425435384*I",
							"-7.1397540763030722107`5.123516304747512 - 2.5978655046827461495`4.684449714930028*I",
							"-7.1397540763030722107`5.123516304747512 + 2.5978655046827461495`4.684449714930028*I",
							"-8.9620449864452080758`5.149456980583044 - 0.6263333821677093755`3.993855420230852*I",
							"-8.9620449864452080758`5.149456980583044 + 0.6263333821677093755`3.993855420230852*I",
							"-10.774735787384514315`5.128259743190368 + 3.5397159516588131213`4.64482152676926*I",
							"-10.774735787384514315`5.128259743190368 - 3.5397159516588131213`4.64482152676926*I",
							0,
							0,
							"-11.2700427238344643718`5.1340511554850385 + 3.1629908375267775911`4.582223526924104*I",
							"-11.2700427238344643718`5.1340511554850385 - 3.1629908375267775911`4.582223526924104*I",
							-1.0625e1,
							0,
							0,
							0,
							0,
							0,
							0,
							0,
							0,
							0,
							0,
							0,
							0,
							0,
							0,
							0,
							0,
							0,
							0,
							0,
							0,
							0,
							0,
							0,
							0,
							0,
							0,
							"-8.024183807675827676`5.045423422811401 + 6.3309446879693706163`4.942491073631492*I",
							"-8.024183807675827676`5.045423422811401 - 6.3309446879693706163`4.942491073631492*I",
							0,
							0,
							0.88575
						],
						"Abelian":false
					},
					{
						"IdealName":"J12a_822_1",
						"Generators":[
							"1 + b - u^2 - 2*u^3 + u^5",
							"2 + a + 2*u - u^2 - 3*u^3 + u^5",
							"-1 + u + 2*u^2 + 2*u^3 - 3*u^4 - u^5 + u^6"
						],
						"VariableOrder":[
							"b",
							"a",
							"u"
						],
						"Characteristic":0,
						"KnownGroebner":[],
						"Status":[
							"vCompNormalize"
						],
						"MonomialOrder":"lex",
						"IsHomogeneous":false,
						"IsZeroDim":true,
						"IdealDimension":0,
						"Timings":{
							"TimingGroebner":8.023e-2,
							"TimingZeroDimVars":0.214247,
							"TimingmagmaVCompNormalize":0.215604,
							"TimingNumberOfSols":0.166877,
							"TimingIsRadical":1.2064e-2,
							"TimingArcColoring":0.359776,
							"TimingObstruction":6.0620000000000005e-3,
							"TimingComplexVolumeN":7.71689,
							"TimingaCuspShapeN":2.8318e-2,
							"TiminguValues":0.799363,
							"TiminguPolysN":1.803e-3,
							"TiminguPolys":0.934736,
							"TimingaCuspShape":0.100275,
							"TimingRepresentationsN":9.6008e-2,
							"TiminguValues_ij":0.634602,
							"TiminguPoly_ij":1.949232,
							"TiminguPolys_ij_N":4.1849999999999995e-3
						},
						"ZeroDimensionalVars":[
							"b",
							"a",
							"u"
						],
						"NumberOfSols":6,
						"IsRadical":true,
						"ArcColoring":[
							[
								"-1 + 3*u^2 - u^4",
								"-1 + u + 3*u^2 + 2*u^3 - u^4 - u^5"
							],
							[
								"-3 - 2*u + 4*u^2 + 3*u^3 - u^4 - u^5",
								"-2 + u + 4*u^2 + 4*u^3 - u^4 - 2*u^5"
							],
							[
								"-2 - 2*u + u^2 + 3*u^3 - u^5",
								"-1 + u^2 + 2*u^3 - u^5"
							],
							[
								"-2 - 2*u + u^2 + 3*u^3 - u^5",
								"-1 + u^2 + 2*u^3 - u^5"
							],
							[
								"1 - 3*u^2 + u^4",
								"1 - u - 3*u^2 - 2*u^3 + u^4 + u^5"
							],
							[
								"1 - u^2",
								"-u^2"
							],
							"{1, 0}",
							[
								1,
								"u^2"
							],
							[
								1,
								"u^2"
							],
							[
								"2*u - u^3",
								"u - u^3"
							],
							[
								"u",
								"u"
							],
							[
								0,
								"u"
							]
						],
						"Obstruction":1,
						"ComplexVolumeN":[
							"1.31531 + 1.97241*I",
							"1.31531 - 1.97241*I",
							-2.38379,
							"-5.34051 - 4.59213*I",
							"-5.34051 + 4.59213*I",
							-9.30502
						],
						"uPolysN":[
							"1 - 6*u + 15*u^2 - 20*u^3 + 15*u^4 - 6*u^5 + u^6",
							"1 - 6*u + 15*u^2 - 20*u^3 + 15*u^4 - 6*u^5 + u^6",
							"u^6",
							"1 + 6*u + 15*u^2 + 20*u^3 + 15*u^4 + 6*u^5 + u^6",
							"-1 + u + 2*u^2 + 2*u^3 + 3*u^4 + u^5 + u^6",
							"-1 + u + 2*u^2 + 2*u^3 - 3*u^4 - u^5 + u^6",
							"-1 + u + 2*u^2 + 2*u^3 - 3*u^4 - u^5 + u^6",
							"u^6",
							"-1 + u + 2*u^2 + 2*u^3 + 3*u^4 + u^5 + u^6",
							"-1 - u + 2*u^2 - 2*u^3 - 3*u^4 + u^5 + u^6",
							"-1 - u + 2*u^2 - 2*u^3 - 3*u^4 + u^5 + u^6",
							"-1 - u + 2*u^2 - 2*u^3 + 3*u^4 - u^5 + u^6"
						],
						"uPolys":[
							"(-1 + u)^6",
							"(-1 + u)^6",
							"u^6",
							"(1 + u)^6",
							"-1 + u + 2*u^2 + 2*u^3 + 3*u^4 + u^5 + u^6",
							"-1 + u + 2*u^2 + 2*u^3 - 3*u^4 - u^5 + u^6",
							"-1 + u + 2*u^2 + 2*u^3 - 3*u^4 - u^5 + u^6",
							"u^6",
							"-1 + u + 2*u^2 + 2*u^3 + 3*u^4 + u^5 + u^6",
							"-1 - u + 2*u^2 - 2*u^3 - 3*u^4 + u^5 + u^6",
							"-1 - u + 2*u^2 - 2*u^3 - 3*u^4 + u^5 + u^6",
							"-1 - u + 2*u^2 - 2*u^3 + 3*u^4 - u^5 + u^6"
						],
						"aCuspShape":"-18 - 14*u - u^2 + 14*u^3 + u^4 - 3*u^5",
						"RepresentationsN":[
							[
								"u->-0.49318 + 0.575288 I",
								"a->-0.089969 - 0.799962 I",
								"b->-0.446039 + 0.121233 I"
							],
							[
