{
	"Index":178,
	"Name":"10_94",
	"RolfsenName":"10_94",
	"DTname":"10a_91",
	"TunnelNumber":2,
	"BridgeNumber":"Not implemented",
	"Hyperbolic":true,
	"Diagram":{
		"Scode":"{8, -10, -14, 20, 16, -4, 18, -2, 12, 6}",
		"Acode":"{5, -6, -8, 1, 9, -3, 10, -2, 7, 4}",
		"PDcode":[
			"{1, 9, 2, 8}",
			"{3, 10, 4, 11}",
			"{5, 14, 6, 15}",
			"{7, 1, 8, 20}",
			"{9, 17, 10, 16}",
			"{11, 4, 12, 5}",
			"{13, 19, 14, 18}",
			"{15, 2, 16, 3}",
			"{17, 13, 18, 12}",
			"{19, 7, 20, 6}"
		],
		"CBtype":"{3, 0}",
		"ParabolicReps":{
			"SolvingSeq":[
				"{10, 4, 8}",
				[],
				[
					"{10, 4, 1, 1}",
					"{4, 1, 5, 1}",
					"{1, 5, 2, 1}",
					"{4, -8, 3, 2}",
					"{8, 10, 7, 2}",
					"{7, -3, 6, 2}",
					"{10, 7, 9, 2}"
				],
				"{5, 8}",
				"{2}",
				2
			],
			"SolvingSeqIdx":1,
			"Comps":{
				"u":{
					"CheckEq":[
						"-a - b - 2*u + 2*a*b*u + 3*b^2*u - a^2*b^2*u - 3*a*b^3*u - 2*b^4*u + a^3*u^2 + a^2*b*u^2 - a^3*b^2*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",
						"-b + u + b^2*u - a*b^3*u - 2*b^4*u - a*u^2 - b*u^2 + a^2*b*u^2 + 2*a*b^2*u^2 - a^2*b^3*u^2 - u^3 - b^2*u^3 + a*b^3*u^3 + b^4*u^3",
						"-1 + a + b + a*b + b^2 - 2*a*u^2 - 2*b*u^2 + 3*a*u^4 + b*u^4 - a*u^6",
						"b + b^2 + 2*b*u^2 - 4*a*u^4 - 3*b*u^4 + 4*a*u^6 + b*u^6 - a*u^8"
					],
					"TimingForPrimaryIdeals":0.124664
				},
				"v":{
					"CheckEq":[
						"b + b^2",
						"-1 + a + b + a*b + b^2",
						"-a - b + v - b^2*v + a*b^3*v + b^4*v + b*v^2 + a*b^2*v^2 - b^3*v^2 - a*b^4*v^2",
						"-b + b^4*v + b^3*v^2 - b^5*v^2"
					],
					"TimingForPrimaryIdeals":7.484400000000001e-2
				},
				"PrimaryIdeals":[
					{
						"IdealName":"J10_94_0",
						"Generators":[
							"7904283240881569792 + 6621809224193386385*b - 1347117414925614232*u - 1433173053712738604*u^2 - 17886915540603530344*u^3 + 63782601141048079746*u^4 + 57094255988856778708*u^5 - 97151409891097400994*u^6 - 104535741596127795462*u^7 + 211458943700432883535*u^8 + 32197417225715281100*u^9 + 366501386152461200152*u^10 - 579353606449863393392*u^11 - 1610630417347627449994*u^12 + 2169149769573233643532*u^13 + 1747874298446793968434*u^14 - 3903514602530431747766*u^15 - 765639820927734510010*u^16 + 4738266971463656569944*u^17 - 245161174595250817216*u^18 - 4461283214595686247192*u^19 + 1095692602854941252196*u^20 + 3475997102374856509236*u^21 - 1482514953947359593888*u^22 - 2231437432651127303048*u^23 + 1134692708885722193206*u^24 + 1112373498764615750316*u^25 - 522514452212819803576*u^26 - 398965551890140146216*u^27 + 144356565031211243214*u^28 + 94829725270028727256*u^29 - 22315177234698117250*u^30 - 13253566845397191498*u^31 + 1534879633193185872*u^32 + 822208620090646336*u^33 - 9740958261336512*u^34",
							"-2700537270005743187 + 6621809224193386385*a + 64093723635540975992*u - 10470202858942327806*u^2 - 315242239207965874946*u^3 - 194115599505635795101*u^4 + 1309058591803981872242*u^5 + 582248969026589121149*u^6 - 4551124588237161747998*u^7 - 2316759513412536156245*u^8 + 13826381589640139056980*u^9 + 612022381429684810188*u^10 - 32572253936814111800378*u^11 + 13065613687028025304834*u^12 + 48059856651567695458158*u^13 - 36481478353602399853804*u^14 - 46571897762639494299794*u^15 + 56465793678531567361990*u^16 + 33203658893616230153876*u^17 - 62849856609247107748904*u^18 - 16621884663179951191348*u^19 + 55830322929668530475994*u^20 + 2138699827348379668824*u^21 - 40725030559184848420582*u^22 + 4870173676700348491428*u^23 + 23616691070572846205644*u^24 - 4533531009118155375976*u^25 - 10279625760181937022204*u^26 + 1994803234765009147886*u^27 + 3164111574184506800176*u^28 - 496782984506867611226*u^29 - 642763464141591761750*u^30 + 67292010291964903258*u^31 + 76913872890507291488*u^32 - 3867547953195652496*u^33 - 4097277806803007208*u^34",
							"-1 + 3*u^2 + 19*u^3 - 6*u^4 - 82*u^5 - 42*u^6 + 308*u^7 + 146*u^8 - 960*u^9 - 766*u^10 + 2840*u^11 + 848*u^12 - 6614*u^13 + 742*u^14 + 9596*u^15 - 3977*u^16 - 10022*u^17 + 7061*u^18 + 8659*u^19 - 8212*u^20 - 6046*u^21 + 7546*u^22 + 3268*u^23 - 5659*u^24 - 1516*u^25 + 3215*u^26 + 701*u^27 - 1269*u^28 - 290*u^29 + 322*u^30 + 84*u^31 - 47*u^32 - 14*u^33 + 3*u^34 + u^35"
						],
						"VariableOrder":[
							"b",
							"a",
							"u"
						],
						"Characteristic":0,
						"KnownGroebner":[],
						"Status":[
							"vCompNormalize"
						],
						"MonomialOrder":"lex",
						"IsHomogeneous":false,
						"IsZeroDim":true,
						"IdealDimension":0,
						"Timings":{
							"TimingGroebner":7.5143e-2,
							"TimingZeroDimVars":0.120034,
							"TimingmagmaVCompNormalize":0.121522,
							"TimingNumberOfSols":0.365167,
							"TimingIsRadical":5.1835000000000006e-2,
							"TimingArcColoring":9.0798e-2,
							"TimingObstruction":0.169146,
							"TimingComplexVolumeN":2.6234485e1,
							"TimingaCuspShapeN":0.293215,
							"TiminguValues":0.692304,
							"TiminguPolysN":0.17498,
							"TiminguPolys":1.067212,
							"TimingaCuspShape":0.243091,
							"TimingRepresentationsN":0.358485,
							"TiminguValues_ij":0.263637,
							"TiminguPoly_ij":3.703673,
							"TiminguPolys_ij_N":0.49244
						},
						"ZeroDimensionalVars":[
							"b",
							"a",
							"u"
						],
						"NumberOfSols":35,
						"IsRadical":true,
						"ArcColoring":[
							[
								1,
								"u^2"
							],
							[
								"1 - u^2",
								"2*u^2 - u^4"
							],
							[
								"(-36960867605395252852 - 16088596232198596213*u + 349460545296072747844*u^2 + 271513968751262590264*u^3 - 1413072756812807325236*u^4 - 1585306621503106888598*u^5 + 5125777078970587073004*u^6 + 4930247478421163592882*u^7 - 16568678550150711861800*u^8 - 13461244048870776378895*u^9 + 44716380411510435470488*u^10 + 10999691235962397189562*u^11 - 92094633940243562878016*u^12 + 11465037351732766848213*u^13 + 122804243597443470056556*u^14 - 51426767104528875878594*u^15 - 123315254616933428238060*u^16 + 85525977608451651390091*u^17 + 103964609318980888778396*u^18 - 94987420174721719581968*u^19 - 70233322146294158271616*u^20 + 84603936830495953984984*u^21 + 37538040260079695415568*u^22 - 60998557793306129609772*u^23 - 18011696730028332991836*u^24 + 32582813976833926640644*u^25 + 8343871653083715352316*u^26 - 11860872370870496716444*u^27 - 3176342893382137111544*u^28 + 2737353112237127971024*u^29 + 810976263839976380660*u^30 - 359189412636651414752*u^31 - 117624202957841999372*u^32 + 20353037175281491564*u^33 + 7256366239426201612*u^34)\/6621809224193386385",
								"(3073413845133729044 + 10247984104453556721*u - 74664355862042824368*u^2 - 76105142903859955148*u^3 + 328301773988009681072*u^4 + 606104061312883703406*u^5 - 1159443271337562559868*u^6 - 1892912594697930808194*u^7 + 4046680607635743584770*u^8 + 6496917533897003794695*u^9 - 11572919607174113565636*u^10 - 11978714365927236429754*u^11 + 30860080271761674261732*u^12 + 11859412408923527134449*u^13 - 52334303450776811642152*u^14 + 821774342255503948453*u^15 + 62561325133939818033410*u^16 - 19161098992693037983857*u^17 - 60481676706898970276272*u^18 + 30473245679603802260816*u^19 + 47905328457672445375552*u^20 - 33040915434804011202808*u^21 - 30722904973229615995436*u^22 + 28118873659492013582964*u^23 + 16647211517011462826332*u^24 - 17499384387903885235198*u^25 - 7793876889978231568252*u^26 + 7343799527077198447328*u^27 + 2910887934025544628588*u^28 - 1942492719933393020118*u^29 - 755992719591121879500*u^30 + 292037200253670957674*u^31 + 116421648330900190414*u^32 - 19061391549357776128*u^33 - 7897918850279435224*u^34)\/6621809224193386385"
							],
							[
								0,
								"u"
							],
							[
								"-u",
								"u - u^3"
							],
							[
								"(-32302137897184999584 - 55533334073095241826*u + 310391130951904717688*u^2 + 348151586472964670053*u^3 - 1281764265388919705892*u^4 - 1775910296712854822286*u^5 + 4724014646447511626908*u^6 + 6045511303168773746774*u^7 - 15436520222766962273870*u^8 - 15842330961650460824190*u^9 + 45082150524979527271776*u^10 + 17982684135702521176514*u^11 - 95156036593610548533772*u^12 + 5145964250284128361036*u^13 + 134990698011097225753772*u^14 - 48723375833618485991938*u^15 - 140501848795124552207570*u^16 + 89269953606256753028762*u^17 + 119443845574054959117832*u^18 - 105965044345123927370351*u^19 - 83125192662243971494312*u^20 + 97479093294646811231718*u^21 + 45299782844506228460516*u^22 - 72343944847214173888804*u^23 - 20489382946691446618752*u^24 + 41139665787379396146828*u^25 + 8935174631239573041132*u^26 - 16541962393288929012023*u^27 - 3627883992898028313788*u^28 + 4329591951293148591078*u^29 + 1081298777814991708800*u^30 - 656338032735474679734*u^31 - 189011569274516188134*u^32 + 43657716013388501948*u^33 + 14222981596497603064*u^34)\/6621809224193386385",
