{
	"Index":175,
	"Name":"10_91",
	"RolfsenName":"10_91",
	"DTname":"10a_106",
	"TunnelNumber":2,
	"BridgeNumber":"Not implemented",
	"Hyperbolic":true,
	"Diagram":{
		"Scode":"{17, -13, 1, -15, -3, 19, -7, -9, 11, 5}",
		"Acode":"{9, -7, 1, -8, -2, 10, -4, -5, 6, 3}",
		"PDcode":[
			"{6, 2, 7, 1}",
			"{20, 6, 1, 5}",
			"{16, 9, 17, 10}",
			"{10, 3, 11, 4}",
			"{2, 18, 3, 17}",
			"{14, 7, 15, 8}",
			"{8, 15, 9, 16}",
			"{12, 20, 13, 19}",
			"{18, 12, 19, 11}",
			"{4, 13, 5, 14}"
		],
		"CBtype":"{3, 0}",
		"ParabolicReps":{
			"SolvingSeq":[
				"{7, 4, 1}",
				[],
				[
					"{7, -4, 8, 1}",
					"{4, -8, 5, 1}",
					"{8, -5, 9, 1}",
					"{4, 1, 3, 2}",
					"{3, -7, 2, 2}",
					"{1, 3, 10, 2}",
					"{7, 10, 6, 2}"
				],
				"{1, 5}",
				"{9}",
				9
			],
			"SolvingSeqIdx":1,
			"Comps":{
				"u":{
					"CheckEq":[
						"a - b + u - a^2*u + a*b*u - 2*a*u^2 + 2*b*u^2 + 3*a*u^4 - b*u^4 - a*u^6",
						"b - u - a*b*u + 2*b*u^2 + 4*a*u^4 - 3*b*u^4 - 4*a*u^6 + b*u^6 + a*u^8",
						"-1 + a*b + u - a^2*u^2 - 2*a^3*b*u^2 + 2*u^3 - 3*a^2*u^3 + a^4*u^3 + 4*a*b*u^3 - 3*a^3*b*u^3 + 2*a^2*b^2*u^3 + a^4*u^4 + a^5*b*u^4 - u^5 + 2*a^2*u^5 - a^4*u^5 - 2*a*b*u^5 + 2*a^3*b*u^5 - a^2*b^2*u^5",
						"b^2 + u - 2*a*b*u^2 - 2*a^2*b^2*u^2 - 3*u^3 + a^2*u^3 - 4*a*b*u^3 + a^3*b*u^3 - 2*a^2*b^2*u^3 + a^2*u^4 + 2*a^3*b*u^4 + a^4*b^2*u^4 + u^5 - a^2*u^5 + 2*a*b*u^5 - a^3*b*u^5 + a^2*b^2*u^5"
					],
					"TimingForPrimaryIdeals":0.133054
				},
				"v":{
					"CheckEq":[
						"a - b - v + a*b*v - b^2*v",
						"b + b^2*v",
						"-1 + a*b + v + b^2*v^2 - 2*a*b^3*v^2 + b^2*v^3 - a*b^3*v^3 + b^4*v^3 - b^4*v^4 + a*b^5*v^4",
						"b^2 - 2*b^4*v^2 - b^4*v^3 + b^6*v^4"
					],
					"TimingForPrimaryIdeals":7.365100000000001e-2
				},
				"PrimaryIdeals":[
					{
						"IdealName":"J10_91_0",
						"Generators":[
							"-630992526702683400 + 1288871052488364979*b + 1089870443075942831*u - 17326124209673666360*u^2 + 11909150388220350082*u^3 - 30772417240079777042*u^4 + 113807582556035655275*u^5 - 112779303087598019858*u^6 + 168570037434938593077*u^7 - 140774494611026633660*u^8 - 347147717566027225438*u^9 - 318747387049026830916*u^10 + 1324615146662197488636*u^11 + 2349232958157272484666*u^12 - 2893024504040310954702*u^13 - 4358431622131946504134*u^14 + 2573142705655164218124*u^15 + 5334626836486470585280*u^16 - 2120781579592025447732*u^17 - 5241589671555319454060*u^18 + 3762518232242133609480*u^19 + 4915665850545841236572*u^20 - 5218379485652388596114*u^21 - 5142283001315041687004*u^22 + 4654179504626519606282*u^23 + 4908746315916413528940*u^24 - 3048082215812279665238*u^25 - 3374170844218896257328*u^26 + 1581343047969160366340*u^27 + 1523072074811184669106*u^28 - 626974536449591260964*u^29 - 428773344244409018770*u^30 + 171206361065406428266*u^31 + 68588327738363632472*u^32 - 27856893571176181040*u^33 - 4785007769129355888*u^34 + 2014044893821737944*u^35",
							"2812873350916550872 + 14177581577372014769*a + 54975251967275195540*u - 321336814653047834632*u^2 - 51849666454390516518*u^3 - 813160221175334740700*u^4 + 1694446373044279064254*u^5 - 1754052686733014049058*u^6 + 3088455156239104443011*u^7 - 672777322726803867524*u^8 - 6674149108969336322024*u^9 - 14906134824146234046632*u^10 + 13230670318364698450426*u^11 + 56229713895759133478448*u^12 - 16125255088625237959118*u^13 - 81079869635563190694706*u^14 + 772251500061132331236*u^15 + 84942457535402397390632*u^16 - 1721805648405644258688*u^17 - 90740112909164070406840*u^18 + 29405303465663254585836*u^19 + 99759234520791156053636*u^20 - 41882615277763757080208*u^21 - 101221621413629760036632*u^22 + 29310152088260782364674*u^23 + 84143311111959809788556*u^24 - 15197905887214461212568*u^25 - 51501209517782955425936*u^26 + 8111062492628097388114*u^27 + 21569431234181186856356*u^28 - 3971104050708513390738*u^29 - 5794486358829904010926*u^30 + 1321838957740484725510*u^31 + 899082696183652527504*u^32 - 246780927521525267168*u^33 - 61400977204217229280*u^34 + 19511554767178693664*u^35",
							"1 + 3*u^2 - 21*u^3 + 3*u^4 - 38*u^5 + 78*u^6 - 76*u^7 + 188*u^8 - 46*u^9 - 518*u^10 - 700*u^11 + 1066*u^12 + 2758*u^13 - 1370*u^14 - 4068*u^15 + 687*u^16 + 4232*u^17 - 771*u^18 - 4369*u^19 + 2171*u^20 + 4742*u^21 - 2774*u^22 - 4868*u^23 + 2017*u^24 + 4098*u^25 - 1093*u^26 - 2523*u^27 + 546*u^28 + 1058*u^29 - 238*u^30 - 284*u^31 + 73*u^32 + 44*u^33 - 13*u^34 - 3*u^35 + u^36"
						],
						"VariableOrder":[
							"b",
							"a",
							"u"
						],
						"Characteristic":0,
						"KnownGroebner":[],
						"Status":[
							"vCompNormalize"
						],
						"MonomialOrder":"lex",
						"IsHomogeneous":false,
						"IsZeroDim":true,
						"IdealDimension":0,
						"Timings":{
							"TimingGroebner":7.6895e-2,
							"TimingZeroDimVars":0.120613,
							"TimingmagmaVCompNormalize":0.122091,
							"TimingNumberOfSols":0.358037,
							"TimingIsRadical":5.2294e-2,
							"TimingArcColoring":9.2878e-2,
							"TimingObstruction":0.172791,
							"TimingComplexVolumeN":3.4455415e1,
							"TimingaCuspShapeN":0.285902,
							"TiminguValues":0.691049,
							"TiminguPolysN":0.18115,
							"TiminguPolys":1.136175,
							"TimingaCuspShape":0.224043,
							"TimingRepresentationsN":0.353112,
							"TiminguValues_ij":0.271976,
							"TiminguPoly_ij":3.475589,
							"TiminguPolys_ij_N":0.451162
						},
						"ZeroDimensionalVars":[
							"b",
							"a",
							"u"
						],
						"NumberOfSols":36,
						"IsRadical":true,
						"ArcColoring":[
							[
								"(-2812873350916550872 - 54975251967275195540*u + 321336814653047834632*u^2 + 51849666454390516518*u^3 + 813160221175334740700*u^4 - 1694446373044279064254*u^5 + 1754052686733014049058*u^6 - 3088455156239104443011*u^7 + 672777322726803867524*u^8 + 6674149108969336322024*u^9 + 14906134824146234046632*u^10 - 13230670318364698450426*u^11 - 56229713895759133478448*u^12 + 16125255088625237959118*u^13 + 81079869635563190694706*u^14 - 772251500061132331236*u^15 - 84942457535402397390632*u^16 + 1721805648405644258688*u^17 + 90740112909164070406840*u^18 - 29405303465663254585836*u^19 - 99759234520791156053636*u^20 + 41882615277763757080208*u^21 + 101221621413629760036632*u^22 - 29310152088260782364674*u^23 - 84143311111959809788556*u^24 + 15197905887214461212568*u^25 + 51501209517782955425936*u^26 - 8111062492628097388114*u^27 - 21569431234181186856356*u^28 + 3971104050708513390738*u^29 + 5794486358829904010926*u^30 - 1321838957740484725510*u^31 - 899082696183652527504*u^32 + 246780927521525267168*u^33 + 61400977204217229280*u^34 - 19511554767178693664*u^35)\/14177581577372014769",
								"(630992526702683400 - 1089870443075942831*u + 17326124209673666360*u^2 - 11909150388220350082*u^3 + 30772417240079777042*u^4 - 113807582556035655275*u^5 + 112779303087598019858*u^6 - 168570037434938593077*u^7 + 140774494611026633660*u^8 + 347147717566027225438*u^9 + 318747387049026830916*u^10 - 1324615146662197488636*u^11 - 2349232958157272484666*u^12 + 2893024504040310954702*u^13 + 4358431622131946504134*u^14 - 2573142705655164218124*u^15 - 5334626836486470585280*u^16 + 2120781579592025447732*u^17 + 5241589671555319454060*u^18 - 3762518232242133609480*u^19 - 4915665850545841236572*u^20 + 5218379485652388596114*u^21 + 5142283001315041687004*u^22 - 4654179504626519606282*u^23 - 4908746315916413528940*u^24 + 3048082215812279665238*u^25 + 3374170844218896257328*u^26 - 1581343047969160366340*u^27 - 1523072074811184669106*u^28 + 626974536449591260964*u^29 + 428773344244409018770*u^30 - 171206361065406428266*u^31 - 68588327738363632472*u^32 + 27856893571176181040*u^33 + 4785007769129355888*u^34 - 2014044893821737944*u^35)\/1288871052488364979"
							],
							[
								"(-4876587314953951668 - 61455030268920478405*u + 144338051457070113436*u^2 + 149107159687460263524*u^3 + 541466766067746613328*u^4 - 675559269023545489726*u^5 + 569249207552061110212*u^6 - 1042208263441276357602*u^7 - 435324225841057742634*u^8 + 2111143218793195168047*u^9 + 8888129732781172913260*u^10 + 2435196610380152350590*u^11 - 25431373126612396352020*u^12 - 14477364208640345802867*u^13 + 27664317567350690056432*u^14 + 24641242827220028052322*u^15 - 21834836441161039071398*u^16 - 20440377669221335704780*u^17 + 28325191860083451717180*u^18 + 12271156505790855859708*u^19 - 39334420310034294192432*u^20 - 14713722512456528559616*u^21 + 38529360833303148237540*u^22 + 19669924752482355469752*u^23 - 26471471716162031737964*u^24 - 16159463548799635690794*u^25 + 13080311313234597585880*u^26 + 8032373403830234171336*u^27 - 4583576738206319969796*u^28 - 2455265586577997272794*u^29 + 1077082876162780309220*u^30 + 446546325787919960030*u^31 - 151337790083694445386*u^32 - 42965386090760838858*u^33 + 9569652958947718140*u^34 + 1547155986479566964*u^35)\/14177581577372014769",