								"u->-0.49318 - 0.575288 I",
								"a->-0.089969 + 0.799962 I",
								"b->-0.446039 - 0.121233 I"
							],
							[
								"u->0.483672",
								"a->-2.42043",
								"b->-0.566232"
							],
							[
								"u->1.52087 + 0.1631 I",
								"a->0.227586 - 0.710576 I",
								"b->0.87287 - 1.51178 I"
							],
							[
								"u->1.52087 - 0.1631 I",
								"a->0.227586 + 0.710576 I",
								"b->0.87287 + 1.51178 I"
							],
							[
								"u->-1.53904",
								"a->1.14519",
								"b->2.71257"
							]
						],
						"Epsilon":1.98554,
						"uPolys_ij":[
							"u^6",
							"(-1 + u)^6",
							"-1 + u + 2*u^2 + 2*u^3 - 3*u^4 - u^5 + u^6",
							"1 - 5*u + 6*u^2 - 16*u^3 + 17*u^4 - 7*u^5 + u^6",
							"3 - u - 14*u^2 - 14*u^3 - u^4 + 3*u^5 + u^6",
							"-1 + u + 2*u^2 + 2*u^3 + 3*u^4 + u^5 + u^6",
							"-1 - u + 2*u^2 - 2*u^3 + 3*u^4 - u^5 + u^6",
							"-3 - u - u^2 - 6*u^3 - 3*u^4 + u^6",
							"-64 - 32*u + 32*u^2 - 16*u^3 + 12*u^4 - 2*u^5 + u^6",
							"123 - 28*u - 61*u^2 + 32*u^3 + u^4 - 4*u^5 + u^6",
							"1 - 2*u + u^2 + 2*u^3 - u^4 + u^5 + u^6",
							"1 + 5*u - 6*u^2 - 4*u^3 + 9*u^4 - 5*u^5 + u^6",
							"9 - 62*u + 125*u^2 - 110*u^3 + 49*u^4 - 11*u^5 + u^6",
							"1 - 5*u + 2*u^2 + 10*u^3 + 7*u^4 - 3*u^5 + u^6",
							"1 - 5*u - 6*u^2 + 4*u^3 + 9*u^4 + 5*u^5 + u^6",
							"-1 + 5*u - 7*u^2 + 2*u^4 + 3*u^5 + u^6",
							"1 + 5*u + 2*u^2 - 10*u^3 + 7*u^4 + 3*u^5 + u^6",
							"-169 + 39*u + 67*u^2 - 58*u^3 + 6*u^4 + 3*u^5 + u^6",
							"-31 + 159*u - 113*u^2 - 20*u^3 + 21*u^4 + 6*u^5 + u^6"
						],
						"GeometricComponent":0,
						"uPolys_ij_N":[
							"u^6",
							"1 - 6*u + 15*u^2 - 20*u^3 + 15*u^4 - 6*u^5 + u^6",
							"-1 + u + 2*u^2 + 2*u^3 - 3*u^4 - u^5 + u^6",
							"1 - 5*u + 6*u^2 - 16*u^3 + 17*u^4 - 7*u^5 + u^6",
							"3 - u - 14*u^2 - 14*u^3 - u^4 + 3*u^5 + u^6",
							"-1 + u + 2*u^2 + 2*u^3 + 3*u^4 + u^5 + u^6",
							"-1 - u + 2*u^2 - 2*u^3 + 3*u^4 - u^5 + u^6",
							"-3 - u - u^2 - 6*u^3 - 3*u^4 + u^6",
							"-64 - 32*u + 32*u^2 - 16*u^3 + 12*u^4 - 2*u^5 + u^6",
							"123 - 28*u - 61*u^2 + 32*u^3 + u^4 - 4*u^5 + u^6",
							"1 - 2*u + u^2 + 2*u^3 - u^4 + u^5 + u^6",
							"1 + 5*u - 6*u^2 - 4*u^3 + 9*u^4 - 5*u^5 + u^6",
							"9 - 62*u + 125*u^2 - 110*u^3 + 49*u^4 - 11*u^5 + u^6",
							"1 - 5*u + 2*u^2 + 10*u^3 + 7*u^4 - 3*u^5 + u^6",
							"1 - 5*u - 6*u^2 + 4*u^3 + 9*u^4 + 5*u^5 + u^6",
							"-1 + 5*u - 7*u^2 + 2*u^4 + 3*u^5 + u^6",
							"1 + 5*u + 2*u^2 - 10*u^3 + 7*u^4 + 3*u^5 + u^6",
							"-169 + 39*u + 67*u^2 - 58*u^3 + 6*u^4 + 3*u^5 + u^6",
							"-31 + 159*u - 113*u^2 - 20*u^3 + 21*u^4 + 6*u^5 + u^6"
						],
						"Multiplicity":1,
						"ij_list":[
							[
								"{1, 5}",
								"{3, 4}",
								"{3, 8}",
								"{3, 9}",
								"{4, 8}",
								"{4, 9}",
								"{8, 9}"
							],
							[
								"{1, 2}",
								"{1, 3}",
								"{1, 4}",
								"{2, 3}",
								"{2, 4}",
								"{2, 5}",
								"{3, 5}",
								"{3, 6}",
								"{4, 5}",
								"{4, 6}"
							],
							[
								"{6, 10}",
								"{6, 11}",
								"{7, 11}",
								"{7, 12}",
								"{8, 12}",
								"{9, 12}"
							],
							[
								"{6, 7}",
								"{7, 8}",
								"{7, 9}",
								"{10, 11}",
								"{11, 12}"
							],
							[
								"{6, 12}",
								"{7, 10}",
								"{8, 11}",
								"{9, 11}"
							],
							[
								"{5, 8}",
								"{5, 9}",
								"{5, 10}",
								"{6, 8}",
								"{6, 9}",
								"{10, 12}"
							],
							[
								"{1, 8}",
								"{1, 9}",
								"{1, 10}",
								"{2, 8}",
								"{2, 9}",
								"{3, 10}",
								"{4, 10}"
							],
							[
								"{3, 11}",
								"{4, 11}"
							],
							[
								"{2, 10}"
							],
							[
								"{2, 12}"
							],
							[
								"{3, 12}",
								"{4, 12}"
							],
							[
								"{1, 6}",
								"{1, 12}"
							],
							[
								"{2, 6}"
							],
							[
								"{5, 7}",
								"{5, 11}"
							],
							[
								"{5, 6}",
								"{5, 12}",
								"{8, 10}",
								"{9, 10}"
							],
							[
								"{3, 7}",
								"{4, 7}"
							],
							[
								"{1, 7}",
								"{1, 11}"
							],
							[
								"{2, 11}"
							],
							[
								"{2, 7}"
							]
						],
						"SortedReprnIndices":"{5, 4, 1, 2, 6, 3}",
						"aCuspShapeN":[
							"-6.4392994716542009269`5.0947045495882275 - 3.4859551216639465592`4.828187718034172*I",
							"-6.4392994716542009269`5.0947045495882275 + 3.4859551216639465592`4.828187718034172*I",
							-2.3445999999999998e1,
							"-10.6659958500408156683`5.1390396360006525 + 2.4846796027136005028`4.506308620412233*I",
							"-10.6659958500408156683`5.1390396360006525 - 2.4846796027136005028`4.506308620412233*I",
							-1.8343e1
						],
						"Abelian":false
					},
					{
						"IdealName":"abJ12a_822_2",
						"Generators":[
							"b",
							"-1 + a",
							"-1 + v"
						],
