{
	"Index":179,
	"Name":"10_95",
	"RolfsenName":"10_95",
	"DTname":"10a_47",
	"TunnelNumber":2,
	"BridgeNumber":"Not implemented",
	"Hyperbolic":true,
	"Diagram":{
		"Scode":"{15, -11, -17, -13, -19, -7, 1, -9, -5, 3}",
		"Acode":"{8, -6, -9, -7, -10, -4, 1, -5, -3, 2}",
		"PDcode":[
			"{2, 16, 3, 15}",
			"{4, 11, 5, 12}",
			"{6, 17, 7, 18}",
			"{8, 13, 9, 14}",
			"{10, 19, 11, 20}",
			"{12, 7, 13, 8}",
			"{14, 2, 15, 1}",
			"{16, 9, 17, 10}",
			"{18, 5, 19, 6}",
			"{20, 4, 1, 3}"
		],
		"CBtype":"{3, 0}",
		"ParabolicReps":{
			"SolvingSeq":[
				"{7, 1, 5}",
				[],
				[
					"{7, 1, 8, 1}",
					"{1, 8, 2, 1}",
					"{8, -5, 9, 1}",
					"{5, -7, 4, 2}",
					"{4, -9, 3, 2}",
					"{7, -4, 6, 2}",
					"{1, 2, 10, 2}"
				],
				"{2, 5}",
				"{9}",
				9
			],
			"SolvingSeqIdx":1,
			"Comps":{
				"u":{
					"CheckEq":[
						"-a + 2*b - a*b^2 - b^3 + a*b^4 + 2*a*b*u - b^2*u + a^2*b^2*u - a*b^3*u - a*u^2 + b*u^2 + 2*a^2*b*u^2 - 2*a^2*b^3*u^2 - u^3 - 2*a*b*u^3 + 2*b^2*u^3 - a^2*b^2*u^3 + 2*a*b^3*u^3 - b^4*u^3 - a^3*u^4 + a^2*b*u^4 + a^3*b^2*u^4",
						"-b - b^3 + b^5 + u + b^2*u + a*b^3*u + b*u^2 + 2*a*b^2*u^2 - 2*b^3*u^2 - 2*a*b^4*u^2 - u^3 - b^2*u^3 - a*b^3*u^3 + b^4*u^3 - a*u^4 + b*u^4 - a^2*b*u^4 + 2*a*b^2*u^4 + a^2*b^3*u^4",
						"-1 + a - a*b + b^2 - a*u^4 + a*u^6 + b*u^6 - a*u^8",
						"b - b^2 - a*u^2 + 2*a*u^4 + b*u^4 - 3*a*u^6 - b*u^6 + 2*a*u^8 + b*u^8 - a*u^10"
					],
					"TimingForPrimaryIdeals":0.133344
				},
				"v":{
					"CheckEq":[
						"b - b^2",
						"-b - b^3 + b^5 - b^4*v",
						"-a + 2*b - a*b^2 - b^3 + a*b^4 + v - b^2*v - a*b^3*v + b^4*v",
						"-1 + a - a*b + b^2 + b*v^2"
					],
					"TimingForPrimaryIdeals":7.5573e-2
				},
				"PrimaryIdeals":[
					{
						"IdealName":"J10_95_0",
						"Generators":[
							"-2959067710217202105057464 + 1491803646115656912389463*b + 3164710741732752639786766*u + 4594154948238809081181143*u^2 - 24204185867112894300132942*u^3 + 30035661606135647094231692*u^4 + 155469841111356229594436822*u^5 - 115422952435004686655510261*u^6 - 554406025114148565544691866*u^7 + 239141151339298450526243172*u^8 + 1482906247652916324689882698*u^9 - 160870762741766531764445925*u^10 - 3038993797050369643192955534*u^11 - 496162330231182575588912872*u^12 + 4960432534979136215531215416*u^13 + 2041757740192625997587906176*u^14 - 6585204110939170525249291184*u^15 - 4384580673595680983940390484*u^16 + 7146661405903280120488175332*u^17 + 6884701305557959267248098646*u^18 - 6329381663345845795134949346*u^19 - 8712517398635713833888797800*u^20 + 4411229073464711089842680912*u^21 + 9270969648918217926986460170*u^22 - 2114537589248039825606969982*u^23 - 8515488684710805491637314564*u^24 + 138679773312932087208697828*u^25 + 6852643042717799394587837616*u^26 + 1126833903283357180391008568*u^27 - 4834260918184096606994287660*u^28 - 1616729083861575462438139548*u^29 + 2955542521668098173815363028*u^30 + 1510836324962274851003842020*u^31 - 1517082929589217467665098490*u^32 - 1087583299726679567104717548*u^33 + 618908782865318871920473008*u^34 + 619676818900219823533440912*u^35 - 178952339112035615629361958*u^36 - 275974578528522084307785032*u^37 + 23402643317668947529641586*u^38 + 91637589361269611893091842*u^39 + 6741068109102398714038170*u^40 - 20894579498269894141297648*u^41 - 4383374275993559264133072*u^42 + 2574025207178444791226512*u^43 + 896445918994339301615936*u^44",
							"-2739588026600887869838255 + 1491803646115656912389463*a - 615093796899006434120170*u + 1868843046169250241073567*u^2 + 4222713734125567602505032*u^3 - 10840877110989688397731613*u^4 - 16199697627329523533683322*u^5 + 36588266796107964041862518*u^6 + 25562010228459516316225558*u^7 - 129642834595072190254466781*u^8 - 68817724160313335156028040*u^9 + 354003374960311095302037507*u^10 + 179318055067513910687437802*u^11 - 746326561739559980317744508*u^12 - 492274825933068884398703652*u^13 + 1266533154084240189450440540*u^14 + 1071261295514265040993885484*u^15 - 1671604519824589181309352308*u^16 - 1872463578517776248609220748*u^17 + 1769140532753173475312407686*u^18 + 2669800742979333959426982662*u^19 - 1425957814994083963290133610*u^20 - 3193411413107629922183604458*u^21 + 791110011566972892844094848*u^22 + 3255364993854080048265806688*u^23 - 98120409726174972107087314*u^24 - 2898278429881129754854626274*u^25 - 431956626343051395204088632*u^26 + 2264820186678629283971282920*u^27 + 708767193794063939986982266*u^28 - 1563374918755074602920023294*u^29 - 742482377415515403361937338*u^30 + 932816991406227037926660438*u^31 + 608044444349699071956869366*u^32 - 466929191168347756820690508*u^33 - 399710964815779604183040636*u^34 + 184976311449498202678054386*u^35 + 210237368694872433815511894*u^36 - 52599849069553933594177462*u^37 - 84787000031451501996707788*u^38 + 8272826856547669346302682*u^39 + 25069544552150772582812322*u^40 + 262418060057458687040128*u^41 - 4783017682527906562193040*u^42 - 412569293240271218275192*u^43 + 430181505092033176405024*u^44",
							"-1 + u + 3*u^2 - 14*u^3 + 4*u^4 + 122*u^5 + 54*u^6 - 414*u^7 - 323*u^8 + 1001*u^9 + 1157*u^10 - 1702*u^11 - 2835*u^12 + 2035*u^13 + 5270*u^14 - 1388*u^15 - 7821*u^16 - 519*u^17 + 9473*u^18 + 3236*u^19 - 9546*u^20 - 5848*u^21 + 8018*u^22 + 7456*u^23 - 5548*u^24 - 7688*u^25 + 2978*u^26 + 6748*u^27 - 922*u^28 - 5120*u^29 - 340*u^30 + 3350*u^31 + 845*u^32 - 1843*u^33 - 813*u^34 + 816*u^35 + 540*u^36 - 268*u^37 - 266*u^38 + 52*u^39 + 95*u^40 + u^41 - 23*u^42 - 4*u^43 + 3*u^44 + u^45"
						],
						"VariableOrder":[
							"b",
							"a",
							"u"
						],
						"Characteristic":0,
						"KnownGroebner":[],
						"Status":[
							"vCompNormalize"
						],
						"MonomialOrder":"lex",
						"IsHomogeneous":false,
						"IsZeroDim":true,
						"IdealDimension":0,
						"Timings":{
							"TimingGroebner":9.748100000000001e-2,
							"TimingZeroDimVars":0.168567,
							"TimingmagmaVCompNormalize":0.170008,
							"TimingNumberOfSols":0.492587,
							"TimingIsRadical":9.895899999999999e-2,
							"TimingArcColoring":0.110615,
							"TimingObstruction":0.297501,
							"TimingComplexVolumeN":3.4681442e1,
							"TimingaCuspShapeN":0.50136,
							"TiminguValues":0.726497,
							"TiminguPolysN":0.317987,
							"TiminguPolys":1.3235,
							"TimingaCuspShape":0.254206,
							"TimingRepresentationsN":0.514467,
							"TiminguValues_ij":0.300959,
							"TiminguPoly_ij":5.12539,
							"TiminguPolys_ij_N":0.891917
						},
						"ZeroDimensionalVars":[
							"b",
							"a",
							"u"
						],
						"NumberOfSols":45,
						"IsRadical":true,
						"ArcColoring":[
							[
								0,
								"u"
							],
							[
								"-u",
								"u - u^3"
							],
							[
								"(-3905249502684627751273912 + 12435331436083665050327156*u + 9394131345851725206192598*u^2 - 83899957413183950705280087*u^3 + 41538885865062120697998838*u^4 + 481279460549743786512073552*u^5 + 48349996942662018904777466*u^6 - 1471849810270914621067623974*u^7 - 621473455158064413086649954*u^8 + 3244669653136330154069263532*u^9 + 2459033209880316997033060326*u^10 - 5320671317265433686078897508*u^11 - 6130693460415447721829359370*u^12 + 6273811178151615900749210904*u^13 + 11028815539459584706460349632*u^14 - 4942915498294662670841644912*u^15 - 15548645442769491421599275192*u^16 + 1090382178092118351403209500*u^17 + 17748049786501036179265551924*u^18 + 3941621244050703326359365131*u^19 - 16712191030043790027496926302*u^20 - 8163811475462936717088170486*u^21 + 13168447302268922986945730740*u^22 + 10308800729401433492769642546*u^23 - 8572442891484423262588635922*u^24 - 10184665236498235774008288538*u^25 + 4339294078483288057950982716*u^26 + 8437606491322778880263359903*u^27 - 1238643136218951089991870308*u^28 - 5935890676720116577353109800*u^29 - 502649010349448460896100496*u^30 + 3456297675403941521069691990*u^31 + 1047019403541258673865176916*u^32 - 1584472457550048119788803360*u^33 - 867207963352043999768233608*u^34 + 510988218250191951027373443*u^35 + 470307789058540794741971940*u^36 - 79313016434775899508732910*u^37 - 172387274487415138957100944*u^38 - 17020018259317949937053254*u^39 + 39523123100501472383901234*u^40 + 13300830697769833212919738*u^41 - 3534107688092809985660832*u^42 - 2725926132268967033297884*u^43 - 430184083100281400333864*u^44)\/1491803646115656912389463",
								"(540160124574479427611480 + 562806536077437672863629*u - 72451130051216019964178*u^2 - 817542296848259001761911*u^3 - 16263160416150668731807580*u^4 - 21390314629830242378221277*u^5 + 69617126560051397074101076*u^6 + 115560978436261265604708734*u^7 - 169525172670543158352182080*u^8 - 377708300905639041637103480*u^9 + 264274086967282106199685028*u^10 + 875432565634844841833036716*u^11 - 212644158464699627112215664*u^12 - 1563731700052833305529583666*u^13 - 129336746056100733403957554*u^14 + 2227710600964230553231496330*u^15 + 794871017143179947226689720*u^16 - 2592003363822677539704354561*u^17 - 1615723211721427732087698908*u^18 + 2483881164373307260375553055*u^19 + 2313069478147100474634781242*u^20 - 1951352448022067381216762511*u^21 - 2648621749812095068898473046*u^22 + 1209745626618940479853461954*u^23 + 2562283255985840870463904282*u^24 - 502079607699561308980244065*u^25 - 2148105831113803145709260142*u^26 - 15194764004599063718015793*u^27 + 1573454549296793180453201380*u^28 + 289647560837003649192738160*u^29 - 997257530480032513047483892*u^30 - 353717228380147734359521844*u^31 + 532114693093920742856265792*u^32 + 284564479220414111842905067*u^33 - 228026629010043406618241760*u^34 - 171942892863047081648573489*u^35 + 72057961914547841345948748*u^36 + 78838532967354849143121783*u^37 - 13309351307784843530686104*u^38 - 26492865027386437306467024*u^39 - 331612342907597864487038*u^40 + 6006840912399595033703328*u^41 + 967158846972446000957294*u^42 - 719014564756697274351626*u^43 - 211312337178749332620272*u^44)\/497267882038552304129821"
							],
							[
								"(-219479683616314235219209 + 3779804538631759073906936*u + 2725311902069558840107576*u^2 - 28426899601238461902637974*u^3 + 40876538717125335491963305*u^4 + 171669538738685753128120144*u^5 - 152011219231112650697372779*u^6 - 579968035342608081860917424*u^7 + 368783985934370640780709953*u^8 + 1551723971813229659845910738*u^9 - 514874137702077627066483432*u^10 - 3218311852117883553880393336*u^11 + 250164231508377404728831636*u^12 + 5452707360912205099929919068*u^13 + 775224586108385808137465636*u^14 - 7656465406453435566243176668*u^15 - 2712976153771091802631038176*u^16 + 9019124984421056369097396080*u^17 + 5115560772804785791935690960*u^18 - 8999182406325179754561932008*u^19 - 7286559583641629870598664190*u^20 + 7604640486572341012026285370*u^21 + 8479859637351245034142365322*u^22 - 5369902583102119873872776670*u^23 - 8417368274984630519530227250*u^24 + 3036958203194061842063324102*u^25 + 7284599669060850789791926248*u^26 - 1137986283395272103580274352*u^27 - 5543028111978160546981269926*u^28 - 53354165106500859518116254*u^29 + 3698024899083613577177300366*u^30 + 578019333556047813077181582*u^31 - 2125127373938916539621967856*u^32 - 620654108558331810284027040*u^33 + 1018619747681098476103513644*u^34 + 434700507450721620855386526*u^35 - 389189707806908049444873852*u^36 - 223374729458968150713607570*u^37 + 108189643349120449526349374*u^38 + 83364762504721942546789160*u^39 - 18328476443048373868774152*u^40 - 21156997558327352828337776*u^41 + 399643406534347298059968*u^42 + 2986594500418716009501704*u^43 + 466264413902306125210912*u^44)\/1491803646115656912389463",
								"(2959067710217202105057464 - 3164710741732752639786766*u - 4594154948238809081181143*u^2 + 24204185867112894300132942*u^3 - 30035661606135647094231692*u^4 - 155469841111356229594436822*u^5 + 115422952435004686655510261*u^6 + 554406025114148565544691866*u^7 - 239141151339298450526243172*u^8 - 1482906247652916324689882698*u^9 + 160870762741766531764445925*u^10 + 3038993797050369643192955534*u^11 + 496162330231182575588912872*u^12 - 4960432534979136215531215416*u^13 - 2041757740192625997587906176*u^14 + 6585204110939170525249291184*u^15 + 4384580673595680983940390484*u^16 - 7146661405903280120488175332*u^17 - 6884701305557959267248098646*u^18 + 6329381663345845795134949346*u^19 + 8712517398635713833888797800*u^20 - 4411229073464711089842680912*u^21 - 9270969648918217926986460170*u^22 + 2114537589248039825606969982*u^23 + 8515488684710805491637314564*u^24 - 138679773312932087208697828*u^25 - 6852643042717799394587837616*u^26 - 1126833903283357180391008568*u^27 + 4834260918184096606994287660*u^28 + 1616729083861575462438139548*u^29 - 2955542521668098173815363028*u^30 - 1510836324962274851003842020*u^31 + 1517082929589217467665098490*u^32 + 1087583299726679567104717548*u^33 - 618908782865318871920473008*u^34 - 619676818900219823533440912*u^35 + 178952339112035615629361958*u^36 + 275974578528522084307785032*u^37 - 23402643317668947529641586*u^38 - 91637589361269611893091842*u^39 - 6741068109102398714038170*u^40 + 20894579498269894141297648*u^41 + 4383374275993559264133072*u^42 - 2574025207178444791226512*u^43 - 896445918994339301615936*u^44)\/1491803646115656912389463"