								"(5478651873872175444 + 9200052662906199825*u + 177520922539350492984*u^2 - 23637713956821080860*u^3 + 193981558223474923696*u^4 - 1051318408936934603894*u^5 + 951419363200029419900*u^6 - 1462450397302438291374*u^7 + 1387374270900525026730*u^8 + 4407190405762372435145*u^9 + 3626890695794725254644*u^10 - 16199241800695293961334*u^11 - 24338487966795722527188*u^12 + 31703979937955090220587*u^13 + 44920207026083925993828*u^14 - 28370241979490246043325*u^15 - 53811441896626890092954*u^16 + 25202707691706982294792*u^17 + 51566776433930205272808*u^18 - 42202083113132602073112*u^19 - 48346881066187174796592*u^20 + 55940866125161223170424*u^21 + 50934733355237788955900*u^22 - 48962630161734140240052*u^23 - 48302791930389410001956*u^24 + 31594242344519724704590*u^25 + 32833935936278743969748*u^26 - 16070935664652158508056*u^27 - 14678126342924435875868*u^28 + 6238351304248056281530*u^29 + 4102015347892346283368*u^30 - 1673936182004160937930*u^31 - 652668884825816014806*u^32 + 268948160194302285038*u^33 + 45356448356802813184*u^34 - 19277050093851261464*u^35)\/14177581577372014769"
							],
							[
								"(602064558918223776 - 52254977606014278580*u + 321858973996420606420*u^2 + 125469445730639182664*u^3 + 735448324291221537024*u^4 - 1726877677960480093620*u^5 + 1520668570752090530112*u^6 - 2504658660743714648976*u^7 + 952050045059467284096*u^8 + 6518333624555567603192*u^9 + 12515020428575898167904*u^10 - 13764045190315141610744*u^11 - 49769861093408118879208*u^12 + 17226615729314744417720*u^13 + 72584524593434616050260*u^14 - 3728999152270217991003*u^15 - 75646278337787929164352*u^16 + 4762330022485646590012*u^17 + 79891968294013656989988*u^18 - 29930926607341746213404*u^19 - 87681301376221468989024*u^20 + 41227143612704694610808*u^21 + 89464094188540937193440*u^22 - 29292705409251784770300*u^23 - 74774263646551441739920*u^24 + 15434778795720089013796*u^25 + 45914247249513341555628*u^26 - 8038562260821924336720*u^27 - 19261703081130755845664*u^28 + 3783085717670059008736*u^29 + 5179098224055126592588*u^30 - 1227389856216240977900*u^31 - 804006674909510460192*u^32 + 225982774103541446180*u^33 + 54926101315750531324*u^34 - 17729894107371694500*u^35)\/14177581577372014769",
								"(5478651873872175444 + 9200052662906199825*u + 177520922539350492984*u^2 - 23637713956821080860*u^3 + 193981558223474923696*u^4 - 1051318408936934603894*u^5 + 951419363200029419900*u^6 - 1462450397302438291374*u^7 + 1387374270900525026730*u^8 + 4407190405762372435145*u^9 + 3626890695794725254644*u^10 - 16199241800695293961334*u^11 - 24338487966795722527188*u^12 + 31703979937955090220587*u^13 + 44920207026083925993828*u^14 - 28370241979490246043325*u^15 - 53811441896626890092954*u^16 + 25202707691706982294792*u^17 + 51566776433930205272808*u^18 - 42202083113132602073112*u^19 - 48346881066187174796592*u^20 + 55940866125161223170424*u^21 + 50934733355237788955900*u^22 - 48962630161734140240052*u^23 - 48302791930389410001956*u^24 + 31594242344519724704590*u^25 + 32833935936278743969748*u^26 - 16070935664652158508056*u^27 - 14678126342924435875868*u^28 + 6238351304248056281530*u^29 + 4102015347892346283368*u^30 - 1673936182004160937930*u^31 - 652668884825816014806*u^32 + 268948160194302285038*u^33 + 45356448356802813184*u^34 - 19277050093851261464*u^35)\/14177581577372014769"
							],
							[
								0,
								"u"
							],
							[
								"u",
								"u - u^3"
							],
							[
								"(9890841748196126876 - 13306109816046144035*u + 14213007768293873324*u^2 - 43825625956927909370*u^3 - 66299407035966784392*u^4 - 617000573065242336091*u^5 - 83228668651200356676*u^6 + 1523040749506429233850*u^7 + 1075841200814729067118*u^8 - 3046143157214412719014*u^9 - 6438368699754256057180*u^10 + 1286809613253225435228*u^11 + 13029401978867909424756*u^12 + 5998600620999038724496*u^13 - 12229386171550939102296*u^14 - 9653902417936515547590*u^15 + 8746588201715519644202*u^16 + 5693284069488694968685*u^17 - 11990490128618511673244*u^18 - 3438144969338530079754*u^19 + 17202991676210181731800*u^20 + 7101508895484899224907*u^21 - 15793019322374506100716*u^22 - 10070021433682549742644*u^23 + 9272456358994629258748*u^24 + 8138583390316093219701*u^25 - 3601399653702626963256*u^26 - 4110800452926064281056*u^27 + 930208237480589498076*u^28 + 1343158213480218186590*u^29 - 154811349977788627844*u^30 - 278425223675964386634*u^31 + 15130149002195101614*u^32 + 33509610400803534918*u^33 - 664639424268334828*u^34 - 1791953203237628020*u^35)\/14177581577372014769",
								"(-3427717905638649900 - 22019054296437357883*u - 9977877542564127996*u^2 - 66325497076184703615*u^3 + 134235019844202616976*u^4 - 393209595585202559229*u^5 + 291112771333618715996*u^6 + 388822346431231816620*u^7 - 333100443744434078638*u^8 - 2819893748394547911608*u^9 + 1111257937609917991846*u^10 + 6788213347995519201714*u^11 - 2247907956408065277760*u^12 - 8202183626628292196324*u^13 + 2215826385869801852104*u^14 + 9240363248081151139344*u^15 - 3671175429155128677238*u^16 - 10579880385108504107341*u^17 + 6440131703628029202710*u^18 + 10184816738069348777437*u^19 - 7242068729925561985760*u^20 - 8660103461292503586523*u^21 + 6269959789852151037916*u^22 + 6531927467050170825700*u^23 - 4875124900157786241024*u^24 - 3728365882406049158647*u^25 + 3114145704978377653536*u^26 + 1365219032497216365591*u^27 - 1403963640497757638952*u^28 - 258424567714040096754*u^29 + 403049686873512889796*u^30 + 3164834069977420196*u^31 - 65834923121192373430*u^32 + 7562671120633702256*u^33 + 4669405604440604618*u^34 - 951559287181494114*u^35)\/14177581577372014769"
							],
							"{1, 0}",
							[
								1,
								"-u^2"
							],
							[
								"1 - u^2",
								"-2*u^2 + u^4"
							],
							[
								"(-7278060619853557888 - 6920991277153585828*u + 3821453539281782220*u^2 - 157280601039195650868*u^3 + 195237914482416742936*u^4 - 44197752158461566192*u^5 + 711106735876357496784*u^6 - 2070524552870477403249*u^7 - 492744938267954081008*u^8 + 1808314404971832040168*u^9 + 5414059491227700843240*u^10 - 2701320505536063488488*u^11 - 16530873907072591039088*u^12 + 5655943815997407676832*u^13 + 24141337794263758581756*u^14 - 2134859671654443412354*u^15 - 27786992596847160833040*u^16 + 867396889899054160140*u^17 + 30103531234864182538148*u^18 - 8456290422263582699216*u^19 - 31150670676926226004336*u^20 + 13334619497251897507132*u^21 + 31007068557925769745960*u^22 - 10672569686984133881013*u^23 - 26480142223347576304752*u^24 + 6431363945780638598372*u^25 + 16729160500401961256916*u^26 - 3584181038133968813936*u^27 - 7158556990895764081896*u^28 + 1656871192799551918024*u^29 + 1946316993269771365532*u^30 - 517238316795061639532*u^31 - 303734702340033481744*u^32 + 92222378375386257236*u^33 + 20783647531603828396*u^34 - 7066884427173152100*u^35)\/14177581577372014769",
								"(2195775378426941084 - 27293985520372881963*u + 24061504677682329720*u^2 - 206628768252261244726*u^3 + 272270609628057486712*u^4 - 509272158969233847363*u^5 + 668655312481901200460*u^6 - 1022810599531504746303*u^7 + 330675662151439002974*u^8 - 476696207184536986813*u^9 + 9521391847659117940*u^10 + 729724860961962227172*u^11 - 4413240449821235333236*u^12 + 5672464284898627991984*u^13 + 9523656157026267255228*u^14 - 6066694849704373946304*u^15 - 14720139289847053397842*u^16 + 2075822695931299758751*u^17 + 16314490240481001124728*u^18 - 5491366266769288357434*u^19 - 14081311656327553465368*u^20 + 11572771457507558701387*u^21 + 14010327909088354197076*u^22 - 12443689226350980568717*u^23 - 14654261628379633851532*u^24 + 9279721570318374762794*u^25 + 11103597972149114591684*u^26 - 5350135250903287246272*u^27 - 5355444983513205928020*u^28 + 2284499463766463549518*u^29 + 1572546278718471338936*u^30 - 652186606627329419654*u^31 - 258367789034275386254*u^32 + 108739489391323700610*u^33 + 18331870400653445664*u^34 - 7960701202799176344*u^35)\/14177581577372014769"
							]
						],
						"Obstruction":-1,
						"ComplexVolumeN":[
							"-0.97788 + 3.67922*I",
							"-0.97788 - 3.67922*I",
							"-6.25192 - 9.33147*I",
							"-6.25192 + 9.33147*I",
							"-5.71207 + 3.85049*I",
							"-5.71207 - 3.85049*I",
							-2.81937,
							"-1.18988 - 4.20357*I",
							"-1.18988 + 4.20357*I",
							"-1.74249 - 4.24043*I",
							"-1.74249 + 4.24043*I",
							"1.14586 + 0.715757*I",
							"1.14586 - 0.715757*I",
							1.82908,
							"3.05261 + 2.19942*I",
							"3.05261 - 2.19942*I",
							1.61132,
							3.38902,
							"-5.6688 + 1.84316*I",
							"-5.6688 - 1.84316*I",
							"4.26834 + 6.86007*I",
							"4.26834 - 6.86007*I",
							"2.04431 + 1.84068*I",
							"2.04431 - 1.84068*I",
							"-1.81388 + 1.13467*I",
							"-1.81388 - 1.13467*I",
							"7.75318 - 2.83746*I",
							"7.75318 + 2.83746*I",
							"5.07523 - 8.06301*I",
							"5.07523 + 8.06301*I",