						"VariableOrder":[
							"b",
							"a",
							"v"
						],
						"Characteristic":0,
						"KnownGroebner":[],
						"Status":[
							"vCompNormalize"
						],
						"MonomialOrder":"lex",
						"IsHomogeneous":false,
						"IsZeroDim":true,
						"IdealDimension":0,
						"Timings":{
							"TimingGroebner":7.3827e-2,
							"TimingZeroDimVars":0.203311,
							"TimingmagmaVCompNormalize":0.204465,
							"TimingNumberOfSols":0.121539,
							"TimingIsRadical":9.992000000000001e-3,
							"TimingArcColoring":0.335615,
							"TimingObstruction":5.04e-4,
							"TimingComplexVolumeN":0.883332,
							"TimingaCuspShapeN":5.201e-3,
							"TiminguValues":0.769839,
							"TiminguPolysN":1.45e-4,
							"TiminguPolys":0.979127,
							"TimingaCuspShape":9.1732e-2,
							"TimingRepresentationsN":6.0780000000000015e-2,
							"TiminguValues_ij":0.604492,
							"TiminguPoly_ij":0.709428,
							"TiminguPolys_ij_N":2.9e-5
						},
						"ZeroDimensionalVars":[
							"b",
							"a",
							"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}",
							"{1, 0}",
							"{1, 0}"
						],
						"Obstruction":1,
						"ComplexVolumeN":"{0}",
						"uPolysN":[
							"u",
							"u",
							"u",
							"u",
							"u",
							"u",
							"u",
							"u",
							"u",
							"u",
							"u",
							"u"
						],
						"uPolys":[
							"u",
							"u",
							"u",
							"u",
							"u",
							"u",
							"u",
							"u",
							"u",
							"u",
							"u",
							"u"
						],
						"aCuspShape":0,
						"RepresentationsN":[
							[
								"v->1.",
								"a->1.",
								"b->0"
							]
						],
						"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}",
								"{1, 11}",
								"{1, 12}",
								"{2, 3}",
								"{2, 4}",
								"{2, 5}",
								"{2, 6}",
								"{2, 7}",
								"{2, 8}",
								"{2, 9}",
								"{2, 10}",
								"{2, 11}",
								"{2, 12}",
								"{3, 4}",
								"{3, 5}",
								"{3, 6}",
								"{3, 7}",
								"{3, 8}",
								"{3, 9}",
								"{3, 10}",
								"{3, 11}",
								"{3, 12}",
								"{4, 5}",
								"{4, 6}",
								"{4, 7}",
								"{4, 8}",
								"{4, 9}",
								"{4, 10}",
								"{4, 11}",
								"{4, 12}",
								"{5, 6}",
								"{5, 7}",
								"{5, 8}",
								"{5, 9}",
								"{5, 10}",
								"{5, 11}",
								"{5, 12}",
								"{6, 7}",
								"{6, 8}",
								"{6, 9}",
								"{6, 10}",
								"{6, 11}",
								"{6, 12}",
								"{7, 8}",
								"{7, 9}",
								"{7, 10}",
								"{7, 11}",
								"{7, 12}",
								"{8, 9}",
								"{8, 10}",
								"{8, 11}",
								"{8, 12}",
								"{9, 10}",
								"{9, 11}",
								"{9, 12}",
								"{10, 11}",
								"{10, 12}",
								"{11, 12}"
							]
						],
						"SortedReprnIndices":"{1}",
						"aCuspShapeN":"{0}",
						"Abelian":true
					}
				]
			},
			"uPolyC":[
				"(-1 + u)^6*(1 - 8*u + 6*u^2 + 9*u^3 - 27*u^4 + 7*u^5 + 561*u^6 + 751*u^7 + 974*u^8 + 4273*u^9 + 8841*u^10 + 4316*u^11 - 4480*u^12 - 36*u^13 - 19160*u^14 - 118068*u^15 - 169650*u^16 + 30120*u^17 + 261932*u^18 + 206978*u^19 + 554174*u^20 + 1715362*u^21 + 584454*u^22 - 5919334*u^23 - 10126070*u^24 + 2361450*u^25 + 24644766*u^26 + 20659538*u^27 - 23349204*u^28 - 53487506*u^29 - 10046096*u^30 + 64739370*u^31 + 59928275*u^32 - 35152378*u^33 - 88922746*u^34 - 17711935*u^35 + 76574545*u^36 + 57533211*u^37 - 37213795*u^38 - 64646333*u^39 + 59164*u^40 + 47078789*u^41 + 18001637*u^42 - 24129186*u^43 - 18850960*u^44 + 8273098*u^45 + 12421828*u^46 - 1201686*u^47 - 6161745*u^48 - 612070*u^49 + 2448894*u^50 + 555689*u^51 - 806685*u^52 - 243161*u^53 + 224791*u^54 + 71471*u^55 - 53075*u^56 - 14467*u^57 + 10291*u^58 + 1839*u^59 - 1518*u^60 - 97*u^61 + 148*u^62 - 7*u^63 - 7*u^64 + u^65)",
				"(-1 + u)^6*(1 - 8*u + 6*u^2 + 9*u^3 - 27*u^4 + 7*u^5 + 561*u^6 + 751*u^7 + 974*u^8 + 4273*u^9 + 8841*u^10 + 4316*u^11 - 4480*u^12 - 36*u^13 - 19160*u^14 - 118068*u^15 - 169650*u^16 + 30120*u^17 + 261932*u^18 + 206978*u^19 + 554174*u^20 + 1715362*u^21 + 584454*u^22 - 5919334*u^23 - 10126070*u^24 + 2361450*u^25 + 24644766*u^26 + 20659538*u^27 - 23349204*u^28 - 53487506*u^29 - 10046096*u^30 + 64739370*u^31 + 59928275*u^32 - 35152378*u^33 - 88922746*u^34 - 17711935*u^35 + 76574545*u^36 + 57533211*u^37 - 37213795*u^38 - 64646333*u^39 + 59164*u^40 + 47078789*u^41 + 18001637*u^42 - 24129186*u^43 - 18850960*u^44 + 8273098*u^45 + 12421828*u^46 - 1201686*u^47 - 6161745*u^48 - 612070*u^49 + 2448894*u^50 + 555689*u^51 - 806685*u^52 - 243161*u^53 + 224791*u^54 + 71471*u^55 - 53075*u^56 - 14467*u^57 + 10291*u^58 + 1839*u^59 - 1518*u^60 - 97*u^61 + 148*u^62 - 7*u^63 - 7*u^64 + u^65)",