								"(-1803011608837514616 + 12795366538811666401*u - 60355847392340344928*u^2 - 82542738219776018373*u^3 + 191155687825683808632*u^4 + 343566934425767075666*u^5 - 828707741369263030948*u^6 - 1310037361327996171604*u^7 + 2714244046443242324230*u^8 + 3890304736906389593070*u^9 - 9726644516053267142566*u^10 - 3372135207426283732944*u^11 + 20990520057739556848692*u^12 - 3835297944295184592106*u^13 - 26851332763411829885412*u^14 + 14328373666855377439908*u^15 + 25043922104320974053230*u^16 - 21724969126570607023277*u^17 - 19158596965932100322602*u^18 + 23216345494860840829691*u^19 + 11129380972658092765472*u^20 - 19827386418644462073848*u^21 - 4311362528862815912516*u^22 + 13433479460996605541084*u^23 + 1139094055574596900292*u^24 - 6770014869153963368273*u^25 - 370205012968678279852*u^26 + 2372981176366842858123*u^27 + 186521113359032441788*u^28 - 539415172992585660913*u^29 - 66206554386640201280*u^30 + 71157265805778679384*u^31 + 12144453462202315334*u^32 - 4130481691286501678*u^33 - 891316150753735014*u^34)\/6621809224193386385"
							],
							[
								"(-1040749194175165321 - 12549321244123072352*u + 2380675182531013282*u^2 + 66625830949713881058*u^3 + 26066599672917543071*u^4 - 273230569558567730190*u^5 - 97019511827098344031*u^6 + 931132065966657908692*u^7 + 421060113942420654542*u^8 - 2771715801373170867616*u^9 - 195704753516429202068*u^10 + 6630321508652795038754*u^11 - 2290996653936079570968*u^12 - 10045801284228185820338*u^13 + 6946720811031121177074*u^14 + 10095082473033985209512*u^15 - 11140030771520766570396*u^16 - 7588385173015977344764*u^17 + 12619003556768471713224*u^18 + 4216633575555127487708*u^19 - 11385203106504694345638*u^20 - 1122939385944647235612*u^21 + 8441509102626441602894*u^22 - 527747248809844237676*u^23 - 4950276755891713679770*u^24 + 684231502070707925132*u^25 + 2160428042478951365156*u^26 - 319167536574973800334*u^27 - 661693627843143608678*u^28 + 80390651847367776794*u^29 + 133015728275257975800*u^30 - 10807688689313542352*u^31 - 15689750504740095472*u^32 + 609067866621001232*u^33 + 821403753012868744*u^34)\/1324361844838677277",
								"(-7904283240881569792 + 1347117414925614232*u + 1433173053712738604*u^2 + 17886915540603530344*u^3 - 63782601141048079746*u^4 - 57094255988856778708*u^5 + 97151409891097400994*u^6 + 104535741596127795462*u^7 - 211458943700432883535*u^8 - 32197417225715281100*u^9 - 366501386152461200152*u^10 + 579353606449863393392*u^11 + 1610630417347627449994*u^12 - 2169149769573233643532*u^13 - 1747874298446793968434*u^14 + 3903514602530431747766*u^15 + 765639820927734510010*u^16 - 4738266971463656569944*u^17 + 245161174595250817216*u^18 + 4461283214595686247192*u^19 - 1095692602854941252196*u^20 - 3475997102374856509236*u^21 + 1482514953947359593888*u^22 + 2231437432651127303048*u^23 - 1134692708885722193206*u^24 - 1112373498764615750316*u^25 + 522514452212819803576*u^26 + 398965551890140146216*u^27 - 144356565031211243214*u^28 - 94829725270028727256*u^29 + 22315177234698117250*u^30 + 13253566845397191498*u^31 - 1534879633193185872*u^32 - 822208620090646336*u^33 + 9740958261336512*u^34)\/6621809224193386385"
							],
							[
								"(2700537270005743187 - 64093723635540975992*u + 10470202858942327806*u^2 + 315242239207965874946*u^3 + 194115599505635795101*u^4 - 1309058591803981872242*u^5 - 582248969026589121149*u^6 + 4551124588237161747998*u^7 + 2316759513412536156245*u^8 - 13826381589640139056980*u^9 - 612022381429684810188*u^10 + 32572253936814111800378*u^11 - 13065613687028025304834*u^12 - 48059856651567695458158*u^13 + 36481478353602399853804*u^14 + 46571897762639494299794*u^15 - 56465793678531567361990*u^16 - 33203658893616230153876*u^17 + 62849856609247107748904*u^18 + 16621884663179951191348*u^19 - 55830322929668530475994*u^20 - 2138699827348379668824*u^21 + 40725030559184848420582*u^22 - 4870173676700348491428*u^23 - 23616691070572846205644*u^24 + 4533531009118155375976*u^25 + 10279625760181937022204*u^26 - 1994803234765009147886*u^27 - 3164111574184506800176*u^28 + 496782984506867611226*u^29 + 642763464141591761750*u^30 - 67292010291964903258*u^31 - 76913872890507291488*u^32 + 3867547953195652496*u^33 + 4097277806803007208*u^34)\/6621809224193386385",
								"(-7904283240881569792 + 1347117414925614232*u + 1433173053712738604*u^2 + 17886915540603530344*u^3 - 63782601141048079746*u^4 - 57094255988856778708*u^5 + 97151409891097400994*u^6 + 104535741596127795462*u^7 - 211458943700432883535*u^8 - 32197417225715281100*u^9 - 366501386152461200152*u^10 + 579353606449863393392*u^11 + 1610630417347627449994*u^12 - 2169149769573233643532*u^13 - 1747874298446793968434*u^14 + 3903514602530431747766*u^15 + 765639820927734510010*u^16 - 4738266971463656569944*u^17 + 245161174595250817216*u^18 + 4461283214595686247192*u^19 - 1095692602854941252196*u^20 - 3475997102374856509236*u^21 + 1482514953947359593888*u^22 + 2231437432651127303048*u^23 - 1134692708885722193206*u^24 - 1112373498764615750316*u^25 + 522514452212819803576*u^26 + 398965551890140146216*u^27 - 144356565031211243214*u^28 - 94829725270028727256*u^29 + 22315177234698117250*u^30 + 13253566845397191498*u^31 - 1534879633193185872*u^32 - 822208620090646336*u^33 + 9740958261336512*u^34)\/6621809224193386385"
							],
							[
								"(2371300993411764717 - 64852872761895896532*u - 16715992602635334904*u^2 + 327595976064472939336*u^3 + 249522365338220161706*u^4 - 1328935669762058496092*u^5 - 818298699049387363774*u^6 + 4549069337199075039338*u^7 + 3109702218793653824715*u^8 - 13926325103123850776660*u^9 - 2881327727117382797018*u^10 + 33432001302954942028068*u^11 - 8756337807907030721559*u^12 - 50683996058282612941688*u^13 + 31226992497591030439189*u^14 + 51465127660625184875754*u^15 - 51690743712215367349730*u^16 - 39532089583553284902316*u^17 + 59330523831534790028924*u^18 + 22922454004250185364608*u^19 - 53905728879395666563904*u^20 - 7376529972132221932044*u^21 + 40025495518631199496612*u^22 - 1274596885742207359728*u^23 - 23394264655763841877814*u^24 + 2651487648107700623016*u^25 + 10146997758241316183444*u^26 - 1302720703825853749656*u^27 - 3084010286646773164566*u^28 + 331204728192260223676*u^29 + 614610442340291479170*u^30 - 44270584165093529178*u^31 - 71802330159787387288*u^32 + 2456605072453187636*u^33 + 3718559180835033028*u^34)\/6621809224193386385",
								"(-7876683111041792004 + 591241564745740704*u + 994287243683768408*u^2 + 17734685147265632528*u^3 - 104561760673697760092*u^4 - 40409016928879316376*u^5 + 128002431347354898868*u^6 + 53670308173807014144*u^7 - 436738023774970087740*u^8 + 829509422699236680*u^9 + 368891318630063147776*u^10 - 34333909480134462976*u^11 - 288191045116073958992*u^12 - 630165680595028250184*u^13 + 912738897432262584512*u^14 + 1126769388782207250332*u^15 - 1727891163592096886905*u^16 - 751788037143575405728*u^17 + 2244587666918027976112*u^18 + 256000042815922898384*u^19 - 2282953336913129561072*u^20 + 154394125718274697368*u^21 + 1862705413242159397856*u^22 - 529359453141897526064*u^23 - 1235584878637223411912*u^24 + 564339025980993314808*u^25 + 648735125725373676272*u^26 - 313446468376696221408*u^27 - 250227551624598721688*u^28 + 97558189650321351008*u^29 + 64406479095387281800*u^30 - 16241781774708454524*u^31 - 9713144778557404544*u^32 + 1134282387331435728*u^33 + 645145335701303984*u^34)\/6621809224193386385"
							],
							"{1, 0}"
						],
						"Obstruction":-1,
						"ComplexVolumeN":[
							"-0.17363 - 9.53352*I",
							"-0.17363 + 9.53352*I",
							"0.51201 + 4.13357*I",
							"0.51201 - 4.13357*I",
							"-3.73588 + 3.17966*I",
							"-3.73588 - 3.17966*I",
							"2.98343 + 0.70642*I",
							"2.98343 - 0.70642*I",
							"3.42076 - 4.23935*I",
							"3.42076 + 4.23935*I",
							"-3.14805 + 0.11237*I",
							"-3.14805 - 0.11237*I",
							-4.96247,
							"-1.17815 + 2.75086*I",
							"-1.17815 - 2.75086*I",
							"-5.91469 - 2.99202*I",
							"-5.91469 + 2.99202*I",
							"-0.134869 + 1.08558*I",
							"-0.134869 - 1.08558*I",
							"-2.83088 + 6.77803*I",
							"-2.83088 - 6.77803*I",
							"-8.87322 + 0.26521*I",
							"-8.87322 - 0.26521*I",
							"-7.88737 - 3.84*I",
							"-7.88737 + 3.84*I",
							"-2.2866 - 0.00327*I",
							"-2.2866 + 0.00327*I",
							"-7.4557 + 13.3116*I",
							"-7.4557 - 13.3116*I",
							"-11.2795 - 7.30532*I",
							"-11.2795 + 7.30532*I",
							"-0.118043 - 0.668153*I",
							"-0.118043 + 0.668153*I",
							"-6.1686 + 1.10468*I",
							"-6.1686 - 1.10468*I"
						],
						"uPolysN":[
							"-1 + 3*u^2 + 19*u^3 - 6*u^4 - 82*u^5 - 42*u^6 + 308*u^7 + 146*u^8 - 960*u^9 - 766*u^10 + 2840*u^11 + 848*u^12 - 6614*u^13 + 742*u^14 + 9596*u^15 - 3977*u^16 - 10022*u^17 + 7061*u^18 + 8659*u^19 - 8212*u^20 - 6046*u^21 + 7546*u^22 + 3268*u^23 - 5659*u^24 - 1516*u^25 + 3215*u^26 + 701*u^27 - 1269*u^28 - 290*u^29 + 322*u^30 + 84*u^31 - 47*u^32 - 14*u^33 + 3*u^34 + u^35",
							"1 - 3*u^2 + 11*u^3 - 14*u^4 - 38*u^5 + 126*u^6 - 58*u^7 - 220*u^8 + 462*u^9 - 288*u^10 - 812*u^11 + 1632*u^12 + 310*u^13 - 2570*u^14 + 860*u^15 + 1679*u^16 - 1336*u^17 + 315*u^18 + 593*u^19 - 1388*u^20 + 298*u^21 + 986*u^22 - 432*u^23 - 185*u^24 + 100*u^25 - 175*u^26 + 117*u^27 + 151*u^28 - 112*u^29 - 56*u^30 + 46*u^31 + 11*u^32 - 10*u^33 - u^34 + u^35",
