{ "Index":170, "Name":"10_86", "RolfsenName":"10_86", "DTname":"10a_84", "TunnelNumber":2, "BridgeNumber":"Not implemented", "Hyperbolic":true, "Diagram":{ "Scode":"{-7, 9, -1, -15, 17, 19, 3, -5, 13, 11}", "Acode":"{-4, 5, -1, -8, 9, 10, 2, -3, 7, 6}", "PDcode":[ "{2, 7, 3, 8}", "{4, 10, 5, 9}", "{6, 1, 7, 2}", "{8, 15, 9, 16}", "{10, 18, 11, 17}", "{12, 20, 13, 19}", "{14, 4, 15, 3}", "{16, 5, 17, 6}", "{18, 14, 19, 13}", "{20, 12, 1, 11}" ], "CBtype":"{2, 2}", "ParabolicReps":{ "SolvingSeq":[ "{9, 7, 3}", [], [ "{9, 7, 10, 1}", "{7, 10, 6, 2}", "{10, 6, 1, 1}", "{6, 9, 5, 2}", "{3, 5, 2, 2}", "{9, -3, 8, 2}", "{5, -8, 4, 2}" ], "{3, 7}", "{1}", 1 ], "SolvingSeqIdx":1, "Comps":{ "u":{ "CheckEq":[ "a + b - u + 2*a*b*u - 2*b^2*u + a^2*b^2*u - 2*a*b^3*u - 2*a*u^2 + 2*b*u^2 + 2*a*b*u^3 - b^2*u^3 + a^2*b^2*u^3 - a*b^3*u^3 - 3*a*u^4 + b*u^4 - a*u^6", "b - u + b^2*u + a*b^3*u - 2*b^4*u + 2*b*u^2 - u^3 + b^2*u^3 + a*b^3*u^3 - b^4*u^3 - 4*a*u^4 + 3*b*u^4 - 4*a*u^6 + b*u^6 - a*u^8", "-1 - a*b - a^2*u + 4*a^2*u^3 - 8*a*b*u^3 + 2*a^2*u^5 + 8*a*b*u^5 - 16*b^2*u^5 - 10*a^2*u^7 + 38*a*b*u^7 - 32*b^2*u^7 - 13*a^2*u^9 + 36*a*b*u^9 - 24*b^2*u^9 - 6*a^2*u^11 + 14*a*b*u^11 - 8*b^2*u^11 - a^2*u^13 + 2*a*b*u^13 - b^2*u^13", "-b^2 + u - a*b*u + a^2*u^3 - 4*b^2*u^3 + 8*a*b*u^5 - 12*b^2*u^5 - 6*a^2*u^7 + 24*a*b*u^7 - 21*b^2*u^7 - 9*a^2*u^9 + 26*a*b*u^9 - 18*b^2*u^9 - 5*a^2*u^11 + 12*a*b*u^11 - 7*b^2*u^11 - a^2*u^13 + 2*a*b*u^13 - b^2*u^13" ], "TimingForPrimaryIdeals":0.155811 }, "v":{ "CheckEq":[ "-b^2 + b^2*v", "a + b - v - b^2*v - a*b^3*v", "b - b^4*v", "-1 - a*b + v + a*b*v + b^2*v^3" ], "TimingForPrimaryIdeals":7.5716e-2 }, "PrimaryIdeals":[ { "IdealName":"J10_86_0", "Generators":[ "12060836 + 60302773206589*b - 190958818524672*u + 284536998047749*u^2 - 91096784361530*u^3 + 259283836152156*u^4 + 893533868094362*u^5 - 4131907524965082*u^6 + 5157676253642726*u^7 - 8876516017831862*u^8 + 3472082018013974*u^9 + 6164603221304497*u^10 - 14094458783979744*u^11 + 26988565187244702*u^12 - 22428520738351874*u^13 + 11291584030925677*u^14 - 10791630511200200*u^15 - 10387150879138570*u^16 - 21801462597687048*u^17 + 23643249701300115*u^18 - 54209903416022164*u^19 + 60074749827656404*u^20 - 33892854352639762*u^21 - 1399046102862988*u^22 + 54062233707792242*u^23 - 126837556135906968*u^24 + 126265393973896586*u^25 - 191461994333172032*u^26 + 123429795346857128*u^27 - 154759281274555156*u^28 + 73602307246020512*u^29 - 79747535207316908*u^30 + 28842148642423288*u^31 - 27113506522719470*u^32 + 7423012265271310*u^33 - 5919862821740732*u^34 + 1187706217836992*u^35 - 749662831785630*u^36 + 102404770241690*u^37 - 39907230569054*u^38 + 3148299480320*u^39 + 442991781120*u^40 - 4039601920*u^41", "110555084616603 + 60302773206589*a - 341405826769970*u + 325823980964932*u^2 - 321668742202108*u^3 - 138235723749458*u^4 + 2346812607064124*u^5 - 8569407786438532*u^6 + 9981149153217778*u^7 - 12071052774629049*u^8 + 1079811560334164*u^9 + 18476459989409956*u^10 - 28389700904328758*u^11 + 41239059602230765*u^12 - 30282824811779974*u^13 + 4394837354561851*u^14 - 