				"u^6*(64 + 128*u + 32*u^2 + 456*u^3 - 664*u^4 - 828*u^5 - 497*u^6 - 6312*u^7 + 4199*u^8 - 13589*u^9 + 10643*u^10 - 26738*u^11 + 14708*u^12 - 74582*u^13 + 34930*u^14 - 173974*u^15 + 95424*u^16 - 298780*u^17 + 168490*u^18 - 467220*u^19 + 185348*u^20 - 749578*u^21 + 115774*u^22 - 1026318*u^23 - 18944*u^24 - 961996*u^25 - 197232*u^26 - 501478*u^27 - 373756*u^28 - 112476*u^29 - 425510*u^30 - 179024*u^31 - 248672*u^32 - 440026*u^33 + 71434*u^34 - 400718*u^35 + 298216*u^36 - 40716*u^37 + 288297*u^38 + 247632*u^39 + 123947*u^40 + 238577*u^41 - 16529*u^42 + 72806*u^43 - 47658*u^44 - 32398*u^45 - 8964*u^46 - 27656*u^47 + 28788*u^48 + 13700*u^49 + 36676*u^50 + 32604*u^51 + 25228*u^52 + 26092*u^53 + 11897*u^54 + 13072*u^55 + 4065*u^56 + 4557*u^57 + 1007*u^58 + 1124*u^59 + 174*u^60 + 190*u^61 + 19*u^62 + 20*u^63 + u^64 + u^65)",
				"(1 + u)^6*(1 - 8*u + 6*u^2 + 9*u^3 - 27*u^4 + 7*u^5 + 561*u^6 + 751*u^7 + 974*u^8 + 4273*u^9 + 8841*u^10 + 4316*u^11 - 4480*u^12 - 36*u^13 - 19160*u^14 - 118068*u^15 - 169650*u^16 + 30120*u^17 + 261932*u^18 + 206978*u^19 + 554174*u^20 + 1715362*u^21 + 584454*u^22 - 5919334*u^23 - 10126070*u^24 + 2361450*u^25 + 24644766*u^26 + 20659538*u^27 - 23349204*u^28 - 53487506*u^29 - 10046096*u^30 + 64739370*u^31 + 59928275*u^32 - 35152378*u^33 - 88922746*u^34 - 17711935*u^35 + 76574545*u^36 + 57533211*u^37 - 37213795*u^38 - 64646333*u^39 + 59164*u^40 + 47078789*u^41 + 18001637*u^42 - 24129186*u^43 - 18850960*u^44 + 8273098*u^45 + 12421828*u^46 - 1201686*u^47 - 6161745*u^48 - 612070*u^49 + 2448894*u^50 + 555689*u^51 - 806685*u^52 - 243161*u^53 + 224791*u^54 + 71471*u^55 - 53075*u^56 - 14467*u^57 + 10291*u^58 + 1839*u^59 - 1518*u^60 - 97*u^61 + 148*u^62 - 7*u^63 - 7*u^64 + u^65)",
				"(-1 + u + 2*u^2 + 2*u^3 + 3*u^4 + u^5 + u^6)*(-1549 - 5425*u + 18433*u^2 + 116916*u^3 + 89705*u^4 - 434374*u^5 - 569854*u^6 + 1196688*u^7 + 1537395*u^8 - 3603512*u^9 - 2861015*u^10 + 11089272*u^11 + 5429670*u^12 - 27860388*u^13 - 11597006*u^14 + 53920808*u^15 + 22481032*u^16 - 81929120*u^17 - 34880590*u^18 + 100312774*u^19 + 42380318*u^20 - 101587046*u^21 - 41283604*u^22 + 87471408*u^23 + 34296288*u^24 - 66382526*u^25 - 27867888*u^26 + 46038918*u^27 + 25800920*u^28 - 29560218*u^29 - 27069012*u^30 + 16721424*u^31 + 28272789*u^32 - 7075369*u^33 - 27091805*u^34 + 715898*u^35 + 23070145*u^36 + 2291408*u^37 - 17239490*u^38 - 2745864*u^39 + 11128033*u^40 + 1944108*u^41 - 6063297*u^42 - 976768*u^43 + 2685074*u^44 + 336878*u^45 - 899986*u^46 - 51968*u^47 + 187723*u^48 - 22869*u^49 + 2447*u^50 + 21362*u^51 - 19117*u^52 - 8358*u^53 + 7642*u^54 + 1696*u^55 - 1374*u^56 + 77*u^57 - 12*u^58 - 162*u^59 + 76*u^60 + 57*u^61 - 18*u^62 - 10*u^63 + 2*u^64 + u^65)",
				"(-1 + u + 2*u^2 + 2*u^3 - 3*u^4 - u^5 + u^6)*(-1 - u + 9*u^2 + 38*u^3 + 3*u^4 - 200*u^5 - 204*u^6 + 686*u^7 + 1313*u^8 - 2006*u^9 - 6057*u^10 + 3448*u^11 + 22668*u^12 + 536*u^13 - 69704*u^14 - 33440*u^15 + 186542*u^16 + 168942*u^17 - 433502*u^18 - 588748*u^19 + 867198*u^20 + 1668204*u^21 - 1482184*u^22 - 4052124*u^23 + 2053776*u^24 + 8652918*u^25 - 1978272*u^26 - 16409460*u^27 + 202700*u^28 + 27828938*u^29 + 4580204*u^30 - 42333148*u^31 - 13273693*u^32 + 57717757*u^33 + 25422125*u^34 - 70384410*u^35 - 38573101*u^36 + 76444312*u^37 + 48698476*u^38 - 73405050*u^39 - 51872241*u^40 + 61769684*u^41 + 46548297*u^42 - 45162004*u^43 - 34891296*u^44 + 28449438*u^45 + 21612452*u^46 - 15294540*u^47 - 10942657*u^48 + 6935073*u^49 + 4478369*u^50 - 2614186*u^51 - 1462627*u^52 + 804982*u^53 + 374924*u^54 - 198162*u^55 - 73666*u^56 + 37915*u^57 + 10700*u^58 - 5418*u^59 - 1082*u^60 + 543*u^61 + 68*u^62 - 34*u^63 - 2*u^64 + u^65)",
				"(-1 + u + 2*u^2 + 2*u^3 - 3*u^4 - u^5 + u^6)*(-1 - u + 9*u^2 + 38*u^3 + 3*u^4 - 200*u^5 - 204*u^6 + 686*u^7 + 1313*u^8 - 2006*u^9 - 6057*u^10 + 3448*u^11 + 22668*u^12 + 536*u^13 - 69704*u^14 - 33440*u^15 + 186542*u^16 + 168942*u^17 - 433502*u^18 - 588748*u^19 + 867198*u^20 + 1668204*u^21 - 1482184*u^22 - 4052124*u^23 + 2053776*u^24 + 8652918*u^25 - 1978272*u^26 - 16409460*u^27 + 202700*u^28 + 27828938*u^29 + 4580204*u^30 - 42333148*u^31 - 13273693*u^32 + 57717757*u^33 + 25422125*u^34 - 70384410*u^35 - 38573101*u^36 + 76444312*u^37 + 48698476*u^38 - 73405050*u^39 - 51872241*u^40 + 61769684*u^41 + 46548297*u^42 - 45162004*u^43 - 34891296*u^44 + 28449438*u^45 + 21612452*u^46 - 15294540*u^47 - 10942657*u^48 + 6935073*u^49 + 4478369*u^50 - 2614186*u^51 - 1462627*u^52 + 804982*u^53 + 374924*u^54 - 198162*u^55 - 73666*u^56 + 37915*u^57 + 10700*u^58 - 5418*u^59 - 1082*u^60 + 543*u^61 + 68*u^62 - 34*u^63 - 2*u^64 + u^65)",
				"u^6*(64 + 128*u + 32*u^2 + 456*u^3 - 664*u^4 - 828*u^5 - 497*u^6 - 6312*u^7 + 4199*u^8 - 13589*u^9 + 10643*u^10 - 26738*u^11 + 14708*u^12 - 74582*u^13 + 34930*u^14 - 173974*u^15 + 95424*u^16 - 298780*u^17 + 168490*u^18 - 467220*u^19 + 185348*u^20 - 749578*u^21 + 115774*u^22 - 1026318*u^23 - 18944*u^24 - 961996*u^25 - 197232*u^26 - 501478*u^27 - 373756*u^28 - 112476*u^29 - 425510*u^30 - 179024*u^31 - 248672*u^32 - 440026*u^33 + 71434*u^34 - 400718*u^35 + 298216*u^36 - 40716*u^37 + 288297*u^38 + 247632*u^39 + 123947*u^40 + 238577*u^41 - 16529*u^42 + 72806*u^43 - 47658*u^44 - 32398*u^45 - 8964*u^46 - 27656*u^47 + 28788*u^48 + 13700*u^49 + 36676*u^50 + 32604*u^51 + 25228*u^52 + 26092*u^53 + 11897*u^54 + 13072*u^55 + 4065*u^56 + 4557*u^57 + 1007*u^58 + 1124*u^59 + 174*u^60 + 190*u^61 + 19*u^62 + 20*u^63 + u^64 + u^65)",