							"0.21259 + 13.487*I",
							"0.21259 - 13.487*I",
							-3.87788,
							"-1.76218 - 0.65074*I",
							"-1.76218 + 0.65074*I",
							3.00176
						],
						"uPolysN":[
							"1 - 6*u - 7*u^2 + 295*u^3 - 633*u^4 + 1186*u^5 - 710*u^6 + 1030*u^7 - 2608*u^8 + 2426*u^9 - 3496*u^10 + 2208*u^11 + 1384*u^12 + 6146*u^13 - 7488*u^14 - 4538*u^15 + 2025*u^16 + 9018*u^17 + 709*u^18 - 3767*u^19 - 1031*u^20 + 1818*u^21 + 3574*u^22 - 288*u^23 - 1253*u^24 - 2062*u^25 + 1071*u^26 + 613*u^27 + 16*u^28 - 746*u^29 - 34*u^30 + 128*u^31 + 47*u^32 - 56*u^33 - 15*u^34 + 11*u^35 + u^36",
							"43 - 172*u + 629*u^2 - 1669*u^3 + 2673*u^4 - 5534*u^5 + 10114*u^6 - 13246*u^7 + 19090*u^8 - 27528*u^9 + 29800*u^10 - 34320*u^11 + 35584*u^12 - 36206*u^13 + 27714*u^14 - 23726*u^15 + 17617*u^16 - 9712*u^17 + 5601*u^18 - 1389*u^19 + 2233*u^20 - 1502*u^21 + 2652*u^22 - 3306*u^23 + 4393*u^24 - 4710*u^25 + 3765*u^26 - 3245*u^27 + 2268*u^28 - 1608*u^29 + 1020*u^30 - 510*u^31 + 225*u^32 - 92*u^33 + 49*u^34 - 15*u^35 + u^36",
							"1 - 14*u + 31*u^2 - 55*u^3 + 87*u^4 - 94*u^5 - 70*u^6 + 922*u^7 - 1332*u^8 - 1046*u^9 + 3332*u^10 - 1176*u^11 - 2526*u^12 + 3586*u^13 - 1274*u^14 - 2610*u^15 + 3501*u^16 - 1020*u^17 - 1549*u^18 + 3225*u^19 - 1667*u^20 - 2356*u^21 + 2576*u^22 + 472*u^23 - 1405*u^24 + 466*u^25 + 207*u^26 - 467*u^27 + 198*u^28 + 222*u^29 - 154*u^30 - 66*u^31 + 55*u^32 + 12*u^33 - 11*u^34 - u^35 + u^36",
							"1 + 3*u^2 - 21*u^3 + 3*u^4 - 38*u^5 + 78*u^6 - 76*u^7 + 188*u^8 - 46*u^9 - 518*u^10 - 700*u^11 + 1066*u^12 + 2758*u^13 - 1370*u^14 - 4068*u^15 + 687*u^16 + 4232*u^17 - 771*u^18 - 4369*u^19 + 2171*u^20 + 4742*u^21 - 2774*u^22 - 4868*u^23 + 2017*u^24 + 4098*u^25 - 1093*u^26 - 2523*u^27 + 546*u^28 + 1058*u^29 - 238*u^30 - 284*u^31 + 73*u^32 + 44*u^33 - 13*u^34 - 3*u^35 + u^36",
							"1 - 4*u - 15*u^2 + 47*u^3 + 33*u^4 - 84*u^5 - 250*u^6 + 250*u^7 + 768*u^8 - 894*u^9 - 594*u^10 + 96*u^11 + 3000*u^12 - 3196*u^13 - 458*u^14 + 594*u^15 + 5201*u^16 - 7962*u^17 + 2973*u^18 + 1931*u^19 - 147*u^20 - 3924*u^21 + 3162*u^22 - 20*u^23 - 719*u^24 - 686*u^25 + 1029*u^26 - 341*u^27 - 100*u^28 - 20*u^29 + 114*u^30 - 66*u^31 + 7*u^32 + 2*u^33 + 3*u^34 - 3*u^35 + u^36",
							"1 + 3*u^2 - 23*u^3 + 57*u^4 - 92*u^5 - 152*u^6 + 324*u^7 - 270*u^8 - 96*u^9 + 990*u^10 - 514*u^11 - 8*u^12 + 652*u^13 - 2708*u^14 - 262*u^15 + 3585*u^16 - 30*u^17 - 1189*u^18 + 89*u^19 - 1333*u^20 - 190*u^21 + 1462*u^22 + 388*u^23 - 217*u^24 - 488*u^25 - 573*u^26 + 387*u^27 + 554*u^28 - 198*u^29 - 266*u^30 + 64*u^31 + 77*u^32 - 12*u^33 - 13*u^34 + u^35 + u^36",
							"1 + 3*u^2 - 21*u^3 + 3*u^4 - 38*u^5 + 78*u^6 - 76*u^7 + 188*u^8 - 46*u^9 - 518*u^10 - 700*u^11 + 1066*u^12 + 2758*u^13 - 1370*u^14 - 4068*u^15 + 687*u^16 + 4232*u^17 - 771*u^18 - 4369*u^19 + 2171*u^20 + 4742*u^21 - 2774*u^22 - 4868*u^23 + 2017*u^24 + 4098*u^25 - 1093*u^26 - 2523*u^27 + 546*u^28 + 1058*u^29 - 238*u^30 - 284*u^31 + 73*u^32 + 44*u^33 - 13*u^34 - 3*u^35 + u^36",
							"1 + 3*u^2 - 21*u^3 + 3*u^4 - 38*u^5 + 78*u^6 - 76*u^7 + 188*u^8 - 46*u^9 - 518*u^10 - 700*u^11 + 1066*u^12 + 2758*u^13 - 1370*u^14 - 4068*u^15 + 687*u^16 + 4232*u^17 - 771*u^18 - 4369*u^19 + 2171*u^20 + 4742*u^21 - 2774*u^22 - 4868*u^23 + 2017*u^24 + 4098*u^25 - 1093*u^26 - 2523*u^27 + 546*u^28 + 1058*u^29 - 238*u^30 - 284*u^31 + 73*u^32 + 44*u^33 - 13*u^34 - 3*u^35 + u^36",
							"1 + 3*u^2 - 23*u^3 + 57*u^4 - 92*u^5 - 152*u^6 + 324*u^7 - 270*u^8 - 96*u^9 + 990*u^10 - 514*u^11 - 8*u^12 + 652*u^13 - 2708*u^14 - 262*u^15 + 3585*u^16 - 30*u^17 - 1189*u^18 + 89*u^19 - 1333*u^20 - 190*u^21 + 1462*u^22 + 388*u^23 - 217*u^24 - 488*u^25 - 573*u^26 + 387*u^27 + 554*u^28 - 198*u^29 - 266*u^30 + 64*u^31 + 77*u^32 - 12*u^33 - 13*u^34 + u^35 + u^36",
							"1 - 14*u + 31*u^2 - 55*u^3 + 87*u^4 - 94*u^5 - 70*u^6 + 922*u^7 - 1332*u^8 - 1046*u^9 + 3332*u^10 - 1176*u^11 - 2526*u^12 + 3586*u^13 - 1274*u^14 - 2610*u^15 + 3501*u^16 - 1020*u^17 - 1549*u^18 + 3225*u^19 - 1667*u^20 - 2356*u^21 + 2576*u^22 + 472*u^23 - 1405*u^24 + 466*u^25 + 207*u^26 - 467*u^27 + 198*u^28 + 222*u^29 - 154*u^30 - 66*u^31 + 55*u^32 + 12*u^33 - 11*u^34 - u^35 + u^36"
						],
						"uPolys":[
							"1 - 6*u - 7*u^2 + 295*u^3 - 633*u^4 + 1186*u^5 - 710*u^6 + 1030*u^7 - 2608*u^8 + 2426*u^9 - 3496*u^10 + 2208*u^11 + 1384*u^12 + 6146*u^13 - 7488*u^14 - 4538*u^15 + 2025*u^16 + 9018*u^17 + 709*u^18 - 3767*u^19 - 1031*u^20 + 1818*u^21 + 3574*u^22 - 288*u^23 - 1253*u^24 - 2062*u^25 + 1071*u^26 + 613*u^27 + 16*u^28 - 746*u^29 - 34*u^30 + 128*u^31 + 47*u^32 - 56*u^33 - 15*u^34 + 11*u^35 + u^36",
							"43 - 172*u + 629*u^2 - 1669*u^3 + 2673*u^4 - 5534*u^5 + 10114*u^6 - 13246*u^7 + 19090*u^8 - 27528*u^9 + 29800*u^10 - 34320*u^11 + 35584*u^12 - 36206*u^13 + 27714*u^14 - 23726*u^15 + 17617*u^16 - 9712*u^17 + 5601*u^18 - 1389*u^19 + 2233*u^20 - 1502*u^21 + 2652*u^22 - 3306*u^23 + 4393*u^24 - 4710*u^25 + 3765*u^26 - 3245*u^27 + 2268*u^28 - 1608*u^29 + 1020*u^30 - 510*u^31 + 225*u^32 - 92*u^33 + 49*u^34 - 15*u^35 + u^36",
							"1 - 14*u + 31*u^2 - 55*u^3 + 87*u^4 - 94*u^5 - 70*u^6 + 922*u^7 - 1332*u^8 - 1046*u^9 + 3332*u^10 - 1176*u^11 - 2526*u^12 + 3586*u^13 - 1274*u^14 - 2610*u^15 + 3501*u^16 - 1020*u^17 - 1549*u^18 + 3225*u^19 - 1667*u^20 - 2356*u^21 + 2576*u^22 + 472*u^23 - 1405*u^24 + 466*u^25 + 207*u^26 - 467*u^27 + 198*u^28 + 222*u^29 - 154*u^30 - 66*u^31 + 55*u^32 + 12*u^33 - 11*u^34 - u^35 + u^36",
							"1 + 3*u^2 - 21*u^3 + 3*u^4 - 38*u^5 + 78*u^6 - 76*u^7 + 188*u^8 - 46*u^9 - 518*u^10 - 700*u^11 + 1066*u^12 + 2758*u^13 - 1370*u^14 - 4068*u^15 + 687*u^16 + 4232*u^17 - 771*u^18 - 4369*u^19 + 2171*u^20 + 4742*u^21 - 2774*u^22 - 4868*u^23 + 2017*u^24 + 4098*u^25 - 1093*u^26 - 2523*u^27 + 546*u^28 + 1058*u^29 - 238*u^30 - 284*u^31 + 73*u^32 + 44*u^33 - 13*u^34 - 3*u^35 + u^36",
							"1 - 4*u - 15*u^2 + 47*u^3 + 33*u^4 - 84*u^5 - 250*u^6 + 250*u^7 + 768*u^8 - 894*u^9 - 594*u^10 + 96*u^11 + 3000*u^12 - 3196*u^13 - 458*u^14 + 594*u^15 + 5201*u^16 - 7962*u^17 + 2973*u^18 + 1931*u^19 - 147*u^20 - 3924*u^21 + 3162*u^22 - 20*u^23 - 719*u^24 - 686*u^25 + 1029*u^26 - 341*u^27 - 100*u^28 - 20*u^29 + 114*u^30 - 66*u^31 + 7*u^32 + 2*u^33 + 3*u^34 - 3*u^35 + u^36",
							"1 + 3*u^2 - 23*u^3 + 57*u^4 - 92*u^5 - 152*u^6 + 324*u^7 - 270*u^8 - 96*u^9 + 990*u^10 - 514*u^11 - 8*u^12 + 652*u^13 - 2708*u^14 - 262*u^15 + 3585*u^16 - 30*u^17 - 1189*u^18 + 89*u^19 - 1333*u^20 - 190*u^21 + 1462*u^22 + 388*u^23 - 217*u^24 - 488*u^25 - 573*u^26 + 387*u^27 + 554*u^28 - 198*u^29 - 266*u^30 + 64*u^31 + 77*u^32 - 12*u^33 - 13*u^34 + u^35 + u^36",
							"1 + 3*u^2 - 21*u^3 + 3*u^4 - 38*u^5 + 78*u^6 - 76*u^7 + 188*u^8 - 46*u^9 - 518*u^10 - 700*u^11 + 1066*u^12 + 2758*u^13 - 1370*u^14 - 4068*u^15 + 687*u^16 + 4232*u^17 - 771*u^18 - 4369*u^19 + 2171*u^20 + 4742*u^21 - 2774*u^22 - 4868*u^23 + 2017*u^24 + 4098*u^25 - 1093*u^26 - 2523*u^27 + 546*u^28 + 1058*u^29 - 238*u^30 - 284*u^31 + 73*u^32 + 44*u^33 - 13*u^34 - 3*u^35 + u^36",
							"1 + 3*u^2 - 21*u^3 + 3*u^4 - 38*u^5 + 78*u^6 - 76*u^7 + 188*u^8 - 46*u^9 - 518*u^10 - 700*u^11 + 1066*u^12 + 2758*u^13 - 1370*u^14 - 4068*u^15 + 687*u^16 + 4232*u^17 - 771*u^18 - 4369*u^19 + 2171*u^20 + 4742*u^21 - 2774*u^22 - 4868*u^23 + 2017*u^24 + 4098*u^25 - 1093*u^26 - 2523*u^27 + 546*u^28 + 1058*u^29 - 238*u^30 - 284*u^31 + 73*u^32 + 44*u^33 - 13*u^34 - 3*u^35 + u^36",
							"1 + 3*u^2 - 23*u^3 + 57*u^4 - 92*u^5 - 152*u^6 + 324*u^7 - 270*u^8 - 96*u^9 + 990*u^10 - 514*u^11 - 8*u^12 + 652*u^13 - 2708*u^14 - 262*u^15 + 3585*u^16 - 30*u^17 - 1189*u^18 + 89*u^19 - 1333*u^20 - 190*u^21 + 1462*u^22 + 388*u^23 - 217*u^24 - 488*u^25 - 573*u^26 + 387*u^27 + 554*u^28 - 198*u^29 - 266*u^30 + 64*u^31 + 77*u^32 - 12*u^33 - 13*u^34 + u^35 + u^36",
							"1 - 14*u + 31*u^2 - 55*u^3 + 87*u^4 - 94*u^5 - 70*u^6 + 922*u^7 - 1332*u^8 - 1046*u^9 + 3332*u^10 - 1176*u^11 - 2526*u^12 + 3586*u^13 - 1274*u^14 - 2610*u^15 + 3501*u^16 - 1020*u^17 - 1549*u^18 + 3225*u^19 - 1667*u^20 - 2356*u^21 + 2576*u^22 + 472*u^23 - 1405*u^24 + 466*u^25 + 207*u^26 - 467*u^27 + 198*u^28 + 222*u^29 - 154*u^30 - 66*u^31 + 55*u^32 + 12*u^33 - 11*u^34 - u^35 + u^36"
						],
						"aCuspShape":"(-2*(2461009354630675665 - 89236694175729443060*u - 327030848739487782020*u^2 - 57620021639471435978*u^3 + 186835100753119104502*u^4 + 1412510949170195085882*u^5 - 333478863853211604690*u^6 + 1283836379646780143316*u^7 - 4483693192248100359966*u^8 - 10486286559172133316484*u^9 + 3778659163779738928300*u^10 + 37326917647852151420624*u^11 + 22582217459099038288330*u^12 - 66797663805715393986116*u^13 - 57603927197479021988086*u^14 + 63563173470216653129030*u^15 + 68931131072602923594604*u^16 - 56436827973648883385152*u^17 - 56807919034559704217220*u^18 + 81018399898878605378366*u^19 + 49961040165917235712350*u^20 - 103138421272012008771934*u^21 - 59554892289416740486682*u^22 + 89786721860894741581908*u^23 + 62835296503393619035042*u^24 - 56333282702803897962992*u^25 - 45121468236001702305084*u^26 + 27090801830622174687112*u^27 + 20838109909784144092506*u^28 - 9938523984127485524822*u^29 - 5972162656248969616534*u^30 + 2574911008230539564382*u^31 + 972656845958772409968*u^32 - 408866026581326547370*u^33 - 69196690017597413536*u^34 + 29455535795989827560*u^35))\/14177581577372014769",