13320669729169854*u^15 - 13936889387008663*u^16 - 46394515574006420*u^17 + 54425997428435236*u^18 - 88216388226582864*u^19 + 86307569820886234*u^20 - 26477942060678308*u^21 - 42755638454792390*u^22 + 112004691133919664*u^23 - 229873310301835238*u^24 + 190154276592945784*u^25 - 294421379299807112*u^26 + 158035661149936956*u^27 - 216574126295320840*u^28 + 81800275686865340*u^29 - 103959414053752440*u^30 + 27571004842251878*u^31 - 33363139989993380*u^32 + 5878097720554192*u^33 - 6958466900089332*u^34 + 702036500079382*u^35 - 858484765021776*u^36 + 29304963959674*u^37 - 47869290361382*u^38 - 1300159195596*u^39 - 21861098876*u^40 + 317833596*u^41", "1 - 3*u + 3*u^2 + 4*u^3 - 7*u^4 + 37*u^5 - 90*u^6 + 46*u^7 + 87*u^8 - 281*u^9 + 633*u^10 - 480*u^11 + 176*u^12 + 418*u^13 - 1312*u^14 + 1206*u^15 - 1031*u^16 + 509*u^17 + 765*u^18 + 564*u^19 - 213*u^20 + 2789*u^21 - 3456*u^22 + 3468*u^23 - 2622*u^24 - 244*u^25 + 3886*u^26 - 5106*u^27 + 9862*u^28 - 6664*u^29 + 10272*u^30 - 4818*u^31 + 6613*u^32 - 2265*u^33 + 2865*u^34 - 714*u^35 + 845*u^36 - 147*u^37 + 164*u^38 - 18*u^39 + 19*u^40 - u^41 + u^42" ], "VariableOrder":[ "b", "a", "u" ], "Characteristic":0, "KnownGroebner":[], "Status":[ "vCompNormalize" ], "MonomialOrder":"lex", "IsHomogeneous":false, "IsZeroDim":true, "IdealDimension":0, "Timings":{ "TimingGroebner":8.5871e-2, "TimingZeroDimVars":0.173089, "TimingmagmaVCompNormalize":0.174488, "TimingNumberOfSols":0.503854, "TimingIsRadical":9.705399999999999e-2, "TimingArcColoring":9.711399999999999e-2, "TimingObstruction":0.214857, "TimingComplexVolumeN":3.8161975e1, "TimingaCuspShapeN":0.362831, "TiminguValues":0.701761, "TiminguPolysN":0.249934, "TiminguPolys":1.290638, "TimingaCuspShape":0.226481, "TimingRepresentationsN":0.458618, "TiminguValues_ij":0.258596, "TiminguPoly_ij":4.515605, "TiminguPolys_ij_N":0.657507 }, "ZeroDimensionalVars":[ "b", "a", "u" ], "NumberOfSols":42, "IsRadical":true, "ArcColoring":[ [ "1 + u^2", "2*u^2 + u^4" ], [ "(-105529852995803 + 336338717215898*u - 113717524621894*u^2 + 439954489408492*u^3 - 8365596785933*u^4 - 2732948045067858*u^5 + 7103395145803291*u^6 - 10095314389617832*u^7 + 10592546707602446*u^8 + 789055013698022*u^9 - 15617491328927756*u^10 + 30133771139340650*u^11 - 35602767622358218*u^12 + 28082789880070994*u^13 - 5752604049194696*u^14 + 7352063559849242*u^15 + 6885206346300387*u^16 + 40565411130243104*u^17 - 50281148369931638*u^18 + 86933157760424494*u^19 - 68011861479073353*u^20 + 31659832935193786*u^21 + 52662949631925913*u^22 - 103172640737946004*u^23 + 214121255880738245*u^24 - 183016370564093700*u^25 + 262729979929352740*u^26 - 155256455373779254*u^27 + 189079399233679036*u^28 - 82019708737282150*u^29 + 89351769923316426*u^30 - 28441548435444588*u^31 + 28294388216516380*u^32 - 6364611129782812*u^33 + 5826092042777448*u^34 - 843683454103084*u^35 + 709051718064804*u^36 - 51651001643360*u^37 + 38849854037848*u^38 - 217865227604*u^39 - 2229194724*u^40 + 41236804*u^41)\/60302773206589", "(-185966836 + 195984577193236*u - 183572269151230*u^2 + 135204897877004*u^3 - 259340327496192*u^4 - 