							],
							[
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								"(2959067710217202105057464 - 3164710741732752639786766*u - 4594154948238809081181143*u^2 + 24204185867112894300132942*u^3 - 30035661606135647094231692*u^4 - 155469841111356229594436822*u^5 + 115422952435004686655510261*u^6 + 554406025114148565544691866*u^7 - 239141151339298450526243172*u^8 - 1482906247652916324689882698*u^9 + 160870762741766531764445925*u^10 + 3038993797050369643192955534*u^11 + 496162330231182575588912872*u^12 - 4960432534979136215531215416*u^13 - 2041757740192625997587906176*u^14 + 6585204110939170525249291184*u^15 + 4384580673595680983940390484*u^16 - 7146661405903280120488175332*u^17 - 6884701305557959267248098646*u^18 + 6329381663345845795134949346*u^19 + 8712517398635713833888797800*u^20 - 4411229073464711089842680912*u^21 - 9270969648918217926986460170*u^22 + 2114537589248039825606969982*u^23 + 8515488684710805491637314564*u^24 - 138679773312932087208697828*u^25 - 6852643042717799394587837616*u^26 - 1126833903283357180391008568*u^27 + 4834260918184096606994287660*u^28 + 1616729083861575462438139548*u^29 - 2955542521668098173815363028*u^30 - 1510836324962274851003842020*u^31 + 1517082929589217467665098490*u^32 + 1087583299726679567104717548*u^33 - 618908782865318871920473008*u^34 - 619676818900219823533440912*u^35 + 178952339112035615629361958*u^36 + 275974578528522084307785032*u^37 - 23402643317668947529641586*u^38 - 91637589361269611893091842*u^39 - 6741068109102398714038170*u^40 + 20894579498269894141297648*u^41 + 4383374275993559264133072*u^42 - 2574025207178444791226512*u^43 - 896445918994339301615936*u^44)\/1491803646115656912389463"
							],
							[
								"(2665027794090070386915359 + 1019465189131752844584398*u - 2636606047718505860925215*u^2 - 4712593190860447530038574*u^3 + 13141433641657507851281248*u^4 + 13152565620199207356153346*u^5 - 49728020132661016723540492*u^6 - 9102710021264679015145898*u^7 + 168890510174884247304312831*u^8 + 22988637477975414355757858*u^9 - 449485452766616462412588441*u^10 - 88170359817009561309160642*u^11 + 939157953077022161267188075*u^12 + 360487317709618292639387904*u^13 - 1599567746619024274427652862*u^14 - 931154517648890907435769060*u^15 + 2161317013418238315056796127*u^16 + 1783956052875080914367728388*u^17 - 2384445331254920300799637227*u^18 - 2687009794602143119331920882*u^19 + 2092415398786350024025329712*u^20 + 3338609196227343760047361300*u^21 - 1420948077022740415056334214*u^22 - 3506231160854024363489598570*u^23 + 619511493189789776435781848*u^24 + 3202250747080748781612972692*u^25 + 52472258469445009955981520*u^26 - 2564427306903715005253271144*u^27 - 469279604410216432300165976*u^28 + 1814755304644169032940954196*u^29 + 614879679392312040687872840*u^30 - 1114506912030705738312233580*u^31 - 554825102259986477991545998*u^32 + 579188984140092089769315480*u^33 + 385865389743880136075097768*u^34 - 242847851275924443090823068*u^35 - 211203585041645111010236814*u^36 + 76732176312800396530301900*u^37 + 88121551991059941012924218*u^38 - 15943611952458131408650858*u^39 - 26969290791895887789069858*u^40 + 1441681008869978530719508*u^41 + 5381446969134039654979632*u^42 + 203807586035598671784596*u^43 - 531269265665960129492444*u^44)\/1491803646115656912389463",
								"(822165659295116253224340 - 740424730491394233366360*u - 2232803259220074797733520*u^2 + 5300162102159828164079436*u^3 - 3942086830172666787138455*u^4 - 32966796839364954123947728*u^5 + 21627231541416108736521088*u^6 + 117496366601683014739444164*u^7 - 51487400167971224064726626*u^8 - 316074853579399973013945968*u^9 + 43440699801665742816347248*u^10 + 653761671578348842328946644*u^11 + 82969382837975522549177783*u^12 - 1078230214849875118296292912*u^13 - 397710426296961291391658416*u^14 + 1449315554449966659308121712*u^15 + 889278239038846437969268290*u^16 - 1597931002883831980833725464*u^17 - 1427294500133435560436952556*u^18 + 1447576380747616027651239180*u^19 + 1834529789372634017675279597*u^20 - 1049445281606688231855233568*u^21 - 1976475195888117111388121960*u^22 + 554639511551802284664728804*u^23 + 1835050559272843000747708080*u^24 - 116128994615097068719631064*u^25 - 1492186051340826515263500528*u^26 - 176956284210027796415491840*u^27 + 1064558088079491376792282976*u^28 + 304261410061552039412737080*u^29 - 659602567459067582920256144*u^30 - 300117133407312944894729112*u^31 + 344660327841293470542069416*u^32 + 222123327747091301666203784*u^33 - 144473887976188413067773616*u^34 - 128876874816208359007339232*u^35 + 44102641926001222143803320*u^36 + 58202279488949632516190528*u^37 - 7163433553014715940844088*u^38 - 19558768066555673609578732*u^39 - 861576714984356172257304*u^40 + 4510784520890726381157808*u^41 + 838603209038544666634400*u^42 - 564434459841084132399728*u^43 - 184991159313127692955088*u^44)\/497267882038552304129821"
							],
							"{1, 0}",
							[
								1,
								"u^2"
							],
							[
								"(-413871323299296477875907 - 1101216494562456039935774*u + 5944451337379846139811534*u^2 + 1495638956253647849336186*u^3 - 18939605584391837972085819*u^4 + 7643494396462183002612338*u^5 + 95922344854901869241995315*u^6 + 34639259172617081399616534*u^7 - 219582766090821899637777333*u^8 - 158948497660373764011354558*u^9 + 411960107007018888763534042*u^10 + 499904164969536289670730498*u^11 - 503313822043854014059728260*u^12 - 1031622409005947418082286268*u^13 + 305419449109023056322627058*u^14 + 1543532624351056072580583580*u^15 + 199039912260704839226693651*u^16 - 1811179711954930737180119852*u^17 - 902590814172922870329133774*u^18 + 1629448358394355588467318034*u^19 + 1466707241288363417615664861*u^20 - 1110030937798173634759281376*u^21 - 1695644025070469112022898781*u^22 + 489651453753286901758151734*u^23 + 1578670662195790868866409576*u^24 + 30479874049979773402233904*u^25 - 1228064550699704944785907912*u^26 - 335407815949375335494911652*u^27 + 811016566435597172812818416*u^28 + 445454168393879927100387356*u^29 - 424460920848709699642955896*u^30 - 394990819720906704112672712*u^31 + 147468370535814238255415002*u^32 + 262092740174663003347690624*u^33 - 5413010769765164855649644*u^34 - 129030497853371738254507892*u^35 - 33954099052307721500218798*u^36 + 42404981433991784622027228*u^37 + 23688002527020446209517486*u^38 - 7321240293423550434905138*u^39 - 8621620882985711258924746*u^40 - 539678586998254270308584*u^41 + 1543602580915871137231836*u^42 + 542145711823026866161980*u^43 + 33404035962256719962228*u^44)\/497267882038552304129821",
								"(-697264540556972860014484 - 634200989459536407917164*u + 7608479981255859049171039*u^2 + 10925687044591377872539638*u^3 - 19793083494649038408352466*u^4 - 101413102745926587590867642*u^5 - 26583458368989245881617949*u^6 + 352882412505691456475927806*u^7 + 291373456399954309009818666*u^8 - 830247125428245847612709722*u^9 - 1075566733374009017677769235*u^10 + 1381495524689006841615776450*u^11 + 2598917308334105733296050498*u^12 - 1572080888616730630932664914*u^13 - 4732153581001834959102852268*u^14 + 958043891622037416597313160*u^15 + 6868928221594564075518478372*u^16 + 633312291588542872346918384*u^17 - 8212663631807793712327503315*u^18 - 2787824755040471309609620156*u^19 + 8234256165270437925249594058*u^20 + 4781253255500505653407935322*u^21 - 7012622892534361634722483649*u^22 - 5955547917740856652754467488*u^23 + 5059202116113647701356804242*u^24 + 6081458594304783493269741818*u^25 - 3018587086170983690567771640*u^26 - 5319216980769627531705991484*u^27 + 1343438181274109883271614784*u^28 + 4048873879798703655407939640*u^29 - 256821456362248974070111336*u^30 - 2668360262825111968834363548*u^31 - 253997224973349006912244960*u^32 + 1497342204848793316137912840*u^33 + 349018140275781246257117022*u^34 - 694619427581107690726237452*u^35 - 248875637338051697355352752*u^36 + 256640060559491655960237620*u^37 + 122097414438518712713010242*u^38 - 70925337560780525297784520*u^39 - 42376477401749001925796238*u^40 + 13271558490381897513463246*u^41 + 9708758238193398594759066*u^42 - 1239315402543980122201024*u^43 - 1200438212217443798658344*u^44)\/1491803646115656912389463"
							],
							[
								"u^3",
								"u - u^3 + u^5"
							]
						],
						"Obstruction":-1,
						"ComplexVolumeN":[
							"2.77602 + 1.02408*I",
							"2.77602 - 1.02408*I",
							"-0.05995 - 2.0364*I",
							"-0.05995 + 2.0364*I",
							"3.59336 + 2.30367*I",
							"3.59336 - 2.30367*I",
							"1.4504 + 4.21015*I",
							"1.4504 - 4.21015*I",
							"2.54824 - 9.10382*I",
							"2.54824 + 9.10382*I",
							"-6.58324 + 2.11321*I",
							"-6.58324 - 2.11321*I",
							"3.43558 + 2.64632*I",
							"3.43558 - 2.64632*I",
							"6.25575 + 2.94445*I",
							"6.25575 - 2.94445*I",
							"-1.41864 + 2.15221*I",
							"-1.41864 - 2.15221*I",
							"2.24019 - 6.06663*I",
							"2.24019 + 6.06663*I",
							"-1.69173 - 3.44354*I",
							"-1.69173 + 3.44354*I",
							"0.23783 - 4.7538*I",
							"0.23783 + 4.7538*I",
							"-1.8486 + 1.33338*I",
							"-1.8486 - 1.33338*I",
							"1.38924 + 0.109846*I",
							"1.38924 - 0.109846*I",
							"-3.1109 + 8.51494*I",
							"-3.1109 - 8.51494*I",
							"-1.84651 + 1.33386*I",
							"-1.84651 - 1.33386*I",
							"-4.42636 - 7.34032*I",
							"-4.42636 + 7.34032*I",
							"-1.43818 + 2.33862*I",
							"-1.43818 - 2.33862*I",
							"0.8834 + 15.0479*I",
							"0.8834 - 15.0479*I",
							"4.5921 - 9.07926*I",
							"4.5921 + 9.07926*I",
							"-1.04837 + 3.34425*I",
							"-1.04837 - 3.34425*I",
							1.02583,
							"0.959713 - 1.01371*I",
							"0.959713 + 1.01371*I"
						],
						"uPolysN":[
							"-1 + u + 3*u^2 - 14*u^3 + 4*u^4 + 122*u^5 + 54*u^6 - 414*u^7 - 323*u^8 + 1001*u^9 + 1157*u^10 - 1702*u^11 - 2835*u^12 + 2035*u^13 + 5270*u^14 - 1388*u^15 - 7821*u^16 - 519*u^17 + 9473*u^18 + 3236*u^19 - 9546*u^20 - 5848*u^21 + 8018*u^22 + 7456*u^23 - 5548*u^24 - 7688*u^25 + 2978*u^26 + 6748*u^27 - 922*u^28 - 5120*u^29 - 340*u^30 + 3350*u^31 + 845*u^32 - 1843*u^33 - 813*u^34 + 816*u^35 + 540*u^36 - 268*u^37 - 266*u^38 + 52*u^39 + 95*u^40 + u^41 - 23*u^42 - 4*u^43 + 3*u^44 + u^45",
							"-1 - 13*u - 51*u^2 - 160*u^3 - 1214*u^4 - 2820*u^5 + 202*u^6 + 4900*u^7 + 2541*u^8 - 7127*u^9 - 10085*u^10 + 23102*u^11 + 23797*u^12 - 17229*u^13 - 51028*u^14 + 22338*u^15 + 76873*u^16 + 1605*u^17 - 116093*u^18 - 16756*u^19 + 121052*u^20 + 31566*u^21 - 145026*u^22 - 38516*u^23 + 132434*u^24 + 48966*u^25 - 109806*u^26 - 29652*u^27 + 82286*u^28 + 22604*u^29 - 56732*u^30 - 10364*u^31 + 29901*u^32 + 3549*u^33 - 16649*u^34 + 34*u^35 + 6398*u^36 - 152*u^37 - 2496*u^38 + 534*u^39 + 601*u^40 - 67*u^41 - 141*u^42 + 66*u^43 + 5*u^44 + u^45",
							"-1 + u + 3*u^2 + 10*u^3 + 14*u^4 - 4*u^6 - 108*u^7 - 201*u^8 - 529*u^9 - 815*u^10 - 890*u^11 - 179*u^12 + 2851*u^13 + 8188*u^14 + 18282*u^15 + 29903*u^16 + 44673*u^17 + 55089*u^18 + 62450*u^19 + 59246*u^20 + 49448*u^21 + 31136*u^22 + 10758*u^23 - 8488*u^24 - 22750*u^25 - 28932*u^26 - 29102*u^27 - 22762*u^28 - 15050*u^29 - 6358*u^30 - 82*u^31 + 4027*u^32 + 5775*u^33 + 5569*u^34 + 4784*u^35 + 3272*u^36 + 2258*u^37 + 1206*u^38 + 704*u^39 + 291*u^40 + 145*u^41 + 43*u^42 + 18*u^43 + 3*u^44 + u^45",
							"-1 + u + 5*u^2 - 72*u^3 - 114*u^4 + 426*u^5 + 504*u^6 - 1472*u^7 - 915*u^8 + 3519*u^9 + 533*u^10 - 5156*u^11 + 1661*u^12 + 4065*u^13 - 5234*u^14 - 414*u^15 + 8979*u^16 - 1947*u^17 - 13919*u^18 - 2930*u^19 + 16834*u^20 + 13226*u^21 - 9466*u^22 - 15570*u^23 - 5274*u^24 + 4250*u^25 + 13490*u^26 + 8674*u^27 - 10062*u^28 - 11562*u^29 + 2518*u^30 + 6510*u^31 + 1833*u^32 - 1249*u^33 - 2285*u^34 - 838*u^35 + 1272*u^36 + 812*u^37 - 450*u^38 - 350*u^39 + 105*u^40 + 91*u^41 - 15*u^42 - 14*u^43 + u^44 + u^45",