						"RepresentationsN":[
							[
								"u->0.374032 + 0.914066 I",
								"a->-0.115745 + 1.06445 I",
								"b->0.39274 + 1.61774 I"
							],
							[
								"u->0.374032 - 0.914066 I",
								"a->-0.115745 - 1.06445 I",
								"b->0.39274 - 1.61774 I"
							],
							[
								"u->-0.482693 + 0.837528 I",
								"a->0.27444 + 1.43336 I",
								"b->-0.48043 + 1.77937 I"
							],
							[
								"u->-0.482693 - 0.837528 I",
								"a->0.27444 - 1.43336 I",
								"b->-0.48043 - 1.77937 I"
							],
							[
								"u->-0.682211 + 0.817416 I",
								"a->0.932948 + 0.700627 I",
								"b->-0.21456 + 1.43556 I"
							],
							[
								"u->-0.682211 - 0.817416 I",
								"a->0.932948 - 0.700627 I",
								"b->-0.21456 - 1.43556 I"
							],
							[
								"u->1.24034",
								"a->1.4403",
								"b->-0.439862"
							],
							[
								"u->-1.32656 + 0.141059 I",
								"a->-0.897495 - 0.822985 I",
								"b->0.382546 - 1.2683 I"
							],
							[
								"u->-1.32656 - 0.141059 I",
								"a->-0.897495 + 0.822985 I",
								"b->0.382546 + 1.2683 I"
							],
							[
								"u->-0.399963 + 0.52537 I",
								"a->1.08446 - 1.08372 I",
								"b->0.289305 + 0.032283 I"
							],
							[
								"u->-0.399963 - 0.52537 I",
								"a->1.08446 + 1.08372 I",
								"b->0.289305 - 0.032283 I"
							],
							[
								"u->0.545615 + 0.371407 I",
								"a->-0.622878 - 0.360163 I",
								"b->0.204444 + 0.269001 I"
							],
							[
								"u->0.545615 - 0.371407 I",
								"a->-0.622878 + 0.360163 I",
								"b->0.204444 - 0.269001 I"
							],
							[
								"u->-1.34346",
								"a->-0.912003",
								"b->2.41867"
							],
							[
								"u->1.37089 + 0.090628 I",
								"a->0.660532 - 0.421889 I",
								"b->-0.393 - 1.73201 I"
							],
							[
								"u->1.37089 - 0.090628 I",
								"a->0.660532 + 0.421889 I",
								"b->-0.393 + 1.73201 I"
							],
							[
								"u->-1.39633",
								"a->-0.729782",
								"b->12.3968"
							],
							[
								"u->1.46569",
								"a->-0.0582965",
								"b->1.01413"
							],
							[
								"u->0.120769 + 0.518709 I",
								"a->-0.34492 - 2.82501 I",
								"b->-0.14105 - 1.04861 I"
							],
							[
								"u->0.120769 - 0.518709 I",
								"a->-0.34492 + 2.82501 I",
								"b->-0.14105 + 1.04861 I"
							],
							[
								"u->1.45659 + 0.18746 I",
								"a->-0.183193 - 0.880025 I",
								"b->-0.350456 - 0.614358 I"
							],
							[
								"u->1.45659 - 0.18746 I",
								"a->-0.183193 + 0.880025 I",
								"b->-0.350456 + 0.614358 I"
							],
							[
								"u->1.4074 + 0.4444 I",
								"a->-0.547365 + 0.331992 I",
								"b->1.1913 + 1.15658 I"
							],
							[
								"u->1.4074 - 0.4444 I",
								"a->-0.547365 - 0.331992 I",
								"b->1.1913 - 1.15658 I"
							],
							[
								"u->-0.306066 + 0.424951 I",
								"a->-0.816894 + 0.202983 I",
								"b->-0.749449 + 0.484112 I"
							],
							[
								"u->-0.306066 - 0.424951 I",
								"a->-0.816894 - 0.202983 I",
								"b->-0.749449 - 0.484112 I"
							],
							[
								"u->-1.49125 + 0.15772 I",
								"a->0.263366 - 0.575561 I",
								"b->0.010884 - 0.381896 I"
							],
							[
								"u->-1.49125 - 0.15772 I",
								"a->0.263366 + 0.575561 I",
								"b->0.010884 + 0.381896 I"
							],
							[
								"u->-1.49131 + 0.32149 I",
								"a->0.669876 + 0.507097 I",
								"b->-1.2555 + 1.5818 I"
							],
							[
								"u->-1.49131 - 0.32149 I",
								"a->0.669876 - 0.507097 I",
								"b->-1.2555 - 1.5818 I"
							],
							[
								"u->1.51652 + 0.3039 I",
								"a->-0.792548 + 0.56774 I",
								"b->1.126 + 1.82198 I"
							],
							[
								"u->1.51652 - 0.3039 I",
								"a->-0.792548 - 0.56774 I",
								"b->1.126 - 1.82198 I"
							],
							[
								"u->0.408894",
								"a->2.8709",
								"b->1.7134"
							],
							[
								"u->-0.149951 + 0.342435 I",
								"a->-0.63819 - 2.5947 I",
								"b->-0.423633 - 1.03148 I"
							],
							[
								"u->-0.149951 - 0.342435 I",
								"a->-0.63819 + 2.5947 I",
								"b->-0.423633 + 1.03148 I"
							],
							[
								"u->1.70127",
								"a->-0.46391",
								"b->0.718631"
							]
						],
						"Epsilon":0.554382,
						"uPolys_ij":[
							"1 + 3*u^2 - 21*u^3 + 3*u^4 - 38*u^5 + 78*u^6 - 76*u^7 + 188*u^8 - 46*u^9 - 518*u^10 - 700*u^11 + 1066*u^12 + 2758*u^13 - 1370*u^14 - 4068*u^15 + 687*u^16 + 4232*u^17 - 771*u^18 - 4369*u^19 + 2171*u^20 + 4742*u^21 - 2774*u^22 - 4868*u^23 + 2017*u^24 + 4098*u^25 - 1093*u^26 - 2523*u^27 + 546*u^28 + 1058*u^29 - 238*u^30 - 284*u^31 + 73*u^32 + 44*u^33 - 13*u^34 - 3*u^35 + u^36",
							"1 + 6*u + 15*u^2 - 267*u^3 - 743*u^4 - 4076*u^5 - 1472*u^6 - 8796*u^7 + 9730*u^8 - 103876*u^9 + 682650*u^10 - 2225938*u^11 + 6691456*u^12 - 17011092*u^13 + 33015400*u^14 - 52614564*u^15 + 75874307*u^16 - 101704562*u^17 + 124837457*u^18 - 140569721*u^19 + 147551069*u^20 - 145206204*u^21 + 133276964*u^22 - 113455108*u^23 + 88857407*u^24 - 62874954*u^25 + 39138539*u^26 - 20862071*u^27 + 9312500*u^28 - 3419724*u^29 + 1016368*u^30 - 240028*u^31 + 43949*u^32 - 6014*u^33 + 579*u^34 - 35*u^35 + u^36",
							"-847 - 2024*u + 3055*u^2 + 27697*u^3 + 45471*u^4 - 38174*u^5 - 195328*u^6 - 139652*u^7 + 97906*u^8 + 4232*u^9 + 132034*u^10 + 1239786*u^11 + 1109234*u^12 - 1664124*u^13 - 2498230*u^14 + 883966*u^15 + 2671201*u^16 + 150672*u^17 - 1743127*u^18 - 648065*u^19 + 551749*u^20 + 343754*u^21 - 111042*u^22 - 111834*u^23 + 19003*u^24 + 39360*u^25 + 8575*u^26 - 4325*u^27 - 1478*u^28 + 1210*u^29 + 850*u^30 + 118*u^31 - 19*u^32 + 30*u^33 + 29*u^34 + 9*u^35 + u^36",
							"1 - 12*u + 13*u^2 + 37*u^3 + 237*u^4 - 624*u^5 - 544*u^6 + 6612*u^7 - 24950*u^8 + 54296*u^9 - 113634*u^10 + 153098*u^11 - 211100*u^12 + 284984*u^13 - 523964*u^14 + 987362*u^15 - 1658793*u^16 + 2509844*u^17 - 3035625*u^18 + 3389683*u^19 - 2964655*u^20 + 2554560*u^21 - 1578056*u^22 + 1090422*u^23 - 438745*u^24 + 253004*u^25 - 50203*u^26 + 28143*u^27 + 4016*u^28 - 96*u^29 + 2236*u^30 - 458*u^31 + 353*u^32 - 60*u^33 + 29*u^34 - 3*u^35 + u^36",
							"-73 + 602*u - 2281*u^2 + 5775*u^3 - 8147*u^4 + 336*u^5 + 37676*u^6 - 120048*u^7 + 153660*u^8 - 481598*u^9 + 655176*u^10 - 805020*u^11 + 1408968*u^12 - 1283592*u^13 + 1875722*u^14 - 2048330*u^15 + 2234543*u^16 - 2629732*u^17 + 2472957*u^18 - 2565411*u^19 + 2182475*u^20 - 1868590*u^21 + 1404432*u^22 - 1000358*u^23 + 651837*u^24 - 390480*u^25 + 220597*u^26 - 111767*u^27 + 54694*u^28 - 23534*u^29 + 9764*u^30 - 3558*u^31 + 1177*u^32 - 348*u^33 + 79*u^34 - 17*u^35 + u^36",
							"-223 + 2162*u - 7133*u^2 + 9775*u^3 - 16687*u^4 + 80536*u^5 - 233136*u^6 + 291052*u^7 - 184626*u^8 + 95042*u^9 + 38142*u^10 - 1298648*u^11 + 2221908*u^12 - 3045322*u^13 + 5518394*u^14 - 6593614*u^15 + 8464897*u^16 - 9094064*u^17 + 9360187*u^18 - 9597411*u^19 + 7742739*u^20 - 7241428*u^21 + 5187712*u^22 - 3714646*u^23 + 2301605*u^24 - 1216744*u^25 + 640235*u^26 - 268393*u^27 + 116666*u^28 - 42002*u^29 + 13934*u^30 - 4640*u^31 + 1059*u^32 - 338*u^33 + 47*u^34 - 13*u^35 + u^36",
							"43 - 172*u + 629*u^2 - 1669*u^3 + 2673*u^4 - 5534*u^5 + 10114*u^6 - 13246*u^7 + 19090*u^8 - 27528*u^9 + 29800*u^10 - 34320*u^11 + 35584*u^12 - 36206*u^13 + 27714*u^14 - 23726*u^15 + 17617*u^16 - 9712*u^17 + 5601*u^18 - 1389*u^19 + 2233*u^20 - 1502*u^21 + 2652*u^22 - 3306*u^23 + 4393*u^24 - 4710*u^25 + 3765*u^26 - 3245*u^27 + 2268*u^28 - 1608*u^29 + 1020*u^30 - 510*u^31 + 225*u^32 - 92*u^33 + 49*u^34 - 15*u^35 + u^36",
							"-7763 + 16768*u + 52303*u^2 + 292323*u^3 - 1911253*u^4 - 596648*u^5 + 12986456*u^6 - 10410674*u^7 - 11906174*u^8 - 13402570*u^9 + 30430826*u^10 + 26153122*u^11 + 49496494*u^12 - 110245194*u^13 - 98712328*u^14 - 36691364*u^15 + 58168811*u^16 + 53502270*u^17 + 76862333*u^18 - 47266255*u^19 - 60525735*u^20 + 9354850*u^21 + 25513124*u^22 - 5064530*u^23 - 645885*u^24 + 180864*u^25 - 131025*u^26 - 84953*u^27 + 18372*u^28 - 25926*u^29 + 23610*u^30 - 9052*u^31 + 2829*u^32 - 632*u^33 + 113*u^34 - 17*u^35 + u^36",
							"1849 + 24510*u + 51383*u^2 - 456819*u^3 - 1519035*u^4 - 3662472*u^5 - 5404512*u^6 - 14540048*u^7 - 44309070*u^8 - 121902480*u^9 - 235532622*u^10 - 344150986*u^11 - 350712016*u^12 - 238841908*u^13 - 31402584*u^14 + 126036076*u^15 + 182316227*u^16 + 106309574*u^17 + 14414077*u^18 - 46058825*u^19 - 37967707*u^20 - 6502940*u^21 + 17826284*u^22 + 20259008*u^23 + 10822199*u^24 + 1580386*u^25 - 2178037*u^26 - 1904347*u^27 - 827848*u^28 - 104596*u^29 + 60216*u^30 + 35472*u^31 + 13041*u^32 + 326*u^33 + 91*u^34 - 127*u^35 + u^36",