							"23 + 214*u + 867*u^2 + 1691*u^3 + 4302*u^4 + 6416*u^5 + 11082*u^6 + 10676*u^7 + 12050*u^8 + 5380*u^9 + 4708*u^10 - 4582*u^11 - 2084*u^12 - 9842*u^13 - 1690*u^14 - 8076*u^15 + 2409*u^16 - 5956*u^17 + 2523*u^18 - 7315*u^19 + 1254*u^20 - 5418*u^21 + 3576*u^22 - 1632*u^23 + 4909*u^24 + 154*u^25 + 4089*u^26 + 747*u^27 + 2245*u^28 + 420*u^29 + 744*u^30 + 154*u^31 + 165*u^32 + 28*u^33 + 17*u^34 + u^35",
							"-1 + 3*u^2 + 19*u^3 - 6*u^4 - 82*u^5 - 42*u^6 + 308*u^7 + 146*u^8 - 960*u^9 - 766*u^10 + 2840*u^11 + 848*u^12 - 6614*u^13 + 742*u^14 + 9596*u^15 - 3977*u^16 - 10022*u^17 + 7061*u^18 + 8659*u^19 - 8212*u^20 - 6046*u^21 + 7546*u^22 + 3268*u^23 - 5659*u^24 - 1516*u^25 + 3215*u^26 + 701*u^27 - 1269*u^28 - 290*u^29 + 322*u^30 + 84*u^31 - 47*u^32 - 14*u^33 + 3*u^34 + u^35",
							"-7 + 12*u + 57*u^2 - 123*u^3 - 164*u^4 + 374*u^5 + 286*u^6 - 1596*u^7 - 1380*u^8 + 6192*u^9 + 918*u^10 - 13234*u^11 - 1356*u^12 + 20224*u^13 + 3938*u^14 - 27450*u^15 - 7061*u^16 + 27562*u^17 + 8641*u^18 - 22311*u^19 - 9538*u^20 + 14420*u^21 + 7182*u^22 - 7316*u^23 - 4535*u^24 + 2316*u^25 + 2107*u^26 - 457*u^27 - 763*u^28 - 134*u^29 + 128*u^30 + 90*u^31 - 17*u^32 - 34*u^33 - 13*u^34 + u^35",
							"1 - 3*u^2 + 11*u^3 - 14*u^4 - 38*u^5 + 126*u^6 - 58*u^7 - 220*u^8 + 462*u^9 - 288*u^10 - 812*u^11 + 1632*u^12 + 310*u^13 - 2570*u^14 + 860*u^15 + 1679*u^16 - 1336*u^17 + 315*u^18 + 593*u^19 - 1388*u^20 + 298*u^21 + 986*u^22 - 432*u^23 - 185*u^24 + 100*u^25 - 175*u^26 + 117*u^27 + 151*u^28 - 112*u^29 - 56*u^30 + 46*u^31 + 11*u^32 - 10*u^33 - u^34 + u^35",
							"1 - 2*u + 37*u^2 - 9*u^3 + 106*u^4 - 226*u^5 - 74*u^6 + 694*u^7 - 1216*u^8 - 618*u^9 + 2436*u^10 + 440*u^11 - 1096*u^12 - 1282*u^13 - 1142*u^14 + 1650*u^15 + 985*u^16 + 140*u^17 + 905*u^18 - 2297*u^19 - 1814*u^20 + 2484*u^21 + 1152*u^22 - 1128*u^23 - 209*u^24 - 34*u^25 - 171*u^26 + 339*u^27 + 145*u^28 - 206*u^29 - 54*u^30 + 66*u^31 + 11*u^32 - 12*u^33 - u^34 + u^35",
							"-1 + 4*u + 9*u^2 + 19*u^3 + 24*u^4 + 180*u^5 + 122*u^6 + 298*u^7 + 648*u^8 + 710*u^9 + 864*u^10 + 1064*u^11 + 1734*u^12 + 1508*u^13 + 570*u^14 + 1662*u^15 + 2295*u^16 + 546*u^17 + 291*u^18 + 447*u^19 + 862*u^20 + 548*u^21 - 522*u^22 + 436*u^23 - 117*u^24 + 406*u^25 - 341*u^26 + 191*u^27 - 99*u^28 + 108*u^29 - 66*u^30 + 26*u^31 - 7*u^32 + 6*u^33 - 3*u^34 + u^35",
							"1 - 2*u + 37*u^2 - 9*u^3 + 106*u^4 - 226*u^5 - 74*u^6 + 694*u^7 - 1216*u^8 - 618*u^9 + 2436*u^10 + 440*u^11 - 1096*u^12 - 1282*u^13 - 1142*u^14 + 1650*u^15 + 985*u^16 + 140*u^17 + 905*u^18 - 2297*u^19 - 1814*u^20 + 2484*u^21 + 1152*u^22 - 1128*u^23 - 209*u^24 - 34*u^25 - 171*u^26 + 339*u^27 + 145*u^28 - 206*u^29 - 54*u^30 + 66*u^31 + 11*u^32 - 12*u^33 - u^34 + u^35",
							"-1 + 3*u^2 + 19*u^3 - 6*u^4 - 82*u^5 - 42*u^6 + 308*u^7 + 146*u^8 - 960*u^9 - 766*u^10 + 2840*u^11 + 848*u^12 - 6614*u^13 + 742*u^14 + 9596*u^15 - 3977*u^16 - 10022*u^17 + 7061*u^18 + 8659*u^19 - 8212*u^20 - 6046*u^21 + 7546*u^22 + 3268*u^23 - 5659*u^24 - 1516*u^25 + 3215*u^26 + 701*u^27 - 1269*u^28 - 290*u^29 + 322*u^30 + 84*u^31 - 47*u^32 - 14*u^33 + 3*u^34 + u^35"
						],
						"uPolys":[
							"-1 + 3*u^2 + 19*u^3 - 6*u^4 - 82*u^5 - 42*u^6 + 308*u^7 + 146*u^8 - 960*u^9 - 766*u^10 + 2840*u^11 + 848*u^12 - 6614*u^13 + 742*u^14 + 9596*u^15 - 3977*u^16 - 10022*u^17 + 7061*u^18 + 8659*u^19 - 8212*u^20 - 6046*u^21 + 7546*u^22 + 3268*u^23 - 5659*u^24 - 1516*u^25 + 3215*u^26 + 701*u^27 - 1269*u^28 - 290*u^29 + 322*u^30 + 84*u^31 - 47*u^32 - 14*u^33 + 3*u^34 + u^35",
							"1 - 3*u^2 + 11*u^3 - 14*u^4 - 38*u^5 + 126*u^6 - 58*u^7 - 220*u^8 + 462*u^9 - 288*u^10 - 812*u^11 + 1632*u^12 + 310*u^13 - 2570*u^14 + 860*u^15 + 1679*u^16 - 1336*u^17 + 315*u^18 + 593*u^19 - 1388*u^20 + 298*u^21 + 986*u^22 - 432*u^23 - 185*u^24 + 100*u^25 - 175*u^26 + 117*u^27 + 151*u^28 - 112*u^29 - 56*u^30 + 46*u^31 + 11*u^32 - 10*u^33 - u^34 + u^35",
							"23 + 214*u + 867*u^2 + 1691*u^3 + 4302*u^4 + 6416*u^5 + 11082*u^6 + 10676*u^7 + 12050*u^8 + 5380*u^9 + 4708*u^10 - 4582*u^11 - 2084*u^12 - 9842*u^13 - 1690*u^14 - 8076*u^15 + 2409*u^16 - 5956*u^17 + 2523*u^18 - 7315*u^19 + 1254*u^20 - 5418*u^21 + 3576*u^22 - 1632*u^23 + 4909*u^24 + 154*u^25 + 4089*u^26 + 747*u^27 + 2245*u^28 + 420*u^29 + 744*u^30 + 154*u^31 + 165*u^32 + 28*u^33 + 17*u^34 + u^35",
							"-1 + 3*u^2 + 19*u^3 - 6*u^4 - 82*u^5 - 42*u^6 + 308*u^7 + 146*u^8 - 960*u^9 - 766*u^10 + 2840*u^11 + 848*u^12 - 6614*u^13 + 742*u^14 + 9596*u^15 - 3977*u^16 - 10022*u^17 + 7061*u^18 + 8659*u^19 - 8212*u^20 - 6046*u^21 + 7546*u^22 + 3268*u^23 - 5659*u^24 - 1516*u^25 + 3215*u^26 + 701*u^27 - 1269*u^28 - 290*u^29 + 322*u^30 + 84*u^31 - 47*u^32 - 14*u^33 + 3*u^34 + u^35",
							"-7 + 12*u + 57*u^2 - 123*u^3 - 164*u^4 + 374*u^5 + 286*u^6 - 1596*u^7 - 1380*u^8 + 6192*u^9 + 918*u^10 - 13234*u^11 - 1356*u^12 + 20224*u^13 + 3938*u^14 - 27450*u^15 - 7061*u^16 + 27562*u^17 + 8641*u^18 - 22311*u^19 - 9538*u^20 + 14420*u^21 + 7182*u^22 - 7316*u^23 - 4535*u^24 + 2316*u^25 + 2107*u^26 - 457*u^27 - 763*u^28 - 134*u^29 + 128*u^30 + 90*u^31 - 17*u^32 - 34*u^33 - 13*u^34 + u^35",
							"1 - 3*u^2 + 11*u^3 - 14*u^4 - 38*u^5 + 126*u^6 - 58*u^7 - 220*u^8 + 462*u^9 - 288*u^10 - 812*u^11 + 1632*u^12 + 310*u^13 - 2570*u^14 + 860*u^15 + 1679*u^16 - 1336*u^17 + 315*u^18 + 593*u^19 - 1388*u^20 + 298*u^21 + 986*u^22 - 432*u^23 - 185*u^24 + 100*u^25 - 175*u^26 + 117*u^27 + 151*u^28 - 112*u^29 - 56*u^30 + 46*u^31 + 11*u^32 - 10*u^33 - u^34 + u^35",
							"1 - 2*u + 37*u^2 - 9*u^3 + 106*u^4 - 226*u^5 - 74*u^6 + 694*u^7 - 1216*u^8 - 618*u^9 + 2436*u^10 + 440*u^11 - 1096*u^12 - 1282*u^13 - 1142*u^14 + 1650*u^15 + 985*u^16 + 140*u^17 + 905*u^18 - 2297*u^19 - 1814*u^20 + 2484*u^21 + 1152*u^22 - 1128*u^23 - 209*u^24 - 34*u^25 - 171*u^26 + 339*u^27 + 145*u^28 - 206*u^29 - 54*u^30 + 66*u^31 + 11*u^32 - 12*u^33 - u^34 + u^35",
							"-1 + 4*u + 9*u^2 + 19*u^3 + 24*u^4 + 180*u^5 + 122*u^6 + 298*u^7 + 648*u^8 + 710*u^9 + 864*u^10 + 1064*u^11 + 1734*u^12 + 1508*u^13 + 570*u^14 + 1662*u^15 + 2295*u^16 + 546*u^17 + 291*u^18 + 447*u^19 + 862*u^20 + 548*u^21 - 522*u^22 + 436*u^23 - 117*u^24 + 406*u^25 - 341*u^26 + 191*u^27 - 99*u^28 + 108*u^29 - 66*u^30 + 26*u^31 - 7*u^32 + 6*u^33 - 3*u^34 + u^35",
							"1 - 2*u + 37*u^2 - 9*u^3 + 106*u^4 - 226*u^5 - 74*u^6 + 694*u^7 - 1216*u^8 - 618*u^9 + 2436*u^10 + 440*u^11 - 1096*u^12 - 1282*u^13 - 1142*u^14 + 1650*u^15 + 985*u^16 + 140*u^17 + 905*u^18 - 2297*u^19 - 1814*u^20 + 2484*u^21 + 1152*u^22 - 1128*u^23 - 209*u^24 - 34*u^25 - 171*u^26 + 339*u^27 + 145*u^28 - 206*u^29 - 54*u^30 + 66*u^31 + 11*u^32 - 12*u^33 - u^34 + u^35",
							"-1 + 3*u^2 + 19*u^3 - 6*u^4 - 82*u^5 - 42*u^6 + 308*u^7 + 146*u^8 - 960*u^9 - 766*u^10 + 2840*u^11 + 848*u^12 - 6614*u^13 + 742*u^14 + 9596*u^15 - 3977*u^16 - 10022*u^17 + 7061*u^18 + 8659*u^19 - 8212*u^20 - 6046*u^21 + 7546*u^22 + 3268*u^23 - 5659*u^24 - 1516*u^25 + 3215*u^26 + 701*u^27 - 1269*u^28 - 290*u^29 + 322*u^30 + 84*u^31 - 47*u^32 - 14*u^33 + 3*u^34 + u^35"
						],
						"aCuspShape":"-2 + (4*(-2937846993403909596 - 23822048739527978149*u + 70999365519373256502*u^2 + 86687545808802922277*u^3 - 268704954962090837103*u^4 - 727452137187404021634*u^5 + 926527033205318279377*u^6 + 2008650045752143900736*u^7 - 2958611885170017761110*u^8 - 7573535424811253946260*u^9 + 10400420893988351535374*u^10 + 14185249167142635183456*u^11 - 30284099726819712320633*u^12 - 12792589773271826292896*u^13 + 51699534140081784823663*u^14 - 1138881766535775932397*u^15 - 60619732981139228613655*u^16 + 19576922420840812537803*u^17 + 57266518081418563858238*u^18 - 30972593929182052919899*u^19 - 44339763335560597724603*u^20 + 33157519466256024501492*u^21 + 27315803286107371452029*u^22 - 27608602430353204506966*u^23 - 13936347383824775916628*u^24 + 16937816315938480985967*u^25 + 6253879798230824382758*u^26 - 7088341103629701910752*u^27 - 2341975427664381084897*u^28 + 1885173970442719174727*u^29 + 627900722948392709195*u^30 - 286360049229181155901*u^31 - 100618908792471505641*u^32 + 18937425098885733192*u^33 + 7093050232511834076*u^34))\/6621809224193386385",
						"RepresentationsN":[
							[
								"u->0.638742 + 0.763228 I",
								"a->-0.32878 - 1.37864 I",
								"b->1.26567 + 0.500696 I"
							],
							[
								"u->0.638742 - 0.763228 I",
								"a->-0.32878 + 1.37864 I",
								"b->1.26567 - 0.500696 I"
							],
							[
								"u->0.421188 + 0.899484 I",
								"a->-0.792986 - 0.007441 I",
								"b->1.10202 - 0.318172 I"
							],
							[
								"u->0.421188 - 0.899484 I",
								"a->-0.792986 + 0.007441 I",
								"b->1.10202 + 0.318172 I"
							],
							[
								"u->-0.708907 + 0.87115 I",
								"a->-0.37073 + 0.784435 I",
								"b->1.1645 - 0.178894 I"
							],
							[
								"u->-0.708907 - 0.87115 I",
								"a->-0.37073 - 0.784435 I",