				"(-1 + u + 2*u^2 + 2*u^3 + 3*u^4 + u^5 + u^6)*(73 + 69*u - 329*u^2 + 7530*u^3 - 22561*u^4 + 77642*u^5 - 132296*u^6 + 209354*u^7 - 1289*u^8 - 581686*u^9 + 2266627*u^10 - 4659608*u^11 + 7881528*u^12 - 9217620*u^13 + 7082584*u^14 + 2720820*u^15 - 19452862*u^16 + 41566282*u^17 - 59738734*u^18 + 64166432*u^19 - 44580534*u^20 - 2256900*u^21 + 68104304*u^22 - 136682864*u^23 + 182357820*u^24 - 186613926*u^25 + 137286344*u^26 - 42822652*u^27 - 76428904*u^28 + 188646758*u^29 - 263978828*u^30 + 282704266*u^31 - 240429537*u^32 + 150255471*u^33 - 35616013*u^34 - 75136104*u^35 + 158570461*u^36 - 200523852*u^37 + 198773464*u^38 - 161315130*u^39 + 102258825*u^40 - 37381156*u^41 - 20197463*u^42 + 62134572*u^43 - 85556012*u^44 + 92017658*u^45 - 85804892*u^46 + 72117994*u^47 - 55647141*u^48 + 39810691*u^49 - 26547909*u^50 + 16547764*u^51 - 9650185*u^52 + 5262942*u^53 - 2679936*u^54 + 1270504*u^55 - 558512*u^56 + 226365*u^57 - 83954*u^58 + 28202*u^59 - 8460*u^60 + 2223*u^61 - 496*u^62 + 90*u^63 - 12*u^64 + u^65)",
				"(-1 - u + 2*u^2 - 2*u^3 - 3*u^4 + u^5 + u^6)*(-1 - u + 9*u^2 + 38*u^3 + 3*u^4 - 200*u^5 - 204*u^6 + 686*u^7 + 1313*u^8 - 2006*u^9 - 6057*u^10 + 3448*u^11 + 22668*u^12 + 536*u^13 - 69704*u^14 - 33440*u^15 + 186542*u^16 + 168942*u^17 - 433502*u^18 - 588748*u^19 + 867198*u^20 + 1668204*u^21 - 1482184*u^22 - 4052124*u^23 + 2053776*u^24 + 8652918*u^25 - 1978272*u^26 - 16409460*u^27 + 202700*u^28 + 27828938*u^29 + 4580204*u^30 - 42333148*u^31 - 13273693*u^32 + 57717757*u^33 + 25422125*u^34 - 70384410*u^35 - 38573101*u^36 + 76444312*u^37 + 48698476*u^38 - 73405050*u^39 - 51872241*u^40 + 61769684*u^41 + 46548297*u^42 - 45162004*u^43 - 34891296*u^44 + 28449438*u^45 + 21612452*u^46 - 15294540*u^47 - 10942657*u^48 + 6935073*u^49 + 4478369*u^50 - 2614186*u^51 - 1462627*u^52 + 804982*u^53 + 374924*u^54 - 198162*u^55 - 73666*u^56 + 37915*u^57 + 10700*u^58 - 5418*u^59 - 1082*u^60 + 543*u^61 + 68*u^62 - 34*u^63 - 2*u^64 + u^65)",
				"(-1 - u + 2*u^2 - 2*u^3 - 3*u^4 + u^5 + u^6)*(-1 - u + 9*u^2 + 38*u^3 + 3*u^4 - 200*u^5 - 204*u^6 + 686*u^7 + 1313*u^8 - 2006*u^9 - 6057*u^10 + 3448*u^11 + 22668*u^12 + 536*u^13 - 69704*u^14 - 33440*u^15 + 186542*u^16 + 168942*u^17 - 433502*u^18 - 588748*u^19 + 867198*u^20 + 1668204*u^21 - 1482184*u^22 - 4052124*u^23 + 2053776*u^24 + 8652918*u^25 - 1978272*u^26 - 16409460*u^27 + 202700*u^28 + 27828938*u^29 + 4580204*u^30 - 42333148*u^31 - 13273693*u^32 + 57717757*u^33 + 25422125*u^34 - 70384410*u^35 - 38573101*u^36 + 76444312*u^37 + 48698476*u^38 - 73405050*u^39 - 51872241*u^40 + 61769684*u^41 + 46548297*u^42 - 45162004*u^43 - 34891296*u^44 + 28449438*u^45 + 21612452*u^46 - 15294540*u^47 - 10942657*u^48 + 6935073*u^49 + 4478369*u^50 - 2614186*u^51 - 1462627*u^52 + 804982*u^53 + 374924*u^54 - 198162*u^55 - 73666*u^56 + 37915*u^57 + 10700*u^58 - 5418*u^59 - 1082*u^60 + 543*u^61 + 68*u^62 - 34*u^63 - 2*u^64 + u^65)",
				"(-1 - u + 2*u^2 - 2*u^3 + 3*u^4 - u^5 + u^6)*(73 + 69*u - 329*u^2 + 7530*u^3 - 22561*u^4 + 77642*u^5 - 132296*u^6 + 209354*u^7 - 1289*u^8 - 581686*u^9 + 2266627*u^10 - 4659608*u^11 + 7881528*u^12 - 9217620*u^13 + 7082584*u^14 + 2720820*u^15 - 19452862*u^16 + 41566282*u^17 - 59738734*u^18 + 64166432*u^19 - 44580534*u^20 - 2256900*u^21 + 68104304*u^22 - 136682864*u^23 + 182357820*u^24 - 186613926*u^25 + 137286344*u^26 - 42822652*u^27 - 76428904*u^28 + 188646758*u^29 - 263978828*u^30 + 282704266*u^31 - 240429537*u^32 + 150255471*u^33 - 35616013*u^34 - 75136104*u^35 + 158570461*u^36 - 200523852*u^37 + 198773464*u^38 - 161315130*u^39 + 102258825*u^40 - 37381156*u^41 - 20197463*u^42 + 62134572*u^43 - 85556012*u^44 + 92017658*u^45 - 85804892*u^46 + 72117994*u^47 - 55647141*u^48 + 39810691*u^49 - 26547909*u^50 + 16547764*u^51 - 9650185*u^52 + 5262942*u^53 - 2679936*u^54 + 1270504*u^55 - 558512*u^56 + 226365*u^57 - 83954*u^58 + 28202*u^59 - 8460*u^60 + 2223*u^61 - 496*u^62 + 90*u^63 - 12*u^64 + u^65)"
			],
			"RileyPolyC":[
				"(-1 + y)^6*(-1 + 52*y - 126*y^2 - 829*y^3 - 21299*y^4 - 53877*y^5 - 340885*y^6 + 178753*y^7 - 2174068*y^8 + 10415101*y^9 - 28943329*y^10 + 130895228*y^11 - 437124784*y^12 + 1228643412*y^13 - 4806898864*y^14 + 20654946348*y^15 - 74368224266*y^16 + 224504932228*y^17 - 598778137932*y^18 + 1460831223546*y^19 - 3313658162342*y^20 + 7050196964266*y^21 - 14162461151554*y^22 + 26991014947902*y^23 - 48958232748342*y^24 + 84720106493790*y^25 - 140160755185722*y^26 + 222092304647250*y^27 - 337482642997408*y^28 + 492146068252510*y^29 - 689053922157104*y^30 + 926558088560466*y^31 - 1196842719918751*y^32 + 1485004213808726*y^33 - 1769295374874438*y^34 + 2022976971157939*y^35 - 2217794918491775*y^36 + 2328590850055975*y^37 - 2338165712993205*y^38 + 2241242720886317*y^39 - 2046327608588790*y^40 + 1774727042786289*y^41 - 1456898611694481*y^42 + 1127081637962226*y^43 - 817381587930348*y^44 + 552429868214214*y^45 - 345799575259988*y^46 + 199250671771362*y^47 - 105065708691131*y^48 + 50423449604382*y^49 - 21912410243470*y^50 + 8580311555975*y^51 - 3012657410253*y^52 + 943662152647*y^53 - 262229948395*y^54 + 64237039353*y^55 - 13767762831*y^56 + 2558252277*y^57 - 407431475*y^58 + 54802353*y^59 - 6104796*y^60 + 548131*y^61 - 38120*y^62 + 1927*y^63 - 63*y^64 + y^65)",