							"31 + 136*u - 497*u^2 - 545*u^3 + 11379*u^4 - 5472*u^5 - 85686*u^6 + 149344*u^7 + 103436*u^8 - 923118*u^9 + 1039974*u^10 + 107676*u^11 - 1844720*u^12 + 1703842*u^13 + 1015716*u^14 - 3439950*u^15 + 5903649*u^16 - 4357606*u^17 + 1545839*u^18 - 1750589*u^19 - 1042303*u^20 - 1424530*u^21 + 192138*u^22 - 755288*u^23 + 534199*u^24 - 58218*u^25 + 218329*u^26 + 74413*u^27 + 46798*u^28 + 29560*u^29 + 6594*u^30 + 5100*u^31 + 637*u^32 + 450*u^33 + 37*u^34 + 17*u^35 + u^36",
							"449 + 6806*u + 48877*u^2 + 205085*u^3 + 491787*u^4 + 456784*u^5 - 760966*u^6 - 2074544*u^7 + 3255788*u^8 + 26265502*u^9 + 71330712*u^10 + 122331538*u^11 + 143514332*u^12 + 109135202*u^13 + 40375648*u^14 - 6417692*u^15 - 5584785*u^16 + 5212762*u^17 - 17172813*u^18 - 54177077*u^19 - 54622067*u^20 - 14503340*u^21 + 19924136*u^22 + 20710488*u^23 + 4775215*u^24 - 4012258*u^25 - 2999807*u^26 - 287241*u^27 + 439382*u^28 + 171664*u^29 - 8750*u^30 - 19032*u^31 - 3365*u^32 + 494*u^33 + 243*u^34 + 29*u^35 + u^36",
							"-156367 - 1287690*u - 1159869*u^2 + 13701215*u^3 + 38564785*u^4 - 165201866*u^5 - 262367608*u^6 + 206405950*u^7 + 469463608*u^8 - 237509838*u^9 - 478766130*u^10 + 251399466*u^11 + 346382932*u^12 - 251628182*u^13 - 291732640*u^14 + 160417502*u^15 + 189673721*u^16 - 28110074*u^17 - 79672383*u^18 + 1614035*u^19 + 12220133*u^20 + 2632152*u^21 - 4719910*u^22 + 953106*u^23 + 177037*u^24 + 792462*u^25 - 782959*u^26 + 371651*u^27 - 124872*u^28 + 47394*u^29 - 27142*u^30 + 12344*u^31 - 3967*u^32 + 826*u^33 - 93*u^34 + 3*u^35 + u^36",
							"-1189 - 7778*u - 32679*u^2 - 100629*u^3 - 158757*u^4 - 315380*u^5 - 526274*u^6 - 995188*u^7 - 4631828*u^8 - 5206704*u^9 + 5142368*u^10 + 9716476*u^11 + 14233796*u^12 - 3059678*u^13 - 13459932*u^14 - 9131490*u^15 - 2849467*u^16 + 8437818*u^17 + 10289287*u^18 - 5859071*u^19 - 1167761*u^20 - 837180*u^21 - 1035354*u^22 + 1941484*u^23 + 66903*u^24 - 770896*u^25 + 205113*u^26 + 138373*u^27 - 84698*u^28 - 7658*u^29 + 15536*u^30 - 1488*u^31 - 1435*u^32 + 296*u^33 + 49*u^34 - 17*u^35 + u^36",
							"1279 + 1144*u + 13001*u^2 - 15415*u^3 + 68699*u^4 - 121080*u^5 + 405932*u^6 - 668240*u^7 + 1332064*u^8 - 2385620*u^9 + 3970530*u^10 - 5762786*u^11 + 7737202*u^12 - 10411052*u^13 + 12038298*u^14 - 13819250*u^15 + 13620373*u^16 - 10319172*u^17 + 8682053*u^18 - 6055831*u^19 + 1579087*u^20 + 1521026*u^21 - 4348214*u^22 + 4218222*u^23 - 1905*u^24 - 2203688*u^25 + 797057*u^26 + 402271*u^27 - 262538*u^28 - 18470*u^29 + 37044*u^30 - 3328*u^31 - 2403*u^32 + 462*u^33 + 47*u^34 - 17*u^35 + u^36",
							"1 + 18*u + 159*u^2 + 785*u^3 + 2009*u^4 - 1062*u^5 + 5510*u^6 + 14548*u^7 + 550462*u^8 - 974322*u^9 + 301920*u^10 - 5119702*u^11 + 19530688*u^12 - 34256042*u^13 + 33029034*u^14 - 3455624*u^15 - 27483453*u^16 + 13851292*u^17 + 23965719*u^18 - 31812977*u^19 + 11434865*u^20 + 3778564*u^21 - 4600576*u^22 + 1979872*u^23 - 2341689*u^24 + 2961118*u^25 - 1853353*u^26 + 563797*u^27 - 83092*u^28 + 20046*u^29 - 9574*u^30 - 312*u^31 + 861*u^32 + 400*u^33 + 97*u^34 + 13*u^35 + u^36",
							"1 + 3*u^2 - 23*u^3 + 57*u^4 - 92*u^5 - 152*u^6 + 324*u^7 - 270*u^8 - 96*u^9 + 990*u^10 - 514*u^11 - 8*u^12 + 652*u^13 - 2708*u^14 - 262*u^15 + 3585*u^16 - 30*u^17 - 1189*u^18 + 89*u^19 - 1333*u^20 - 190*u^21 + 1462*u^22 + 388*u^23 - 217*u^24 - 488*u^25 - 573*u^26 + 387*u^27 + 554*u^28 - 198*u^29 - 266*u^30 + 64*u^31 + 77*u^32 - 12*u^33 - 13*u^34 + u^35 + u^36",
							"-7 + 180*u - 2007*u^2 + 12395*u^3 - 43895*u^4 + 75624*u^5 + 10892*u^6 - 225752*u^7 + 14482*u^8 + 550222*u^9 + 485810*u^10 - 902126*u^11 - 2209680*u^12 - 796470*u^13 + 2631160*u^14 + 4851148*u^15 + 3452543*u^16 - 1306128*u^17 - 6036989*u^18 - 8199303*u^19 - 7399007*u^20 - 4870108*u^21 - 2325864*u^22 - 564614*u^23 + 273497*u^24 + 484828*u^25 + 409977*u^26 + 258823*u^27 + 137630*u^28 + 62756*u^29 + 25180*u^30 + 8880*u^31 + 2661*u^32 + 682*u^33 + 129*u^34 + 19*u^35 + u^36",
							"2881 + 56194*u + 374207*u^2 + 1383915*u^3 + 3366365*u^4 + 7304110*u^5 + 1027764*u^6 + 19771866*u^7 - 7642554*u^8 + 14735992*u^9 - 15881016*u^10 + 5102614*u^11 - 11570516*u^12 + 1583924*u^13 + 18726886*u^14 + 15755438*u^15 + 27077091*u^16 - 6677086*u^17 + 5549927*u^18 - 9404473*u^19 + 2192305*u^20 - 1070530*u^21 - 920700*u^22 + 1481340*u^23 - 1536667*u^24 + 813996*u^25 - 518021*u^26 + 192243*u^27 - 62442*u^28 + 19720*u^29 - 454*u^30 + 352*u^31 + 469*u^32 - 68*u^33 + 37*u^34 - 3*u^35 + u^36",
							"1 - 14*u + 31*u^2 - 55*u^3 + 87*u^4 - 94*u^5 - 70*u^6 + 922*u^7 - 1332*u^8 - 1046*u^9 + 3332*u^10 - 1176*u^11 - 2526*u^12 + 3586*u^13 - 1274*u^14 - 2610*u^15 + 3501*u^16 - 1020*u^17 - 1549*u^18 + 3225*u^19 - 1667*u^20 - 2356*u^21 + 2576*u^22 + 472*u^23 - 1405*u^24 + 466*u^25 + 207*u^26 - 467*u^27 + 198*u^28 + 222*u^29 - 154*u^30 - 66*u^31 + 55*u^32 + 12*u^33 - 11*u^34 - u^35 + u^36",
							"1 - 4*u - 15*u^2 + 47*u^3 + 33*u^4 - 84*u^5 - 250*u^6 + 250*u^7 + 768*u^8 - 894*u^9 - 594*u^10 + 96*u^11 + 3000*u^12 - 3196*u^13 - 458*u^14 + 594*u^15 + 5201*u^16 - 7962*u^17 + 2973*u^18 + 1931*u^19 - 147*u^20 - 3924*u^21 + 3162*u^22 - 20*u^23 - 719*u^24 - 686*u^25 + 1029*u^26 - 341*u^27 - 100*u^28 - 20*u^29 + 114*u^30 - 66*u^31 + 7*u^32 + 2*u^33 + 3*u^34 - 3*u^35 + u^36",
							"1 + 134*u - 405*u^2 + 403*u^3 + 16041*u^4 + 24804*u^5 + 12*u^6 + 468596*u^7 + 2825350*u^8 + 7097584*u^9 + 8934294*u^10 + 3268398*u^11 - 6136832*u^12 - 7031540*u^13 + 5000460*u^14 + 16489792*u^15 + 11598439*u^16 - 6094278*u^17 - 17262015*u^18 - 10860583*u^19 + 4564517*u^20 + 13919796*u^21 + 12027728*u^22 + 4693212*u^23 - 871601*u^24 - 2416618*u^25 - 1613985*u^26 - 531953*u^27 + 13712*u^28 + 123320*u^29 + 79576*u^30 + 31500*u^31 + 8837*u^32 + 1794*u^33 + 255*u^34 + 23*u^35 + u^36",
							"1 - 6*u + 123*u^2 + 491*u^3 - 2435*u^4 + 10528*u^5 + 53448*u^6 - 43192*u^7 - 240426*u^8 + 389976*u^9 + 1635770*u^10 - 245358*u^11 - 6432816*u^12 - 7578156*u^13 + 5669948*u^14 + 23120644*u^15 + 22686747*u^16 + 1333138*u^17 - 18290747*u^18 - 17189059*u^19 - 1611883*u^20 + 9937732*u^21 + 9522056*u^22 + 3112904*u^23 - 1293057*u^24 - 1670718*u^25 - 299213*u^26 + 659431*u^27 + 763064*u^28 + 475632*u^29 + 206144*u^30 + 66136*u^31 + 15885*u^32 + 2806*u^33 + 347*u^34 + 27*u^35 + u^36",
							"5809 - 16294*u + 58859*u^2 - 376885*u^3 + 786077*u^4 - 876056*u^5 + 1579532*u^6 + 1089216*u^7 - 3840910*u^8 - 3654856*u^9 + 3943330*u^10 + 10112858*u^11 + 1368508*u^12 - 16773240*u^13 - 10566392*u^14 + 14307772*u^15 + 20875159*u^16 - 7153696*u^17 - 20697615*u^18 - 56895*u^19 + 11730535*u^20 + 3705062*u^21 - 3870818*u^22 - 3135340*u^23 + 504969*u^24 + 1355332*u^25 + 163667*u^26 - 340531*u^27 - 98580*u^28 + 46594*u^29 + 22106*u^30 - 2118*u^31 - 2363*u^32 - 206*u^33 + 87*u^34 + 19*u^35 + u^36",
							"1 - 6*u - 7*u^2 + 295*u^3 - 633*u^4 + 1186*u^5 - 710*u^6 + 1030*u^7 - 2608*u^8 + 2426*u^9 - 3496*u^10 + 2208*u^11 + 1384*u^12 + 6146*u^13 - 7488*u^14 - 4538*u^15 + 2025*u^16 + 9018*u^17 + 709*u^18 - 3767*u^19 - 1031*u^20 + 1818*u^21 + 3574*u^22 - 288*u^23 - 1253*u^24 - 2062*u^25 + 1071*u^26 + 613*u^27 + 16*u^28 - 746*u^29 - 34*u^30 + 128*u^31 + 47*u^32 - 56*u^33 - 15*u^34 + 11*u^35 + u^36",
							"1 - 46*u + 667*u^2 - 4371*u^3 + 20021*u^4 - 78436*u^5 + 263812*u^6 - 761404*u^7 + 1877270*u^8 - 4096392*u^9 + 8076934*u^10 - 14232222*u^11 + 22290148*u^12 - 30247300*u^13 + 36797100*u^14 - 40170164*u^15 + 40866307*u^16 - 39295214*u^17 + 33470385*u^18 - 31372121*u^19 + 23030777*u^20 - 19679136*u^21 + 11881840*u^22 - 8541752*u^23 + 4108763*u^24 - 2424598*u^25 + 907643*u^26 - 439479*u^27 + 125568*u^28 - 49172*u^29 + 10940*u^30 - 3268*u^31 + 677*u^32 - 130*u^33 + 35*u^34 - 3*u^35 + u^36",
							"227 + 240*u - 2255*u^2 + 299*u^3 + 1097*u^4 - 44622*u^5 + 39086*u^6 + 396894*u^7 + 146494*u^8 - 1678006*u^9 - 2438832*u^10 + 3560348*u^11 + 9940628*u^12 - 1404128*u^13 - 20246908*u^14 - 11750406*u^15 + 23859515*u^16 + 29818630*u^17 - 10781689*u^18 - 37432397*u^19 - 9453209*u^20 + 25716362*u^21 + 15179894*u^22 - 7780598*u^23 - 7331535*u^24 + 552852*u^25 + 1736771*u^26 + 258583*u^27 - 220218*u^28 - 76394*u^29 + 13594*u^30 + 9164*u^31 - 113*u^32 - 542*u^33 - 29*u^34 + 13*u^35 + u^36",
							"1 + 50*u + 2323*u^2 + 65351*u^3 - 281967*u^4 + 1056804*u^5 + 9536*u^6 - 50604*u^7 - 3792810*u^8 - 3496100*u^9 - 4915270*u^10 + 18864758*u^11 + 28114884*u^12 + 99520652*u^13 + 90989052*u^14 + 157888880*u^15 + 95390347*u^16 + 94754486*u^17 + 27131413*u^18 - 11287631*u^19 - 19522135*u^20 - 40738216*u^21 - 16014572*u^22 - 15256948*u^23 - 2426949*u^24 + 1620626*u^25 + 1762387*u^26 + 2604275*u^27 + 1070580*u^28 + 793728*u^29 + 273020*u^30 + 114956*u^31 + 34009*u^32 + 7430*u^33 + 1551*u^34 + 151*u^35 + u^36"
						],