							"-1 - 11*u - 43*u^2 - 84*u^3 - 126*u^4 - 104*u^5 + 58*u^6 + 238*u^7 + 433*u^8 + 1159*u^9 + 1397*u^10 + 3830*u^11 + 3785*u^12 + 3461*u^13 + 4900*u^14 + 558*u^15 + 3229*u^16 + 4307*u^17 - 4421*u^18 - 9032*u^19 + 1500*u^20 + 4820*u^21 - 120*u^22 + 2238*u^23 + 7068*u^24 + 9572*u^25 + 5600*u^26 + 7296*u^27 + 6872*u^28 + 6798*u^29 + 3724*u^30 + 3920*u^31 + 2355*u^32 + 2081*u^33 + 1025*u^34 + 818*u^35 + 382*u^36 + 324*u^37 + 132*u^38 + 70*u^39 + 31*u^40 + 27*u^41 + 7*u^42 + 2*u^43 + u^44 + u^45",
							"-1 + u + 5*u^2 - 72*u^3 - 114*u^4 + 426*u^5 + 504*u^6 - 1472*u^7 - 915*u^8 + 3519*u^9 + 533*u^10 - 5156*u^11 + 1661*u^12 + 4065*u^13 - 5234*u^14 - 414*u^15 + 8979*u^16 - 1947*u^17 - 13919*u^18 - 2930*u^19 + 16834*u^20 + 13226*u^21 - 9466*u^22 - 15570*u^23 - 5274*u^24 + 4250*u^25 + 13490*u^26 + 8674*u^27 - 10062*u^28 - 11562*u^29 + 2518*u^30 + 6510*u^31 + 1833*u^32 - 1249*u^33 - 2285*u^34 - 838*u^35 + 1272*u^36 + 812*u^37 - 450*u^38 - 350*u^39 + 105*u^40 + 91*u^41 - 15*u^42 - 14*u^43 + u^44 + u^45",
							"-1 + u + 3*u^2 - 14*u^3 + 4*u^4 + 122*u^5 + 54*u^6 - 414*u^7 - 323*u^8 + 1001*u^9 + 1157*u^10 - 1702*u^11 - 2835*u^12 + 2035*u^13 + 5270*u^14 - 1388*u^15 - 7821*u^16 - 519*u^17 + 9473*u^18 + 3236*u^19 - 9546*u^20 - 5848*u^21 + 8018*u^22 + 7456*u^23 - 5548*u^24 - 7688*u^25 + 2978*u^26 + 6748*u^27 - 922*u^28 - 5120*u^29 - 340*u^30 + 3350*u^31 + 845*u^32 - 1843*u^33 - 813*u^34 + 816*u^35 + 540*u^36 - 268*u^37 - 266*u^38 + 52*u^39 + 95*u^40 + u^41 - 23*u^42 - 4*u^43 + 3*u^44 + u^45",
							"-19 - 3*u - 129*u^2 + 252*u^3 + 494*u^4 + 1258*u^5 + 1712*u^6 - 4098*u^7 - 2449*u^8 + 5441*u^9 - 1701*u^10 - 8582*u^11 - 11645*u^12 + 1849*u^13 + 9428*u^14 + 8166*u^15 - 10641*u^16 + 8673*u^17 + 18641*u^18 + 10434*u^19 - 462*u^20 + 19344*u^21 - 5302*u^22 - 12848*u^23 - 4034*u^24 + 9060*u^25 - 2156*u^26 + 4748*u^27 - 3364*u^28 + 868*u^29 + 4898*u^30 + 6770*u^31 - 4603*u^32 - 2967*u^33 - 773*u^34 + 3194*u^35 + 1340*u^36 - 934*u^37 - 1482*u^38 + 750*u^39 + 529*u^40 - 103*u^41 - 135*u^42 + 58*u^43 + 15*u^44 + u^45",
							"-1 + u + 3*u^2 + 10*u^3 + 14*u^4 - 4*u^6 - 108*u^7 - 201*u^8 - 529*u^9 - 815*u^10 - 890*u^11 - 179*u^12 + 2851*u^13 + 8188*u^14 + 18282*u^15 + 29903*u^16 + 44673*u^17 + 55089*u^18 + 62450*u^19 + 59246*u^20 + 49448*u^21 + 31136*u^22 + 10758*u^23 - 8488*u^24 - 22750*u^25 - 28932*u^26 - 29102*u^27 - 22762*u^28 - 15050*u^29 - 6358*u^30 - 82*u^31 + 4027*u^32 + 5775*u^33 + 5569*u^34 + 4784*u^35 + 3272*u^36 + 2258*u^37 + 1206*u^38 + 704*u^39 + 291*u^40 + 145*u^41 + 43*u^42 + 18*u^43 + 3*u^44 + u^45",
							"1 + 7*u + 29*u^2 + 524*u^3 + 5230*u^4 + 32298*u^5 + 145392*u^6 + 520544*u^7 + 1557739*u^8 + 4022937*u^9 + 9162633*u^10 + 18698004*u^11 + 34598235*u^12 + 58600795*u^13 + 91560324*u^14 + 132837084*u^15 + 179980455*u^16 + 228890181*u^17 + 274463483*u^18 + 311549188*u^19 + 335928360*u^20 + 345054736*u^21 + 338398024*u^22 + 317367028*u^23 + 284899204*u^24 + 244858500*u^25 + 201386612*u^26 + 158322536*u^27 + 118763724*u^28 + 84807372*u^29 + 57482056*u^30 + 36853404*u^31 + 22258837*u^32 + 12604771*u^33 + 6654937*u^34 + 3254404*u^35 + 1462666*u^36 + 598622*u^37 + 220620*u^38 + 72212*u^39 + 20621*u^40 + 5015*u^41 + 1003*u^42 + 156*u^43 + 17*u^44 + u^45"
						],
						"uPolys":[
							"-1 + u + 3*u^2 - 14*u^3 + 4*u^4 + 122*u^5 + 54*u^6 - 414*u^7 - 323*u^8 + 1001*u^9 + 1157*u^10 - 1702*u^11 - 2835*u^12 + 2035*u^13 + 5270*u^14 - 1388*u^15 - 7821*u^16 - 519*u^17 + 9473*u^18 + 3236*u^19 - 9546*u^20 - 5848*u^21 + 8018*u^22 + 7456*u^23 - 5548*u^24 - 7688*u^25 + 2978*u^26 + 6748*u^27 - 922*u^28 - 5120*u^29 - 340*u^30 + 3350*u^31 + 845*u^32 - 1843*u^33 - 813*u^34 + 816*u^35 + 540*u^36 - 268*u^37 - 266*u^38 + 52*u^39 + 95*u^40 + u^41 - 23*u^42 - 4*u^43 + 3*u^44 + u^45",
							"-1 - 13*u - 51*u^2 - 160*u^3 - 1214*u^4 - 2820*u^5 + 202*u^6 + 4900*u^7 + 2541*u^8 - 7127*u^9 - 10085*u^10 + 23102*u^11 + 23797*u^12 - 17229*u^13 - 51028*u^14 + 22338*u^15 + 76873*u^16 + 1605*u^17 - 116093*u^18 - 16756*u^19 + 121052*u^20 + 31566*u^21 - 145026*u^22 - 38516*u^23 + 132434*u^24 + 48966*u^25 - 109806*u^26 - 29652*u^27 + 82286*u^28 + 22604*u^29 - 56732*u^30 - 10364*u^31 + 29901*u^32 + 3549*u^33 - 16649*u^34 + 34*u^35 + 6398*u^36 - 152*u^37 - 2496*u^38 + 534*u^39 + 601*u^40 - 67*u^41 - 141*u^42 + 66*u^43 + 5*u^44 + u^45",
							"-1 + u + 3*u^2 + 10*u^3 + 14*u^4 - 4*u^6 - 108*u^7 - 201*u^8 - 529*u^9 - 815*u^10 - 890*u^11 - 179*u^12 + 2851*u^13 + 8188*u^14 + 18282*u^15 + 29903*u^16 + 44673*u^17 + 55089*u^18 + 62450*u^19 + 59246*u^20 + 49448*u^21 + 31136*u^22 + 10758*u^23 - 8488*u^24 - 22750*u^25 - 28932*u^26 - 29102*u^27 - 22762*u^28 - 15050*u^29 - 6358*u^30 - 82*u^31 + 4027*u^32 + 5775*u^33 + 5569*u^34 + 4784*u^35 + 3272*u^36 + 2258*u^37 + 1206*u^38 + 704*u^39 + 291*u^40 + 145*u^41 + 43*u^42 + 18*u^43 + 3*u^44 + u^45",
							"-1 + u + 5*u^2 - 72*u^3 - 114*u^4 + 426*u^5 + 504*u^6 - 1472*u^7 - 915*u^8 + 3519*u^9 + 533*u^10 - 5156*u^11 + 1661*u^12 + 4065*u^13 - 5234*u^14 - 414*u^15 + 8979*u^16 - 1947*u^17 - 13919*u^18 - 2930*u^19 + 16834*u^20 + 13226*u^21 - 9466*u^22 - 15570*u^23 - 5274*u^24 + 4250*u^25 + 13490*u^26 + 8674*u^27 - 10062*u^28 - 11562*u^29 + 2518*u^30 + 6510*u^31 + 1833*u^32 - 1249*u^33 - 2285*u^34 - 838*u^35 + 1272*u^36 + 812*u^37 - 450*u^38 - 350*u^39 + 105*u^40 + 91*u^41 - 15*u^42 - 14*u^43 + u^44 + u^45",
							"-1 - 11*u - 43*u^2 - 84*u^3 - 126*u^4 - 104*u^5 + 58*u^6 + 238*u^7 + 433*u^8 + 1159*u^9 + 1397*u^10 + 3830*u^11 + 3785*u^12 + 3461*u^13 + 4900*u^14 + 558*u^15 + 3229*u^16 + 4307*u^17 - 4421*u^18 - 9032*u^19 + 1500*u^20 + 4820*u^21 - 120*u^22 + 2238*u^23 + 7068*u^24 + 9572*u^25 + 5600*u^26 + 7296*u^27 + 6872*u^28 + 6798*u^29 + 3724*u^30 + 3920*u^31 + 2355*u^32 + 2081*u^33 + 1025*u^34 + 818*u^35 + 382*u^36 + 324*u^37 + 132*u^38 + 70*u^39 + 31*u^40 + 27*u^41 + 7*u^42 + 2*u^43 + u^44 + u^45",
							"-1 + u + 5*u^2 - 72*u^3 - 114*u^4 + 426*u^5 + 504*u^6 - 1472*u^7 - 915*u^8 + 3519*u^9 + 533*u^10 - 5156*u^11 + 1661*u^12 + 4065*u^13 - 5234*u^14 - 414*u^15 + 8979*u^16 - 1947*u^17 - 13919*u^18 - 2930*u^19 + 16834*u^20 + 13226*u^21 - 9466*u^22 - 15570*u^23 - 5274*u^24 + 4250*u^25 + 13490*u^26 + 8674*u^27 - 10062*u^28 - 11562*u^29 + 2518*u^30 + 6510*u^31 + 1833*u^32 - 1249*u^33 - 2285*u^34 - 838*u^35 + 1272*u^36 + 812*u^37 - 450*u^38 - 350*u^39 + 105*u^40 + 91*u^41 - 15*u^42 - 14*u^43 + u^44 + u^45",
							"-1 + u + 3*u^2 - 14*u^3 + 4*u^4 + 122*u^5 + 54*u^6 - 414*u^7 - 323*u^8 + 1001*u^9 + 1157*u^10 - 1702*u^11 - 2835*u^12 + 2035*u^13 + 5270*u^14 - 1388*u^15 - 7821*u^16 - 519*u^17 + 9473*u^18 + 3236*u^19 - 9546*u^20 - 5848*u^21 + 8018*u^22 + 7456*u^23 - 5548*u^24 - 7688*u^25 + 2978*u^26 + 6748*u^27 - 922*u^28 - 5120*u^29 - 340*u^30 + 3350*u^31 + 845*u^32 - 1843*u^33 - 813*u^34 + 816*u^35 + 540*u^36 - 268*u^37 - 266*u^38 + 52*u^39 + 95*u^40 + u^41 - 23*u^42 - 4*u^43 + 3*u^44 + u^45",
							"-19 - 3*u - 129*u^2 + 252*u^3 + 494*u^4 + 1258*u^5 + 1712*u^6 - 4098*u^7 - 2449*u^8 + 5441*u^9 - 1701*u^10 - 8582*u^11 - 11645*u^12 + 1849*u^13 + 9428*u^14 + 8166*u^15 - 10641*u^16 + 8673*u^17 + 18641*u^18 + 10434*u^19 - 462*u^20 + 19344*u^21 - 5302*u^22 - 12848*u^23 - 4034*u^24 + 9060*u^25 - 2156*u^26 + 4748*u^27 - 3364*u^28 + 868*u^29 + 4898*u^30 + 6770*u^31 - 4603*u^32 - 2967*u^33 - 773*u^34 + 3194*u^35 + 1340*u^36 - 934*u^37 - 1482*u^38 + 750*u^39 + 529*u^40 - 103*u^41 - 135*u^42 + 58*u^43 + 15*u^44 + u^45",
							"-1 + u + 3*u^2 + 10*u^3 + 14*u^4 - 4*u^6 - 108*u^7 - 201*u^8 - 529*u^9 - 815*u^10 - 890*u^11 - 179*u^12 + 2851*u^13 + 8188*u^14 + 18282*u^15 + 29903*u^16 + 44673*u^17 + 55089*u^18 + 62450*u^19 + 59246*u^20 + 49448*u^21 + 31136*u^22 + 10758*u^23 - 8488*u^24 - 22750*u^25 - 28932*u^26 - 29102*u^27 - 22762*u^28 - 15050*u^29 - 6358*u^30 - 82*u^31 + 4027*u^32 + 5775*u^33 + 5569*u^34 + 4784*u^35 + 3272*u^36 + 2258*u^37 + 1206*u^38 + 704*u^39 + 291*u^40 + 145*u^41 + 43*u^42 + 18*u^43 + 3*u^44 + u^45",
							"1 + 7*u + 29*u^2 + 524*u^3 + 5230*u^4 + 32298*u^5 + 145392*u^6 + 520544*u^7 + 1557739*u^8 + 4022937*u^9 + 9162633*u^10 + 18698004*u^11 + 34598235*u^12 + 58600795*u^13 + 91560324*u^14 + 132837084*u^15 + 179980455*u^16 + 228890181*u^17 + 274463483*u^18 + 311549188*u^19 + 335928360*u^20 + 345054736*u^21 + 338398024*u^22 + 317367028*u^23 + 284899204*u^24 + 244858500*u^25 + 201386612*u^26 + 158322536*u^27 + 118763724*u^28 + 84807372*u^29 + 57482056*u^30 + 36853404*u^31 + 22258837*u^32 + 12604771*u^33 + 6654937*u^34 + 3254404*u^35 + 1462666*u^36 + 598622*u^37 + 220620*u^38 + 72212*u^39 + 20621*u^40 + 5015*u^41 + 1003*u^42 + 156*u^43 + 17*u^44 + u^45"
						],
						"aCuspShape":"4 + (2*(-88425271891297241726437 + 3192190563583172772632944*u - 2686497503719568662649220*u^2 + 107369885636778326462100*u^3 + 52033074492615014880352170*u^4 + 14793226209577202175246984*u^5 - 215592551207213133337795622*u^6 - 124142003477934175965667528*u^7 + 597296265274759629857473418*u^8 + 529584113382254089978626670*u^9 - 1151451349510557467329751974*u^10 - 1463611999643783975128134964*u^11 + 1631635001120934367794661810*u^12 + 2993432985573922485509323374*u^13 - 1566146909481087659812432442*u^14 - 4809569372216520995776121992*u^15 + 632066416879045337705817980*u^16 + 6240879257093889095523876198*u^17 + 1051183540116281870742162500*u^18 - 6705968397211375232192915982*u^19 - 2929005362102213857653356880*u^20 + 5996075239542419047478870700*u^21 + 4314828518381624987093665580*u^22 - 4466313093211266717750428842*u^23 - 4818322389875748926854279228*u^24 + 2685541373911463918739411484*u^25 + 4470308788923688513836516136*u^26 - 1142099576275494671129859668*u^27 - 3549370908972151452331142668*u^28 + 95070430709653314060173452*u^29 + 2425650782470623432093928112*u^30 + 422347637760005384654446866*u^31 - 1392962359066311959691923442*u^32 - 517831598096114846959182498*u^33 + 644424086168357846353679036*u^34 + 383237665582613277422271438*u^35 - 221151263085894337328470942*u^36 - 202849187545547754780900242*u^37 + 45129759912713120066224254*u^38 + 76388299112654926731984126*u^39 + 489526504495790775770690*u^40 - 19347654700792855463939958*u^41 - 3531757774226972399496086*u^42 + 2603236446230767729755732*u^43 + 920013680387326427592898*u^44))\/497267882038552304129821",
						"RepresentationsN":[
							[
								"u->0.748239 + 0.64791 I",
								"a->0.403124 - 0.160622 I",
								"b->1.37017 + 0.68085 I"
							],
							[
								"u->0.748239 - 0.64791 I",
								"a->0.403124 + 0.160622 I",
								"b->1.37017 - 0.68085 I"
							],
							[
								"u->0.890787 + 0.518116 I",
								"a->1.0964 - 9.24121 I",
								"b->0.973792 - 0.005327 I"
							],
							[
								"u->0.890787 - 0.518116 I",
								"a->1.0964 + 9.24121 I",
								"b->0.973792 + 0.005327 I"
							],
							[
								"u->-0.820939 + 0.635302 I",
								"a->-0.253305 + 0.931796 I",
								"b->1.53924 - 0.11682 I"
							],
							[
								"u->-0.820939 - 0.635302 I",
								"a->-0.253305 - 0.931796 I",
								"b->1.53924 + 0.11682 I"
							],
							[
								"u->-0.361068 + 1.00017 I",
								"a->0.351371 - 0.166844 I",
								"b->-1.07353 - 0.231341 I"
							],
							[
								"u->-0.361068 - 1.00017 I",
								"a->0.351371 + 0.166844 I",
								"b->-1.07353 + 0.231341 I"
							],
							[
								"u->-0.557888 + 0.909903 I",
								"a->0.316144 + 0.172524 I",
								"b->-1.34079 + 0.52835 I"
							],
							[
								"u->-0.557888 - 0.909903 I",
								"a->0.316144 - 0.172524 I",
								"b->-1.34079 - 0.52835 I"
							],
							[
								"u->1.07201 + 0.068561 I",
								"a->0.19682 + 1.7932 I",
								"b->-0.418872 + 0.891403 I"
							],
							[
								"u->1.07201 - 0.068561 I",
								"a->0.19682 - 1.7932 I",
								"b->-0.418872 - 0.891403 I"
							],
							[
								"u->-0.872155 + 0.629846 I",
								"a->-0.47083 + 1.68692 I",
								"b->1.44587 + 0.31074 I"
							],
							[
								"u->-0.872155 - 0.629846 I",
								"a->-0.47083 - 1.68692 I",
								"b->1.44587 - 0.31074 I"
							],
							[
								"u->0.571052 + 0.957365 I",
								"a->0.327326 - 0.019797 I",
								"b->-1.2634 - 0.27413 I"
							],
							[
								"u->0.571052 - 0.957365 I",
								"a->0.327326 + 0.019797 I",
								"b->-1.2634 + 0.27413 I"
							],
							[
								"u->-0.70991 + 0.51043 I",
								"a->1.25238 - 0.161269 I",
								"b->0.133311 + 0.176064 I"
							],
							[
								"u->-0.70991 - 0.51043 I",
								"a->1.25238 + 0.161269 I",
								"b->0.133311 - 0.176064 I"
							],
							[
								"u->0.924885 + 0.643162 I",
								"a->-0.39182 - 2.00941 I",
								"b->1.26534 - 0.87677 I"
							],
							[
								"u->0.924885 - 0.643162 I",
								"a->-0.39182 + 2.00941 I",
								"b->1.26534 + 0.87677 I"
							],
							[
								"u->-0.534755 + 0.678754 I",