				"(-1 + y)^6*(-1 + 52*y - 126*y^2 - 829*y^3 - 21299*y^4 - 53877*y^5 - 340885*y^6 + 178753*y^7 - 2174068*y^8 + 10415101*y^9 - 28943329*y^10 + 130895228*y^11 - 437124784*y^12 + 1228643412*y^13 - 4806898864*y^14 + 20654946348*y^15 - 74368224266*y^16 + 224504932228*y^17 - 598778137932*y^18 + 1460831223546*y^19 - 3313658162342*y^20 + 7050196964266*y^21 - 14162461151554*y^22 + 26991014947902*y^23 - 48958232748342*y^24 + 84720106493790*y^25 - 140160755185722*y^26 + 222092304647250*y^27 - 337482642997408*y^28 + 492146068252510*y^29 - 689053922157104*y^30 + 926558088560466*y^31 - 1196842719918751*y^32 + 1485004213808726*y^33 - 1769295374874438*y^34 + 2022976971157939*y^35 - 2217794918491775*y^36 + 2328590850055975*y^37 - 2338165712993205*y^38 + 2241242720886317*y^39 - 2046327608588790*y^40 + 1774727042786289*y^41 - 1456898611694481*y^42 + 1127081637962226*y^43 - 817381587930348*y^44 + 552429868214214*y^45 - 345799575259988*y^46 + 199250671771362*y^47 - 105065708691131*y^48 + 50423449604382*y^49 - 21912410243470*y^50 + 8580311555975*y^51 - 3012657410253*y^52 + 943662152647*y^53 - 262229948395*y^54 + 64237039353*y^55 - 13767762831*y^56 + 2558252277*y^57 - 407431475*y^58 + 54802353*y^59 - 6104796*y^60 + 548131*y^61 - 38120*y^62 + 1927*y^63 - 63*y^64 + y^65)",
				"y^6*(-4096 + 12288*y + 200704*y^2 + 102080*y^3 - 3317568*y^4 - 10840800*y^5 - 6019937*y^6 + 31762038*y^7 + 101299509*y^8 + 354510279*y^9 + 1454358151*y^10 + 4500449292*y^11 + 10963195404*y^12 + 24834131376*y^13 + 55763116148*y^14 + 117511843388*y^15 + 225189032552*y^16 + 403537094640*y^17 + 694629444044*y^18 + 1133191837764*y^19 + 1706973846120*y^20 + 2359063574004*y^21 + 3002690043014*y^22 + 3469585362764*y^23 + 3497341530998*y^24 + 2953614884966*y^25 + 2111345810046*y^26 + 1474420505932*y^27 + 1197402333428*y^28 + 903300138500*y^29 + 285204805694*y^30 - 336598369604*y^31 - 395689143814*y^32 + 88119180582*y^33 + 442679710596*y^34 + 171677731416*y^35 - 455668729940*y^36 - 789781115268*y^37 - 565948394553*y^38 - 97176849174*y^39 + 180549161721*y^40 + 146697945879*y^41 - 17754545877*y^42 - 112537230832*y^43 - 92895631176*y^44 - 27925302396*y^45 + 14784628222*y^46 + 21039873556*y^47 + 10093824634*y^48 + 543320786*y^49 - 2323622568*y^50 - 1342401108*y^51 + 64248592*y^52 + 635494296*y^53 + 568350127*y^54 + 324637362*y^55 + 139959841*y^56 + 48039543*y^57 + 13389173*y^58 + 3041400*y^59 + 558872*y^60 + 81548*y^61 + 9139*y^62 + 742*y^63 + 39*y^64 + y^65)",
				"(-1 + y)^6*(-1 + 52*y - 126*y^2 - 829*y^3 - 21299*y^4 - 53877*y^5 - 340885*y^6 + 178753*y^7 - 2174068*y^8 + 10415101*y^9 - 28943329*y^10 + 130895228*y^11 - 437124784*y^12 + 1228643412*y^13 - 4806898864*y^14 + 20654946348*y^15 - 74368224266*y^16 + 224504932228*y^17 - 598778137932*y^18 + 1460831223546*y^19 - 3313658162342*y^20 + 7050196964266*y^21 - 14162461151554*y^22 + 26991014947902*y^23 - 48958232748342*y^24 + 84720106493790*y^25 - 140160755185722*y^26 + 222092304647250*y^27 - 337482642997408*y^28 + 492146068252510*y^29 - 689053922157104*y^30 + 926558088560466*y^31 - 1196842719918751*y^32 + 1485004213808726*y^33 - 1769295374874438*y^34 + 2022976971157939*y^35 - 2217794918491775*y^36 + 2328590850055975*y^37 - 2338165712993205*y^38 + 2241242720886317*y^39 - 2046327608588790*y^40 + 1774727042786289*y^41 - 1456898611694481*y^42 + 1127081637962226*y^43 - 817381587930348*y^44 + 552429868214214*y^45 - 345799575259988*y^46 + 199250671771362*y^47 - 105065708691131*y^48 + 50423449604382*y^49 - 21912410243470*y^50 + 8580311555975*y^51 - 3012657410253*y^52 + 943662152647*y^53 - 262229948395*y^54 + 64237039353*y^55 - 13767762831*y^56 + 2558252277*y^57 - 407431475*y^58 + 54802353*y^59 - 6104796*y^60 + 548131*y^61 - 38120*y^62 + 1927*y^63 - 63*y^64 + y^65)",
				"(1 - 5*y - 6*y^2 + 4*y^3 + 9*y^4 + 5*y^5 + y^6)*(-2399401 + 86536059*y - 1330407999*y^2 + 13309836734*y^3 - 96830505719*y^4 + 544299303092*y^5 - 2480817647424*y^6 + 9487296215426*y^7 - 31459293725597*y^8 + 93356125580034*y^9 - 254404493389329*y^10 + 645466063354748*y^11 - 1525141590692780*y^12 + 3328245597086416*y^13 - 6640298037029656*y^14 + 12020344856245848*y^15 - 19665928221304630*y^16 + 29063699554768318*y^17 - 38883145372373014*y^18 + 47298735263061440*y^19 - 52651929103950090*y^20 + 54090376104876356*y^21 - 51804810963443172*y^22 + 46766579091688644*y^23 - 40207052999913032*y^24 + 33187267443496766*y^25 - 26436505772728404*y^26 + 20398803387063580*y^27 - 15328134341404488*y^28 + 11337040758820494*y^29 - 8404982039863288*y^30 + 6390950967862700*y^31 - 5072388841427285*y^32 + 4201438484816449*y^33 - 3559197966929983*y^34 + 2993180482924926*y^35 - 2430460073908779*y^36 + 1866245077660032*y^37 - 1335570561999508*y^38 + 881375885903562*y^39 - 531426613244815*y^40 + 289834533073712*y^41 - 141084392848387*y^42 + 60035569991776*y^43 - 21502616385716*y^44 + 5936652968254*y^45 - 890686091592*y^46 - 216055730588*y^47 + 228851225799*y^48 - 98422959539*y^49 + 25652094369*y^50 - 2481312950*y^51 - 1287054393*y^52 + 778587202*y^53 - 214815120*y^54 + 24301482*y^55 + 6296404*y^56 - 3861925*y^57 + 938564*y^58 - 93822*y^59 - 17328*y^60 + 9427*y^61 - 2092*y^62 + 286*y^63 - 24*y^64 + y^65)",