						"GeometricComponent":"{31, 32}",
						"uPolys_ij_N":[
							"1 + 3*u^2 - 21*u^3 + 3*u^4 - 38*u^5 + 78*u^6 - 76*u^7 + 188*u^8 - 46*u^9 - 518*u^10 - 700*u^11 + 1066*u^12 + 2758*u^13 - 1370*u^14 - 4068*u^15 + 687*u^16 + 4232*u^17 - 771*u^18 - 4369*u^19 + 2171*u^20 + 4742*u^21 - 2774*u^22 - 4868*u^23 + 2017*u^24 + 4098*u^25 - 1093*u^26 - 2523*u^27 + 546*u^28 + 1058*u^29 - 238*u^30 - 284*u^31 + 73*u^32 + 44*u^33 - 13*u^34 - 3*u^35 + u^36",
							"1 + 6*u + 15*u^2 - 267*u^3 - 743*u^4 - 4076*u^5 - 1472*u^6 - 8796*u^7 + 9730*u^8 - 103876*u^9 + 682650*u^10 - 2225938*u^11 + 6691456*u^12 - 17011092*u^13 + 33015400*u^14 - 52614564*u^15 + 75874307*u^16 - 101704562*u^17 + 124837457*u^18 - 140569721*u^19 + 147551069*u^20 - 145206204*u^21 + 133276964*u^22 - 113455108*u^23 + 88857407*u^24 - 62874954*u^25 + 39138539*u^26 - 20862071*u^27 + 9312500*u^28 - 3419724*u^29 + 1016368*u^30 - 240028*u^31 + 43949*u^32 - 6014*u^33 + 579*u^34 - 35*u^35 + u^36",
							"-847 - 2024*u + 3055*u^2 + 27697*u^3 + 45471*u^4 - 38174*u^5 - 195328*u^6 - 139652*u^7 + 97906*u^8 + 4232*u^9 + 132034*u^10 + 1239786*u^11 + 1109234*u^12 - 1664124*u^13 - 2498230*u^14 + 883966*u^15 + 2671201*u^16 + 150672*u^17 - 1743127*u^18 - 648065*u^19 + 551749*u^20 + 343754*u^21 - 111042*u^22 - 111834*u^23 + 19003*u^24 + 39360*u^25 + 8575*u^26 - 4325*u^27 - 1478*u^28 + 1210*u^29 + 850*u^30 + 118*u^31 - 19*u^32 + 30*u^33 + 29*u^34 + 9*u^35 + u^36",
							"1 - 12*u + 13*u^2 + 37*u^3 + 237*u^4 - 624*u^5 - 544*u^6 + 6612*u^7 - 24950*u^8 + 54296*u^9 - 113634*u^10 + 153098*u^11 - 211100*u^12 + 284984*u^13 - 523964*u^14 + 987362*u^15 - 1658793*u^16 + 2509844*u^17 - 3035625*u^18 + 3389683*u^19 - 2964655*u^20 + 2554560*u^21 - 1578056*u^22 + 1090422*u^23 - 438745*u^24 + 253004*u^25 - 50203*u^26 + 28143*u^27 + 4016*u^28 - 96*u^29 + 2236*u^30 - 458*u^31 + 353*u^32 - 60*u^33 + 29*u^34 - 3*u^35 + u^36",
							"-73 + 602*u - 2281*u^2 + 5775*u^3 - 8147*u^4 + 336*u^5 + 37676*u^6 - 120048*u^7 + 153660*u^8 - 481598*u^9 + 655176*u^10 - 805020*u^11 + 1408968*u^12 - 1283592*u^13 + 1875722*u^14 - 2048330*u^15 + 2234543*u^16 - 2629732*u^17 + 2472957*u^18 - 2565411*u^19 + 2182475*u^20 - 1868590*u^21 + 1404432*u^22 - 1000358*u^23 + 651837*u^24 - 390480*u^25 + 220597*u^26 - 111767*u^27 + 54694*u^28 - 23534*u^29 + 9764*u^30 - 3558*u^31 + 1177*u^32 - 348*u^33 + 79*u^34 - 17*u^35 + u^36",
							"-223 + 2162*u - 7133*u^2 + 9775*u^3 - 16687*u^4 + 80536*u^5 - 233136*u^6 + 291052*u^7 - 184626*u^8 + 95042*u^9 + 38142*u^10 - 1298648*u^11 + 2221908*u^12 - 3045322*u^13 + 5518394*u^14 - 6593614*u^15 + 8464897*u^16 - 9094064*u^17 + 9360187*u^18 - 9597411*u^19 + 7742739*u^20 - 7241428*u^21 + 5187712*u^22 - 3714646*u^23 + 2301605*u^24 - 1216744*u^25 + 640235*u^26 - 268393*u^27 + 116666*u^28 - 42002*u^29 + 13934*u^30 - 4640*u^31 + 1059*u^32 - 338*u^33 + 47*u^34 - 13*u^35 + u^36",
							"43 - 172*u + 629*u^2 - 1669*u^3 + 2673*u^4 - 5534*u^5 + 10114*u^6 - 13246*u^7 + 19090*u^8 - 27528*u^9 + 29800*u^10 - 34320*u^11 + 35584*u^12 - 36206*u^13 + 27714*u^14 - 23726*u^15 + 17617*u^16 - 9712*u^17 + 5601*u^18 - 1389*u^19 + 2233*u^20 - 1502*u^21 + 2652*u^22 - 3306*u^23 + 4393*u^24 - 4710*u^25 + 3765*u^26 - 3245*u^27 + 2268*u^28 - 1608*u^29 + 1020*u^30 - 510*u^31 + 225*u^32 - 92*u^33 + 49*u^34 - 15*u^35 + u^36",
							"-7763 + 16768*u + 52303*u^2 + 292323*u^3 - 1911253*u^4 - 596648*u^5 + 12986456*u^6 - 10410674*u^7 - 11906174*u^8 - 13402570*u^9 + 30430826*u^10 + 26153122*u^11 + 49496494*u^12 - 110245194*u^13 - 98712328*u^14 - 36691364*u^15 + 58168811*u^16 + 53502270*u^17 + 76862333*u^18 - 47266255*u^19 - 60525735*u^20 + 9354850*u^21 + 25513124*u^22 - 5064530*u^23 - 645885*u^24 + 180864*u^25 - 131025*u^26 - 84953*u^27 + 18372*u^28 - 25926*u^29 + 23610*u^30 - 9052*u^31 + 2829*u^32 - 632*u^33 + 113*u^34 - 17*u^35 + u^36",
							"1849 + 24510*u + 51383*u^2 - 456819*u^3 - 1519035*u^4 - 3662472*u^5 - 5404512*u^6 - 14540048*u^7 - 44309070*u^8 - 121902480*u^9 - 235532622*u^10 - 344150986*u^11 - 350712016*u^12 - 238841908*u^13 - 31402584*u^14 + 126036076*u^15 + 182316227*u^16 + 106309574*u^17 + 14414077*u^18 - 46058825*u^19 - 37967707*u^20 - 6502940*u^21 + 17826284*u^22 + 20259008*u^23 + 10822199*u^24 + 1580386*u^25 - 2178037*u^26 - 1904347*u^27 - 827848*u^28 - 104596*u^29 + 60216*u^30 + 35472*u^31 + 13041*u^32 + 326*u^33 + 91*u^34 - 127*u^35 + u^36",
							"31 + 136*u - 497*u^2 - 545*u^3 + 11379*u^4 - 5472*u^5 - 85686*u^6 + 149344*u^7 + 103436*u^8 - 923118*u^9 + 1039974*u^10 + 107676*u^11 - 1844720*u^12 + 1703842*u^13 + 1015716*u^14 - 3439950*u^15 + 5903649*u^16 - 4357606*u^17 + 1545839*u^18 - 1750589*u^19 - 1042303*u^20 - 1424530*u^21 + 192138*u^22 - 755288*u^23 + 534199*u^24 - 58218*u^25 + 218329*u^26 + 74413*u^27 + 46798*u^28 + 29560*u^29 + 6594*u^30 + 5100*u^31 + 637*u^32 + 450*u^33 + 37*u^34 + 17*u^35 + u^36",
							"449 + 6806*u + 48877*u^2 + 205085*u^3 + 491787*u^4 + 456784*u^5 - 760966*u^6 - 2074544*u^7 + 3255788*u^8 + 26265502*u^9 + 71330712*u^10 + 122331538*u^11 + 143514332*u^12 + 109135202*u^13 + 40375648*u^14 - 6417692*u^15 - 5584785*u^16 + 5212762*u^17 - 17172813*u^18 - 54177077*u^19 - 54622067*u^20 - 14503340*u^21 + 19924136*u^22 + 20710488*u^23 + 4775215*u^24 - 4012258*u^25 - 2999807*u^26 - 287241*u^27 + 439382*u^28 + 171664*u^29 - 8750*u^30 - 19032*u^31 - 3365*u^32 + 494*u^33 + 243*u^34 + 29*u^35 + u^36",
							"-156367 - 1287690*u - 1159869*u^2 + 13701215*u^3 + 38564785*u^4 - 165201866*u^5 - 262367608*u^6 + 206405950*u^7 + 469463608*u^8 - 237509838*u^9 - 478766130*u^10 + 251399466*u^11 + 346382932*u^12 - 251628182*u^13 - 291732640*u^14 + 160417502*u^15 + 189673721*u^16 - 28110074*u^17 - 79672383*u^18 + 1614035*u^19 + 12220133*u^20 + 2632152*u^21 - 4719910*u^22 + 953106*u^23 + 177037*u^24 + 792462*u^25 - 782959*u^26 + 371651*u^27 - 124872*u^28 + 47394*u^29 - 27142*u^30 + 12344*u^31 - 3967*u^32 + 826*u^33 - 93*u^34 + 3*u^35 + u^36",
							"-1189 - 7778*u - 32679*u^2 - 100629*u^3 - 158757*u^4 - 315380*u^5 - 526274*u^6 - 995188*u^7 - 4631828*u^8 - 5206704*u^9 + 5142368*u^10 + 9716476*u^11 + 14233796*u^12 - 3059678*u^13 - 13459932*u^14 - 9131490*u^15 - 2849467*u^16 + 8437818*u^17 + 10289287*u^18 - 5859071*u^19 - 1167761*u^20 - 837180*u^21 - 1035354*u^22 + 1941484*u^23 + 66903*u^24 - 770896*u^25 + 205113*u^26 + 138373*u^27 - 84698*u^28 - 7658*u^29 + 15536*u^30 - 1488*u^31 - 1435*u^32 + 296*u^33 + 49*u^34 - 17*u^35 + u^36",
							"1279 + 1144*u + 13001*u^2 - 15415*u^3 + 68699*u^4 - 121080*u^5 + 405932*u^6 - 668240*u^7 + 1332064*u^8 - 2385620*u^9 + 3970530*u^10 - 5762786*u^11 + 7737202*u^12 - 10411052*u^13 + 12038298*u^14 - 13819250*u^15 + 13620373*u^16 - 10319172*u^17 + 8682053*u^18 - 6055831*u^19 + 1579087*u^20 + 1521026*u^21 - 4348214*u^22 + 4218222*u^23 - 1905*u^24 - 2203688*u^25 + 797057*u^26 + 402271*u^27 - 262538*u^28 - 18470*u^29 + 37044*u^30 - 3328*u^31 - 2403*u^32 + 462*u^33 + 47*u^34 - 17*u^35 + u^36",
							"1 + 18*u + 159*u^2 + 785*u^3 + 2009*u^4 - 1062*u^5 + 5510*u^6 + 14548*u^7 + 550462*u^8 - 974322*u^9 + 301920*u^10 - 5119702*u^11 + 19530688*u^12 - 34256042*u^13 + 33029034*u^14 - 3455624*u^15 - 27483453*u^16 + 13851292*u^17 + 23965719*u^18 - 31812977*u^19 + 11434865*u^20 + 3778564*u^21 - 4600576*u^22 + 1979872*u^23 - 2341689*u^24 + 2961118*u^25 - 1853353*u^26 + 563797*u^27 - 83092*u^28 + 20046*u^29 - 9574*u^30 - 312*u^31 + 861*u^32 + 400*u^33 + 97*u^34 + 13*u^35 + u^36",
							"1 + 3*u^2 - 23*u^3 + 57*u^4 - 92*u^5 - 152*u^6 + 324*u^7 - 270*u^8 - 96*u^9 + 990*u^10 - 514*u^11 - 8*u^12 + 652*u^13 - 2708*u^14 - 262*u^15 + 3585*u^16 - 30*u^17 - 1189*u^18 + 89*u^19 - 1333*u^20 - 190*u^21 + 1462*u^22 + 388*u^23 - 217*u^24 - 488*u^25 - 573*u^26 + 387*u^27 + 554*u^28 - 198*u^29 - 266*u^30 + 64*u^31 + 77*u^32 - 12*u^33 - 13*u^34 + u^35 + u^36",
							"-7 + 180*u - 2007*u^2 + 12395*u^3 - 43895*u^4 + 75624*u^5 + 10892*u^6 - 225752*u^7 + 14482*u^8 + 550222*u^9 + 485810*u^10 - 902126*u^11 - 2209680*u^12 - 796470*u^13 + 2631160*u^14 + 4851148*u^15 + 3452543*u^16 - 1306128*u^17 - 6036989*u^18 - 8199303*u^19 - 7399007*u^20 - 4870108*u^21 - 2325864*u^22 - 564614*u^23 + 273497*u^24 + 484828*u^25 + 409977*u^26 + 258823*u^27 + 137630*u^28 + 62756*u^29 + 25180*u^30 + 8880*u^31 + 2661*u^32 + 682*u^33 + 129*u^34 + 19*u^35 + u^36",
							"2881 + 56194*u + 374207*u^2 + 1383915*u^3 + 3366365*u^4 + 7304110*u^5 + 1027764*u^6 + 19771866*u^7 - 7642554*u^8 + 14735992*u^9 - 15881016*u^10 + 5102614*u^11 - 11570516*u^12 + 1583924*u^13 + 18726886*u^14 + 15755438*u^15 + 27077091*u^16 - 6677086*u^17 + 5549927*u^18 - 9404473*u^19 + 2192305*u^20 - 1070530*u^21 - 920700*u^22 + 1481340*u^23 - 1536667*u^24 + 813996*u^25 - 518021*u^26 + 192243*u^27 - 62442*u^28 + 19720*u^29 - 454*u^30 + 352*u^31 + 469*u^32 - 68*u^33 + 37*u^34 - 3*u^35 + u^36",