								"a->0.76721 - 0.462986 I",
								"b->0.035693 - 1.09452 I"
							],
							[
								"u->-0.534755 - 0.678754 I",
								"a->0.76721 + 0.462986 I",
								"b->0.035693 + 1.09452 I"
							],
							[
								"u->0.998803 + 0.587519 I",
								"a->-0.342999 - 1.15297 I",
								"b->0.166118 - 0.793978 I"
							],
							[
								"u->0.998803 - 0.587519 I",
								"a->-0.342999 + 1.15297 I",
								"b->0.166118 + 0.793978 I"
							],
							[
								"u->-1.10426 + 0.360208 I",
								"a->-0.027368 - 0.4291 I",
								"b->-0.496724 - 0.062269 I"
							],
							[
								"u->-1.10426 - 0.360208 I",
								"a->-0.027368 + 0.4291 I",
								"b->-0.496724 + 0.062269 I"
							],
							[
								"u->0.619855 + 0.543779 I",
								"a->0.786545 + 0.529917 I",
								"b->0.472137 + 0.557307 I"
							],
							[
								"u->0.619855 - 0.543779 I",
								"a->0.786545 - 0.529917 I",
								"b->0.472137 - 0.557307 I"
							],
							[
								"u->-1.03046 + 0.624781 I",
								"a->-1.00464 + 1.07941 I",
								"b->-0.116882 + 1.28015 I"
							],
							[
								"u->-1.03046 - 0.624781 I",
								"a->-1.00464 - 1.07941 I",
								"b->-0.116882 - 1.28015 I"
							],
							[
								"u->-1.15879 + 0.358173 I",
								"a->-0.174096 - 0.464304 I",
								"b->-0.614061 - 0.062005 I"
							],
							[
								"u->-1.15879 - 0.358173 I",
								"a->-0.174096 + 0.464304 I",
								"b->-0.614061 + 0.062005 I"
							],
							[
								"u->1.23099 + 0.092992 I",
								"a->-0.9827 + 1.11992 I",
								"b->-1.09749 + 0.546794 I"
							],
							[
								"u->1.23099 - 0.092992 I",
								"a->-0.9827 - 1.11992 I",
								"b->-1.09749 - 0.546794 I"
							],
							[
								"u->-0.734453 + 0.17061 I",
								"a->2.20693 + 0.55929 I",
								"b->0.600244 + 0.443962 I"
							],
							[
								"u->-0.734453 - 0.17061 I",
								"a->2.20693 - 0.55929 I",
								"b->0.600244 - 0.443962 I"
							],
							[
								"u->-1.0997 + 0.703989 I",
								"a->0.29033 - 1.93516 I",
								"b->-1.3679 - 0.61478 I"
							],
							[
								"u->-1.0997 - 0.703989 I",
								"a->0.29033 + 1.93516 I",
								"b->-1.3679 + 0.61478 I"
							],
							[
								"u->1.10683 + 0.724523 I",
								"a->0.16343 + 1.57481 I",
								"b->-1.29193 + 0.408785 I"
							],
							[
								"u->1.10683 - 0.724523 I",
								"a->0.16343 - 1.57481 I",
								"b->-1.29193 - 0.408785 I"
							],
							[
								"u->-1.0315 + 0.83519 I",
								"a->0.505754 - 0.770326 I",
								"b->-0.907193 - 0.175723 I"
							],
							[
								"u->-1.0315 - 0.83519 I",
								"a->0.505754 + 0.770326 I",
								"b->-0.907193 + 0.175723 I"
							],
							[
								"u->0.406402",
								"a->1.83709",
								"b->0.702503"
							],
							[
								"u->0.149228 + 0.309881 I",
								"a->2.06545 - 0.10916 I",
								"b->1.1356 - 0.215122 I"
							],
							[
								"u->0.149228 - 0.309881 I",
								"a->2.06545 + 0.10916 I",
								"b->1.1356 + 0.215122 I"
							]
						],
						"Epsilon":0.198782,
						"uPolys_ij":[
							"-1 + u + 3*u^2 - 14*u^3 + 4*u^4 + 122*u^5 + 54*u^6 - 414*u^7 - 323*u^8 + 1001*u^9 + 1157*u^10 - 1702*u^11 - 2835*u^12 + 2035*u^13 + 5270*u^14 - 1388*u^15 - 7821*u^16 - 519*u^17 + 9473*u^18 + 3236*u^19 - 9546*u^20 - 5848*u^21 + 8018*u^22 + 7456*u^23 - 5548*u^24 - 7688*u^25 + 2978*u^26 + 6748*u^27 - 922*u^28 - 5120*u^29 - 340*u^30 + 3350*u^31 + 845*u^32 - 1843*u^33 - 813*u^34 + 816*u^35 + 540*u^36 - 268*u^37 - 266*u^38 + 52*u^39 + 95*u^40 + u^41 - 23*u^42 - 4*u^43 + 3*u^44 + u^45",
							"1 + 7*u + 29*u^2 + 524*u^3 + 5230*u^4 + 32298*u^5 + 145392*u^6 + 520544*u^7 + 1557739*u^8 + 4022937*u^9 + 9162633*u^10 + 18698004*u^11 + 34598235*u^12 + 58600795*u^13 + 91560324*u^14 + 132837084*u^15 + 179980455*u^16 + 228890181*u^17 + 274463483*u^18 + 311549188*u^19 + 335928360*u^20 + 345054736*u^21 + 338398024*u^22 + 317367028*u^23 + 284899204*u^24 + 244858500*u^25 + 201386612*u^26 + 158322536*u^27 + 118763724*u^28 + 84807372*u^29 + 57482056*u^30 + 36853404*u^31 + 22258837*u^32 + 12604771*u^33 + 6654937*u^34 + 3254404*u^35 + 1462666*u^36 + 598622*u^37 + 220620*u^38 + 72212*u^39 + 20621*u^40 + 5015*u^41 + 1003*u^42 + 156*u^43 + 17*u^44 + u^45",
							"1 - 9*u + 3965*u^2 + 132624*u^3 - 2234806*u^4 + 15537586*u^5 - 69457468*u^6 + 251076876*u^7 - 855189981*u^8 + 2780892497*u^9 - 8004550771*u^10 + 19265108232*u^11 - 38049210501*u^12 + 61661068915*u^13 - 82291736296*u^14 + 90378688372*u^15 - 80643185781*u^16 + 56036448189*u^17 - 26234026085*u^18 + 1924458184*u^19 + 10747691792*u^20 - 12080265144*u^21 + 6776433344*u^22 - 260741584*u^23 - 4049392444*u^24 + 5370728692*u^25 - 4610341772*u^26 + 3072455752*u^27 - 1663803156*u^28 + 731209748*u^29 - 248621288*u^30 + 54731844*u^31 + 45337*u^32 - 5920921*u^33 + 1986701*u^34 + 624360*u^35 - 1140794*u^36 + 797582*u^37 - 391556*u^38 + 149300*u^39 - 45227*u^40 + 10807*u^41 - 1981*u^42 + 264*u^43 - 23*u^44 + u^45",
							"-117 - 1095*u - 4259*u^2 - 3152*u^3 + 20036*u^4 + 31874*u^5 + 44828*u^6 + 603056*u^7 + 1921299*u^8 + 1487929*u^9 - 3158999*u^10 - 7311900*u^11 - 3255039*u^12 + 6844725*u^13 + 11268784*u^14 + 2653742*u^15 - 10771493*u^16 - 11816627*u^17 + 1740439*u^18 + 12026978*u^19 + 7299708*u^20 - 4001488*u^21 - 8257006*u^22 - 2545232*u^23 + 4438734*u^24 + 4100088*u^25 - 1011840*u^26 - 2874142*u^27 - 502494*u^28 + 1240512*u^29 + 597576*u^30 - 323956*u^31 - 297405*u^32 + 32543*u^33 + 95787*u^34 + 14706*u^35 - 17732*u^36 - 5592*u^37 + 2766*u^38 + 1602*u^39 - 99*u^40 - 217*u^41 - 15*u^42 + 26*u^43 + 9*u^44 + u^45",
							"-1 - 17*u - 61*u^2 + 164*u^3 + 346*u^4 - 1524*u^5 + 2346*u^6 + 15142*u^7 - 8631*u^8 - 21097*u^9 + 32429*u^10 - 106964*u^11 - 109487*u^12 + 185449*u^13 - 253088*u^14 + 336908*u^15 + 1559855*u^16 - 1043247*u^17 - 1958861*u^18 + 4134494*u^19 + 2988254*u^20 - 9915996*u^21 - 5421202*u^22 + 10161674*u^23 + 4454442*u^24 - 1390062*u^25 - 1815156*u^26 - 5390668*u^27 + 1333098*u^28 + 3800952*u^29 - 806602*u^30 - 622050*u^31 - 96603*u^32 - 129527*u^33 + 214835*u^34 + 52292*u^35 - 78560*u^36 - 2390*u^37 + 14470*u^38 - 1366*u^39 - 1551*u^40 + 293*u^41 + 97*u^42 - 26*u^43 - 3*u^44 + u^45",
							"-1 + 67*u - 869*u^2 - 24504*u^3 - 673110*u^4 + 7299170*u^5 - 20808344*u^6 + 34073888*u^7 - 144861723*u^8 + 292526257*u^9 - 651184377*u^10 + 1432122516*u^11 - 2673233943*u^12 + 5156276875*u^13 - 8795274292*u^14 + 14812310568*u^15 - 23581867043*u^16 + 35440417529*u^17 - 50084252759*u^18 + 66201952848*u^19 - 81830082148*u^20 + 94332236520*u^21 - 101462454880*u^22 + 101875384716*u^23 - 95429478480*u^24 + 83473849092*u^25 - 68129658368*u^26 + 51881426760*u^27 - 36839582752*u^28 + 24380397648*u^29 - 15021066828*u^30 + 8611833416*u^31 - 4586931025*u^32 + 2264909615*u^33 - 1036313037*u^34 + 435809412*u^35 - 168715302*u^36 + 59211326*u^37 - 18633592*u^38 + 5288028*u^39 - 1220605*u^40 + 269115*u^41 - 33667*u^42 + 5632*u^43 + 107*u^44 + u^45",
							"-3784 - 6828*u - 47492*u^2 - 413867*u^3 - 1742735*u^4 - 4943687*u^5 - 13137603*u^6 - 29941586*u^7 - 55151258*u^8 - 83778463*u^9 - 105970272*u^10 - 99967069*u^11 - 8926878*u^12 + 231204601*u^13 + 593015212*u^14 + 999286844*u^15 + 1457174537*u^16 + 1861036491*u^17 + 1783777742*u^18 + 1036568707*u^19 + 176579482*u^20 - 367479544*u^21 - 990963160*u^22 - 1609754792*u^23 - 1098275889*u^24 + 532453762*u^25 + 1426564120*u^26 + 676199212*u^27 - 395393463*u^28 - 537773818*u^29 - 98704023*u^30 + 140575029*u^31 + 82072576*u^32 - 6435281*u^33 - 19285861*u^34 - 4311754*u^35 + 1852814*u^36 + 1021954*u^37 + 30430*u^38 - 87722*u^39 - 20837*u^40 + 1041*u^41 + 1219*u^42 + 228*u^43 + 21*u^44 + u^45",
							"-69422827 - 395384509*u - 2040326869*u^2 - 7750813834*u^3 + 740640120*u^4 + 66987825136*u^5 - 8518221920*u^6 + 134277346986*u^7 - 129549711369*u^8 + 194197140571*u^9 - 33638475247*u^10 + 50496195928*u^11 + 40987989417*u^12 - 170798582065*u^13 + 188532273462*u^14 - 92884981660*u^15 + 86882812645*u^16 + 74572023667*u^17 - 126463635241*u^18 + 131293692544*u^19 - 194234601734*u^20 + 152943599030*u^21 - 117074991508*u^22 + 86445980076*u^23 - 47116275244*u^24 + 25508510088*u^25 - 11393190090*u^26 + 2725793176*u^27 + 96649008*u^28 - 730646916*u^29 + 850901882*u^30 - 405320480*u^31 + 197471379*u^32 - 86323681*u^33 + 4784481*u^34 - 514752*u^35 - 6847988*u^36 + 4303962*u^37 - 1089370*u^38 + 756944*u^39 - 277091*u^40 + 165859*u^41 - 57837*u^42 + 5634*u^43 + 153*u^44 + u^45",
							"-1 + 35*u - 253*u^2 - 1376*u^3 + 2214*u^4 - 18*u^5 - 95012*u^6 - 266884*u^7 + 193457*u^8 + 2112765*u^9 + 4523123*u^10 + 7294000*u^11 + 956009*u^12 - 21523365*u^13 - 19131728*u^14 - 31263472*u^15 + 3372261*u^16 + 73027625*u^17 - 67552723*u^18 + 144757584*u^19 - 112994136*u^20 + 79295336*u^21 - 109400752*u^22 + 39456748*u^23 - 30056080*u^24 + 61366308*u^25 + 48777964*u^26 + 79323464*u^27 + 64010164*u^28 + 56880808*u^29 + 37856572*u^30 + 24567964*u^31 + 13278155*u^32 + 6772699*u^33 + 2981563*u^34 + 1238716*u^35 + 446454*u^36 + 156330*u^37 + 45528*u^38 + 14248*u^39 + 3139*u^40 + 959*u^41 + 137*u^42 + 44*u^43 + 3*u^44 + u^45",
							"-1 + 7*u + 39*u^2 + 8*u^3 - 790*u^4 - 3530*u^5 - 2216*u^6 + 38228*u^7 + 176617*u^8 + 299501*u^9 - 375841*u^10 - 3421940*u^11 - 9142591*u^12 - 11583137*u^13 + 5348664*u^14 + 62528152*u^15 + 167401685*u^16 + 293065685*u^17 + 376191261*u^18 + 348578404*u^19 + 189029624*u^20 - 45327200*u^21 - 243042648*u^22 - 308011628*u^23 - 222539988*u^24 - 54610244*u^25 + 93692112*u^26 + 153802456*u^27 + 124275480*u^28 + 53079224*u^29 - 7177900*u^30 - 32195272*u^31 - 28133253*u^32 - 13449137*u^33 - 1786965*u^34 + 3068248*u^35 + 3313194*u^36 + 2034738*u^37 + 912524*u^38 + 317512*u^39 + 86987*u^40 + 18623*u^41 + 3033*u^42 + 356*u^43 + 27*u^44 + u^45",
							"-1 - 13*u - 51*u^2 - 160*u^3 - 1214*u^4 - 2820*u^5 + 202*u^6 + 4900*u^7 + 2541*u^8 - 7127*u^9 - 10085*u^10 + 23102*u^11 + 23797*u^12 - 17229*u^13 - 51028*u^14 + 22338*u^15 + 76873*u^16 + 1605*u^17 - 116093*u^18 - 16756*u^19 + 121052*u^20 + 31566*u^21 - 145026*u^22 - 38516*u^23 + 132434*u^24 + 48966*u^25 - 109806*u^26 - 29652*u^27 + 82286*u^28 + 22604*u^29 - 56732*u^30 - 10364*u^31 + 29901*u^32 + 3549*u^33 - 16649*u^34 + 34*u^35 + 6398*u^36 - 152*u^37 - 2496*u^38 + 534*u^39 + 601*u^40 - 67*u^41 - 141*u^42 + 66*u^43 + 5*u^44 + u^45",
							"-448 + 5824*u - 16016*u^2 - 61904*u^3 + 246688*u^4 + 388588*u^5 - 1275973*u^6 - 2032812*u^7 + 1480717*u^8 + 5415537*u^9 + 7669406*u^10 - 6280852*u^11 - 29329560*u^12 - 37789310*u^13 - 75840069*u^14 - 79153990*u^15 - 60922375*u^16 - 55070485*u^17 - 12784513*u^18 + 34819450*u^19 + 57084119*u^20 + 95640455*u^21 + 106477853*u^22 + 104381360*u^23 + 99762951*u^24 + 81000947*u^25 + 64522540*u^26 + 47370500*u^27 + 32295526*u^28 + 21294472*u^29 + 13048550*u^30 + 7567082*u^31 + 4235478*u^32 + 2166632*u^33 + 1071237*u^34 + 505314*u^35 + 209763*u^36 + 97513*u^37 + 31391*u^38 + 14606*u^39 + 3657*u^40 + 1683*u^41 + 313*u^42 + 114*u^43 + 9*u^44 + u^45",
							"-1 + u + 5*u^2 - 72*u^3 - 114*u^4 + 426*u^5 + 504*u^6 - 1472*u^7 - 915*u^8 + 3519*u^9 + 533*u^10 - 5156*u^11 + 1661*u^12 + 4065*u^13 - 5234*u^14 - 414*u^15 + 8979*u^16 - 1947*u^17 - 13919*u^18 - 2930*u^19 + 16834*u^20 + 13226*u^21 - 9466*u^22 - 15570*u^23 - 5274*u^24 + 4250*u^25 + 13490*u^26 + 8674*u^27 - 10062*u^28 - 11562*u^29 + 2518*u^30 + 6510*u^31 + 1833*u^32 - 1249*u^33 - 2285*u^34 - 838*u^35 + 1272*u^36 + 812*u^37 - 450*u^38 - 350*u^39 + 105*u^40 + 91*u^41 - 15*u^42 - 14*u^43 + u^44 + u^45",
							"-9 + 255*u - 3557*u^2 + 31622*u^3 - 198248*u^4 + 915212*u^5 - 3148780*u^6 + 7852884*u^7 - 12691675*u^8 + 5877557*u^9 + 33020789*u^10 - 109319894*u^11 + 165211121*u^12 - 59052827*u^13 - 306511728*u^14 + 694217474*u^15 - 464074885*u^16 - 667816287*u^17 + 1595090951*u^18 - 689079978*u^19 - 1478364880*u^20 + 2081966230*u^21 - 124909952*u^22 - 1754565462*u^23 + 1247594588*u^24 + 423232302*u^25 - 961268558*u^26 + 270128712*u^27 + 304640612*u^28 - 234541686*u^29 - 15801802*u^30 + 78213570*u^31 - 21357059*u^32 - 12473341*u^33 + 8100623*u^34 + 186084*u^35 - 1353906*u^36 + 283554*u^37 + 98556*u^38 - 47468*u^39 + 1197*u^40 + 2705*u^41 - 547*u^42 + 36*u^43 - 5*u^44 + u^45",
							"-535057 + 5465283*u - 30415135*u^2 + 119771546*u^3 - 365538212*u^4 + 901797876*u^5 - 1841204484*u^6 + 3148571844*u^7 - 4507064799*u^8 + 5295388463*u^9 - 4786748865*u^10 + 2544217346*u^11 + 1189082151*u^12 - 5353790061*u^13 + 8345298080*u^14 - 8641745962*u^15 + 5500790209*u^16 + 598925759*u^17 - 7955406985*u^18 + 14240412838*u^19 - 17590292680*u^20 + 17455314104*u^21 - 14587222506*u^22 + 10439419762*u^23 - 6466669434*u^24 + 3533923228*u^25 - 1750993430*u^26 + 812501852*u^27 - 372291268*u^28 + 174415370*u^29 - 76980214*u^30 + 30200532*u^31 - 13027225*u^32 + 6400047*u^33 - 2400287*u^34 + 716826*u^35 - 330380*u^36 + 135296*u^37 - 25872*u^38 + 7748*u^39 - 4293*u^40 + 533*u^41 + 5*u^42 + 86*u^43 + 5*u^44 + u^45",