				"(1 - 5*y + 6*y^2 - 16*y^3 + 17*y^4 - 7*y^5 + y^6)*(-1 + 19*y - 151*y^2 + 1382*y^3 - 10283*y^4 + 61624*y^5 - 328884*y^6 + 1558586*y^7 - 6727293*y^8 + 27008658*y^9 - 101939365*y^10 + 365979608*y^11 - 1259344000*y^12 + 4171610596*y^13 - 13334160832*y^14 + 41134508216*y^15 - 122346257558*y^16 + 350310785702*y^17 - 963978167858*y^18 + 2545580427620*y^19 - 6443036134790*y^20 + 15616342026276*y^21 - 36220859196176*y^22 + 80353810925364*y^23 - 170428041434412*y^24 + 345457695336718*y^25 - 668945207864972*y^26 + 1236865570815052*y^27 - 2182440461687976*y^28 + 3672379503497822*y^29 - 5888057030359672*y^30 + 8986272921984952*y^31 - 13039421037527869*y^32 + 17964519427752817*y^33 - 23462510018747539*y^34 + 28998109190989998*y^35 - 33848890301213739*y^36 + 37234666809865356*y^37 - 38506226702609524*y^38 + 37337906199870490*y^39 - 33850439568585931*y^40 + 28605139220923448*y^41 - 22458430725699443*y^42 + 16326603085148812*y^43 - 10951504290990836*y^44 + 6754134443618178*y^45 - 3816225710302368*y^46 + 1968435322169552*y^47 - 923607293167625*y^48 + 392803914377469*y^49 - 150864684039179*y^50 + 52124257991374*y^51 - 16132863999145*y^52 + 4452198146502*y^53 - 1089706249752*y^54 + 235070061918*y^55 - 44358596248*y^56 + 7255294587*y^57 - 1016761416*y^58 + 120288466*y^59 - 11779080*y^60 + 929055*y^61 - 56712*y^62 + 2514*y^63 - 72*y^64 + y^65)",
				"(1 - 5*y + 6*y^2 - 16*y^3 + 17*y^4 - 7*y^5 + y^6)*(-1 + 19*y - 151*y^2 + 1382*y^3 - 10283*y^4 + 61624*y^5 - 328884*y^6 + 1558586*y^7 - 6727293*y^8 + 27008658*y^9 - 101939365*y^10 + 365979608*y^11 - 1259344000*y^12 + 4171610596*y^13 - 13334160832*y^14 + 41134508216*y^15 - 122346257558*y^16 + 350310785702*y^17 - 963978167858*y^18 + 2545580427620*y^19 - 6443036134790*y^20 + 15616342026276*y^21 - 36220859196176*y^22 + 80353810925364*y^23 - 170428041434412*y^24 + 345457695336718*y^25 - 668945207864972*y^26 + 1236865570815052*y^27 - 2182440461687976*y^28 + 3672379503497822*y^29 - 5888057030359672*y^30 + 8986272921984952*y^31 - 13039421037527869*y^32 + 17964519427752817*y^33 - 23462510018747539*y^34 + 28998109190989998*y^35 - 33848890301213739*y^36 + 37234666809865356*y^37 - 38506226702609524*y^38 + 37337906199870490*y^39 - 33850439568585931*y^40 + 28605139220923448*y^41 - 22458430725699443*y^42 + 16326603085148812*y^43 - 10951504290990836*y^44 + 6754134443618178*y^45 - 3816225710302368*y^46 + 1968435322169552*y^47 - 923607293167625*y^48 + 392803914377469*y^49 - 150864684039179*y^50 + 52124257991374*y^51 - 16132863999145*y^52 + 4452198146502*y^53 - 1089706249752*y^54 + 235070061918*y^55 - 44358596248*y^56 + 7255294587*y^57 - 1016761416*y^58 + 120288466*y^59 - 11779080*y^60 + 929055*y^61 - 56712*y^62 + 2514*y^63 - 72*y^64 + y^65)",
				"y^6*(-4096 + 12288*y + 200704*y^2 + 102080*y^3 - 3317568*y^4 - 10840800*y^5 - 6019937*y^6 + 31762038*y^7 + 101299509*y^8 + 354510279*y^9 + 1454358151*y^10 + 4500449292*y^11 + 10963195404*y^12 + 24834131376*y^13 + 55763116148*y^14 + 117511843388*y^15 + 225189032552*y^16 + 403537094640*y^17 + 694629444044*y^18 + 1133191837764*y^19 + 1706973846120*y^20 + 2359063574004*y^21 + 3002690043014*y^22 + 3469585362764*y^23 + 3497341530998*y^24 + 2953614884966*y^25 + 2111345810046*y^26 + 1474420505932*y^27 + 1197402333428*y^28 + 903300138500*y^29 + 285204805694*y^30 - 336598369604*y^31 - 395689143814*y^32 + 88119180582*y^33 + 442679710596*y^34 + 171677731416*y^35 - 455668729940*y^36 - 789781115268*y^37 - 565948394553*y^38 - 97176849174*y^39 + 180549161721*y^40 + 146697945879*y^41 - 17754545877*y^42 - 112537230832*y^43 - 92895631176*y^44 - 27925302396*y^45 + 14784628222*y^46 + 21039873556*y^47 + 10093824634*y^48 + 543320786*y^49 - 2323622568*y^50 - 1342401108*y^51 + 64248592*y^52 + 635494296*y^53 + 568350127*y^54 + 324637362*y^55 + 139959841*y^56 + 48039543*y^57 + 13389173*y^58 + 3041400*y^59 + 558872*y^60 + 81548*y^61 + 9139*y^62 + 742*y^63 + 39*y^64 + y^65)",