								"b->1.1645 + 0.178894 I"
							],
							[
								"u->0.555117 + 0.428217 I",
								"a->1.29244 - 0.80829 I",
								"b->0.267299 + 0.532419 I"
							],
							[
								"u->0.555117 - 0.428217 I",
								"a->1.29244 + 0.80829 I",
								"b->0.267299 - 0.532419 I"
							],
							[
								"u->0.420666 + 0.556962 I",
								"a->-0.213994 + 1.36761 I",
								"b->0.122551 - 0.993553 I"
							],
							[
								"u->0.420666 - 0.556962 I",
								"a->-0.213994 - 1.36761 I",
								"b->0.122551 + 0.993553 I"
							],
							[
								"u->-1.3693 + 0.067601 I",
								"a->0.631419 - 0.279359 I",
								"b->0.030418 + 0.167299 I"
							],
							[
								"u->-1.3693 - 0.067601 I",
								"a->0.631419 + 0.279359 I",
								"b->0.030418 - 0.167299 I"
							],
							[
								"u->1.42805",
								"a->-11.1085",
								"b->-1.01279"
							],
							[
								"u->-0.505143 + 0.260157 I",
								"a->0.63134 - 1.66041 I",
								"b->-1.10635 + 0.599174 I"
							],
							[
								"u->-0.505143 - 0.260157 I",
								"a->0.63134 + 1.66041 I",
								"b->-1.10635 - 0.599174 I"
							],
							[
								"u->1.46072 + 0.11973 I",
								"a->-0.027998 + 0.767434 I",
								"b->-0.361779 - 0.871354 I"
							],
							[
								"u->1.46072 - 0.11973 I",
								"a->-0.027998 - 0.767434 I",
								"b->-0.361779 + 0.871354 I"
							],
							[
								"u->-0.291602 + 0.421032 I",
								"a->0.608613 - 0.956903 I",
								"b->-0.142845 + 0.366228 I"
							],
							[
								"u->-0.291602 - 0.421032 I",
								"a->0.608613 + 0.956903 I",
								"b->-0.142845 - 0.366228 I"
							],
							[
								"u->-1.48666 + 0.16089 I",
								"a->-0.270075 - 0.598911 I",
								"b->-0.023905 + 1.33655 I"
							],
							[
								"u->-1.48666 - 0.16089 I",
								"a->-0.270075 + 0.598911 I",
								"b->-0.023905 - 1.33655 I"
							],
							[
								"u->-1.50842 + 0.01996 I",
								"a->-0.634805 - 0.360863 I",
								"b->-1.60295 + 0.2697 I"
							],
							[
								"u->-1.50842 - 0.01996 I",
								"a->-0.634805 + 0.360863 I",
								"b->-1.60295 - 0.2697 I"
							],
							[
								"u->1.51371 + 0.06175 I",
								"a->-0.323814 + 0.778359 I",
								"b->-1.42288 - 0.85959 I"
							],
							[
								"u->1.51371 - 0.06175 I",
								"a->-0.323814 - 0.778359 I",
								"b->-1.42288 + 0.85959 I"
							],
							[
								"u->0.458527 + 0.02305 I",
								"a->-0.364039 + 0.257321 I",
								"b->-1.25263 - 0.041449 I"
							],
							[
								"u->0.458527 - 0.02305 I",
								"a->-0.364039 - 0.257321 I",
								"b->-1.25263 + 0.041449 I"
							],
							[
								"u->-1.57609 + 0.25528 I",
								"a->0.520584 + 1.10756 I",
								"b->1.425 - 0.57684 I"
							],
							[
								"u->-1.57609 - 0.25528 I",
								"a->0.520584 - 1.10756 I",
								"b->1.425 + 0.57684 I"
							],
							[
								"u->1.59602 + 0.26769 I",
								"a->0.39422 - 0.9085 I",
								"b->1.38166 + 0.35942 I"
							],
							[
								"u->1.59602 - 0.26769 I",
								"a->0.39422 + 0.9085 I",
								"b->1.38166 - 0.35942 I"
							],
							[
								"u->-0.151482 + 0.347444 I",
								"a->5.01455 - 1.87194 I",
								"b->-0.984898 - 0.180613 I"
							],
							[
								"u->-0.151482 - 0.347444 I",
								"a->5.01455 + 1.87194 I",
								"b->-0.984898 + 0.180613 I"
							],
							[
								"u->-1.6811 + 0.33608 I",
								"a->0.288307 + 0.479751 I",
								"b->1.14551 - 0.065819 I"
							],
							[
								"u->-1.6811 - 0.33608 I",
								"a->0.288307 - 0.479751 I",
								"b->1.14551 + 0.065819 I"
							]
						],
						"Epsilon":0.523311,
						"uPolys_ij":[
							"-1 + 3*u^2 + 19*u^3 - 6*u^4 - 82*u^5 - 42*u^6 + 308*u^7 + 146*u^8 - 960*u^9 - 766*u^10 + 2840*u^11 + 848*u^12 - 6614*u^13 + 742*u^14 + 9596*u^15 - 3977*u^16 - 10022*u^17 + 7061*u^18 + 8659*u^19 - 8212*u^20 - 6046*u^21 + 7546*u^22 + 3268*u^23 - 5659*u^24 - 1516*u^25 + 3215*u^26 + 701*u^27 - 1269*u^28 - 290*u^29 + 322*u^30 + 84*u^31 - 47*u^32 - 14*u^33 + 3*u^34 + u^35",
							"1 + 6*u + 21*u^2 + 313*u^3 + 2608*u^4 + 15516*u^5 + 80712*u^6 + 359692*u^7 + 1396342*u^8 + 4462176*u^9 + 12360162*u^10 + 29545766*u^11 + 61798306*u^12 + 113970308*u^13 + 184850112*u^14 + 266447700*u^15 + 347460951*u^16 + 414397002*u^17 + 454428855*u^18 + 460423987*u^19 + 431518386*u^20 + 372018588*u^21 + 292354788*u^22 + 207522428*u^23 + 131685591*u^24 + 73656434*u^25 + 35671781*u^26 + 14668973*u^27 + 5022907*u^28 + 1404252*u^29 + 313640*u^30 + 54460*u^31 + 7073*u^32 + 646*u^33 + 37*u^34 + u^35",
							"4025 - 15220*u - 27259*u^2 + 87475*u^3 + 254290*u^4 - 176626*u^5 - 1922012*u^6 + 679528*u^7 + 7528508*u^8 - 2947098*u^9 - 19272388*u^10 + 8280218*u^11 + 43794460*u^12 - 43541232*u^13 - 31207926*u^14 + 62040126*u^15 - 4290597*u^16 - 40518656*u^17 + 18101203*u^18 + 13373561*u^19 - 11753174*u^20 - 1385022*u^21 + 3993482*u^22 - 598954*u^23 - 789729*u^24 + 280306*u^25 + 85067*u^26 - 56483*u^27 - 2527*u^28 + 6842*u^29 - 650*u^30 - 526*u^31 + 123*u^32 + 16*u^33 - 9*u^34 + u^35",
							"-1 + 12*u + 5*u^2 - 15*u^3 + 252*u^4 + 616*u^5 + 1464*u^6 + 180*u^7 + 4638*u^8 - 1808*u^9 - 16026*u^10 + 26138*u^11 - 71686*u^12 + 164320*u^13 - 303860*u^14 + 653506*u^15 - 980943*u^16 + 1530596*u^17 - 1767545*u^18 + 2310591*u^19 - 1970838*u^20 + 2266304*u^21 - 1393784*u^22 + 1360358*u^23 - 602203*u^24 + 483492*u^25 - 157955*u^26 + 104723*u^27 - 25335*u^28 + 14040*u^29 - 2428*u^30 + 1142*u^31 - 129*u^32 + 52*u^33 - 3*u^34 + u^35",
							"1379 + 7834*u + 1705*u^2 - 44517*u^3 + 42088*u^4 + 55288*u^5 - 828902*u^6 + 605168*u^7 + 5841898*u^8 - 1310110*u^9 - 15995012*u^10 + 6671816*u^11 + 34111928*u^12 - 6087454*u^13 - 34538690*u^14 + 8123958*u^15 + 15474573*u^16 - 13062942*u^17 + 2823765*u^18 + 14149611*u^19 - 5680184*u^20 - 8284488*u^21 + 1011500*u^22 + 1344874*u^23 + 404637*u^24 + 752624*u^25 + 57445*u^26 - 294823*u^27 - 63595*u^28 + 39122*u^29 + 11326*u^30 - 2140*u^31 - 809*u^32 + 26*u^33 + 21*u^34 + u^35",
							"15047 - 54344*u + 36921*u^2 + 225575*u^3 - 509924*u^4 + 771290*u^5 - 1601774*u^6 + 288552*u^7 + 12560420*u^8 - 27509630*u^9 + 4313286*u^10 + 54896876*u^11 - 58153760*u^12 - 2236750*u^13 + 33783378*u^14 - 52024158*u^15 + 80959731*u^16 + 27220924*u^17 - 112304079*u^18 + 3079435*u^19 + 56125286*u^20 + 187514*u^21 - 11569726*u^22 - 4121798*u^23 + 33037*u^24 + 1705926*u^25 + 549167*u^26 - 223323*u^27 - 112745*u^28 + 8288*u^29 + 11336*u^30 + 628*u^31 - 617*u^32 - 56*u^33 + 15*u^34 + u^35",
							"23 + 214*u + 867*u^2 + 1691*u^3 + 4302*u^4 + 6416*u^5 + 11082*u^6 + 10676*u^7 + 12050*u^8 + 5380*u^9 + 4708*u^10 - 4582*u^11 - 2084*u^12 - 9842*u^13 - 1690*u^14 - 8076*u^15 + 2409*u^16 - 5956*u^17 + 2523*u^18 - 7315*u^19 + 1254*u^20 - 5418*u^21 + 3576*u^22 - 1632*u^23 + 4909*u^24 + 154*u^25 + 4089*u^26 + 747*u^27 + 2245*u^28 + 420*u^29 + 744*u^30 + 154*u^31 + 165*u^32 + 28*u^33 + 17*u^34 + u^35",
							"52187 + 231316*u + 715587*u^2 + 1405703*u^3 + 1626760*u^4 + 940708*u^5 + 1361062*u^6 + 1533386*u^7 + 2576134*u^8 - 1777284*u^9 + 6463982*u^10 + 15092468*u^11 + 8208944*u^12 + 22587500*u^13 + 20358582*u^14 + 6395116*u^15 + 23434127*u^16 + 15993752*u^17 + 5309421*u^18 + 20253767*u^19 + 13842830*u^20 + 4027518*u^21 + 7937892*u^22 + 4324082*u^23 + 63379*u^24 + 359592*u^25 + 370773*u^26 - 203051*u^27 - 160741*u^28 + 12676*u^29 + 38048*u^30 - 35472*u^31 + 13359*u^32 - 2332*u^33 + 327*u^34 + u^35",
							"7 - 72*u + 425*u^2 - 1777*u^3 + 6016*u^4 - 16156*u^5 + 37946*u^6 - 75668*u^7 + 134078*u^8 - 205624*u^9 + 327042*u^10 - 347594*u^11 + 488560*u^12 - 149690*u^13 + 458382*u^14 + 451480*u^15 + 769167*u^16 + 1264512*u^17 + 1357527*u^18 + 1630183*u^19 + 1433070*u^20 + 1255622*u^21 + 939700*u^22 + 628834*u^23 + 415281*u^24 + 216658*u^25 + 129123*u^26 + 52527*u^27 + 28269*u^28 + 8794*u^29 + 4214*u^30 + 958*u^31 + 391*u^32 + 58*u^33 + 17*u^34 + u^35",
							"-577 - 2862*u - 20361*u^2 - 40885*u^3 - 64088*u^4 - 431850*u^5 - 314442*u^6 - 479844*u^7 - 4052230*u^8 + 709884*u^9 - 1805238*u^10 - 15156034*u^11 + 386790*u^12 + 2632870*u^13 - 24390458*u^14 - 11595700*u^15 + 12157233*u^16 - 15511960*u^17 - 22255953*u^18 + 13400867*u^19 + 3136002*u^20 - 16830798*u^21 + 1017878*u^22 + 7333592*u^23 - 3530583*u^24 - 2655394*u^25 + 1359815*u^26 + 700883*u^27 - 193691*u^28 - 103410*u^29 + 9682*u^30 + 7520*u^31 + 91*u^32 - 224*u^33 - 15*u^34 + u^35",
							"43939 + 453074*u + 2746545*u^2 + 2724255*u^3 + 597380*u^4 - 30233350*u^5 - 10779486*u^6 + 23265008*u^7 + 89916780*u^8 - 47580894*u^9 - 34813616*u^10 - 91706856*u^11 + 105093524*u^12 - 55319478*u^13 + 270377716*u^14 - 164684252*u^15 + 1596429*u^16 - 66419248*u^17 + 2186997*u^18 + 76488005*u^19 + 55857560*u^20 + 30411194*u^21 - 539882*u^22 - 17083246*u^23 - 14160977*u^24 - 7171586*u^25 - 1531209*u^26 + 829385*u^27 + 940405*u^28 + 512936*u^29 + 197794*u^30 + 54696*u^31 + 12815*u^32 + 2544*u^33 + 251*u^34 + u^35",