							"1 - 14*u + 31*u^2 - 55*u^3 + 87*u^4 - 94*u^5 - 70*u^6 + 922*u^7 - 1332*u^8 - 1046*u^9 + 3332*u^10 - 1176*u^11 - 2526*u^12 + 3586*u^13 - 1274*u^14 - 2610*u^15 + 3501*u^16 - 1020*u^17 - 1549*u^18 + 3225*u^19 - 1667*u^20 - 2356*u^21 + 2576*u^22 + 472*u^23 - 1405*u^24 + 466*u^25 + 207*u^26 - 467*u^27 + 198*u^28 + 222*u^29 - 154*u^30 - 66*u^31 + 55*u^32 + 12*u^33 - 11*u^34 - u^35 + u^36",
							"1 - 4*u - 15*u^2 + 47*u^3 + 33*u^4 - 84*u^5 - 250*u^6 + 250*u^7 + 768*u^8 - 894*u^9 - 594*u^10 + 96*u^11 + 3000*u^12 - 3196*u^13 - 458*u^14 + 594*u^15 + 5201*u^16 - 7962*u^17 + 2973*u^18 + 1931*u^19 - 147*u^20 - 3924*u^21 + 3162*u^22 - 20*u^23 - 719*u^24 - 686*u^25 + 1029*u^26 - 341*u^27 - 100*u^28 - 20*u^29 + 114*u^30 - 66*u^31 + 7*u^32 + 2*u^33 + 3*u^34 - 3*u^35 + u^36",
							"1 + 134*u - 405*u^2 + 403*u^3 + 16041*u^4 + 24804*u^5 + 12*u^6 + 468596*u^7 + 2825350*u^8 + 7097584*u^9 + 8934294*u^10 + 3268398*u^11 - 6136832*u^12 - 7031540*u^13 + 5000460*u^14 + 16489792*u^15 + 11598439*u^16 - 6094278*u^17 - 17262015*u^18 - 10860583*u^19 + 4564517*u^20 + 13919796*u^21 + 12027728*u^22 + 4693212*u^23 - 871601*u^24 - 2416618*u^25 - 1613985*u^26 - 531953*u^27 + 13712*u^28 + 123320*u^29 + 79576*u^30 + 31500*u^31 + 8837*u^32 + 1794*u^33 + 255*u^34 + 23*u^35 + u^36",
							"1 - 6*u + 123*u^2 + 491*u^3 - 2435*u^4 + 10528*u^5 + 53448*u^6 - 43192*u^7 - 240426*u^8 + 389976*u^9 + 1635770*u^10 - 245358*u^11 - 6432816*u^12 - 7578156*u^13 + 5669948*u^14 + 23120644*u^15 + 22686747*u^16 + 1333138*u^17 - 18290747*u^18 - 17189059*u^19 - 1611883*u^20 + 9937732*u^21 + 9522056*u^22 + 3112904*u^23 - 1293057*u^24 - 1670718*u^25 - 299213*u^26 + 659431*u^27 + 763064*u^28 + 475632*u^29 + 206144*u^30 + 66136*u^31 + 15885*u^32 + 2806*u^33 + 347*u^34 + 27*u^35 + u^36",
							"5809 - 16294*u + 58859*u^2 - 376885*u^3 + 786077*u^4 - 876056*u^5 + 1579532*u^6 + 1089216*u^7 - 3840910*u^8 - 3654856*u^9 + 3943330*u^10 + 10112858*u^11 + 1368508*u^12 - 16773240*u^13 - 10566392*u^14 + 14307772*u^15 + 20875159*u^16 - 7153696*u^17 - 20697615*u^18 - 56895*u^19 + 11730535*u^20 + 3705062*u^21 - 3870818*u^22 - 3135340*u^23 + 504969*u^24 + 1355332*u^25 + 163667*u^26 - 340531*u^27 - 98580*u^28 + 46594*u^29 + 22106*u^30 - 2118*u^31 - 2363*u^32 - 206*u^33 + 87*u^34 + 19*u^35 + u^36",
							"1 - 6*u - 7*u^2 + 295*u^3 - 633*u^4 + 1186*u^5 - 710*u^6 + 1030*u^7 - 2608*u^8 + 2426*u^9 - 3496*u^10 + 2208*u^11 + 1384*u^12 + 6146*u^13 - 7488*u^14 - 4538*u^15 + 2025*u^16 + 9018*u^17 + 709*u^18 - 3767*u^19 - 1031*u^20 + 1818*u^21 + 3574*u^22 - 288*u^23 - 1253*u^24 - 2062*u^25 + 1071*u^26 + 613*u^27 + 16*u^28 - 746*u^29 - 34*u^30 + 128*u^31 + 47*u^32 - 56*u^33 - 15*u^34 + 11*u^35 + u^36",
							"1 - 46*u + 667*u^2 - 4371*u^3 + 20021*u^4 - 78436*u^5 + 263812*u^6 - 761404*u^7 + 1877270*u^8 - 4096392*u^9 + 8076934*u^10 - 14232222*u^11 + 22290148*u^12 - 30247300*u^13 + 36797100*u^14 - 40170164*u^15 + 40866307*u^16 - 39295214*u^17 + 33470385*u^18 - 31372121*u^19 + 23030777*u^20 - 19679136*u^21 + 11881840*u^22 - 8541752*u^23 + 4108763*u^24 - 2424598*u^25 + 907643*u^26 - 439479*u^27 + 125568*u^28 - 49172*u^29 + 10940*u^30 - 3268*u^31 + 677*u^32 - 130*u^33 + 35*u^34 - 3*u^35 + u^36",
							"227 + 240*u - 2255*u^2 + 299*u^3 + 1097*u^4 - 44622*u^5 + 39086*u^6 + 396894*u^7 + 146494*u^8 - 1678006*u^9 - 2438832*u^10 + 3560348*u^11 + 9940628*u^12 - 1404128*u^13 - 20246908*u^14 - 11750406*u^15 + 23859515*u^16 + 29818630*u^17 - 10781689*u^18 - 37432397*u^19 - 9453209*u^20 + 25716362*u^21 + 15179894*u^22 - 7780598*u^23 - 7331535*u^24 + 552852*u^25 + 1736771*u^26 + 258583*u^27 - 220218*u^28 - 76394*u^29 + 13594*u^30 + 9164*u^31 - 113*u^32 - 542*u^33 - 29*u^34 + 13*u^35 + u^36",
							"1 + 50*u + 2323*u^2 + 65351*u^3 - 281967*u^4 + 1056804*u^5 + 9536*u^6 - 50604*u^7 - 3792810*u^8 - 3496100*u^9 - 4915270*u^10 + 18864758*u^11 + 28114884*u^12 + 99520652*u^13 + 90989052*u^14 + 157888880*u^15 + 95390347*u^16 + 94754486*u^17 + 27131413*u^18 - 11287631*u^19 - 19522135*u^20 - 40738216*u^21 - 16014572*u^22 - 15256948*u^23 - 2426949*u^24 + 1620626*u^25 + 1762387*u^26 + 2604275*u^27 + 1070580*u^28 + 793728*u^29 + 273020*u^30 + 114956*u^31 + 34009*u^32 + 7430*u^33 + 1551*u^34 + 151*u^35 + u^36"
						],
						"Multiplicity":1,
						"ij_list":[
							[
								"{4, 7}",
								"{4, 8}",
								"{5, 8}",
								"{5, 9}"
							],
							[
								"{4, 5}",
								"{7, 8}",
								"{8, 9}"
							],
							[
								"{4, 9}",
								"{5, 7}"
							],
							[
								"{7, 9}"
							],
							[
								"{1, 7}"
							],
							[
								"{1, 8}"
							],
							[
								"{2, 7}",
								"{3, 7}"
							],
							[
								"{3, 8}"
							],
							[
								"{2, 3}"
							],
							[
								"{1, 5}"
							],
							[
								"{2, 4}"
							],
							[
								"{3, 5}"
							],
							[
								"{1, 6}"
							],
							[
								"{3, 6}"
							],
							[
								"{6, 8}",
								"{8, 10}"
							],
							[
								"{6, 9}",
								"{6, 10}",
								"{7, 10}"
							],
							[
								"{2, 10}"
							],
							[
								"{4, 6}",
								"{5, 10}"
							],
							[
								"{1, 3}",
								"{1, 4}",
								"{3, 10}"
							],
							[
								"{2, 5}",
								"{2, 6}"
							],
							[
								"{1, 10}",
								"{3, 4}"
							],
							[
								"{6, 7}",
								"{9, 10}"
							],
							[
								"{3, 9}"
							],
							[
								"{1, 9}",
								"{2, 9}"
							],
							[
								"{4, 10}",
								"{5, 6}"
							],
							[
								"{2, 8}"
							],
							[
								"{1, 2}"
							]
						],
						"SortedReprnIndices":"{31, 32, 4, 3, 30, 29, 21, 22, 11, 10, 9, 8, 5, 6, 1, 2, 28, 27, 15, 16, 19, 20, 23, 24, 25, 26, 12, 13, 35, 34, 33, 18, 36, 7, 14, 17}",
						"aCuspShapeN":[
							"0.1485947714719954247`3.3645426249656185 - 9.0764853009221953267`5.1504568052320385*I",
							"0.1485947714719954247`3.3645426249656185 + 9.0764853009221953267`5.1504568052320385*I",
							"-3.9499404253581301804`4.830419396521354 + 7.2479852120593575565`5.094046149641265*I",
							"-3.9499404253581301804`4.830419396521354 - 7.2479852120593575565`5.094046149641265*I",
							"-4.5601786210892591239`5.0061976331591325 - 4.4300077937030077777`4.993620269229201*I",
							"-4.5601786210892591239`5.0061976331591325 + 4.4300077937030077777`4.993620269229201*I",
							-4.8243,
							"-3.0667143874457989583`4.851153499301438 + 5.284530807102958321`5.087486602658468*I",
							"-3.0667143874457989583`4.851153499301438 - 5.284530807102958321`5.087486602658468*I",
							"-1.8280482771489102092`4.52886006336031 + 7.4280321941268149974`5.137746179839979*I",
							"-1.8280482771489102092`4.52886006336031 - 7.4280321941268149974`5.137746179839979*I",
							"6.1111085498410519374`5.121939259219293 - 2.2918495514323360274`4.69600536613469*I",
							"6.1111085498410519374`5.121939259219293 + 2.2918495514323360274`4.69600536613469*I",
							7.5632,
							"3.7704239062886881423`5.047597998114587 - 2.9359164180399126593`4.938951505305541*I",
							"3.7704239062886881423`5.047597998114587 + 2.9359164180399126593`4.938951505305541*I",
							1.0803e2,
							0,
							"-9.4455174150420085848`5.116021582178572 - 3.919147930572323032`4.73398748558696*I",
							"-9.4455174150420085848`5.116021582178572 + 3.919147930572323032`4.73398748558696*I",
							0,
							0,
							0,
							0,
							"-1.974559650419291807`5.094606328350864 + 1.0700066174807218832`4.828522533867677*I",
							"-1.974559650419291807`5.094606328350864 - 1.0700066174807218832`4.828522533867677*I",
							0,
							0,
							0,
							0,
							0,
							0,
							1.0572e1,
							"-4.8579668303801862531`5.1438190751318915 - 0.8596846403298595203`4.391703697391093*I",
							"-4.8579668303801862531`5.1438190751318915 + 0.8596846403298595203`4.391703697391093*I",
							0
						],
						"Abelian":false
					},
					{
						"IdealName":"abJ10_91_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":6.6405e-2,
							"TimingZeroDimVars":6.6736e-2,
							"TimingmagmaVCompNormalize":6.7866e-2,
							"TimingNumberOfSols":2.7514e-2,
							"TimingIsRadical":1.7649999999999999e-3,
							"TimingArcColoring":6.4637e-2,
							"TimingObstruction":4.14e-4,
							"TimingComplexVolumeN":0.461772,
							"TimingaCuspShapeN":4.627e-3,
							"TiminguValues":0.643638,
							"TiminguPolysN":7.8e-5,
							"TiminguPolys":0.816245,
							"TimingaCuspShape":8.8019e-2,
							"TimingRepresentationsN":2.3735e-2,
							"TiminguValues_ij":0.150643,
							"TiminguPoly_ij":0.145885,
							"TiminguPolys_ij_N":4.5e-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 - 6*u - 7*u^2 + 295*u^3 - 633*u^4 + 1186*u^5 - 710*u^6 + 1030*u^7 - 2608*u^8 + 2426*u^9 - 3496*u^10 + 2208*u^11 + 1384*u^12 + 6146*u^13 - 7488*u^14 - 4538*u^15 + 2025*u^16 + 9018*u^17 + 709*u^18 - 3767*u^19 - 1031*u^20 + 1818*u^21 + 3574*u^22 - 288*u^23 - 1253*u^24 - 2062*u^25 + 1071*u^26 + 613*u^27 + 16*u^28 - 746*u^29 - 34*u^30 + 128*u^31 + 47*u^32 - 56*u^33 - 15*u^34 + 11*u^35 + u^36",