				"(1 - 5*y - 6*y^2 + 4*y^3 + 9*y^4 + 5*y^5 + y^6)*(-5329 + 52795*y + 4224805*y^2 + 71885574*y^3 + 602318077*y^4 + 2799642920*y^5 + 5886453076*y^6 - 11857486982*y^7 - 142700560197*y^8 - 590558903634*y^9 - 1535126449757*y^10 - 2597279091496*y^11 - 2024581050728*y^12 + 3448789053292*y^13 + 16359660294816*y^14 + 32857840121728*y^15 + 36398816391874*y^16 + 226336657906*y^17 - 89798390720118*y^18 - 196906477796268*y^19 - 218949658590902*y^20 - 48994470506976*y^21 + 299118300638292*y^22 + 616139640500448*y^23 + 606054862056244*y^24 + 148887767695930*y^25 - 518416733595000*y^26 - 928886108678276*y^27 - 759267703013416*y^28 - 114090680119170*y^29 + 555720759510304*y^30 + 822271049070736*y^31 + 594064591710163*y^32 + 118295142036185*y^33 - 269857752630287*y^34 - 393902493825886*y^35 - 294310818137387*y^36 - 119645956654448*y^37 + 8923476483576*y^38 + 55444726078230*y^39 + 46208224369445*y^40 + 20908242175828*y^41 + 2858280355981*y^42 - 3696057363748*y^43 - 3519715575012*y^44 - 1637905771614*y^45 - 345156766136*y^46 + 107965215868*y^47 + 133210111087*y^48 + 61514519417*y^49 + 14022203181*y^50 - 1444814770*y^51 - 2702756601*y^52 - 1166466222*y^53 - 219755452*y^54 + 47837750*y^55 + 57240256*y^56 + 26596523*y^57 + 8579224*y^58 + 2124150*y^59 + 414544*y^60 + 63603*y^61 + 7488*y^62 + 642*y^63 + 36*y^64 + y^65)",
				"(1 - 5*y + 6*y^2 - 16*y^3 + 17*y^4 - 7*y^5 + y^6)*(-1 + 19*y - 151*y^2 + 1382*y^3 - 10283*y^4 + 61624*y^5 - 328884*y^6 + 1558586*y^7 - 6727293*y^8 + 27008658*y^9 - 101939365*y^10 + 365979608*y^11 - 1259344000*y^12 + 4171610596*y^13 - 13334160832*y^14 + 41134508216*y^15 - 122346257558*y^16 + 350310785702*y^17 - 963978167858*y^18 + 2545580427620*y^19 - 6443036134790*y^20 + 15616342026276*y^21 - 36220859196176*y^22 + 80353810925364*y^23 - 170428041434412*y^24 + 345457695336718*y^25 - 668945207864972*y^26 + 1236865570815052*y^27 - 2182440461687976*y^28 + 3672379503497822*y^29 - 5888057030359672*y^30 + 8986272921984952*y^31 - 13039421037527869*y^32 + 17964519427752817*y^33 - 23462510018747539*y^34 + 28998109190989998*y^35 - 33848890301213739*y^36 + 37234666809865356*y^37 - 38506226702609524*y^38 + 37337906199870490*y^39 - 33850439568585931*y^40 + 28605139220923448*y^41 - 22458430725699443*y^42 + 16326603085148812*y^43 - 10951504290990836*y^44 + 6754134443618178*y^45 - 3816225710302368*y^46 + 1968435322169552*y^47 - 923607293167625*y^48 + 392803914377469*y^49 - 150864684039179*y^50 + 52124257991374*y^51 - 16132863999145*y^52 + 4452198146502*y^53 - 1089706249752*y^54 + 235070061918*y^55 - 44358596248*y^56 + 7255294587*y^57 - 1016761416*y^58 + 120288466*y^59 - 11779080*y^60 + 929055*y^61 - 56712*y^62 + 2514*y^63 - 72*y^64 + y^65)",
				"(1 - 5*y + 6*y^2 - 16*y^3 + 17*y^4 - 7*y^5 + y^6)*(-1 + 19*y - 151*y^2 + 1382*y^3 - 10283*y^4 + 61624*y^5 - 328884*y^6 + 1558586*y^7 - 6727293*y^8 + 27008658*y^9 - 101939365*y^10 + 365979608*y^11 - 1259344000*y^12 + 4171610596*y^13 - 13334160832*y^14 + 41134508216*y^15 - 122346257558*y^16 + 350310785702*y^17 - 963978167858*y^18 + 2545580427620*y^19 - 6443036134790*y^20 + 15616342026276*y^21 - 36220859196176*y^22 + 80353810925364*y^23 - 170428041434412*y^24 + 345457695336718*y^25 - 668945207864972*y^26 + 1236865570815052*y^27 - 2182440461687976*y^28 + 3672379503497822*y^29 - 5888057030359672*y^30 + 8986272921984952*y^31 - 13039421037527869*y^32 + 17964519427752817*y^33 - 23462510018747539*y^34 + 28998109190989998*y^35 - 33848890301213739*y^36 + 37234666809865356*y^37 - 38506226702609524*y^38 + 37337906199870490*y^39 - 33850439568585931*y^40 + 28605139220923448*y^41 - 22458430725699443*y^42 + 16326603085148812*y^43 - 10951504290990836*y^44 + 6754134443618178*y^45 - 3816225710302368*y^46 + 1968435322169552*y^47 - 923607293167625*y^48 + 392803914377469*y^49 - 150864684039179*y^50 + 52124257991374*y^51 - 16132863999145*y^52 + 4452198146502*y^53 - 1089706249752*y^54 + 235070061918*y^55 - 44358596248*y^56 + 7255294587*y^57 - 1016761416*y^58 + 120288466*y^59 - 11779080*y^60 + 929055*y^61 - 56712*y^62 + 2514*y^63 - 72*y^64 + y^65)",
				"(1 - 5*y - 6*y^2 + 4*y^3 + 9*y^4 + 5*y^5 + y^6)*(-5329 + 52795*y + 4224805*y^2 + 71885574*y^3 + 602318077*y^4 + 2799642920*y^5 + 5886453076*y^6 - 11857486982*y^7 - 142700560197*y^8 - 590558903634*y^9 - 1535126449757*y^10 - 2597279091496*y^11 - 2024581050728*y^12 + 3448789053292*y^13 + 16359660294816*y^14 + 32857840121728*y^15 + 36398816391874*y^16 + 226336657906*y^17 - 89798390720118*y^18 - 196906477796268*y^19 - 218949658590902*y^20 - 48994470506976*y^21 + 299118300638292*y^22 + 616139640500448*y^23 + 606054862056244*y^24 + 148887767695930*y^25 - 518416733595000*y^26 - 928886108678276*y^27 - 759267703013416*y^28 - 114090680119170*y^29 + 555720759510304*y^30 + 822271049070736*y^31 + 594064591710163*y^32 + 118295142036185*y^33 - 269857752630287*y^34 - 393902493825886*y^35 - 294310818137387*y^36 - 119645956654448*y^37 + 8923476483576*y^38 + 55444726078230*y^39 + 46208224369445*y^40 + 20908242175828*y^41 + 2858280355981*y^42 - 3696057363748*y^43 - 3519715575012*y^44 - 1637905771614*y^45 - 345156766136*y^46 + 107965215868*y^47 + 133210111087*y^48 + 61514519417*y^49 + 14022203181*y^50 - 1444814770*y^51 - 2702756601*y^52 - 1166466222*y^53 - 219755452*y^54 + 47837750*y^55 + 57240256*y^56 + 26596523*y^57 + 8579224*y^58 + 2124150*y^59 + 414544*y^60 + 63603*y^61 + 7488*y^62 + 642*y^63 + 36*y^64 + y^65)"
			]
		},
		"GeometricRepresentation":[
			1.4119600000000002e1,
			[
				"J12a_822_0",
				1,
				"{54, 55}"
			]
		]
	},
	"Hyperbolic":true
}