							"-101 - 1108*u - 5437*u^2 - 19155*u^3 - 60168*u^4 - 155702*u^5 - 321610*u^6 - 598852*u^7 - 962810*u^8 - 1192794*u^9 - 1685680*u^10 - 1917762*u^11 - 3869214*u^12 - 7346740*u^13 - 12604488*u^14 - 18234198*u^15 - 22347401*u^16 - 24957770*u^17 - 26045025*u^18 - 26185681*u^19 - 24755638*u^20 - 21475164*u^21 - 16594010*u^22 - 11263008*u^23 - 6714669*u^24 - 3505006*u^25 - 1621317*u^26 - 651031*u^27 - 236657*u^28 - 71336*u^29 - 20348*u^30 - 4196*u^31 - 917*u^32 - 90*u^33 - 15*u^34 + u^35",
							"-5747 - 60696*u - 263199*u^2 - 613945*u^3 - 1027708*u^4 - 2625034*u^5 - 9443028*u^6 - 20679340*u^7 - 13313160*u^8 + 42436056*u^9 + 104084636*u^10 + 42262536*u^11 - 144016426*u^12 - 187067800*u^13 + 45698676*u^14 + 222671274*u^15 + 80564249*u^16 - 120021868*u^17 - 98780971*u^18 + 19843429*u^19 + 46465490*u^20 + 6516588*u^21 - 13418076*u^22 - 4895012*u^23 + 2946683*u^24 + 1629214*u^25 - 541369*u^26 - 340989*u^27 + 84083*u^28 + 44126*u^29 - 10170*u^30 - 3124*u^31 + 785*u^32 + 82*u^33 - 27*u^34 + u^35",
							"49 + 942*u + 8497*u^2 + 46805*u^3 + 209128*u^4 + 945080*u^5 + 3692728*u^6 + 12219952*u^7 + 38719850*u^8 + 108652436*u^9 + 266565614*u^10 + 561083650*u^11 + 1021129686*u^12 + 1616593708*u^13 + 2250883248*u^14 + 2782384156*u^15 + 3066512759*u^16 + 3022703522*u^17 + 2668181583*u^18 + 2107569603*u^19 + 1485673530*u^20 + 930405648*u^21 + 513929852*u^22 + 247406524*u^23 + 101955979*u^24 + 34863182*u^25 + 9286341*u^26 + 1618541*u^27 + 23335*u^28 - 87368*u^29 - 24044*u^30 + 812*u^31 + 3349*u^32 + 894*u^33 + 237*u^34 + u^35",
							"41 - 12*u + 301*u^2 + 1253*u^3 + 862*u^4 + 17840*u^5 - 1104*u^6 + 35016*u^7 + 102392*u^8 - 324736*u^9 + 597232*u^10 - 1169000*u^11 + 1227470*u^12 - 1083166*u^13 + 943864*u^14 - 215108*u^15 + 139375*u^16 - 55198*u^17 - 205437*u^18 - 63313*u^19 + 36162*u^20 - 62566*u^21 + 162376*u^22 - 47682*u^23 + 111701*u^24 - 20192*u^25 + 44583*u^26 - 5525*u^27 + 11781*u^28 - 804*u^29 + 2106*u^30 - 30*u^31 + 253*u^32 + 6*u^33 + 15*u^34 + u^35",
							"-25 - 660*u - 7929*u^2 - 57935*u^3 - 289026*u^4 - 1035964*u^5 - 2731098*u^6 - 5336354*u^7 - 7969774*u^8 - 9212572*u^9 - 8123854*u^10 - 5916678*u^11 - 5417634*u^12 - 6705480*u^13 - 6855992*u^14 - 4486666*u^15 + 119927*u^16 + 5704944*u^17 + 8103193*u^18 + 4428753*u^19 - 1404646*u^20 - 3556090*u^21 - 1735670*u^22 + 364422*u^23 + 758671*u^24 + 236970*u^25 - 95469*u^26 - 87351*u^27 - 11075*u^28 + 10576*u^29 + 4076*u^30 - 412*u^31 - 567*u^32 - 124*u^33 - 5*u^34 + u^35",
							"-57257 - 516704*u - 2374079*u^2 - 7146385*u^3 - 15740928*u^4 - 26808586*u^5 - 35573532*u^6 - 34468396*u^7 - 19296960*u^8 - 1668658*u^9 - 12147900*u^10 - 70262314*u^11 - 138839436*u^12 - 137399416*u^13 - 38283108*u^14 + 75764316*u^15 + 102042459*u^16 + 42392400*u^17 - 19496505*u^18 - 35166865*u^19 - 23661904*u^20 - 13143676*u^21 - 8057024*u^22 - 4380020*u^23 - 1776909*u^24 - 646480*u^25 - 269131*u^26 - 100977*u^27 - 28145*u^28 - 7322*u^29 - 2408*u^30 - 736*u^31 - 85*u^32 - 6*u^33 - 13*u^34 + u^35",
							"-1 + 4*u + 9*u^2 + 19*u^3 + 24*u^4 + 180*u^5 + 122*u^6 + 298*u^7 + 648*u^8 + 710*u^9 + 864*u^10 + 1064*u^11 + 1734*u^12 + 1508*u^13 + 570*u^14 + 1662*u^15 + 2295*u^16 + 546*u^17 + 291*u^18 + 447*u^19 + 862*u^20 + 548*u^21 - 522*u^22 + 436*u^23 - 117*u^24 + 406*u^25 - 341*u^26 + 191*u^27 - 99*u^28 + 108*u^29 - 66*u^30 + 26*u^31 - 7*u^32 + 6*u^33 - 3*u^34 + u^35",
							"-1 + 34*u + 119*u^2 + 1613*u^3 + 7748*u^4 + 33612*u^5 + 84700*u^6 + 167244*u^7 + 157178*u^8 + 137720*u^9 - 214222*u^10 + 156358*u^11 - 989542*u^12 + 566124*u^13 - 2455292*u^14 + 2160548*u^15 - 2182035*u^16 + 5258274*u^17 + 2527425*u^18 + 7518211*u^19 + 4116018*u^20 + 5049440*u^21 + 2187784*u^22 + 1875088*u^23 + 586217*u^24 + 431354*u^25 + 89683*u^26 + 69221*u^27 + 9113*u^28 + 8796*u^29 + 932*u^30 + 836*u^31 + 83*u^32 + 46*u^33 + 3*u^34 + u^35",
							"1 - 2*u + 37*u^2 - 9*u^3 + 106*u^4 - 226*u^5 - 74*u^6 + 694*u^7 - 1216*u^8 - 618*u^9 + 2436*u^10 + 440*u^11 - 1096*u^12 - 1282*u^13 - 1142*u^14 + 1650*u^15 + 985*u^16 + 140*u^17 + 905*u^18 - 2297*u^19 - 1814*u^20 + 2484*u^21 + 1152*u^22 - 1128*u^23 - 209*u^24 - 34*u^25 - 171*u^26 + 339*u^27 + 145*u^28 - 206*u^29 - 54*u^30 + 66*u^31 + 11*u^32 - 12*u^33 - u^34 + u^35",
							"1 - 3*u^2 + 11*u^3 - 14*u^4 - 38*u^5 + 126*u^6 - 58*u^7 - 220*u^8 + 462*u^9 - 288*u^10 - 812*u^11 + 1632*u^12 + 310*u^13 - 2570*u^14 + 860*u^15 + 1679*u^16 - 1336*u^17 + 315*u^18 + 593*u^19 - 1388*u^20 + 298*u^21 + 986*u^22 - 432*u^23 - 185*u^24 + 100*u^25 - 175*u^26 + 117*u^27 + 151*u^28 - 112*u^29 - 56*u^30 + 46*u^31 + 11*u^32 - 10*u^33 - u^34 + u^35",
							"-199 - 352*u - 895*u^2 - 6195*u^3 - 7838*u^4 - 42966*u^5 - 99254*u^6 - 61004*u^7 - 432748*u^8 + 335514*u^9 - 622856*u^10 + 454298*u^11 + 1076730*u^12 - 2305380*u^13 + 5405722*u^14 - 4993872*u^15 + 3507681*u^16 + 1928310*u^17 - 7589817*u^18 + 11064425*u^19 - 12662618*u^20 + 9910840*u^21 - 7794340*u^22 + 4354318*u^23 - 2680423*u^24 + 1098856*u^25 - 596007*u^26 + 167111*u^27 - 90015*u^28 + 15542*u^29 - 9022*u^30 + 890*u^31 - 543*u^32 + 34*u^33 - 15*u^34 + u^35",
							"1 - 70*u + 1545*u^2 - 6711*u^3 + 2036*u^4 + 141856*u^5 + 230080*u^6 + 145168*u^7 + 1843426*u^8 + 7471396*u^9 + 12103134*u^10 + 6684702*u^11 - 5216610*u^12 - 6966192*u^13 + 5050088*u^14 + 11584052*u^15 - 682261*u^16 - 17083958*u^17 - 15784857*u^18 + 2312239*u^19 + 17735714*u^20 + 18115356*u^21 + 8369456*u^22 - 534116*u^23 - 3633685*u^24 - 2709710*u^25 - 1022483*u^26 - 86131*u^27 + 144707*u^28 + 104748*u^29 + 41844*u^30 + 11456*u^31 + 2225*u^32 + 298*u^33 + 25*u^34 + u^35",
							"-7 + 12*u + 57*u^2 - 123*u^3 - 164*u^4 + 374*u^5 + 286*u^6 - 1596*u^7 - 1380*u^8 + 6192*u^9 + 918*u^10 - 13234*u^11 - 1356*u^12 + 20224*u^13 + 3938*u^14 - 27450*u^15 - 7061*u^16 + 27562*u^17 + 8641*u^18 - 22311*u^19 - 9538*u^20 + 14420*u^21 + 7182*u^22 - 7316*u^23 - 4535*u^24 + 2316*u^25 + 2107*u^26 - 457*u^27 - 763*u^28 - 134*u^29 + 128*u^30 + 90*u^31 - 17*u^32 - 34*u^33 - 13*u^34 + u^35",
							"-897367 - 10458624*u - 53957269*u^2 - 172558731*u^3 - 421034474*u^4 - 906146060*u^5 - 1751076262*u^6 - 2821127796*u^7 - 3577840514*u^8 - 3483424990*u^9 - 2446565170*u^10 - 788344148*u^11 + 899205076*u^12 + 1908638082*u^13 + 1963534984*u^14 + 1360703202*u^15 + 515422937*u^16 - 211309236*u^17 - 542239265*u^18 - 469423697*u^19 - 245030130*u^20 - 32649112*u^21 + 34645594*u^22 + 9375940*u^23 - 66023*u^24 + 3579210*u^25 + 492407*u^26 + 736277*u^27 - 365041*u^28 - 105234*u^29 + 1906*u^30 + 15864*u^31 - 6119*u^32 + 1760*u^33 - 251*u^34 + u^35",
							"-24091 + 229854*u - 1255389*u^2 + 5790631*u^3 - 22319018*u^4 + 66793342*u^5 - 155487562*u^6 + 280627560*u^7 - 364759446*u^8 + 261037528*u^9 + 102156388*u^10 - 545889928*u^11 + 716450554*u^12 - 423018192*u^13 - 123291836*u^14 + 475790318*u^15 - 397849005*u^16 + 81319124*u^17 + 133659111*u^18 - 134110779*u^19 + 40259494*u^20 + 20699104*u^21 - 25119096*u^22 + 7845256*u^23 + 2653703*u^24 - 2945384*u^25 + 581547*u^26 + 304233*u^27 - 167107*u^28 + 6192*u^29 + 14474*u^30 - 3410*u^31 - 227*u^32 + 196*u^33 - 27*u^34 + u^35",
							"-1 + 6*u + 19*u^2 - 215*u^3 + 164*u^4 + 2952*u^5 - 12456*u^6 + 12696*u^7 + 66034*u^8 - 297504*u^9 + 453454*u^10 + 345250*u^11 - 3109278*u^12 + 7234864*u^13 - 9518180*u^14 + 6547676*u^15 + 1028661*u^16 - 7853970*u^17 + 8828821*u^18 - 4180409*u^19 - 1368274*u^20 + 3763148*u^21 - 2805336*u^22 + 787288*u^23 + 434261*u^24 - 596394*u^25 + 299895*u^26 - 45567*u^27 - 44131*u^28 + 40836*u^29 - 19252*u^30 + 6124*u^31 - 1377*u^32 + 214*u^33 - 21*u^34 + u^35",
							"-529 + 5914*u - 225833*u^2 - 2363911*u^3 - 12009452*u^4 - 36886868*u^5 - 81328236*u^6 - 140588000*u^7 - 209464866*u^8 - 282070736*u^9 - 345997254*u^10 - 377917530*u^11 - 356389138*u^12 - 282173524*u^13 - 176429500*u^14 - 66210428*u^15 + 31370421*u^16 + 104531594*u^17 + 134032273*u^18 + 109907619*u^19 + 48483830*u^20 - 14739484*u^21 - 57034624*u^22 - 77633380*u^23 - 80513139*u^24 - 68550810*u^25 - 47813121*u^26 - 27020243*u^27 - 12293327*u^28 - 4445000*u^29 - 1261912*u^30 - 273120*u^31 - 43057*u^32 - 4518*u^33 - 233*u^34 + u^35",
							"-1561 + 16468*u - 108091*u^2 + 327677*u^3 - 1293150*u^4 + 4637344*u^5 - 7444798*u^6 - 7026932*u^7 - 8925698*u^8 - 4456902*u^9 + 3255732*u^10 - 9780400*u^11 - 20318702*u^12 - 22372850*u^13 - 36703526*u^14 - 37068148*u^15 - 24389659*u^16 - 26408646*u^17 - 35575777*u^18 - 34113465*u^19 - 31135234*u^20 - 35888492*u^21 - 37138480*u^22 - 32563798*u^23 - 26899687*u^24 - 19629642*u^25 - 12011289*u^26 - 6268663*u^27 - 2782467*u^28 - 998132*u^29 - 277328*u^30 - 58052*u^31 - 10241*u^32 - 1946*u^33 - 339*u^34 + u^35"
						],
						"GeometricComponent":"{28, 29}",
						"uPolys_ij_N":[
							"-1 + 3*u^2 + 19*u^3 - 6*u^4 - 82*u^5 - 42*u^6 + 308*u^7 + 146*u^8 - 960*u^9 - 766*u^10 + 2840*u^11 + 848*u^12 - 6614*u^13 + 742*u^14 + 9596*u^15 - 3977*u^16 - 10022*u^17 + 7061*u^18 + 8659*u^19 - 8212*u^20 - 6046*u^21 + 7546*u^22 + 3268*u^23 - 5659*u^24 - 1516*u^25 + 3215*u^26 + 701*u^27 - 1269*u^28 - 290*u^29 + 322*u^30 + 84*u^31 - 47*u^32 - 14*u^33 + 3*u^34 + u^35",