							"-1 + 11*u - 397*u^2 + 8184*u^3 - 84154*u^4 + 525610*u^5 - 2235836*u^6 + 6932332*u^7 - 16264519*u^8 + 29071849*u^9 - 38082025*u^10 + 31441668*u^11 - 6327379*u^12 - 7467777*u^13 - 60102220*u^14 + 269288768*u^15 - 569344075*u^16 + 766510801*u^17 - 681642987*u^18 + 365145456*u^19 - 56264064*u^20 - 115860400*u^21 + 265938776*u^22 - 505902696*u^23 + 698673964*u^24 - 605828124*u^25 + 218346068*u^26 + 198436416*u^27 - 382613740*u^28 + 304840180*u^29 - 121228088*u^30 - 14748140*u^31 + 57693571*u^32 - 43020305*u^33 + 17097583*u^34 - 1616668*u^35 - 2924458*u^36 + 2487826*u^37 - 1214760*u^38 + 428480*u^39 - 115181*u^40 + 23755*u^41 - 3683*u^42 + 408*u^43 - 29*u^44 + u^45",
							"-1 + u + 3*u^2 + 10*u^3 + 14*u^4 - 4*u^6 - 108*u^7 - 201*u^8 - 529*u^9 - 815*u^10 - 890*u^11 - 179*u^12 + 2851*u^13 + 8188*u^14 + 18282*u^15 + 29903*u^16 + 44673*u^17 + 55089*u^18 + 62450*u^19 + 59246*u^20 + 49448*u^21 + 31136*u^22 + 10758*u^23 - 8488*u^24 - 22750*u^25 - 28932*u^26 - 29102*u^27 - 22762*u^28 - 15050*u^29 - 6358*u^30 - 82*u^31 + 4027*u^32 + 5775*u^33 + 5569*u^34 + 4784*u^35 + 3272*u^36 + 2258*u^37 + 1206*u^38 + 704*u^39 + 291*u^40 + 145*u^41 + 43*u^42 + 18*u^43 + 3*u^44 + u^45",
							"-3355912 + 26684420*u - 123970840*u^2 + 420810507*u^3 - 1007225095*u^4 + 1792509557*u^5 - 2975607657*u^6 + 5376261056*u^7 - 9252053850*u^8 + 13361640563*u^9 - 15338667892*u^10 + 13981656593*u^11 - 14386040666*u^12 + 22305734051*u^13 - 27290022252*u^14 + 15743196464*u^15 - 3168798947*u^16 + 11919908659*u^17 - 26489568348*u^18 + 19995422925*u^19 - 2391219148*u^20 - 32538240*u^21 - 11622330462*u^22 + 16597402052*u^23 - 8865212075*u^24 + 722812716*u^25 - 250097908*u^26 + 3485268840*u^27 - 4563508551*u^28 + 2737541352*u^29 - 728359721*u^30 + 245983317*u^31 - 596679556*u^32 + 740919841*u^33 - 503739713*u^34 + 191836940*u^35 - 20080052*u^36 - 20007986*u^37 + 11867320*u^38 - 2425318*u^39 - 387083*u^40 + 357677*u^41 - 84489*u^42 + 7738*u^43 - 129*u^44 + u^45",
							"-1 - 11*u - 43*u^2 - 84*u^3 - 126*u^4 - 104*u^5 + 58*u^6 + 238*u^7 + 433*u^8 + 1159*u^9 + 1397*u^10 + 3830*u^11 + 3785*u^12 + 3461*u^13 + 4900*u^14 + 558*u^15 + 3229*u^16 + 4307*u^17 - 4421*u^18 - 9032*u^19 + 1500*u^20 + 4820*u^21 - 120*u^22 + 2238*u^23 + 7068*u^24 + 9572*u^25 + 5600*u^26 + 7296*u^27 + 6872*u^28 + 6798*u^29 + 3724*u^30 + 3920*u^31 + 2355*u^32 + 2081*u^33 + 1025*u^34 + 818*u^35 + 382*u^36 + 324*u^37 + 132*u^38 + 70*u^39 + 31*u^40 + 27*u^41 + 7*u^42 + 2*u^43 + u^44 + u^45",
							"-392 + 980*u + 5796*u^2 - 9389*u^3 - 65999*u^4 + 74253*u^5 + 323075*u^6 - 250728*u^7 - 316978*u^8 + 748943*u^9 - 2348460*u^10 - 3217751*u^11 + 6193878*u^12 + 4056799*u^13 - 3178648*u^14 + 12188260*u^15 + 2507213*u^16 - 27584589*u^17 - 3674208*u^18 + 15274137*u^19 - 5687520*u^20 + 12962144*u^21 + 23127730*u^22 - 21246932*u^23 - 39420791*u^24 + 10405368*u^25 + 39190144*u^26 + 1354648*u^27 - 25618263*u^28 - 4997508*u^29 + 11875467*u^30 + 3567345*u^31 - 4088764*u^32 - 1583411*u^33 + 1050847*u^34 + 503560*u^35 - 192912*u^36 - 116394*u^37 + 22664*u^38 + 19054*u^39 - 1055*u^40 - 2043*u^41 - 133*u^42 + 106*u^43 + 19*u^44 + u^45",
							"-84101 + 2026327*u - 1778845*u^2 - 10744930*u^3 - 41536682*u^4 - 221213988*u^5 - 478176586*u^6 + 718866118*u^7 + 7931577261*u^8 + 32733573751*u^9 + 100460545967*u^10 + 244847961026*u^11 + 467665957623*u^12 + 679588776403*u^13 + 705955582206*u^14 + 414471291950*u^15 - 119191900687*u^16 - 589262660039*u^17 - 675536310155*u^18 - 332805830600*u^19 + 152221939186*u^20 + 416318066076*u^21 + 329545831152*u^22 + 59615797200*u^23 - 137449589608*u^24 - 152694468310*u^25 - 58981489754*u^26 + 22836803138*u^27 + 41611738788*u^28 + 20747671744*u^29 - 613716122*u^30 - 7088785198*u^31 - 4220941003*u^32 - 619124451*u^33 + 662448895*u^34 + 495725894*u^35 + 137735592*u^36 - 7456394*u^37 - 19065774*u^38 - 6037564*u^39 - 374557*u^40 + 273069*u^41 + 80931*u^42 + 8012*u^43 + 131*u^44 + u^45",
							"-19 - 3*u - 129*u^2 + 252*u^3 + 494*u^4 + 1258*u^5 + 1712*u^6 - 4098*u^7 - 2449*u^8 + 5441*u^9 - 1701*u^10 - 8582*u^11 - 11645*u^12 + 1849*u^13 + 9428*u^14 + 8166*u^15 - 10641*u^16 + 8673*u^17 + 18641*u^18 + 10434*u^19 - 462*u^20 + 19344*u^21 - 5302*u^22 - 12848*u^23 - 4034*u^24 + 9060*u^25 - 2156*u^26 + 4748*u^27 - 3364*u^28 + 868*u^29 + 4898*u^30 + 6770*u^31 - 4603*u^32 - 2967*u^33 - 773*u^34 + 3194*u^35 + 1340*u^36 - 934*u^37 - 1482*u^38 + 750*u^39 + 529*u^40 - 103*u^41 - 135*u^42 + 58*u^43 + 15*u^44 + u^45",
							"-1 + 29*u - 207*u^2 - 600*u^3 + 6344*u^4 + 16270*u^5 - 46444*u^6 - 111702*u^7 + 381297*u^8 + 1033881*u^9 - 1136109*u^10 - 5063924*u^11 + 1195995*u^12 + 18458373*u^13 + 9950712*u^14 - 46849812*u^15 - 75483819*u^16 + 23235279*u^17 + 167605405*u^18 + 132773974*u^19 - 100332250*u^20 - 235440950*u^21 - 76789396*u^22 + 156064042*u^23 + 156246246*u^24 - 24000306*u^25 - 111270746*u^26 - 35584584*u^27 + 43852644*u^28 + 32661754*u^29 - 7993348*u^30 - 14870658*u^31 - 1247893*u^32 + 4262307*u^33 + 1300021*u^34 - 766020*u^35 - 429576*u^36 + 63830*u^37 + 81096*u^38 + 4990*u^39 - 8677*u^40 - 1933*u^41 + 345*u^42 + 180*u^43 + 23*u^44 + u^45",
							"-327681 + 4609551*u - 17847527*u^2 + 30235806*u^3 + 4658862*u^4 - 117268690*u^5 + 132842818*u^6 + 227559848*u^7 - 777070023*u^8 + 145567427*u^9 + 1411899829*u^10 - 1275859350*u^11 - 900790879*u^12 + 1643294469*u^13 + 351763700*u^14 + 3643677654*u^15 + 7470293889*u^16 + 7806756547*u^17 + 14441064133*u^18 + 23085890986*u^19 + 30027038990*u^20 + 37422903276*u^21 + 40968222480*u^22 + 41785151442*u^23 + 40624391846*u^24 + 36497441964*u^25 + 31046714314*u^26 + 24782758738*u^27 + 18383543448*u^28 + 12769854000*u^29 + 8224848864*u^30 + 4947641024*u^31 + 2723252419*u^32 + 1415664103*u^33 + 660647291*u^34 + 295784788*u^35 + 113949742*u^36 + 43406994*u^37 + 13624178*u^38 + 4182882*u^39 + 976685*u^40 + 255841*u^41 + 26589*u^42 + 7276*u^43 - 33*u^44 + u^45",
							"-176401 + 202377*u - 515519*u^2 + 12718046*u^3 + 20690498*u^4 + 75909712*u^5 + 75851854*u^6 + 136303152*u^7 + 120592917*u^8 + 363742097*u^9 + 297119781*u^10 + 318758090*u^11 - 427573913*u^12 - 480331291*u^13 - 849813918*u^14 + 148750478*u^15 + 119593051*u^16 + 1022294705*u^17 + 180624703*u^18 + 641893554*u^19 - 344761000*u^20 + 296686564*u^21 - 351322398*u^22 + 283354612*u^23 - 210921158*u^24 + 208535892*u^25 - 145555092*u^26 + 121052622*u^27 - 88230974*u^28 + 61742480*u^29 - 42977152*u^30 + 25807840*u^31 - 15618723*u^32 + 8243723*u^33 - 4052897*u^34 + 1843684*u^35 - 716872*u^36 + 275968*u^37 - 79480*u^38 + 25494*u^39 - 4681*u^40 + 1235*u^41 - 9*u^42 + 12*u^43 + 9*u^44 + u^45",
							"-40873 + 134323*u - 456197*u^2 + 139898*u^3 - 2286130*u^4 - 4817354*u^5 - 27380494*u^6 - 61353560*u^7 - 87775621*u^8 + 9109909*u^9 + 395485721*u^10 + 1208300538*u^11 + 2454757013*u^12 + 3803038401*u^13 + 4812760924*u^14 + 5068839908*u^15 + 4519558061*u^16 + 3511849803*u^17 + 2359527507*u^18 + 1548924886*u^19 + 1122244912*u^20 + 1199417152*u^21 + 1512549264*u^22 + 1865911224*u^23 + 2058584000*u^24 + 1975830726*u^25 + 1707520780*u^26 + 1309188760*u^27 + 917175258*u^28 + 584578478*u^29 + 339162594*u^30 + 184072168*u^31 + 88977219*u^32 + 41780045*u^33 + 16673679*u^34 + 6852000*u^35 + 2192332*u^36 + 799552*u^37 + 191978*u^38 + 63812*u^39 + 9779*u^40 + 3225*u^41 + 173*u^42 + 88*u^43 - 5*u^44 + u^45",
							"-62039 + 1361377*u - 9802027*u^2 + 10147906*u^3 - 17702970*u^4 + 68542494*u^5 - 93288414*u^6 + 56708900*u^7 - 89034619*u^8 + 170172791*u^9 + 248206899*u^10 + 312614586*u^11 + 160504309*u^12 - 187787605*u^13 - 452210890*u^14 - 299990332*u^15 + 296321623*u^16 + 981288329*u^17 + 1292656375*u^18 + 1462352676*u^19 + 846295194*u^20 + 405701030*u^21 - 66148152*u^22 - 218313644*u^23 - 275480098*u^24 - 135919692*u^25 - 27127286*u^26 + 53349898*u^27 + 92583026*u^28 + 101818014*u^29 + 62064420*u^30 + 61547332*u^31 + 21364221*u^32 + 21487007*u^33 + 4990965*u^34 + 4801366*u^35 + 874712*u^36 + 705488*u^37 + 115476*u^38 + 67308*u^39 + 10669*u^40 + 3923*u^41 + 599*u^42 + 118*u^43 + 15*u^44 + u^45",
							"-163 + 1095*u - 5335*u^2 + 16082*u^3 - 39782*u^4 + 78720*u^5 - 184762*u^6 + 563800*u^7 - 1874215*u^8 + 5303435*u^9 - 12801315*u^10 + 25167860*u^11 - 44411495*u^12 + 64715687*u^13 - 90808414*u^14 + 102905350*u^15 - 123553999*u^16 + 112477851*u^17 - 120909275*u^18 + 94120516*u^19 - 80752696*u^20 + 73262482*u^21 - 15459194*u^22 + 69513492*u^23 + 48425834*u^24 + 74037768*u^25 + 75519610*u^26 + 65903902*u^27 + 60744438*u^28 + 42189946*u^29 + 31884588*u^30 + 18821768*u^31 + 11551495*u^32 + 5902115*u^33 + 2924551*u^34 + 1315266*u^35 + 510048*u^36 + 209594*u^37 + 57740*u^38 + 23708*u^39 + 3511*u^40 + 1841*u^41 + 13*u^42 + 88*u^43 - 9*u^44 + u^45",
							"-688369 - 1145817*u - 13470133*u^2 + 31826350*u^3 - 59193126*u^4 - 41290464*u^5 + 207934104*u^6 - 346446356*u^7 - 16152145*u^8 + 568593753*u^9 - 823648539*u^10 + 31866164*u^11 + 922455923*u^12 - 807415111*u^13 + 109772042*u^14 + 994601146*u^15 - 39874457*u^16 + 568615321*u^17 + 932592519*u^18 + 606866126*u^19 + 1061188196*u^20 + 958402914*u^21 + 831204890*u^22 + 909944936*u^23 + 681757378*u^24 + 625103884*u^25 + 473241170*u^26 + 316959652*u^27 + 212709552*u^28 + 117905468*u^29 + 70438262*u^30 + 37914966*u^31 + 19244511*u^32 + 9621563*u^33 + 3928849*u^34 + 1742900*u^35 + 576344*u^36 + 227574*u^37 + 57372*u^38 + 22170*u^39 + 3159*u^40 + 1649*u^41 - 5*u^42 + 86*u^43 - 9*u^44 + u^45",
							"-361 - 4893*u + 619*u^2 + 248464*u^3 + 763218*u^4 - 2903410*u^5 - 8909512*u^6 + 33566556*u^7 - 51943899*u^8 + 128847361*u^9 - 160596437*u^10 + 78065804*u^11 - 198422447*u^12 + 194638471*u^13 - 445560664*u^14 + 883168916*u^15 - 854999871*u^16 + 866100345*u^17 - 33510575*u^18 + 94292976*u^19 + 505974584*u^20 + 422031108*u^21 - 305417204*u^22 + 907259124*u^23 - 204062640*u^24 + 165636328*u^25 + 422157624*u^26 - 308221564*u^27 + 357871300*u^28 - 95282048*u^29 + 35986952*u^30 + 70696252*u^31 - 33136073*u^32 + 25369539*u^33 - 896185*u^34 + 8691736*u^35 - 9494746*u^36 + 10461458*u^37 - 6074260*u^38 + 3072420*u^39 - 976637*u^40 + 283031*u^41 - 44543*u^42 + 7208*u^43 - 109*u^44 + u^45"
						],
						"GeometricComponent":"{37, 38}",
						"uPolys_ij_N":[
							"-1 + u + 3*u^2 - 14*u^3 + 4*u^4 + 122*u^5 + 54*u^6 - 414*u^7 - 323*u^8 + 1001*u^9 + 1157*u^10 - 1702*u^11 - 2835*u^12 + 2035*u^13 + 5270*u^14 - 1388*u^15 - 7821*u^16 - 519*u^17 + 9473*u^18 + 3236*u^19 - 9546*u^20 - 5848*u^21 + 8018*u^22 + 7456*u^23 - 5548*u^24 - 7688*u^25 + 2978*u^26 + 6748*u^27 - 922*u^28 - 5120*u^29 - 340*u^30 + 3350*u^31 + 845*u^32 - 1843*u^33 - 813*u^34 + 816*u^35 + 540*u^36 - 268*u^37 - 266*u^38 + 52*u^39 + 95*u^40 + u^41 - 23*u^42 - 4*u^43 + 3*u^44 + u^45",
							"1 + 7*u + 29*u^2 + 524*u^3 + 5230*u^4 + 32298*u^5 + 145392*u^6 + 520544*u^7 + 1557739*u^8 + 4022937*u^9 + 9162633*u^10 + 18698004*u^11 + 34598235*u^12 + 58600795*u^13 + 91560324*u^14 + 132837084*u^15 + 179980455*u^16 + 228890181*u^17 + 274463483*u^18 + 311549188*u^19 + 335928360*u^20 + 345054736*u^21 + 338398024*u^22 + 317367028*u^23 + 284899204*u^24 + 244858500*u^25 + 201386612*u^26 + 158322536*u^27 + 118763724*u^28 + 84807372*u^29 + 57482056*u^30 + 36853404*u^31 + 22258837*u^32 + 12604771*u^33 + 6654937*u^34 + 3254404*u^35 + 1462666*u^36 + 598622*u^37 + 220620*u^38 + 72212*u^39 + 20621*u^40 + 5015*u^41 + 1003*u^42 + 156*u^43 + 17*u^44 + u^45",
							"1 - 9*u + 3965*u^2 + 132624*u^3 - 2234806*u^4 + 15537586*u^5 - 69457468*u^6 + 251076876*u^7 - 855189981*u^8 + 2780892497*u^9 - 8004550771*u^10 + 19265108232*u^11 - 38049210501*u^12 + 61661068915*u^13 - 82291736296*u^14 + 90378688372*u^15 - 80643185781*u^16 + 56036448189*u^17 - 26234026085*u^18 + 1924458184*u^19 + 10747691792*u^20 - 12080265144*u^21 + 6776433344*u^22 - 260741584*u^23 - 4049392444*u^24 + 5370728692*u^25 - 4610341772*u^26 + 3072455752*u^27 - 1663803156*u^28 + 731209748*u^29 - 248621288*u^30 + 54731844*u^31 + 45337*u^32 - 5920921*u^33 + 1986701*u^34 + 624360*u^35 - 1140794*u^36 + 797582*u^37 - 391556*u^38 + 149300*u^39 - 45227*u^40 + 10807*u^41 - 1981*u^42 + 264*u^43 - 23*u^44 + u^45",