				"43 - 172*u + 629*u^2 - 1669*u^3 + 2673*u^4 - 5534*u^5 + 10114*u^6 - 13246*u^7 + 19090*u^8 - 27528*u^9 + 29800*u^10 - 34320*u^11 + 35584*u^12 - 36206*u^13 + 27714*u^14 - 23726*u^15 + 17617*u^16 - 9712*u^17 + 5601*u^18 - 1389*u^19 + 2233*u^20 - 1502*u^21 + 2652*u^22 - 3306*u^23 + 4393*u^24 - 4710*u^25 + 3765*u^26 - 3245*u^27 + 2268*u^28 - 1608*u^29 + 1020*u^30 - 510*u^31 + 225*u^32 - 92*u^33 + 49*u^34 - 15*u^35 + u^36",
				"1 - 14*u + 31*u^2 - 55*u^3 + 87*u^4 - 94*u^5 - 70*u^6 + 922*u^7 - 1332*u^8 - 1046*u^9 + 3332*u^10 - 1176*u^11 - 2526*u^12 + 3586*u^13 - 1274*u^14 - 2610*u^15 + 3501*u^16 - 1020*u^17 - 1549*u^18 + 3225*u^19 - 1667*u^20 - 2356*u^21 + 2576*u^22 + 472*u^23 - 1405*u^24 + 466*u^25 + 207*u^26 - 467*u^27 + 198*u^28 + 222*u^29 - 154*u^30 - 66*u^31 + 55*u^32 + 12*u^33 - 11*u^34 - u^35 + u^36",
				"1 + 3*u^2 - 21*u^3 + 3*u^4 - 38*u^5 + 78*u^6 - 76*u^7 + 188*u^8 - 46*u^9 - 518*u^10 - 700*u^11 + 1066*u^12 + 2758*u^13 - 1370*u^14 - 4068*u^15 + 687*u^16 + 4232*u^17 - 771*u^18 - 4369*u^19 + 2171*u^20 + 4742*u^21 - 2774*u^22 - 4868*u^23 + 2017*u^24 + 4098*u^25 - 1093*u^26 - 2523*u^27 + 546*u^28 + 1058*u^29 - 238*u^30 - 284*u^31 + 73*u^32 + 44*u^33 - 13*u^34 - 3*u^35 + u^36",
				"1 - 4*u - 15*u^2 + 47*u^3 + 33*u^4 - 84*u^5 - 250*u^6 + 250*u^7 + 768*u^8 - 894*u^9 - 594*u^10 + 96*u^11 + 3000*u^12 - 3196*u^13 - 458*u^14 + 594*u^15 + 5201*u^16 - 7962*u^17 + 2973*u^18 + 1931*u^19 - 147*u^20 - 3924*u^21 + 3162*u^22 - 20*u^23 - 719*u^24 - 686*u^25 + 1029*u^26 - 341*u^27 - 100*u^28 - 20*u^29 + 114*u^30 - 66*u^31 + 7*u^32 + 2*u^33 + 3*u^34 - 3*u^35 + u^36",
				"1 + 3*u^2 - 23*u^3 + 57*u^4 - 92*u^5 - 152*u^6 + 324*u^7 - 270*u^8 - 96*u^9 + 990*u^10 - 514*u^11 - 8*u^12 + 652*u^13 - 2708*u^14 - 262*u^15 + 3585*u^16 - 30*u^17 - 1189*u^18 + 89*u^19 - 1333*u^20 - 190*u^21 + 1462*u^22 + 388*u^23 - 217*u^24 - 488*u^25 - 573*u^26 + 387*u^27 + 554*u^28 - 198*u^29 - 266*u^30 + 64*u^31 + 77*u^32 - 12*u^33 - 13*u^34 + u^35 + u^36",
				"1 + 3*u^2 - 21*u^3 + 3*u^4 - 38*u^5 + 78*u^6 - 76*u^7 + 188*u^8 - 46*u^9 - 518*u^10 - 700*u^11 + 1066*u^12 + 2758*u^13 - 1370*u^14 - 4068*u^15 + 687*u^16 + 4232*u^17 - 771*u^18 - 4369*u^19 + 2171*u^20 + 4742*u^21 - 2774*u^22 - 4868*u^23 + 2017*u^24 + 4098*u^25 - 1093*u^26 - 2523*u^27 + 546*u^28 + 1058*u^29 - 238*u^30 - 284*u^31 + 73*u^32 + 44*u^33 - 13*u^34 - 3*u^35 + u^36",
				"1 + 3*u^2 - 21*u^3 + 3*u^4 - 38*u^5 + 78*u^6 - 76*u^7 + 188*u^8 - 46*u^9 - 518*u^10 - 700*u^11 + 1066*u^12 + 2758*u^13 - 1370*u^14 - 4068*u^15 + 687*u^16 + 4232*u^17 - 771*u^18 - 4369*u^19 + 2171*u^20 + 4742*u^21 - 2774*u^22 - 4868*u^23 + 2017*u^24 + 4098*u^25 - 1093*u^26 - 2523*u^27 + 546*u^28 + 1058*u^29 - 238*u^30 - 284*u^31 + 73*u^32 + 44*u^33 - 13*u^34 - 3*u^35 + u^36",
				"1 + 3*u^2 - 23*u^3 + 57*u^4 - 92*u^5 - 152*u^6 + 324*u^7 - 270*u^8 - 96*u^9 + 990*u^10 - 514*u^11 - 8*u^12 + 652*u^13 - 2708*u^14 - 262*u^15 + 3585*u^16 - 30*u^17 - 1189*u^18 + 89*u^19 - 1333*u^20 - 190*u^21 + 1462*u^22 + 388*u^23 - 217*u^24 - 488*u^25 - 573*u^26 + 387*u^27 + 554*u^28 - 198*u^29 - 266*u^30 + 64*u^31 + 77*u^32 - 12*u^33 - 13*u^34 + u^35 + u^36",
				"1 - 14*u + 31*u^2 - 55*u^3 + 87*u^4 - 94*u^5 - 70*u^6 + 922*u^7 - 1332*u^8 - 1046*u^9 + 3332*u^10 - 1176*u^11 - 2526*u^12 + 3586*u^13 - 1274*u^14 - 2610*u^15 + 3501*u^16 - 1020*u^17 - 1549*u^18 + 3225*u^19 - 1667*u^20 - 2356*u^21 + 2576*u^22 + 472*u^23 - 1405*u^24 + 466*u^25 + 207*u^26 - 467*u^27 + 198*u^28 + 222*u^29 - 154*u^30 - 66*u^31 + 55*u^32 + 12*u^33 - 11*u^34 - u^35 + u^36"
			],
			"RileyPolyC":[
				"1 - 50*y + 2323*y^2 - 65351*y^3 - 281967*y^4 - 1056804*y^5 + 9536*y^6 + 50604*y^7 - 3792810*y^8 + 3496100*y^9 - 4915270*y^10 - 18864758*y^11 + 28114884*y^12 - 99520652*y^13 + 90989052*y^14 - 157888880*y^15 + 95390347*y^16 - 94754486*y^17 + 27131413*y^18 + 11287631*y^19 - 19522135*y^20 + 40738216*y^21 - 16014572*y^22 + 15256948*y^23 - 2426949*y^24 - 1620626*y^25 + 1762387*y^26 - 2604275*y^27 + 1070580*y^28 - 793728*y^29 + 273020*y^30 - 114956*y^31 + 34009*y^32 - 7430*y^33 + 1551*y^34 - 151*y^35 + y^36",
				"1849 + 24510*y + 51383*y^2 - 456819*y^3 - 1519035*y^4 - 3662472*y^5 - 5404512*y^6 - 14540048*y^7 - 44309070*y^8 - 121902480*y^9 - 235532622*y^10 - 344150986*y^11 - 350712016*y^12 - 238841908*y^13 - 31402584*y^14 + 126036076*y^15 + 182316227*y^16 + 106309574*y^17 + 14414077*y^18 - 46058825*y^19 - 37967707*y^20 - 6502940*y^21 + 17826284*y^22 + 20259008*y^23 + 10822199*y^24 + 1580386*y^25 - 2178037*y^26 - 1904347*y^27 - 827848*y^28 - 104596*y^29 + 60216*y^30 + 35472*y^31 + 13041*y^32 + 326*y^33 + 91*y^34 - 127*y^35 + y^36",
				"1 - 134*y - 405*y^2 - 403*y^3 + 16041*y^4 - 24804*y^5 + 12*y^6 - 468596*y^7 + 2825350*y^8 - 7097584*y^9 + 8934294*y^10 - 3268398*y^11 - 6136832*y^12 + 7031540*y^13 + 5000460*y^14 - 16489792*y^15 + 11598439*y^16 + 6094278*y^17 - 17262015*y^18 + 10860583*y^19 + 4564517*y^20 - 13919796*y^21 + 12027728*y^22 - 4693212*y^23 - 871601*y^24 + 2416618*y^25 - 1613985*y^26 + 531953*y^27 + 13712*y^28 - 123320*y^29 + 79576*y^30 - 31500*y^31 + 8837*y^32 - 1794*y^33 + 255*y^34 - 23*y^35 + y^36",
				"1 + 6*y + 15*y^2 - 267*y^3 - 743*y^4 - 4076*y^5 - 1472*y^6 - 8796*y^7 + 9730*y^8 - 103876*y^9 + 682650*y^10 - 2225938*y^11 + 6691456*y^12 - 17011092*y^13 + 33015400*y^14 - 52614564*y^15 + 75874307*y^16 - 101704562*y^17 + 124837457*y^18 - 140569721*y^19 + 147551069*y^20 - 145206204*y^21 + 133276964*y^22 - 113455108*y^23 + 88857407*y^24 - 62874954*y^25 + 39138539*y^26 - 20862071*y^27 + 9312500*y^28 - 3419724*y^29 + 1016368*y^30 - 240028*y^31 + 43949*y^32 - 6014*y^33 + 579*y^34 - 35*y^35 + y^36",
				"1 - 46*y + 667*y^2 - 4371*y^3 + 20021*y^4 - 78436*y^5 + 263812*y^6 - 761404*y^7 + 1877270*y^8 - 4096392*y^9 + 8076934*y^10 - 14232222*y^11 + 22290148*y^12 - 30247300*y^13 + 36797100*y^14 - 40170164*y^15 + 40866307*y^16 - 39295214*y^17 + 33470385*y^18 - 31372121*y^19 + 23030777*y^20 - 19679136*y^21 + 11881840*y^22 - 8541752*y^23 + 4108763*y^24 - 2424598*y^25 + 907643*y^26 - 439479*y^27 + 125568*y^28 - 49172*y^29 + 10940*y^30 - 3268*y^31 + 677*y^32 - 130*y^33 + 35*y^34 - 3*y^35 + y^36",
				"1 + 6*y + 123*y^2 - 491*y^3 - 2435*y^4 - 10528*y^5 + 53448*y^6 + 43192*y^7 - 240426*y^8 - 389976*y^9 + 1635770*y^10 + 245358*y^11 - 6432816*y^12 + 7578156*y^13 + 5669948*y^14 - 23120644*y^15 + 22686747*y^16 - 1333138*y^17 - 18290747*y^18 + 17189059*y^19 - 1611883*y^20 - 9937732*y^21 + 9522056*y^22 - 3112904*y^23 - 1293057*y^24 + 1670718*y^25 - 299213*y^26 - 659431*y^27 + 763064*y^28 - 475632*y^29 + 206144*y^30 - 66136*y^31 + 15885*y^32 - 2806*y^33 + 347*y^34 - 27*y^35 + y^36",
				"1 + 6*y + 15*y^2 - 267*y^3 - 743*y^4 - 4076*y^5 - 1472*y^6 - 8796*y^7 + 9730*y^8 - 103876*y^9 + 682650*y^10 - 2225938*y^11 + 6691456*y^12 - 17011092*y^13 + 33015400*y^14 - 52614564*y^15 + 75874307*y^16 - 101704562*y^17 + 124837457*y^18 - 140569721*y^19 + 147551069*y^20 - 145206204*y^21 + 133276964*y^22 - 113455108*y^23 + 88857407*y^24 - 62874954*y^25 + 39138539*y^26 - 20862071*y^27 + 9312500*y^28 - 3419724*y^29 + 1016368*y^30 - 240028*y^31 + 43949*y^32 - 6014*y^33 + 579*y^34 - 35*y^35 + y^36",
				"1 + 6*y + 15*y^2 - 267*y^3 - 743*y^4 - 4076*y^5 - 1472*y^6 - 8796*y^7 + 9730*y^8 - 103876*y^9 + 682650*y^10 - 2225938*y^11 + 6691456*y^12 - 17011092*y^13 + 33015400*y^14 - 52614564*y^15 + 75874307*y^16 - 101704562*y^17 + 124837457*y^18 - 140569721*y^19 + 147551069*y^20 - 145206204*y^21 + 133276964*y^22 - 113455108*y^23 + 88857407*y^24 - 62874954*y^25 + 39138539*y^26 - 20862071*y^27 + 9312500*y^28 - 3419724*y^29 + 1016368*y^30 - 240028*y^31 + 43949*y^32 - 6014*y^33 + 579*y^34 - 35*y^35 + y^36",
				"1 + 6*y + 123*y^2 - 491*y^3 - 2435*y^4 - 10528*y^5 + 53448*y^6 + 43192*y^7 - 240426*y^8 - 389976*y^9 + 1635770*y^10 + 245358*y^11 - 6432816*y^12 + 7578156*y^13 + 5669948*y^14 - 23120644*y^15 + 22686747*y^16 - 1333138*y^17 - 18290747*y^18 + 17189059*y^19 - 1611883*y^20 - 9937732*y^21 + 9522056*y^22 - 3112904*y^23 - 1293057*y^24 + 1670718*y^25 - 299213*y^26 - 659431*y^27 + 763064*y^28 - 475632*y^29 + 206144*y^30 - 66136*y^31 + 15885*y^32 - 2806*y^33 + 347*y^34 - 27*y^35 + y^36",
				"1 - 134*y - 405*y^2 - 403*y^3 + 16041*y^4 - 24804*y^5 + 12*y^6 - 468596*y^7 + 2825350*y^8 - 7097584*y^9 + 8934294*y^10 - 3268398*y^11 - 6136832*y^12 + 7031540*y^13 + 5000460*y^14 - 16489792*y^15 + 11598439*y^16 + 6094278*y^17 - 17262015*y^18 + 10860583*y^19 + 4564517*y^20 - 13919796*y^21 + 12027728*y^22 - 4693212*y^23 - 871601*y^24 + 2416618*y^25 - 1613985*y^26 + 531953*y^27 + 13712*y^28 - 123320*y^29 + 79576*y^30 - 31500*y^31 + 8837*y^32 - 1794*y^33 + 255*y^34 - 23*y^35 + y^36"
			]
		},
		"GeometricRepresentation":[
			1.3487e1,
			[
				"J10_91_0",
				1,
				"{31, 32}"
			]
		]
	}
}