							"1 + 6*u + 21*u^2 + 313*u^3 + 2608*u^4 + 15516*u^5 + 80712*u^6 + 359692*u^7 + 1396342*u^8 + 4462176*u^9 + 12360162*u^10 + 29545766*u^11 + 61798306*u^12 + 113970308*u^13 + 184850112*u^14 + 266447700*u^15 + 347460951*u^16 + 414397002*u^17 + 454428855*u^18 + 460423987*u^19 + 431518386*u^20 + 372018588*u^21 + 292354788*u^22 + 207522428*u^23 + 131685591*u^24 + 73656434*u^25 + 35671781*u^26 + 14668973*u^27 + 5022907*u^28 + 1404252*u^29 + 313640*u^30 + 54460*u^31 + 7073*u^32 + 646*u^33 + 37*u^34 + u^35",
							"4025 - 15220*u - 27259*u^2 + 87475*u^3 + 254290*u^4 - 176626*u^5 - 1922012*u^6 + 679528*u^7 + 7528508*u^8 - 2947098*u^9 - 19272388*u^10 + 8280218*u^11 + 43794460*u^12 - 43541232*u^13 - 31207926*u^14 + 62040126*u^15 - 4290597*u^16 - 40518656*u^17 + 18101203*u^18 + 13373561*u^19 - 11753174*u^20 - 1385022*u^21 + 3993482*u^22 - 598954*u^23 - 789729*u^24 + 280306*u^25 + 85067*u^26 - 56483*u^27 - 2527*u^28 + 6842*u^29 - 650*u^30 - 526*u^31 + 123*u^32 + 16*u^33 - 9*u^34 + u^35",
							"-1 + 12*u + 5*u^2 - 15*u^3 + 252*u^4 + 616*u^5 + 1464*u^6 + 180*u^7 + 4638*u^8 - 1808*u^9 - 16026*u^10 + 26138*u^11 - 71686*u^12 + 164320*u^13 - 303860*u^14 + 653506*u^15 - 980943*u^16 + 1530596*u^17 - 1767545*u^18 + 2310591*u^19 - 1970838*u^20 + 2266304*u^21 - 1393784*u^22 + 1360358*u^23 - 602203*u^24 + 483492*u^25 - 157955*u^26 + 104723*u^27 - 25335*u^28 + 14040*u^29 - 2428*u^30 + 1142*u^31 - 129*u^32 + 52*u^33 - 3*u^34 + u^35",
							"1379 + 7834*u + 1705*u^2 - 44517*u^3 + 42088*u^4 + 55288*u^5 - 828902*u^6 + 605168*u^7 + 5841898*u^8 - 1310110*u^9 - 15995012*u^10 + 6671816*u^11 + 34111928*u^12 - 6087454*u^13 - 34538690*u^14 + 8123958*u^15 + 15474573*u^16 - 13062942*u^17 + 2823765*u^18 + 14149611*u^19 - 5680184*u^20 - 8284488*u^21 + 1011500*u^22 + 1344874*u^23 + 404637*u^24 + 752624*u^25 + 57445*u^26 - 294823*u^27 - 63595*u^28 + 39122*u^29 + 11326*u^30 - 2140*u^31 - 809*u^32 + 26*u^33 + 21*u^34 + u^35",
							"15047 - 54344*u + 36921*u^2 + 225575*u^3 - 509924*u^4 + 771290*u^5 - 1601774*u^6 + 288552*u^7 + 12560420*u^8 - 27509630*u^9 + 4313286*u^10 + 54896876*u^11 - 58153760*u^12 - 2236750*u^13 + 33783378*u^14 - 52024158*u^15 + 80959731*u^16 + 27220924*u^17 - 112304079*u^18 + 3079435*u^19 + 56125286*u^20 + 187514*u^21 - 11569726*u^22 - 4121798*u^23 + 33037*u^24 + 1705926*u^25 + 549167*u^26 - 223323*u^27 - 112745*u^28 + 8288*u^29 + 11336*u^30 + 628*u^31 - 617*u^32 - 56*u^33 + 15*u^34 + u^35",
							"23 + 214*u + 867*u^2 + 1691*u^3 + 4302*u^4 + 6416*u^5 + 11082*u^6 + 10676*u^7 + 12050*u^8 + 5380*u^9 + 4708*u^10 - 4582*u^11 - 2084*u^12 - 9842*u^13 - 1690*u^14 - 8076*u^15 + 2409*u^16 - 5956*u^17 + 2523*u^18 - 7315*u^19 + 1254*u^20 - 5418*u^21 + 3576*u^22 - 1632*u^23 + 4909*u^24 + 154*u^25 + 4089*u^26 + 747*u^27 + 2245*u^28 + 420*u^29 + 744*u^30 + 154*u^31 + 165*u^32 + 28*u^33 + 17*u^34 + u^35",
							"52187 + 231316*u + 715587*u^2 + 1405703*u^3 + 1626760*u^4 + 940708*u^5 + 1361062*u^6 + 1533386*u^7 + 2576134*u^8 - 1777284*u^9 + 6463982*u^10 + 15092468*u^11 + 8208944*u^12 + 22587500*u^13 + 20358582*u^14 + 6395116*u^15 + 23434127*u^16 + 15993752*u^17 + 5309421*u^18 + 20253767*u^19 + 13842830*u^20 + 4027518*u^21 + 7937892*u^22 + 4324082*u^23 + 63379*u^24 + 359592*u^25 + 370773*u^26 - 203051*u^27 - 160741*u^28 + 12676*u^29 + 38048*u^30 - 35472*u^31 + 13359*u^32 - 2332*u^33 + 327*u^34 + u^35",
							"7 - 72*u + 425*u^2 - 1777*u^3 + 6016*u^4 - 16156*u^5 + 37946*u^6 - 75668*u^7 + 134078*u^8 - 205624*u^9 + 327042*u^10 - 347594*u^11 + 488560*u^12 - 149690*u^13 + 458382*u^14 + 451480*u^15 + 769167*u^16 + 1264512*u^17 + 1357527*u^18 + 1630183*u^19 + 1433070*u^20 + 1255622*u^21 + 939700*u^22 + 628834*u^23 + 415281*u^24 + 216658*u^25 + 129123*u^26 + 52527*u^27 + 28269*u^28 + 8794*u^29 + 4214*u^30 + 958*u^31 + 391*u^32 + 58*u^33 + 17*u^34 + u^35",
							"-577 - 2862*u - 20361*u^2 - 40885*u^3 - 64088*u^4 - 431850*u^5 - 314442*u^6 - 479844*u^7 - 4052230*u^8 + 709884*u^9 - 1805238*u^10 - 15156034*u^11 + 386790*u^12 + 2632870*u^13 - 24390458*u^14 - 11595700*u^15 + 12157233*u^16 - 15511960*u^17 - 22255953*u^18 + 13400867*u^19 + 3136002*u^20 - 16830798*u^21 + 1017878*u^22 + 7333592*u^23 - 3530583*u^24 - 2655394*u^25 + 1359815*u^26 + 700883*u^27 - 193691*u^28 - 103410*u^29 + 9682*u^30 + 7520*u^31 + 91*u^32 - 224*u^33 - 15*u^34 + u^35",
							"43939 + 453074*u + 2746545*u^2 + 2724255*u^3 + 597380*u^4 - 30233350*u^5 - 10779486*u^6 + 23265008*u^7 + 89916780*u^8 - 47580894*u^9 - 34813616*u^10 - 91706856*u^11 + 105093524*u^12 - 55319478*u^13 + 270377716*u^14 - 164684252*u^15 + 1596429*u^16 - 66419248*u^17 + 2186997*u^18 + 76488005*u^19 + 55857560*u^20 + 30411194*u^21 - 539882*u^22 - 17083246*u^23 - 14160977*u^24 - 7171586*u^25 - 1531209*u^26 + 829385*u^27 + 940405*u^28 + 512936*u^29 + 197794*u^30 + 54696*u^31 + 12815*u^32 + 2544*u^33 + 251*u^34 + u^35",
							"-101 - 1108*u - 5437*u^2 - 19155*u^3 - 60168*u^4 - 155702*u^5 - 321610*u^6 - 598852*u^7 - 962810*u^8 - 1192794*u^9 - 1685680*u^10 - 1917762*u^11 - 3869214*u^12 - 7346740*u^13 - 12604488*u^14 - 18234198*u^15 - 22347401*u^16 - 24957770*u^17 - 26045025*u^18 - 26185681*u^19 - 24755638*u^20 - 21475164*u^21 - 16594010*u^22 - 11263008*u^23 - 6714669*u^24 - 3505006*u^25 - 1621317*u^26 - 651031*u^27 - 236657*u^28 - 71336*u^29 - 20348*u^30 - 4196*u^31 - 917*u^32 - 90*u^33 - 15*u^34 + u^35",
							"-5747 - 60696*u - 263199*u^2 - 613945*u^3 - 1027708*u^4 - 2625034*u^5 - 9443028*u^6 - 20679340*u^7 - 13313160*u^8 + 42436056*u^9 + 104084636*u^10 + 42262536*u^11 - 144016426*u^12 - 187067800*u^13 + 45698676*u^14 + 222671274*u^15 + 80564249*u^16 - 120021868*u^17 - 98780971*u^18 + 19843429*u^19 + 46465490*u^20 + 6516588*u^21 - 13418076*u^22 - 4895012*u^23 + 2946683*u^24 + 1629214*u^25 - 541369*u^26 - 340989*u^27 + 84083*u^28 + 44126*u^29 - 10170*u^30 - 3124*u^31 + 785*u^32 + 82*u^33 - 27*u^34 + u^35",
							"49 + 942*u + 8497*u^2 + 46805*u^3 + 209128*u^4 + 945080*u^5 + 3692728*u^6 + 12219952*u^7 + 38719850*u^8 + 108652436*u^9 + 266565614*u^10 + 561083650*u^11 + 1021129686*u^12 + 1616593708*u^13 + 2250883248*u^14 + 2782384156*u^15 + 3066512759*u^16 + 3022703522*u^17 + 2668181583*u^18 + 2107569603*u^19 + 1485673530*u^20 + 930405648*u^21 + 513929852*u^22 + 247406524*u^23 + 101955979*u^24 + 34863182*u^25 + 9286341*u^26 + 1618541*u^27 + 23335*u^28 - 87368*u^29 - 24044*u^30 + 812*u^31 + 3349*u^32 + 894*u^33 + 237*u^34 + u^35",
							"41 - 12*u + 301*u^2 + 1253*u^3 + 862*u^4 + 17840*u^5 - 1104*u^6 + 35016*u^7 + 102392*u^8 - 324736*u^9 + 597232*u^10 - 1169000*u^11 + 1227470*u^12 - 1083166*u^13 + 943864*u^14 - 215108*u^15 + 139375*u^16 - 55198*u^17 - 205437*u^18 - 63313*u^19 + 36162*u^20 - 62566*u^21 + 162376*u^22 - 47682*u^23 + 111701*u^24 - 20192*u^25 + 44583*u^26 - 5525*u^27 + 11781*u^28 - 804*u^29 + 2106*u^30 - 30*u^31 + 253*u^32 + 6*u^33 + 15*u^34 + u^35",
							"-25 - 660*u - 7929*u^2 - 57935*u^3 - 289026*u^4 - 1035964*u^5 - 2731098*u^6 - 5336354*u^7 - 7969774*u^8 - 9212572*u^9 - 8123854*u^10 - 5916678*u^11 - 5417634*u^12 - 6705480*u^13 - 6855992*u^14 - 4486666*u^15 + 119927*u^16 + 5704944*u^17 + 8103193*u^18 + 4428753*u^19 - 1404646*u^20 - 3556090*u^21 - 1735670*u^22 + 364422*u^23 + 758671*u^24 + 236970*u^25 - 95469*u^26 - 87351*u^27 - 11075*u^28 + 10576*u^29 + 4076*u^30 - 412*u^31 - 567*u^32 - 124*u^33 - 5*u^34 + u^35",
							"-57257 - 516704*u - 2374079*u^2 - 7146385*u^3 - 15740928*u^4 - 26808586*u^5 - 35573532*u^6 - 34468396*u^7 - 19296960*u^8 - 1668658*u^9 - 12147900*u^10 - 70262314*u^11 - 138839436*u^12 - 137399416*u^13 - 38283108*u^14 + 75764316*u^15 + 102042459*u^16 + 42392400*u^17 - 19496505*u^18 - 35166865*u^19 - 23661904*u^20 - 13143676*u^21 - 8057024*u^22 - 4380020*u^23 - 1776909*u^24 - 646480*u^25 - 269131*u^26 - 100977*u^27 - 28145*u^28 - 7322*u^29 - 2408*u^30 - 736*u^31 - 85*u^32 - 6*u^33 - 13*u^34 + u^35",
							"-1 + 4*u + 9*u^2 + 19*u^3 + 24*u^4 + 180*u^5 + 122*u^6 + 298*u^7 + 648*u^8 + 710*u^9 + 864*u^10 + 1064*u^11 + 1734*u^12 + 1508*u^13 + 570*u^14 + 1662*u^15 + 2295*u^16 + 546*u^17 + 291*u^18 + 447*u^19 + 862*u^20 + 548*u^21 - 522*u^22 + 436*u^23 - 117*u^24 + 406*u^25 - 341*u^26 + 191*u^27 - 99*u^28 + 108*u^29 - 66*u^30 + 26*u^31 - 7*u^32 + 6*u^33 - 3*u^34 + u^35",
							"-1 + 34*u + 119*u^2 + 1613*u^3 + 7748*u^4 + 33612*u^5 + 84700*u^6 + 167244*u^7 + 157178*u^8 + 137720*u^9 - 214222*u^10 + 156358*u^11 - 989542*u^12 + 566124*u^13 - 2455292*u^14 + 2160548*u^15 - 2182035*u^16 + 5258274*u^17 + 2527425*u^18 + 7518211*u^19 + 4116018*u^20 + 5049440*u^21 + 2187784*u^22 + 1875088*u^23 + 586217*u^24 + 431354*u^25 + 89683*u^26 + 69221*u^27 + 9113*u^28 + 8796*u^29 + 932*u^30 + 836*u^31 + 83*u^32 + 46*u^33 + 3*u^34 + u^35",
							"1 - 2*u + 37*u^2 - 9*u^3 + 106*u^4 - 226*u^5 - 74*u^6 + 694*u^7 - 1216*u^8 - 618*u^9 + 2436*u^10 + 440*u^11 - 1096*u^12 - 1282*u^13 - 1142*u^14 + 1650*u^15 + 985*u^16 + 140*u^17 + 905*u^18 - 2297*u^19 - 1814*u^20 + 2484*u^21 + 1152*u^22 - 1128*u^23 - 209*u^24 - 34*u^25 - 171*u^26 + 339*u^27 + 145*u^28 - 206*u^29 - 54*u^30 + 66*u^31 + 11*u^32 - 12*u^33 - u^34 + u^35",