							"-117 - 1095*u - 4259*u^2 - 3152*u^3 + 20036*u^4 + 31874*u^5 + 44828*u^6 + 603056*u^7 + 1921299*u^8 + 1487929*u^9 - 3158999*u^10 - 7311900*u^11 - 3255039*u^12 + 6844725*u^13 + 11268784*u^14 + 2653742*u^15 - 10771493*u^16 - 11816627*u^17 + 1740439*u^18 + 12026978*u^19 + 7299708*u^20 - 4001488*u^21 - 8257006*u^22 - 2545232*u^23 + 4438734*u^24 + 4100088*u^25 - 1011840*u^26 - 2874142*u^27 - 502494*u^28 + 1240512*u^29 + 597576*u^30 - 323956*u^31 - 297405*u^32 + 32543*u^33 + 95787*u^34 + 14706*u^35 - 17732*u^36 - 5592*u^37 + 2766*u^38 + 1602*u^39 - 99*u^40 - 217*u^41 - 15*u^42 + 26*u^43 + 9*u^44 + u^45",
							"-1 - 17*u - 61*u^2 + 164*u^3 + 346*u^4 - 1524*u^5 + 2346*u^6 + 15142*u^7 - 8631*u^8 - 21097*u^9 + 32429*u^10 - 106964*u^11 - 109487*u^12 + 185449*u^13 - 253088*u^14 + 336908*u^15 + 1559855*u^16 - 1043247*u^17 - 1958861*u^18 + 4134494*u^19 + 2988254*u^20 - 9915996*u^21 - 5421202*u^22 + 10161674*u^23 + 4454442*u^24 - 1390062*u^25 - 1815156*u^26 - 5390668*u^27 + 1333098*u^28 + 3800952*u^29 - 806602*u^30 - 622050*u^31 - 96603*u^32 - 129527*u^33 + 214835*u^34 + 52292*u^35 - 78560*u^36 - 2390*u^37 + 14470*u^38 - 1366*u^39 - 1551*u^40 + 293*u^41 + 97*u^42 - 26*u^43 - 3*u^44 + u^45",
							"-1 + 67*u - 869*u^2 - 24504*u^3 - 673110*u^4 + 7299170*u^5 - 20808344*u^6 + 34073888*u^7 - 144861723*u^8 + 292526257*u^9 - 651184377*u^10 + 1432122516*u^11 - 2673233943*u^12 + 5156276875*u^13 - 8795274292*u^14 + 14812310568*u^15 - 23581867043*u^16 + 35440417529*u^17 - 50084252759*u^18 + 66201952848*u^19 - 81830082148*u^20 + 94332236520*u^21 - 101462454880*u^22 + 101875384716*u^23 - 95429478480*u^24 + 83473849092*u^25 - 68129658368*u^26 + 51881426760*u^27 - 36839582752*u^28 + 24380397648*u^29 - 15021066828*u^30 + 8611833416*u^31 - 4586931025*u^32 + 2264909615*u^33 - 1036313037*u^34 + 435809412*u^35 - 168715302*u^36 + 59211326*u^37 - 18633592*u^38 + 5288028*u^39 - 1220605*u^40 + 269115*u^41 - 33667*u^42 + 5632*u^43 + 107*u^44 + u^45",
							"-3784 - 6828*u - 47492*u^2 - 413867*u^3 - 1742735*u^4 - 4943687*u^5 - 13137603*u^6 - 29941586*u^7 - 55151258*u^8 - 83778463*u^9 - 105970272*u^10 - 99967069*u^11 - 8926878*u^12 + 231204601*u^13 + 593015212*u^14 + 999286844*u^15 + 1457174537*u^16 + 1861036491*u^17 + 1783777742*u^18 + 1036568707*u^19 + 176579482*u^20 - 367479544*u^21 - 990963160*u^22 - 1609754792*u^23 - 1098275889*u^24 + 532453762*u^25 + 1426564120*u^26 + 676199212*u^27 - 395393463*u^28 - 537773818*u^29 - 98704023*u^30 + 140575029*u^31 + 82072576*u^32 - 6435281*u^33 - 19285861*u^34 - 4311754*u^35 + 1852814*u^36 + 1021954*u^37 + 30430*u^38 - 87722*u^39 - 20837*u^40 + 1041*u^41 + 1219*u^42 + 228*u^43 + 21*u^44 + u^45",
							"-69422827 - 395384509*u - 2040326869*u^2 - 7750813834*u^3 + 740640120*u^4 + 66987825136*u^5 - 8518221920*u^6 + 134277346986*u^7 - 129549711369*u^8 + 194197140571*u^9 - 33638475247*u^10 + 50496195928*u^11 + 40987989417*u^12 - 170798582065*u^13 + 188532273462*u^14 - 92884981660*u^15 + 86882812645*u^16 + 74572023667*u^17 - 126463635241*u^18 + 131293692544*u^19 - 194234601734*u^20 + 152943599030*u^21 - 117074991508*u^22 + 86445980076*u^23 - 47116275244*u^24 + 25508510088*u^25 - 11393190090*u^26 + 2725793176*u^27 + 96649008*u^28 - 730646916*u^29 + 850901882*u^30 - 405320480*u^31 + 197471379*u^32 - 86323681*u^33 + 4784481*u^34 - 514752*u^35 - 6847988*u^36 + 4303962*u^37 - 1089370*u^38 + 756944*u^39 - 277091*u^40 + 165859*u^41 - 57837*u^42 + 5634*u^43 + 153*u^44 + u^45",
							"-1 + 35*u - 253*u^2 - 1376*u^3 + 2214*u^4 - 18*u^5 - 95012*u^6 - 266884*u^7 + 193457*u^8 + 2112765*u^9 + 4523123*u^10 + 7294000*u^11 + 956009*u^12 - 21523365*u^13 - 19131728*u^14 - 31263472*u^15 + 3372261*u^16 + 73027625*u^17 - 67552723*u^18 + 144757584*u^19 - 112994136*u^20 + 79295336*u^21 - 109400752*u^22 + 39456748*u^23 - 30056080*u^24 + 61366308*u^25 + 48777964*u^26 + 79323464*u^27 + 64010164*u^28 + 56880808*u^29 + 37856572*u^30 + 24567964*u^31 + 13278155*u^32 + 6772699*u^33 + 2981563*u^34 + 1238716*u^35 + 446454*u^36 + 156330*u^37 + 45528*u^38 + 14248*u^39 + 3139*u^40 + 959*u^41 + 137*u^42 + 44*u^43 + 3*u^44 + u^45",
							"-1 + 7*u + 39*u^2 + 8*u^3 - 790*u^4 - 3530*u^5 - 2216*u^6 + 38228*u^7 + 176617*u^8 + 299501*u^9 - 375841*u^10 - 3421940*u^11 - 9142591*u^12 - 11583137*u^13 + 5348664*u^14 + 62528152*u^15 + 167401685*u^16 + 293065685*u^17 + 376191261*u^18 + 348578404*u^19 + 189029624*u^20 - 45327200*u^21 - 243042648*u^22 - 308011628*u^23 - 222539988*u^24 - 54610244*u^25 + 93692112*u^26 + 153802456*u^27 + 124275480*u^28 + 53079224*u^29 - 7177900*u^30 - 32195272*u^31 - 28133253*u^32 - 13449137*u^33 - 1786965*u^34 + 3068248*u^35 + 3313194*u^36 + 2034738*u^37 + 912524*u^38 + 317512*u^39 + 86987*u^40 + 18623*u^41 + 3033*u^42 + 356*u^43 + 27*u^44 + u^45",
							"-1 - 13*u - 51*u^2 - 160*u^3 - 1214*u^4 - 2820*u^5 + 202*u^6 + 4900*u^7 + 2541*u^8 - 7127*u^9 - 10085*u^10 + 23102*u^11 + 23797*u^12 - 17229*u^13 - 51028*u^14 + 22338*u^15 + 76873*u^16 + 1605*u^17 - 116093*u^18 - 16756*u^19 + 121052*u^20 + 31566*u^21 - 145026*u^22 - 38516*u^23 + 132434*u^24 + 48966*u^25 - 109806*u^26 - 29652*u^27 + 82286*u^28 + 22604*u^29 - 56732*u^30 - 10364*u^31 + 29901*u^32 + 3549*u^33 - 16649*u^34 + 34*u^35 + 6398*u^36 - 152*u^37 - 2496*u^38 + 534*u^39 + 601*u^40 - 67*u^41 - 141*u^42 + 66*u^43 + 5*u^44 + u^45",
							"-448 + 5824*u - 16016*u^2 - 61904*u^3 + 246688*u^4 + 388588*u^5 - 1275973*u^6 - 2032812*u^7 + 1480717*u^8 + 5415537*u^9 + 7669406*u^10 - 6280852*u^11 - 29329560*u^12 - 37789310*u^13 - 75840069*u^14 - 79153990*u^15 - 60922375*u^16 - 55070485*u^17 - 12784513*u^18 + 34819450*u^19 + 57084119*u^20 + 95640455*u^21 + 106477853*u^22 + 104381360*u^23 + 99762951*u^24 + 81000947*u^25 + 64522540*u^26 + 47370500*u^27 + 32295526*u^28 + 21294472*u^29 + 13048550*u^30 + 7567082*u^31 + 4235478*u^32 + 2166632*u^33 + 1071237*u^34 + 505314*u^35 + 209763*u^36 + 97513*u^37 + 31391*u^38 + 14606*u^39 + 3657*u^40 + 1683*u^41 + 313*u^42 + 114*u^43 + 9*u^44 + u^45",
							"-1 + u + 5*u^2 - 72*u^3 - 114*u^4 + 426*u^5 + 504*u^6 - 1472*u^7 - 915*u^8 + 3519*u^9 + 533*u^10 - 5156*u^11 + 1661*u^12 + 4065*u^13 - 5234*u^14 - 414*u^15 + 8979*u^16 - 1947*u^17 - 13919*u^18 - 2930*u^19 + 16834*u^20 + 13226*u^21 - 9466*u^22 - 15570*u^23 - 5274*u^24 + 4250*u^25 + 13490*u^26 + 8674*u^27 - 10062*u^28 - 11562*u^29 + 2518*u^30 + 6510*u^31 + 1833*u^32 - 1249*u^33 - 2285*u^34 - 838*u^35 + 1272*u^36 + 812*u^37 - 450*u^38 - 350*u^39 + 105*u^40 + 91*u^41 - 15*u^42 - 14*u^43 + u^44 + u^45",
							"-9 + 255*u - 3557*u^2 + 31622*u^3 - 198248*u^4 + 915212*u^5 - 3148780*u^6 + 7852884*u^7 - 12691675*u^8 + 5877557*u^9 + 33020789*u^10 - 109319894*u^11 + 165211121*u^12 - 59052827*u^13 - 306511728*u^14 + 694217474*u^15 - 464074885*u^16 - 667816287*u^17 + 1595090951*u^18 - 689079978*u^19 - 1478364880*u^20 + 2081966230*u^21 - 124909952*u^22 - 1754565462*u^23 + 1247594588*u^24 + 423232302*u^25 - 961268558*u^26 + 270128712*u^27 + 304640612*u^28 - 234541686*u^29 - 15801802*u^30 + 78213570*u^31 - 21357059*u^32 - 12473341*u^33 + 8100623*u^34 + 186084*u^35 - 1353906*u^36 + 283554*u^37 + 98556*u^38 - 47468*u^39 + 1197*u^40 + 2705*u^41 - 547*u^42 + 36*u^43 - 5*u^44 + u^45",
							"-535057 + 5465283*u - 30415135*u^2 + 119771546*u^3 - 365538212*u^4 + 901797876*u^5 - 1841204484*u^6 + 3148571844*u^7 - 4507064799*u^8 + 5295388463*u^9 - 4786748865*u^10 + 2544217346*u^11 + 1189082151*u^12 - 5353790061*u^13 + 8345298080*u^14 - 8641745962*u^15 + 5500790209*u^16 + 598925759*u^17 - 7955406985*u^18 + 14240412838*u^19 - 17590292680*u^20 + 17455314104*u^21 - 14587222506*u^22 + 10439419762*u^23 - 6466669434*u^24 + 3533923228*u^25 - 1750993430*u^26 + 812501852*u^27 - 372291268*u^28 + 174415370*u^29 - 76980214*u^30 + 30200532*u^31 - 13027225*u^32 + 6400047*u^33 - 2400287*u^34 + 716826*u^35 - 330380*u^36 + 135296*u^37 - 25872*u^38 + 7748*u^39 - 4293*u^40 + 533*u^41 + 5*u^42 + 86*u^43 + 5*u^44 + u^45",
							"-1 + 11*u - 397*u^2 + 8184*u^3 - 84154*u^4 + 525610*u^5 - 2235836*u^6 + 6932332*u^7 - 16264519*u^8 + 29071849*u^9 - 38082025*u^10 + 31441668*u^11 - 6327379*u^12 - 7467777*u^13 - 60102220*u^14 + 269288768*u^15 - 569344075*u^16 + 766510801*u^17 - 681642987*u^18 + 365145456*u^19 - 56264064*u^20 - 115860400*u^21 + 265938776*u^22 - 505902696*u^23 + 698673964*u^24 - 605828124*u^25 + 218346068*u^26 + 198436416*u^27 - 382613740*u^28 + 304840180*u^29 - 121228088*u^30 - 14748140*u^31 + 57693571*u^32 - 43020305*u^33 + 17097583*u^34 - 1616668*u^35 - 2924458*u^36 + 2487826*u^37 - 1214760*u^38 + 428480*u^39 - 115181*u^40 + 23755*u^41 - 3683*u^42 + 408*u^43 - 29*u^44 + u^45",
							"-1 + u + 3*u^2 + 10*u^3 + 14*u^4 - 4*u^6 - 108*u^7 - 201*u^8 - 529*u^9 - 815*u^10 - 890*u^11 - 179*u^12 + 2851*u^13 + 8188*u^14 + 18282*u^15 + 29903*u^16 + 44673*u^17 + 55089*u^18 + 62450*u^19 + 59246*u^20 + 49448*u^21 + 31136*u^22 + 10758*u^23 - 8488*u^24 - 22750*u^25 - 28932*u^26 - 29102*u^27 - 22762*u^28 - 15050*u^29 - 6358*u^30 - 82*u^31 + 4027*u^32 + 5775*u^33 + 5569*u^34 + 4784*u^35 + 3272*u^36 + 2258*u^37 + 1206*u^38 + 704*u^39 + 291*u^40 + 145*u^41 + 43*u^42 + 18*u^43 + 3*u^44 + u^45",
							"-3355912 + 26684420*u - 123970840*u^2 + 420810507*u^3 - 1007225095*u^4 + 1792509557*u^5 - 2975607657*u^6 + 5376261056*u^7 - 9252053850*u^8 + 13361640563*u^9 - 15338667892*u^10 + 13981656593*u^11 - 14386040666*u^12 + 22305734051*u^13 - 27290022252*u^14 + 15743196464*u^15 - 3168798947*u^16 + 11919908659*u^17 - 26489568348*u^18 + 19995422925*u^19 - 2391219148*u^20 - 32538240*u^21 - 11622330462*u^22 + 16597402052*u^23 - 8865212075*u^24 + 722812716*u^25 - 250097908*u^26 + 3485268840*u^27 - 4563508551*u^28 + 2737541352*u^29 - 728359721*u^30 + 245983317*u^31 - 596679556*u^32 + 740919841*u^33 - 503739713*u^34 + 191836940*u^35 - 20080052*u^36 - 20007986*u^37 + 11867320*u^38 - 2425318*u^39 - 387083*u^40 + 357677*u^41 - 84489*u^42 + 7738*u^43 - 129*u^44 + u^45",
							"-1 - 11*u - 43*u^2 - 84*u^3 - 126*u^4 - 104*u^5 + 58*u^6 + 238*u^7 + 433*u^8 + 1159*u^9 + 1397*u^10 + 3830*u^11 + 3785*u^12 + 3461*u^13 + 4900*u^14 + 558*u^15 + 3229*u^16 + 4307*u^17 - 4421*u^18 - 9032*u^19 + 1500*u^20 + 4820*u^21 - 120*u^22 + 2238*u^23 + 7068*u^24 + 9572*u^25 + 5600*u^26 + 7296*u^27 + 6872*u^28 + 6798*u^29 + 3724*u^30 + 3920*u^31 + 2355*u^32 + 2081*u^33 + 1025*u^34 + 818*u^35 + 382*u^36 + 324*u^37 + 132*u^38 + 70*u^39 + 31*u^40 + 27*u^41 + 7*u^42 + 2*u^43 + u^44 + u^45",
							"-392 + 980*u + 5796*u^2 - 9389*u^3 - 65999*u^4 + 74253*u^5 + 323075*u^6 - 250728*u^7 - 316978*u^8 + 748943*u^9 - 2348460*u^10 - 3217751*u^11 + 6193878*u^12 + 4056799*u^13 - 3178648*u^14 + 12188260*u^15 + 2507213*u^16 - 27584589*u^17 - 3674208*u^18 + 15274137*u^19 - 5687520*u^20 + 12962144*u^21 + 23127730*u^22 - 21246932*u^23 - 39420791*u^24 + 10405368*u^25 + 39190144*u^26 + 1354648*u^27 - 25618263*u^28 - 4997508*u^29 + 11875467*u^30 + 3567345*u^31 - 4088764*u^32 - 1583411*u^33 + 1050847*u^34 + 503560*u^35 - 192912*u^36 - 116394*u^37 + 22664*u^38 + 19054*u^39 - 1055*u^40 - 2043*u^41 - 133*u^42 + 106*u^43 + 19*u^44 + u^45",
							"-84101 + 2026327*u - 1778845*u^2 - 10744930*u^3 - 41536682*u^4 - 221213988*u^5 - 478176586*u^6 + 718866118*u^7 + 7931577261*u^8 + 32733573751*u^9 + 100460545967*u^10 + 244847961026*u^11 + 467665957623*u^12 + 679588776403*u^13 + 705955582206*u^14 + 414471291950*u^15 - 119191900687*u^16 - 589262660039*u^17 - 675536310155*u^18 - 332805830600*u^19 + 152221939186*u^20 + 416318066076*u^21 + 329545831152*u^22 + 59615797200*u^23 - 137449589608*u^24 - 152694468310*u^25 - 58981489754*u^26 + 22836803138*u^27 + 41611738788*u^28 + 20747671744*u^29 - 613716122*u^30 - 7088785198*u^31 - 4220941003*u^32 - 619124451*u^33 + 662448895*u^34 + 495725894*u^35 + 137735592*u^36 - 7456394*u^37 - 19065774*u^38 - 6037564*u^39 - 374557*u^40 + 273069*u^41 + 80931*u^42 + 8012*u^43 + 131*u^44 + u^45",
							"-19 - 3*u - 129*u^2 + 252*u^3 + 494*u^4 + 1258*u^5 + 1712*u^6 - 4098*u^7 - 2449*u^8 + 5441*u^9 - 1701*u^10 - 8582*u^11 - 11645*u^12 + 1849*u^13 + 9428*u^14 + 8166*u^15 - 10641*u^16 + 8673*u^17 + 18641*u^18 + 10434*u^19 - 462*u^20 + 19344*u^21 - 5302*u^22 - 12848*u^23 - 4034*u^24 + 9060*u^25 - 2156*u^26 + 4748*u^27 - 3364*u^28 + 868*u^29 + 4898*u^30 + 6770*u^31 - 4603*u^32 - 2967*u^33 - 773*u^34 + 3194*u^35 + 1340*u^36 - 934*u^37 - 1482*u^38 + 750*u^39 + 529*u^40 - 103*u^41 - 135*u^42 + 58*u^43 + 15*u^44 + u^45",
							"-1 + 29*u - 207*u^2 - 600*u^3 + 6344*u^4 + 16270*u^5 - 46444*u^6 - 111702*u^7 + 381297*u^8 + 1033881*u^9 - 1136109*u^10 - 5063924*u^11 + 1195995*u^12 + 18458373*u^13 + 9950712*u^14 - 46849812*u^15 - 75483819*u^16 + 23235279*u^17 + 167605405*u^18 + 132773974*u^19 - 100332250*u^20 - 235440950*u^21 - 76789396*u^22 + 156064042*u^23 + 156246246*u^24 - 24000306*u^25 - 111270746*u^26 - 35584584*u^27 + 43852644*u^28 + 32661754*u^29 - 7993348*u^30 - 14870658*u^31 - 1247893*u^32 + 4262307*u^33 + 1300021*u^34 - 766020*u^35 - 429576*u^36 + 63830*u^37 + 81096*u^38 + 4990*u^39 - 8677*u^40 - 1933*u^41 + 345*u^42 + 180*u^43 + 23*u^44 + u^45",