							"1 - 3*u^2 + 11*u^3 - 14*u^4 - 38*u^5 + 126*u^6 - 58*u^7 - 220*u^8 + 462*u^9 - 288*u^10 - 812*u^11 + 1632*u^12 + 310*u^13 - 2570*u^14 + 860*u^15 + 1679*u^16 - 1336*u^17 + 315*u^18 + 593*u^19 - 1388*u^20 + 298*u^21 + 986*u^22 - 432*u^23 - 185*u^24 + 100*u^25 - 175*u^26 + 117*u^27 + 151*u^28 - 112*u^29 - 56*u^30 + 46*u^31 + 11*u^32 - 10*u^33 - u^34 + u^35",
							"-199 - 352*u - 895*u^2 - 6195*u^3 - 7838*u^4 - 42966*u^5 - 99254*u^6 - 61004*u^7 - 432748*u^8 + 335514*u^9 - 622856*u^10 + 454298*u^11 + 1076730*u^12 - 2305380*u^13 + 5405722*u^14 - 4993872*u^15 + 3507681*u^16 + 1928310*u^17 - 7589817*u^18 + 11064425*u^19 - 12662618*u^20 + 9910840*u^21 - 7794340*u^22 + 4354318*u^23 - 2680423*u^24 + 1098856*u^25 - 596007*u^26 + 167111*u^27 - 90015*u^28 + 15542*u^29 - 9022*u^30 + 890*u^31 - 543*u^32 + 34*u^33 - 15*u^34 + u^35",
							"1 - 70*u + 1545*u^2 - 6711*u^3 + 2036*u^4 + 141856*u^5 + 230080*u^6 + 145168*u^7 + 1843426*u^8 + 7471396*u^9 + 12103134*u^10 + 6684702*u^11 - 5216610*u^12 - 6966192*u^13 + 5050088*u^14 + 11584052*u^15 - 682261*u^16 - 17083958*u^17 - 15784857*u^18 + 2312239*u^19 + 17735714*u^20 + 18115356*u^21 + 8369456*u^22 - 534116*u^23 - 3633685*u^24 - 2709710*u^25 - 1022483*u^26 - 86131*u^27 + 144707*u^28 + 104748*u^29 + 41844*u^30 + 11456*u^31 + 2225*u^32 + 298*u^33 + 25*u^34 + u^35",
							"-7 + 12*u + 57*u^2 - 123*u^3 - 164*u^4 + 374*u^5 + 286*u^6 - 1596*u^7 - 1380*u^8 + 6192*u^9 + 918*u^10 - 13234*u^11 - 1356*u^12 + 20224*u^13 + 3938*u^14 - 27450*u^15 - 7061*u^16 + 27562*u^17 + 8641*u^18 - 22311*u^19 - 9538*u^20 + 14420*u^21 + 7182*u^22 - 7316*u^23 - 4535*u^24 + 2316*u^25 + 2107*u^26 - 457*u^27 - 763*u^28 - 134*u^29 + 128*u^30 + 90*u^31 - 17*u^32 - 34*u^33 - 13*u^34 + u^35",
							"-897367 - 10458624*u - 53957269*u^2 - 172558731*u^3 - 421034474*u^4 - 906146060*u^5 - 1751076262*u^6 - 2821127796*u^7 - 3577840514*u^8 - 3483424990*u^9 - 2446565170*u^10 - 788344148*u^11 + 899205076*u^12 + 1908638082*u^13 + 1963534984*u^14 + 1360703202*u^15 + 515422937*u^16 - 211309236*u^17 - 542239265*u^18 - 469423697*u^19 - 245030130*u^20 - 32649112*u^21 + 34645594*u^22 + 9375940*u^23 - 66023*u^24 + 3579210*u^25 + 492407*u^26 + 736277*u^27 - 365041*u^28 - 105234*u^29 + 1906*u^30 + 15864*u^31 - 6119*u^32 + 1760*u^33 - 251*u^34 + u^35",
							"-24091 + 229854*u - 1255389*u^2 + 5790631*u^3 - 22319018*u^4 + 66793342*u^5 - 155487562*u^6 + 280627560*u^7 - 364759446*u^8 + 261037528*u^9 + 102156388*u^10 - 545889928*u^11 + 716450554*u^12 - 423018192*u^13 - 123291836*u^14 + 475790318*u^15 - 397849005*u^16 + 81319124*u^17 + 133659111*u^18 - 134110779*u^19 + 40259494*u^20 + 20699104*u^21 - 25119096*u^22 + 7845256*u^23 + 2653703*u^24 - 2945384*u^25 + 581547*u^26 + 304233*u^27 - 167107*u^28 + 6192*u^29 + 14474*u^30 - 3410*u^31 - 227*u^32 + 196*u^33 - 27*u^34 + u^35",
							"-1 + 6*u + 19*u^2 - 215*u^3 + 164*u^4 + 2952*u^5 - 12456*u^6 + 12696*u^7 + 66034*u^8 - 297504*u^9 + 453454*u^10 + 345250*u^11 - 3109278*u^12 + 7234864*u^13 - 9518180*u^14 + 6547676*u^15 + 1028661*u^16 - 7853970*u^17 + 8828821*u^18 - 4180409*u^19 - 1368274*u^20 + 3763148*u^21 - 2805336*u^22 + 787288*u^23 + 434261*u^24 - 596394*u^25 + 299895*u^26 - 45567*u^27 - 44131*u^28 + 40836*u^29 - 19252*u^30 + 6124*u^31 - 1377*u^32 + 214*u^33 - 21*u^34 + u^35",
							"-529 + 5914*u - 225833*u^2 - 2363911*u^3 - 12009452*u^4 - 36886868*u^5 - 81328236*u^6 - 140588000*u^7 - 209464866*u^8 - 282070736*u^9 - 345997254*u^10 - 377917530*u^11 - 356389138*u^12 - 282173524*u^13 - 176429500*u^14 - 66210428*u^15 + 31370421*u^16 + 104531594*u^17 + 134032273*u^18 + 109907619*u^19 + 48483830*u^20 - 14739484*u^21 - 57034624*u^22 - 77633380*u^23 - 80513139*u^24 - 68550810*u^25 - 47813121*u^26 - 27020243*u^27 - 12293327*u^28 - 4445000*u^29 - 1261912*u^30 - 273120*u^31 - 43057*u^32 - 4518*u^33 - 233*u^34 + u^35",
							"-1561 + 16468*u - 108091*u^2 + 327677*u^3 - 1293150*u^4 + 4637344*u^5 - 7444798*u^6 - 7026932*u^7 - 8925698*u^8 - 4456902*u^9 + 3255732*u^10 - 9780400*u^11 - 20318702*u^12 - 22372850*u^13 - 36703526*u^14 - 37068148*u^15 - 24389659*u^16 - 26408646*u^17 - 35575777*u^18 - 34113465*u^19 - 31135234*u^20 - 35888492*u^21 - 37138480*u^22 - 32563798*u^23 - 26899687*u^24 - 19629642*u^25 - 12011289*u^26 - 6268663*u^27 - 2782467*u^28 - 998132*u^29 - 277328*u^30 - 58052*u^31 - 10241*u^32 - 1946*u^33 - 339*u^34 + u^35"
						],
						"Multiplicity":1,
						"ij_list":[
							[
								"{1, 4}",
								"{1, 5}",
								"{2, 5}",
								"{4, 10}"
							],
							[
								"{1, 2}",
								"{1, 10}",
								"{4, 5}"
							],
							[
								"{2, 4}",
								"{5, 10}"
							],
							[
								"{2, 7}",
								"{2, 10}"
							],
							[
								"{4, 7}"
							],
							[
								"{4, 9}"
							],
							[
								"{3, 8}",
								"{4, 8}"
							],
							[
								"{1, 6}"
							],
							[
								"{3, 10}"
							],
							[
								"{1, 7}"
							],
							[
								"{3, 5}"
							],
							[
								"{1, 8}"
							],
							[
								"{1, 9}"
							],
							[
								"{5, 6}"
							],
							[
								"{3, 9}"
							],
							[
								"{6, 8}"
							],
							[
								"{6, 10}"
							],
							[
								"{2, 8}",
								"{2, 9}"
							],
							[
								"{8, 9}"
							],
							[
								"{7, 9}",
								"{7, 10}",
								"{8, 10}"
							],
							[
								"{2, 6}",
								"{3, 6}",
								"{3, 7}"
							],
							[
								"{5, 8}"
							],
							[
								"{7, 8}",
								"{9, 10}"
							],
							[
								"{5, 9}",
								"{6, 9}"
							],
							[
								"{4, 6}"
							],
							[
								"{5, 7}"
							],
							[
								"{2, 3}",
								"{6, 7}"
							],
							[
								"{3, 4}"
							],
							[
								"{1, 3}"
							]
						],
						"SortedReprnIndices":"{28, 29, 2, 1, 31, 30, 20, 21, 10, 9, 3, 4, 25, 24, 5, 6, 17, 16, 14, 15, 34, 35, 18, 19, 7, 8, 33, 32, 22, 23, 11, 12, 27, 26, 13}",
						"aCuspShapeN":[
							"-2.8959350229632721688`4.681047023673045 + 8.0297979598922605844`5.123962828450253*I",
							"-2.8959350229632721688`4.681047023673045 - 8.0297979598922605844`5.123962828450253*I",
							"-2.5664914518466262153`4.7300164481644424 - 6.2520341496522400847`5.11669796760223*I",
							"-2.5664914518466262153`4.7300164481644424 + 6.2520341496522400847`5.11669796760223*I",
							"-9.0188423029744592908`5.029098830998754 - 7.8062300935349290216`4.966389386005759*I",
							"-9.0188423029744592908`5.029098830998754 + 7.8062300935349290216`4.966389386005759*I",
							"1.7986203319769484796`4.979873249039418 + 1.9655528524271012334`5.018418476786313*I",
							"1.7986203319769484796`4.979873249039418 - 1.9655528524271012334`5.018418476786313*I",
							"1.5728389031774230293`4.52182218890633 + 6.5017048467967161531`5.138165196539947*I",
							"1.5728389031774230293`4.52182218890633 - 6.5017048467967161531`5.138165196539947*I",
							"-2.`5.063935413119201 + 0``4.76290541745522*I",
							"-2.`5.063935413119201 + 0``4.76290541745522*I",
							1.5529e2,
							"-5.836786351622015757`4.935346878031242 - 7.595943282858648835`5.049754794546169*I",
							"-5.836786351622015757`4.935346878031242 + 7.595943282858648835`5.049754794546169*I",
							0,
							0,
							"-2.0872307516013804587`4.660439916155446 - 6.1042948199438208816`5.126504952097996*I",
							"-2.0872307516013804587`4.660439916155446 + 6.1042948199438208816`5.126504952097996*I",
							0,
							0,
							0,
							0,
							0,
							0,
							"-6.7119895834293567628`5.147031893121104 - 0.8534955509508304132`4.2513818808897454*I",
							"-6.7119895834293567628`5.147031893121104 + 0.8534955509508304132`4.2513818808897454*I",
							0,
							0,
							0,
							0,
							"2.1282797971063777952`4.442129452765218 - 10.6643275422769173297`5.142034205747666*I",
							"2.1282797971063777952`4.442129452765218 + 10.6643275422769173297`5.142034205747666*I",
							0,
							0
						],
						"Abelian":false
					},
					{
						"IdealName":"abJ10_94_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":6.517e-2,
							"TimingZeroDimVars":6.6801e-2,
							"TimingmagmaVCompNormalize":6.8079e-2,
							"TimingNumberOfSols":2.7160000000000004e-2,
							"TimingIsRadical":1.764e-3,
							"TimingArcColoring":6.567e-2,
							"TimingObstruction":4.0800000000000005e-4,
							"TimingComplexVolumeN":0.591008,
							"TimingaCuspShapeN":4.2510000000000004e-3,
							"TiminguValues":0.628506,
							"TiminguPolysN":7.3e-5,
							"TiminguPolys":0.822054,
							"TimingaCuspShape":8.7094e-2,
							"TimingRepresentationsN":2.3977e-2,
							"TiminguValues_ij":0.148833,
							"TiminguPoly_ij":0.150043,