							"-327681 + 4609551*u - 17847527*u^2 + 30235806*u^3 + 4658862*u^4 - 117268690*u^5 + 132842818*u^6 + 227559848*u^7 - 777070023*u^8 + 145567427*u^9 + 1411899829*u^10 - 1275859350*u^11 - 900790879*u^12 + 1643294469*u^13 + 351763700*u^14 + 3643677654*u^15 + 7470293889*u^16 + 7806756547*u^17 + 14441064133*u^18 + 23085890986*u^19 + 30027038990*u^20 + 37422903276*u^21 + 40968222480*u^22 + 41785151442*u^23 + 40624391846*u^24 + 36497441964*u^25 + 31046714314*u^26 + 24782758738*u^27 + 18383543448*u^28 + 12769854000*u^29 + 8224848864*u^30 + 4947641024*u^31 + 2723252419*u^32 + 1415664103*u^33 + 660647291*u^34 + 295784788*u^35 + 113949742*u^36 + 43406994*u^37 + 13624178*u^38 + 4182882*u^39 + 976685*u^40 + 255841*u^41 + 26589*u^42 + 7276*u^43 - 33*u^44 + u^45",
							"-176401 + 202377*u - 515519*u^2 + 12718046*u^3 + 20690498*u^4 + 75909712*u^5 + 75851854*u^6 + 136303152*u^7 + 120592917*u^8 + 363742097*u^9 + 297119781*u^10 + 318758090*u^11 - 427573913*u^12 - 480331291*u^13 - 849813918*u^14 + 148750478*u^15 + 119593051*u^16 + 1022294705*u^17 + 180624703*u^18 + 641893554*u^19 - 344761000*u^20 + 296686564*u^21 - 351322398*u^22 + 283354612*u^23 - 210921158*u^24 + 208535892*u^25 - 145555092*u^26 + 121052622*u^27 - 88230974*u^28 + 61742480*u^29 - 42977152*u^30 + 25807840*u^31 - 15618723*u^32 + 8243723*u^33 - 4052897*u^34 + 1843684*u^35 - 716872*u^36 + 275968*u^37 - 79480*u^38 + 25494*u^39 - 4681*u^40 + 1235*u^41 - 9*u^42 + 12*u^43 + 9*u^44 + u^45",
							"-40873 + 134323*u - 456197*u^2 + 139898*u^3 - 2286130*u^4 - 4817354*u^5 - 27380494*u^6 - 61353560*u^7 - 87775621*u^8 + 9109909*u^9 + 395485721*u^10 + 1208300538*u^11 + 2454757013*u^12 + 3803038401*u^13 + 4812760924*u^14 + 5068839908*u^15 + 4519558061*u^16 + 3511849803*u^17 + 2359527507*u^18 + 1548924886*u^19 + 1122244912*u^20 + 1199417152*u^21 + 1512549264*u^22 + 1865911224*u^23 + 2058584000*u^24 + 1975830726*u^25 + 1707520780*u^26 + 1309188760*u^27 + 917175258*u^28 + 584578478*u^29 + 339162594*u^30 + 184072168*u^31 + 88977219*u^32 + 41780045*u^33 + 16673679*u^34 + 6852000*u^35 + 2192332*u^36 + 799552*u^37 + 191978*u^38 + 63812*u^39 + 9779*u^40 + 3225*u^41 + 173*u^42 + 88*u^43 - 5*u^44 + u^45",
							"-62039 + 1361377*u - 9802027*u^2 + 10147906*u^3 - 17702970*u^4 + 68542494*u^5 - 93288414*u^6 + 56708900*u^7 - 89034619*u^8 + 170172791*u^9 + 248206899*u^10 + 312614586*u^11 + 160504309*u^12 - 187787605*u^13 - 452210890*u^14 - 299990332*u^15 + 296321623*u^16 + 981288329*u^17 + 1292656375*u^18 + 1462352676*u^19 + 846295194*u^20 + 405701030*u^21 - 66148152*u^22 - 218313644*u^23 - 275480098*u^24 - 135919692*u^25 - 27127286*u^26 + 53349898*u^27 + 92583026*u^28 + 101818014*u^29 + 62064420*u^30 + 61547332*u^31 + 21364221*u^32 + 21487007*u^33 + 4990965*u^34 + 4801366*u^35 + 874712*u^36 + 705488*u^37 + 115476*u^38 + 67308*u^39 + 10669*u^40 + 3923*u^41 + 599*u^42 + 118*u^43 + 15*u^44 + u^45",
							"-163 + 1095*u - 5335*u^2 + 16082*u^3 - 39782*u^4 + 78720*u^5 - 184762*u^6 + 563800*u^7 - 1874215*u^8 + 5303435*u^9 - 12801315*u^10 + 25167860*u^11 - 44411495*u^12 + 64715687*u^13 - 90808414*u^14 + 102905350*u^15 - 123553999*u^16 + 112477851*u^17 - 120909275*u^18 + 94120516*u^19 - 80752696*u^20 + 73262482*u^21 - 15459194*u^22 + 69513492*u^23 + 48425834*u^24 + 74037768*u^25 + 75519610*u^26 + 65903902*u^27 + 60744438*u^28 + 42189946*u^29 + 31884588*u^30 + 18821768*u^31 + 11551495*u^32 + 5902115*u^33 + 2924551*u^34 + 1315266*u^35 + 510048*u^36 + 209594*u^37 + 57740*u^38 + 23708*u^39 + 3511*u^40 + 1841*u^41 + 13*u^42 + 88*u^43 - 9*u^44 + u^45",
							"-688369 - 1145817*u - 13470133*u^2 + 31826350*u^3 - 59193126*u^4 - 41290464*u^5 + 207934104*u^6 - 346446356*u^7 - 16152145*u^8 + 568593753*u^9 - 823648539*u^10 + 31866164*u^11 + 922455923*u^12 - 807415111*u^13 + 109772042*u^14 + 994601146*u^15 - 39874457*u^16 + 568615321*u^17 + 932592519*u^18 + 606866126*u^19 + 1061188196*u^20 + 958402914*u^21 + 831204890*u^22 + 909944936*u^23 + 681757378*u^24 + 625103884*u^25 + 473241170*u^26 + 316959652*u^27 + 212709552*u^28 + 117905468*u^29 + 70438262*u^30 + 37914966*u^31 + 19244511*u^32 + 9621563*u^33 + 3928849*u^34 + 1742900*u^35 + 576344*u^36 + 227574*u^37 + 57372*u^38 + 22170*u^39 + 3159*u^40 + 1649*u^41 - 5*u^42 + 86*u^43 - 9*u^44 + u^45",
							"-361 - 4893*u + 619*u^2 + 248464*u^3 + 763218*u^4 - 2903410*u^5 - 8909512*u^6 + 33566556*u^7 - 51943899*u^8 + 128847361*u^9 - 160596437*u^10 + 78065804*u^11 - 198422447*u^12 + 194638471*u^13 - 445560664*u^14 + 883168916*u^15 - 854999871*u^16 + 866100345*u^17 - 33510575*u^18 + 94292976*u^19 + 505974584*u^20 + 422031108*u^21 - 305417204*u^22 + 907259124*u^23 - 204062640*u^24 + 165636328*u^25 + 422157624*u^26 - 308221564*u^27 + 357871300*u^28 - 95282048*u^29 + 35986952*u^30 + 70696252*u^31 - 33136073*u^32 + 25369539*u^33 - 896185*u^34 + 8691736*u^35 - 9494746*u^36 + 10461458*u^37 - 6074260*u^38 + 3072420*u^39 - 976637*u^40 + 283031*u^41 - 44543*u^42 + 7208*u^43 - 109*u^44 + u^45"
						],
						"Multiplicity":1,
						"ij_list":[
							[
								"{1, 7}",
								"{1, 8}",
								"{2, 8}"
							],
							[
								"{1, 2}",
								"{2, 10}",
								"{7, 8}"
							],
							[
								"{1, 10}"
							],
							[
								"{2, 7}",
								"{8, 10}"
							],
							[
								"{4, 10}",
								"{7, 10}"
							],
							[
								"{2, 3}"
							],
							[
								"{2, 4}"
							],
							[
								"{1, 3}"
							],
							[
								"{5, 6}"
							],
							[
								"{3, 4}",
								"{9, 10}"
							],
							[
								"{2, 6}",
								"{3, 6}"
							],
							[
								"{2, 5}"
							],
							[
								"{4, 6}",
								"{4, 7}",
								"{5, 7}"
							],
							[
								"{3, 5}"
							],
							[
								"{3, 7}"
							],
							[
								"{4, 5}",
								"{6, 7}"
							],
							[
								"{3, 9}",
								"{3, 10}",
								"{4, 9}"
							],
							[
								"{3, 8}"
							],
							[
								"{5, 10}",
								"{6, 10}"
							],
							[
								"{6, 9}"
							],
							[
								"{2, 9}"
							],
							[
								"{5, 8}",
								"{5, 9}"
							],
							[
								"{7, 9}"
							],
							[
								"{1, 9}"
							],
							[
								"{6, 8}"
							],
							[
								"{1, 4}"
							],
							[
								"{4, 8}"
							],
							[
								"{1, 5}"
							],
							[
								"{1, 6}"
							],
							[
								"{8, 9}"
							]
						],
						"SortedReprnIndices":"{37, 38, 10, 9, 40, 39, 29, 30, 34, 33, 20, 19, 24, 23, 7, 8, 22, 21, 41, 42, 15, 16, 13, 14, 35, 36, 5, 6, 17, 18, 11, 12, 4, 3, 31, 32, 25, 26, 1, 2, 45, 44, 27, 28, 43}",
						"aCuspShapeN":[
							"8.383473742921833748`5.132575257523715 - 2.4602913942691684364`4.600137796583807*I",
							"8.383473742921833748`5.132575257523715 + 2.4602913942691684364`4.600137796583807*I",
							"72.2713875373397365113`5.144843589364862 - 11.7564601114937171402`4.3561537712294625*I",
							"72.2713875373397365113`5.144843589364862 + 11.7564601114937171402`4.3561537712294625*I",
							"9.1532872675538772825`5.097051111725121 - 4.836267739329623379`4.819984354929201*I",
							"9.1532872675538772825`5.097051111725121 + 4.836267739329623379`4.819984354929201*I",
							"6.8893638472098169683`4.903479373092141 - 10.0296486715925762893`5.066585971780134*I",
							"6.8893638472098169683`4.903479373092141 + 10.0296486715925762893`5.066585971780134*I",
							"6.0373851649436515749`5.036826330578532 + 5.0078245379064150056`4.955626551146263*I",
							"6.0373851649436515749`5.036826330578532 - 5.0078245379064150056`4.955626551146263*I",
							"-3.9610770183360604265`5.127730227189331 - 1.3174994742164493885`4.649667390941477*I",
							"-3.9610770183360604265`5.127730227189331 + 1.3174994742164493885`4.649667390941477*I",
							"8.9260773895265270958`5.14230543629689 - 1.7521092570527694876`4.435205972591482*I",
							"8.9260773895265270958`5.14230543629689 + 1.7521092570527694876`4.435205972591482*I",
							"10.1442907288170405215`5.12861833965681 - 3.3042566342312535299`4.641470422982108*I",
							"10.1442907288170405215`5.12861833965681 + 3.3042566342312535299`4.641470422982108*I",
							"1.6460793596144624405`4.77371052025877 - 3.55733635054817227`5.108384681186383*I",
							"1.6460793596144624405`4.77371052025877 + 3.55733635054817227`5.108384681186383*I",
							"6.7058160237553147062`4.935344371945768 + 8.726971075545562242`5.049756274254301*I",
							"6.7058160237553147062`4.935344371945768 - 8.726971075545562242`5.049756274254301*I",
							"3.2168383923540556728`4.982812662989484 + 3.4717044171157865545`5.015926161641505*I",
							"3.2168383923540556728`4.982812662989484 - 3.4717044171157865545`5.015926161641505*I",
							"4.8214768003333280003`4.962676010579109 + 5.6538441468959180148`5.031839761801884*I",
							"4.8214768003333280003`4.962676010579109 - 5.6538441468959180148`5.031839761801884*I",
							"-2.8018981067230454019`5.121355585685321 - 1.0622026866024323384`4.700110643450915*I",
							"-2.8018981067230454019`5.121355585685321 + 1.0622026866024323384`4.700110643450915*I",
							"8.3925274720469817956`5.150257056488876 - 0.2893377338171163457`3.6877693605607185*I",
							"8.3925274720469817956`5.150257056488876 + 0.2893377338171163457`3.6877693605607185*I",
							"1.1214531138708978218`4.291571625725989 - 8.0265022808403974757`5.146316838013433*I",
							"1.1214531138708978218`4.291571625725989 + 8.0265022808403974757`5.146316838013433*I",
							"-3.7629512947456619238`5.122356590598497 - 1.4001894688115819574`4.693014800361202*I",
							"-3.7629512947456619238`5.122356590598497 + 1.4001894688115819574`4.693014800361202*I",
							"0``4.321584483954612 + 6.7018275081181363849`5.1477777297104295*I",
							"0``4.321584483954612 - 6.7018275081181363849`5.1477777297104295*I",
							"0.1531465045844483593`3.7452599410602816 - 3.8906840012812895227`5.150178811273565*I",
							"0.1531465045844483593`3.7452599410602816 + 3.8906840012812895227`5.150178811273565*I",
							"0``4.085957758181403 - 8.9956900559616095153`5.039992241705284*I",
							"0``4.085957758181403 + 8.9956900559616095153`5.039992241705284*I",
							0,
							0,
							"0``3.9380143351936034 - 10.7689180808873823269`4.970186408491312*I",
							"0``3.9380143351936034 + 10.7689180808873823269`4.970186408491312*I",
							1.0414000000000001e1,
							"4.0232880737331701365`5.143862491838998 - 0.7096289981160785424`4.390312716084743*I",
							"4.0232880737331701365`5.143862491838998 + 0.7096289981160785424`4.390312716084743*I"
						],
						"Abelian":false
					},
					{
						"IdealName":"abJ10_95_1",
						"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":8.5436e-2,
							"TimingZeroDimVars":6.5564e-2,
							"TimingmagmaVCompNormalize":6.696200000000001e-2,
							"TimingNumberOfSols":2.7294000000000002e-2,
							"TimingIsRadical":1.744e-3,
							"TimingArcColoring":6.4652e-2,
							"TimingObstruction":4.2100000000000004e-4,
							"TimingComplexVolumeN":0.282231,
							"TimingaCuspShapeN":4.887e-3,
							"TiminguValues":0.637935,
							"TiminguPolysN":7.500000000000002e-5,
							"TiminguPolys":0.797163,
							"TimingaCuspShape":9.126e-2,
							"TimingRepresentationsN":2.8079999999999997e-2,
							"TiminguValues_ij":0.148225,
							"TiminguPoly_ij":0.148964,
							"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}"
						],
						"Obstruction":1,
						"ComplexVolumeN":"{0}",
						"uPolysN":[
							"u",
							"u",
							"u",
							"u",
							"u",
							"u",
							"u",
							"u",
							"u",
							"u"
						],
						"uPolys":[
							"u",
							"u",
							"u",
							"u",
							"u",
							"u",
							"u",
							"u",
							"u",
							"u"
						],
						"aCuspShape":0,
						"RepresentationsN":[
							[
								"v->1.",
								"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}",
								"{2, 3}",
								"{2, 4}",
								"{2, 5}",
								"{2, 6}",
								"{2, 7}",
								"{2, 8}",
								"{2, 9}",
								"{2, 10}",
								"{3, 4}",
								"{3, 5}",
								"{3, 6}",
								"{3, 7}",
								"{3, 8}",
								"{3, 9}",
								"{3, 10}",
								"{4, 5}",
								"{4, 6}",
								"{4, 7}",
								"{4, 8}",
								"{4, 9}",
								"{4, 10}",
								"{5, 6}",
								"{5, 7}",
								"{5, 8}",
								"{5, 9}",