							"TiminguPolys_ij_N":3.000000000000001e-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 + 3*u^2 + 19*u^3 - 6*u^4 - 82*u^5 - 42*u^6 + 308*u^7 + 146*u^8 - 960*u^9 - 766*u^10 + 2840*u^11 + 848*u^12 - 6614*u^13 + 742*u^14 + 9596*u^15 - 3977*u^16 - 10022*u^17 + 7061*u^18 + 8659*u^19 - 8212*u^20 - 6046*u^21 + 7546*u^22 + 3268*u^23 - 5659*u^24 - 1516*u^25 + 3215*u^26 + 701*u^27 - 1269*u^28 - 290*u^29 + 322*u^30 + 84*u^31 - 47*u^32 - 14*u^33 + 3*u^34 + u^35",
				"1 - 3*u^2 + 11*u^3 - 14*u^4 - 38*u^5 + 126*u^6 - 58*u^7 - 220*u^8 + 462*u^9 - 288*u^10 - 812*u^11 + 1632*u^12 + 310*u^13 - 2570*u^14 + 860*u^15 + 1679*u^16 - 1336*u^17 + 315*u^18 + 593*u^19 - 1388*u^20 + 298*u^21 + 986*u^22 - 432*u^23 - 185*u^24 + 100*u^25 - 175*u^26 + 117*u^27 + 151*u^28 - 112*u^29 - 56*u^30 + 46*u^31 + 11*u^32 - 10*u^33 - u^34 + u^35",
				"23 + 214*u + 867*u^2 + 1691*u^3 + 4302*u^4 + 6416*u^5 + 11082*u^6 + 10676*u^7 + 12050*u^8 + 5380*u^9 + 4708*u^10 - 4582*u^11 - 2084*u^12 - 9842*u^13 - 1690*u^14 - 8076*u^15 + 2409*u^16 - 5956*u^17 + 2523*u^18 - 7315*u^19 + 1254*u^20 - 5418*u^21 + 3576*u^22 - 1632*u^23 + 4909*u^24 + 154*u^25 + 4089*u^26 + 747*u^27 + 2245*u^28 + 420*u^29 + 744*u^30 + 154*u^31 + 165*u^32 + 28*u^33 + 17*u^34 + u^35",
				"-1 + 3*u^2 + 19*u^3 - 6*u^4 - 82*u^5 - 42*u^6 + 308*u^7 + 146*u^8 - 960*u^9 - 766*u^10 + 2840*u^11 + 848*u^12 - 6614*u^13 + 742*u^14 + 9596*u^15 - 3977*u^16 - 10022*u^17 + 7061*u^18 + 8659*u^19 - 8212*u^20 - 6046*u^21 + 7546*u^22 + 3268*u^23 - 5659*u^24 - 1516*u^25 + 3215*u^26 + 701*u^27 - 1269*u^28 - 290*u^29 + 322*u^30 + 84*u^31 - 47*u^32 - 14*u^33 + 3*u^34 + u^35",
				"-7 + 12*u + 57*u^2 - 123*u^3 - 164*u^4 + 374*u^5 + 286*u^6 - 1596*u^7 - 1380*u^8 + 6192*u^9 + 918*u^10 - 13234*u^11 - 1356*u^12 + 20224*u^13 + 3938*u^14 - 27450*u^15 - 7061*u^16 + 27562*u^17 + 8641*u^18 - 22311*u^19 - 9538*u^20 + 14420*u^21 + 7182*u^22 - 7316*u^23 - 4535*u^24 + 2316*u^25 + 2107*u^26 - 457*u^27 - 763*u^28 - 134*u^29 + 128*u^30 + 90*u^31 - 17*u^32 - 34*u^33 - 13*u^34 + u^35",
				"1 - 3*u^2 + 11*u^3 - 14*u^4 - 38*u^5 + 126*u^6 - 58*u^7 - 220*u^8 + 462*u^9 - 288*u^10 - 812*u^11 + 1632*u^12 + 310*u^13 - 2570*u^14 + 860*u^15 + 1679*u^16 - 1336*u^17 + 315*u^18 + 593*u^19 - 1388*u^20 + 298*u^21 + 986*u^22 - 432*u^23 - 185*u^24 + 100*u^25 - 175*u^26 + 117*u^27 + 151*u^28 - 112*u^29 - 56*u^30 + 46*u^31 + 11*u^32 - 10*u^33 - u^34 + u^35",
				"1 - 2*u + 37*u^2 - 9*u^3 + 106*u^4 - 226*u^5 - 74*u^6 + 694*u^7 - 1216*u^8 - 618*u^9 + 2436*u^10 + 440*u^11 - 1096*u^12 - 1282*u^13 - 1142*u^14 + 1650*u^15 + 985*u^16 + 140*u^17 + 905*u^18 - 2297*u^19 - 1814*u^20 + 2484*u^21 + 1152*u^22 - 1128*u^23 - 209*u^24 - 34*u^25 - 171*u^26 + 339*u^27 + 145*u^28 - 206*u^29 - 54*u^30 + 66*u^31 + 11*u^32 - 12*u^33 - u^34 + u^35",
				"-1 + 4*u + 9*u^2 + 19*u^3 + 24*u^4 + 180*u^5 + 122*u^6 + 298*u^7 + 648*u^8 + 710*u^9 + 864*u^10 + 1064*u^11 + 1734*u^12 + 1508*u^13 + 570*u^14 + 1662*u^15 + 2295*u^16 + 546*u^17 + 291*u^18 + 447*u^19 + 862*u^20 + 548*u^21 - 522*u^22 + 436*u^23 - 117*u^24 + 406*u^25 - 341*u^26 + 191*u^27 - 99*u^28 + 108*u^29 - 66*u^30 + 26*u^31 - 7*u^32 + 6*u^33 - 3*u^34 + u^35",
				"1 - 2*u + 37*u^2 - 9*u^3 + 106*u^4 - 226*u^5 - 74*u^6 + 694*u^7 - 1216*u^8 - 618*u^9 + 2436*u^10 + 440*u^11 - 1096*u^12 - 1282*u^13 - 1142*u^14 + 1650*u^15 + 985*u^16 + 140*u^17 + 905*u^18 - 2297*u^19 - 1814*u^20 + 2484*u^21 + 1152*u^22 - 1128*u^23 - 209*u^24 - 34*u^25 - 171*u^26 + 339*u^27 + 145*u^28 - 206*u^29 - 54*u^30 + 66*u^31 + 11*u^32 - 12*u^33 - u^34 + u^35",
				"-1 + 3*u^2 + 19*u^3 - 6*u^4 - 82*u^5 - 42*u^6 + 308*u^7 + 146*u^8 - 960*u^9 - 766*u^10 + 2840*u^11 + 848*u^12 - 6614*u^13 + 742*u^14 + 9596*u^15 - 3977*u^16 - 10022*u^17 + 7061*u^18 + 8659*u^19 - 8212*u^20 - 6046*u^21 + 7546*u^22 + 3268*u^23 - 5659*u^24 - 1516*u^25 + 3215*u^26 + 701*u^27 - 1269*u^28 - 290*u^29 + 322*u^30 + 84*u^31 - 47*u^32 - 14*u^33 + 3*u^34 + u^35"
			],
			"RileyPolyC":[
				"-1 + 6*y - 21*y^2 + 313*y^3 - 2608*y^4 + 15516*y^5 - 80712*y^6 + 359692*y^7 - 1396342*y^8 + 4462176*y^9 - 12360162*y^10 + 29545766*y^11 - 61798306*y^12 + 113970308*y^13 - 184850112*y^14 + 266447700*y^15 - 347460951*y^16 + 414397002*y^17 - 454428855*y^18 + 460423987*y^19 - 431518386*y^20 + 372018588*y^21 - 292354788*y^22 + 207522428*y^23 - 131685591*y^24 + 73656434*y^25 - 35671781*y^26 + 14668973*y^27 - 5022907*y^28 + 1404252*y^29 - 313640*y^30 + 54460*y^31 - 7073*y^32 + 646*y^33 - 37*y^34 + y^35",
				"-1 + 6*y + 19*y^2 - 215*y^3 + 164*y^4 + 2952*y^5 - 12456*y^6 + 12696*y^7 + 66034*y^8 - 297504*y^9 + 453454*y^10 + 345250*y^11 - 3109278*y^12 + 7234864*y^13 - 9518180*y^14 + 6547676*y^15 + 1028661*y^16 - 7853970*y^17 + 8828821*y^18 - 4180409*y^19 - 1368274*y^20 + 3763148*y^21 - 2805336*y^22 + 787288*y^23 + 434261*y^24 - 596394*y^25 + 299895*y^26 - 45567*y^27 - 44131*y^28 + 40836*y^29 - 19252*y^30 + 6124*y^31 - 1377*y^32 + 214*y^33 - 21*y^34 + y^35",
				"-529 + 5914*y - 225833*y^2 - 2363911*y^3 - 12009452*y^4 - 36886868*y^5 - 81328236*y^6 - 140588000*y^7 - 209464866*y^8 - 282070736*y^9 - 345997254*y^10 - 377917530*y^11 - 356389138*y^12 - 282173524*y^13 - 176429500*y^14 - 66210428*y^15 + 31370421*y^16 + 104531594*y^17 + 134032273*y^18 + 109907619*y^19 + 48483830*y^20 - 14739484*y^21 - 57034624*y^22 - 77633380*y^23 - 80513139*y^24 - 68550810*y^25 - 47813121*y^26 - 27020243*y^27 - 12293327*y^28 - 4445000*y^29 - 1261912*y^30 - 273120*y^31 - 43057*y^32 - 4518*y^33 - 233*y^34 + y^35",
				"-1 + 6*y - 21*y^2 + 313*y^3 - 2608*y^4 + 15516*y^5 - 80712*y^6 + 359692*y^7 - 1396342*y^8 + 4462176*y^9 - 12360162*y^10 + 29545766*y^11 - 61798306*y^12 + 113970308*y^13 - 184850112*y^14 + 266447700*y^15 - 347460951*y^16 + 414397002*y^17 - 454428855*y^18 + 460423987*y^19 - 431518386*y^20 + 372018588*y^21 - 292354788*y^22 + 207522428*y^23 - 131685591*y^24 + 73656434*y^25 - 35671781*y^26 + 14668973*y^27 - 5022907*y^28 + 1404252*y^29 - 313640*y^30 + 54460*y^31 - 7073*y^32 + 646*y^33 - 37*y^34 + y^35",
				"-49 + 942*y - 8497*y^2 + 46805*y^3 - 209128*y^4 + 945080*y^5 - 3692728*y^6 + 12219952*y^7 - 38719850*y^8 + 108652436*y^9 - 266565614*y^10 + 561083650*y^11 - 1021129686*y^12 + 1616593708*y^13 - 2250883248*y^14 + 2782384156*y^15 - 3066512759*y^16 + 3022703522*y^17 - 2668181583*y^18 + 2107569603*y^19 - 1485673530*y^20 + 930405648*y^21 - 513929852*y^22 + 247406524*y^23 - 101955979*y^24 + 34863182*y^25 - 9286341*y^26 + 1618541*y^27 - 23335*y^28 - 87368*y^29 + 24044*y^30 + 812*y^31 - 3349*y^32 + 894*y^33 - 237*y^34 + y^35",
				"-1 + 6*y + 19*y^2 - 215*y^3 + 164*y^4 + 2952*y^5 - 12456*y^6 + 12696*y^7 + 66034*y^8 - 297504*y^9 + 453454*y^10 + 345250*y^11 - 3109278*y^12 + 7234864*y^13 - 9518180*y^14 + 6547676*y^15 + 1028661*y^16 - 7853970*y^17 + 8828821*y^18 - 4180409*y^19 - 1368274*y^20 + 3763148*y^21 - 2805336*y^22 + 787288*y^23 + 434261*y^24 - 596394*y^25 + 299895*y^26 - 45567*y^27 - 44131*y^28 + 40836*y^29 - 19252*y^30 + 6124*y^31 - 1377*y^32 + 214*y^33 - 21*y^34 + y^35",
				"-1 - 70*y - 1545*y^2 - 6711*y^3 - 2036*y^4 + 141856*y^5 - 230080*y^6 + 145168*y^7 - 1843426*y^8 + 7471396*y^9 - 12103134*y^10 + 6684702*y^11 + 5216610*y^12 - 6966192*y^13 - 5050088*y^14 + 11584052*y^15 + 682261*y^16 - 17083958*y^17 + 15784857*y^18 + 2312239*y^19 - 17735714*y^20 + 18115356*y^21 - 8369456*y^22 - 534116*y^23 + 3633685*y^24 - 2709710*y^25 + 1022483*y^26 - 86131*y^27 - 144707*y^28 + 104748*y^29 - 41844*y^30 + 11456*y^31 - 2225*y^32 + 298*y^33 - 25*y^34 + y^35",
				"-1 + 34*y + 119*y^2 + 1613*y^3 + 7748*y^4 + 33612*y^5 + 84700*y^6 + 167244*y^7 + 157178*y^8 + 137720*y^9 - 214222*y^10 + 156358*y^11 - 989542*y^12 + 566124*y^13 - 2455292*y^14 + 2160548*y^15 - 2182035*y^16 + 5258274*y^17 + 2527425*y^18 + 7518211*y^19 + 4116018*y^20 + 5049440*y^21 + 2187784*y^22 + 1875088*y^23 + 586217*y^24 + 431354*y^25 + 89683*y^26 + 69221*y^27 + 9113*y^28 + 8796*y^29 + 932*y^30 + 836*y^31 + 83*y^32 + 46*y^33 + 3*y^34 + y^35",
				"-1 - 70*y - 1545*y^2 - 6711*y^3 - 2036*y^4 + 141856*y^5 - 230080*y^6 + 145168*y^7 - 1843426*y^8 + 7471396*y^9 - 12103134*y^10 + 6684702*y^11 + 5216610*y^12 - 6966192*y^13 - 5050088*y^14 + 11584052*y^15 + 682261*y^16 - 17083958*y^17 + 15784857*y^18 + 2312239*y^19 - 17735714*y^20 + 18115356*y^21 - 8369456*y^22 - 534116*y^23 + 3633685*y^24 - 2709710*y^25 + 1022483*y^26 - 86131*y^27 - 144707*y^28 + 104748*y^29 - 41844*y^30 + 11456*y^31 - 2225*y^32 + 298*y^33 - 25*y^34 + y^35",
				"-1 + 6*y - 21*y^2 + 313*y^3 - 2608*y^4 + 15516*y^5 - 80712*y^6 + 359692*y^7 - 1396342*y^8 + 4462176*y^9 - 12360162*y^10 + 29545766*y^11 - 61798306*y^12 + 113970308*y^13 - 184850112*y^14 + 266447700*y^15 - 347460951*y^16 + 414397002*y^17 - 454428855*y^18 + 460423987*y^19 - 431518386*y^20 + 372018588*y^21 - 292354788*y^22 + 207522428*y^23 - 131685591*y^24 + 73656434*y^25 - 35671781*y^26 + 14668973*y^27 - 5022907*y^28 + 1404252*y^29 - 313640*y^30 + 54460*y^31 - 7073*y^32 + 646*y^33 - 37*y^34 + y^35"
			]
		},
		"GeometricRepresentation":[
			1.3311599999999999e1,
			[
				"J10_94_0",
				1,
				"{28, 29}"
			]
		]
	}
}