								"{5, 10}",
								"{6, 7}",
								"{6, 8}",
								"{6, 9}",
								"{6, 10}",
								"{7, 8}",
								"{7, 9}",
								"{7, 10}",
								"{8, 9}",
								"{8, 10}",
								"{9, 10}"
							]
						],
						"SortedReprnIndices":"{1}",
						"aCuspShapeN":"{0}",
						"Abelian":true
					}
				]
			},
			"uPolyC":[
				"-1 + u + 3*u^2 - 14*u^3 + 4*u^4 + 122*u^5 + 54*u^6 - 414*u^7 - 323*u^8 + 1001*u^9 + 1157*u^10 - 1702*u^11 - 2835*u^12 + 2035*u^13 + 5270*u^14 - 1388*u^15 - 7821*u^16 - 519*u^17 + 9473*u^18 + 3236*u^19 - 9546*u^20 - 5848*u^21 + 8018*u^22 + 7456*u^23 - 5548*u^24 - 7688*u^25 + 2978*u^26 + 6748*u^27 - 922*u^28 - 5120*u^29 - 340*u^30 + 3350*u^31 + 845*u^32 - 1843*u^33 - 813*u^34 + 816*u^35 + 540*u^36 - 268*u^37 - 266*u^38 + 52*u^39 + 95*u^40 + u^41 - 23*u^42 - 4*u^43 + 3*u^44 + u^45",
				"-1 - 13*u - 51*u^2 - 160*u^3 - 1214*u^4 - 2820*u^5 + 202*u^6 + 4900*u^7 + 2541*u^8 - 7127*u^9 - 10085*u^10 + 23102*u^11 + 23797*u^12 - 17229*u^13 - 51028*u^14 + 22338*u^15 + 76873*u^16 + 1605*u^17 - 116093*u^18 - 16756*u^19 + 121052*u^20 + 31566*u^21 - 145026*u^22 - 38516*u^23 + 132434*u^24 + 48966*u^25 - 109806*u^26 - 29652*u^27 + 82286*u^28 + 22604*u^29 - 56732*u^30 - 10364*u^31 + 29901*u^32 + 3549*u^33 - 16649*u^34 + 34*u^35 + 6398*u^36 - 152*u^37 - 2496*u^38 + 534*u^39 + 601*u^40 - 67*u^41 - 141*u^42 + 66*u^43 + 5*u^44 + u^45",
				"-1 + u + 3*u^2 + 10*u^3 + 14*u^4 - 4*u^6 - 108*u^7 - 201*u^8 - 529*u^9 - 815*u^10 - 890*u^11 - 179*u^12 + 2851*u^13 + 8188*u^14 + 18282*u^15 + 29903*u^16 + 44673*u^17 + 55089*u^18 + 62450*u^19 + 59246*u^20 + 49448*u^21 + 31136*u^22 + 10758*u^23 - 8488*u^24 - 22750*u^25 - 28932*u^26 - 29102*u^27 - 22762*u^28 - 15050*u^29 - 6358*u^30 - 82*u^31 + 4027*u^32 + 5775*u^33 + 5569*u^34 + 4784*u^35 + 3272*u^36 + 2258*u^37 + 1206*u^38 + 704*u^39 + 291*u^40 + 145*u^41 + 43*u^42 + 18*u^43 + 3*u^44 + u^45",
				"-1 + u + 5*u^2 - 72*u^3 - 114*u^4 + 426*u^5 + 504*u^6 - 1472*u^7 - 915*u^8 + 3519*u^9 + 533*u^10 - 5156*u^11 + 1661*u^12 + 4065*u^13 - 5234*u^14 - 414*u^15 + 8979*u^16 - 1947*u^17 - 13919*u^18 - 2930*u^19 + 16834*u^20 + 13226*u^21 - 9466*u^22 - 15570*u^23 - 5274*u^24 + 4250*u^25 + 13490*u^26 + 8674*u^27 - 10062*u^28 - 11562*u^29 + 2518*u^30 + 6510*u^31 + 1833*u^32 - 1249*u^33 - 2285*u^34 - 838*u^35 + 1272*u^36 + 812*u^37 - 450*u^38 - 350*u^39 + 105*u^40 + 91*u^41 - 15*u^42 - 14*u^43 + u^44 + u^45",
				"-1 - 11*u - 43*u^2 - 84*u^3 - 126*u^4 - 104*u^5 + 58*u^6 + 238*u^7 + 433*u^8 + 1159*u^9 + 1397*u^10 + 3830*u^11 + 3785*u^12 + 3461*u^13 + 4900*u^14 + 558*u^15 + 3229*u^16 + 4307*u^17 - 4421*u^18 - 9032*u^19 + 1500*u^20 + 4820*u^21 - 120*u^22 + 2238*u^23 + 7068*u^24 + 9572*u^25 + 5600*u^26 + 7296*u^27 + 6872*u^28 + 6798*u^29 + 3724*u^30 + 3920*u^31 + 2355*u^32 + 2081*u^33 + 1025*u^34 + 818*u^35 + 382*u^36 + 324*u^37 + 132*u^38 + 70*u^39 + 31*u^40 + 27*u^41 + 7*u^42 + 2*u^43 + u^44 + u^45",
				"-1 + u + 5*u^2 - 72*u^3 - 114*u^4 + 426*u^5 + 504*u^6 - 1472*u^7 - 915*u^8 + 3519*u^9 + 533*u^10 - 5156*u^11 + 1661*u^12 + 4065*u^13 - 5234*u^14 - 414*u^15 + 8979*u^16 - 1947*u^17 - 13919*u^18 - 2930*u^19 + 16834*u^20 + 13226*u^21 - 9466*u^22 - 15570*u^23 - 5274*u^24 + 4250*u^25 + 13490*u^26 + 8674*u^27 - 10062*u^28 - 11562*u^29 + 2518*u^30 + 6510*u^31 + 1833*u^32 - 1249*u^33 - 2285*u^34 - 838*u^35 + 1272*u^36 + 812*u^37 - 450*u^38 - 350*u^39 + 105*u^40 + 91*u^41 - 15*u^42 - 14*u^43 + u^44 + u^45",
				"-1 + u + 3*u^2 - 14*u^3 + 4*u^4 + 122*u^5 + 54*u^6 - 414*u^7 - 323*u^8 + 1001*u^9 + 1157*u^10 - 1702*u^11 - 2835*u^12 + 2035*u^13 + 5270*u^14 - 1388*u^15 - 7821*u^16 - 519*u^17 + 9473*u^18 + 3236*u^19 - 9546*u^20 - 5848*u^21 + 8018*u^22 + 7456*u^23 - 5548*u^24 - 7688*u^25 + 2978*u^26 + 6748*u^27 - 922*u^28 - 5120*u^29 - 340*u^30 + 3350*u^31 + 845*u^32 - 1843*u^33 - 813*u^34 + 816*u^35 + 540*u^36 - 268*u^37 - 266*u^38 + 52*u^39 + 95*u^40 + u^41 - 23*u^42 - 4*u^43 + 3*u^44 + u^45",
				"-19 - 3*u - 129*u^2 + 252*u^3 + 494*u^4 + 1258*u^5 + 1712*u^6 - 4098*u^7 - 2449*u^8 + 5441*u^9 - 1701*u^10 - 8582*u^11 - 11645*u^12 + 1849*u^13 + 9428*u^14 + 8166*u^15 - 10641*u^16 + 8673*u^17 + 18641*u^18 + 10434*u^19 - 462*u^20 + 19344*u^21 - 5302*u^22 - 12848*u^23 - 4034*u^24 + 9060*u^25 - 2156*u^26 + 4748*u^27 - 3364*u^28 + 868*u^29 + 4898*u^30 + 6770*u^31 - 4603*u^32 - 2967*u^33 - 773*u^34 + 3194*u^35 + 1340*u^36 - 934*u^37 - 1482*u^38 + 750*u^39 + 529*u^40 - 103*u^41 - 135*u^42 + 58*u^43 + 15*u^44 + u^45",
				"-1 + u + 3*u^2 + 10*u^3 + 14*u^4 - 4*u^6 - 108*u^7 - 201*u^8 - 529*u^9 - 815*u^10 - 890*u^11 - 179*u^12 + 2851*u^13 + 8188*u^14 + 18282*u^15 + 29903*u^16 + 44673*u^17 + 55089*u^18 + 62450*u^19 + 59246*u^20 + 49448*u^21 + 31136*u^22 + 10758*u^23 - 8488*u^24 - 22750*u^25 - 28932*u^26 - 29102*u^27 - 22762*u^28 - 15050*u^29 - 6358*u^30 - 82*u^31 + 4027*u^32 + 5775*u^33 + 5569*u^34 + 4784*u^35 + 3272*u^36 + 2258*u^37 + 1206*u^38 + 704*u^39 + 291*u^40 + 145*u^41 + 43*u^42 + 18*u^43 + 3*u^44 + u^45",
				"1 + 7*u + 29*u^2 + 524*u^3 + 5230*u^4 + 32298*u^5 + 145392*u^6 + 520544*u^7 + 1557739*u^8 + 4022937*u^9 + 9162633*u^10 + 18698004*u^11 + 34598235*u^12 + 58600795*u^13 + 91560324*u^14 + 132837084*u^15 + 179980455*u^16 + 228890181*u^17 + 274463483*u^18 + 311549188*u^19 + 335928360*u^20 + 345054736*u^21 + 338398024*u^22 + 317367028*u^23 + 284899204*u^24 + 244858500*u^25 + 201386612*u^26 + 158322536*u^27 + 118763724*u^28 + 84807372*u^29 + 57482056*u^30 + 36853404*u^31 + 22258837*u^32 + 12604771*u^33 + 6654937*u^34 + 3254404*u^35 + 1462666*u^36 + 598622*u^37 + 220620*u^38 + 72212*u^39 + 20621*u^40 + 5015*u^41 + 1003*u^42 + 156*u^43 + 17*u^44 + u^45"
			],
			"RileyPolyC":[
				"-1 + 7*y - 29*y^2 + 524*y^3 - 5230*y^4 + 32298*y^5 - 145392*y^6 + 520544*y^7 - 1557739*y^8 + 4022937*y^9 - 9162633*y^10 + 18698004*y^11 - 34598235*y^12 + 58600795*y^13 - 91560324*y^14 + 132837084*y^15 - 179980455*y^16 + 228890181*y^17 - 274463483*y^18 + 311549188*y^19 - 335928360*y^20 + 345054736*y^21 - 338398024*y^22 + 317367028*y^23 - 284899204*y^24 + 244858500*y^25 - 201386612*y^26 + 158322536*y^27 - 118763724*y^28 + 84807372*y^29 - 57482056*y^30 + 36853404*y^31 - 22258837*y^32 + 12604771*y^33 - 6654937*y^34 + 3254404*y^35 - 1462666*y^36 + 598622*y^37 - 220620*y^38 + 72212*y^39 - 20621*y^40 + 5015*y^41 - 1003*y^42 + 156*y^43 - 17*y^44 + y^45",
				"-1 + 67*y - 869*y^2 - 24504*y^3 - 673110*y^4 + 7299170*y^5 - 20808344*y^6 + 34073888*y^7 - 144861723*y^8 + 292526257*y^9 - 651184377*y^10 + 1432122516*y^11 - 2673233943*y^12 + 5156276875*y^13 - 8795274292*y^14 + 14812310568*y^15 - 23581867043*y^16 + 35440417529*y^17 - 50084252759*y^18 + 66201952848*y^19 - 81830082148*y^20 + 94332236520*y^21 - 101462454880*y^22 + 101875384716*y^23 - 95429478480*y^24 + 83473849092*y^25 - 68129658368*y^26 + 51881426760*y^27 - 36839582752*y^28 + 24380397648*y^29 - 15021066828*y^30 + 8611833416*y^31 - 4586931025*y^32 + 2264909615*y^33 - 1036313037*y^34 + 435809412*y^35 - 168715302*y^36 + 59211326*y^37 - 18633592*y^38 + 5288028*y^39 - 1220605*y^40 + 269115*y^41 - 33667*y^42 + 5632*y^43 + 107*y^44 + y^45",
				"-1 + 7*y + 39*y^2 + 8*y^3 - 790*y^4 - 3530*y^5 - 2216*y^6 + 38228*y^7 + 176617*y^8 + 299501*y^9 - 375841*y^10 - 3421940*y^11 - 9142591*y^12 - 11583137*y^13 + 5348664*y^14 + 62528152*y^15 + 167401685*y^16 + 293065685*y^17 + 376191261*y^18 + 348578404*y^19 + 189029624*y^20 - 45327200*y^21 - 243042648*y^22 - 308011628*y^23 - 222539988*y^24 - 54610244*y^25 + 93692112*y^26 + 153802456*y^27 + 124275480*y^28 + 53079224*y^29 - 7177900*y^30 - 32195272*y^31 - 28133253*y^32 - 13449137*y^33 - 1786965*y^34 + 3068248*y^35 + 3313194*y^36 + 2034738*y^37 + 912524*y^38 + 317512*y^39 + 86987*y^40 + 18623*y^41 + 3033*y^42 + 356*y^43 + 27*y^44 + y^45",
				"-1 + 11*y - 397*y^2 + 8184*y^3 - 84154*y^4 + 525610*y^5 - 2235836*y^6 + 6932332*y^7 - 16264519*y^8 + 29071849*y^9 - 38082025*y^10 + 31441668*y^11 - 6327379*y^12 - 7467777*y^13 - 60102220*y^14 + 269288768*y^15 - 569344075*y^16 + 766510801*y^17 - 681642987*y^18 + 365145456*y^19 - 56264064*y^20 - 115860400*y^21 + 265938776*y^22 - 505902696*y^23 + 698673964*y^24 - 605828124*y^25 + 218346068*y^26 + 198436416*y^27 - 382613740*y^28 + 304840180*y^29 - 121228088*y^30 - 14748140*y^31 + 57693571*y^32 - 43020305*y^33 + 17097583*y^34 - 1616668*y^35 - 2924458*y^36 + 2487826*y^37 - 1214760*y^38 + 428480*y^39 - 115181*y^40 + 23755*y^41 - 3683*y^42 + 408*y^43 - 29*y^44 + y^45",
				"-1 + 35*y - 253*y^2 - 1376*y^3 + 2214*y^4 - 18*y^5 - 95012*y^6 - 266884*y^7 + 193457*y^8 + 2112765*y^9 + 4523123*y^10 + 7294000*y^11 + 956009*y^12 - 21523365*y^13 - 19131728*y^14 - 31263472*y^15 + 3372261*y^16 + 73027625*y^17 - 67552723*y^18 + 144757584*y^19 - 112994136*y^20 + 79295336*y^21 - 109400752*y^22 + 39456748*y^23 - 30056080*y^24 + 61366308*y^25 + 48777964*y^26 + 79323464*y^27 + 64010164*y^28 + 56880808*y^29 + 37856572*y^30 + 24567964*y^31 + 13278155*y^32 + 6772699*y^33 + 2981563*y^34 + 1238716*y^35 + 446454*y^36 + 156330*y^37 + 45528*y^38 + 14248*y^39 + 3139*y^40 + 959*y^41 + 137*y^42 + 44*y^43 + 3*y^44 + y^45",
				"-1 + 11*y - 397*y^2 + 8184*y^3 - 84154*y^4 + 525610*y^5 - 2235836*y^6 + 6932332*y^7 - 16264519*y^8 + 29071849*y^9 - 38082025*y^10 + 31441668*y^11 - 6327379*y^12 - 7467777*y^13 - 60102220*y^14 + 269288768*y^15 - 569344075*y^16 + 766510801*y^17 - 681642987*y^18 + 365145456*y^19 - 56264064*y^20 - 115860400*y^21 + 265938776*y^22 - 505902696*y^23 + 698673964*y^24 - 605828124*y^25 + 218346068*y^26 + 198436416*y^27 - 382613740*y^28 + 304840180*y^29 - 121228088*y^30 - 14748140*y^31 + 57693571*y^32 - 43020305*y^33 + 17097583*y^34 - 1616668*y^35 - 2924458*y^36 + 2487826*y^37 - 1214760*y^38 + 428480*y^39 - 115181*y^40 + 23755*y^41 - 3683*y^42 + 408*y^43 - 29*y^44 + y^45",
				"-1 + 7*y - 29*y^2 + 524*y^3 - 5230*y^4 + 32298*y^5 - 145392*y^6 + 520544*y^7 - 1557739*y^8 + 4022937*y^9 - 9162633*y^10 + 18698004*y^11 - 34598235*y^12 + 58600795*y^13 - 91560324*y^14 + 132837084*y^15 - 179980455*y^16 + 228890181*y^17 - 274463483*y^18 + 311549188*y^19 - 335928360*y^20 + 345054736*y^21 - 338398024*y^22 + 317367028*y^23 - 284899204*y^24 + 244858500*y^25 - 201386612*y^26 + 158322536*y^27 - 118763724*y^28 + 84807372*y^29 - 57482056*y^30 + 36853404*y^31 - 22258837*y^32 + 12604771*y^33 - 6654937*y^34 + 3254404*y^35 - 1462666*y^36 + 598622*y^37 - 220620*y^38 + 72212*y^39 - 20621*y^40 + 5015*y^41 - 1003*y^42 + 156*y^43 - 17*y^44 + y^45",
				"-361 - 4893*y + 619*y^2 + 248464*y^3 + 763218*y^4 - 2903410*y^5 - 8909512*y^6 + 33566556*y^7 - 51943899*y^8 + 128847361*y^9 - 160596437*y^10 + 78065804*y^11 - 198422447*y^12 + 194638471*y^13 - 445560664*y^14 + 883168916*y^15 - 854999871*y^16 + 866100345*y^17 - 33510575*y^18 + 94292976*y^19 + 505974584*y^20 + 422031108*y^21 - 305417204*y^22 + 907259124*y^23 - 204062640*y^24 + 165636328*y^25 + 422157624*y^26 - 308221564*y^27 + 357871300*y^28 - 95282048*y^29 + 35986952*y^30 + 70696252*y^31 - 33136073*y^32 + 25369539*y^33 - 896185*y^34 + 8691736*y^35 - 9494746*y^36 + 10461458*y^37 - 6074260*y^38 + 3072420*y^39 - 976637*y^40 + 283031*y^41 - 44543*y^42 + 7208*y^43 - 109*y^44 + y^45",
				"-1 + 7*y + 39*y^2 + 8*y^3 - 790*y^4 - 3530*y^5 - 2216*y^6 + 38228*y^7 + 176617*y^8 + 299501*y^9 - 375841*y^10 - 3421940*y^11 - 9142591*y^12 - 11583137*y^13 + 5348664*y^14 + 62528152*y^15 + 167401685*y^16 + 293065685*y^17 + 376191261*y^18 + 348578404*y^19 + 189029624*y^20 - 45327200*y^21 - 243042648*y^22 - 308011628*y^23 - 222539988*y^24 - 54610244*y^25 + 93692112*y^26 + 153802456*y^27 + 124275480*y^28 + 53079224*y^29 - 7177900*y^30 - 32195272*y^31 - 28133253*y^32 - 13449137*y^33 - 1786965*y^34 + 3068248*y^35 + 3313194*y^36 + 2034738*y^37 + 912524*y^38 + 317512*y^39 + 86987*y^40 + 18623*y^41 + 3033*y^42 + 356*y^43 + 27*y^44 + y^45",
				"-1 - 9*y - 3965*y^2 + 132624*y^3 + 2234806*y^4 + 15537586*y^5 + 69457468*y^6 + 251076876*y^7 + 855189981*y^8 + 2780892497*y^9 + 8004550771*y^10 + 19265108232*y^11 + 38049210501*y^12 + 61661068915*y^13 + 82291736296*y^14 + 90378688372*y^15 + 80643185781*y^16 + 56036448189*y^17 + 26234026085*y^18 + 1924458184*y^19 - 10747691792*y^20 - 12080265144*y^21 - 6776433344*y^22 - 260741584*y^23 + 4049392444*y^24 + 5370728692*y^25 + 4610341772*y^26 + 3072455752*y^27 + 1663803156*y^28 + 731209748*y^29 + 248621288*y^30 + 54731844*y^31 - 45337*y^32 - 5920921*y^33 - 1986701*y^34 + 624360*y^35 + 1140794*y^36 + 797582*y^37 + 391556*y^38 + 149300*y^39 + 45227*y^40 + 10807*y^41 + 1981*y^42 + 264*y^43 + 23*y^44 + y^45"
			]
		},
		"GeometricRepresentation":[
			1.50479e1,
			[
				"J10_95_0",
				1,
				"{37, 38}"
			]
		]
	}
}