1142632599832374*u^5 + 3552554803494584*u^6 - 5400750538606014*u^7 + 7476283757043789*u^8 - 1765278142621064*u^9 - 6370737031952262*u^10 + 16266922054298528*u^11 - 23090172214101846*u^12 + 20067646849555138*u^13 - 7795983051065254*u^14 + 4829843590228572*u^15 + 7050570540604598*u^16 + 17582897216394898*u^17 - 25340000009313868*u^18 + 51361827638403796*u^19 - 47459059180728488*u^20 + 30253590791454700*u^21 + 17935325441410232*u^22 - 54022369516788742*u^23 + 122308214300967611*u^24 - 117742143111344664*u^25 + 160235127108614028*u^26 - 109821171047879396*u^27 + 115891577910230870*u^28 - 62174949711452532*u^29 + 52179252535369742*u^30 - 22779055065276038*u^31 + 14341461892128146*u^32 - 5303114215316400*u^33 + 1958740452809952*u^34 - 707598157745008*u^35 - 48941473871008*u^36 - 37377277372576*u^37 - 55193183303280*u^38 + 1071002536480*u^39 - 5534550100320*u^40 + 46287265120*u^41)\/60302773206589" ], [ "(-110555084616603 + 341405826769970*u - 325823980964932*u^2 + 321668742202108*u^3 + 138235723749458*u^4 - 2346812607064124*u^5 + 8569407786438532*u^6 - 9981149153217778*u^7 + 12071052774629049*u^8 - 1079811560334164*u^9 - 18476459989409956*u^10 + 28389700904328758*u^11 - 41239059602230765*u^12 + 30282824811779974*u^13 - 4394837354561851*u^14 + 13320669729169854*u^15 + 13936889387008663*u^16 + 46394515574006420*u^17 - 54425997428435236*u^18 + 88216388226582864*u^19 - 86307569820886234*u^20 + 26477942060678308*u^21 + 42755638454792390*u^22 - 112004691133919664*u^23 + 229873310301835238*u^24 - 190154276592945784*u^25 + 294421379299807112*u^26 - 158035661149936956*u^27 + 216574126295320840*u^28 - 81800275686865340*u^29 + 103959414053752440*u^30 - 27571004842251878*u^31 + 33363139989993380*u^32 - 5878097720554192*u^33 + 6958466900089332*u^34 - 702036500079382*u^35 + 858484765021776*u^36 - 29304963959674*u^37 + 47869290361382*u^38 + 1300159195596*u^39 + 21861098876*u^40 - 317833596*u^41)\/60302773206589", "(-12060836 + 190958818524672*u - 284536998047749*u^2 + 91096784361530*u^3 - 259283836152156*u^4 - 893533868094362*u^5 + 4131907524965082*u^6 - 5157676253642726*u^7 + 8876516017831862*u^8 - 3472082018013974*u^9 - 6164603221304497*u^10 + 14094458783979744*u^11 - 26988565187244702*u^12 + 22428520738351874*u^13 - 11291584030925677*u^14 + 10791630511200200*u^15 + 10387150879138570*u^16 + 21801462597687048*u^17 - 23643249701300115*u^18 + 54209903416022164*u^19 - 60074749827656404*u^20 + 33892854352639762*u^21 + 1399046102862988*u^22 - 54062233707792242*u^23 + 126837556135906968*u^24 - 126265393973896586*u^25 + 191461994333172032*u^26 - 123429795346857128*u^27 + 154759281274555156*u^28 - 73602307246020512*u^29 + 79747535207316908*u^30 - 28842148642423288*u^31 + 27113506522719470*u^32 - 7423012265271310*u^33 + 5919862821740732*u^34 - 1187706217836992*u^35 + 749662831785630*u^36 - 102404770241690*u^37 + 39907230569054*u^38 - 3148299480320*u^39 - 442991781120*u^40 + 4039601920*u^41)\/60302773206589" ], [ "(-61307819530749 + 386951170432984*u - 199208501605739*u^2 + 169311724819808*u^3 + 101683591954985*u^4 - 2527852714923898*u^5 + 8024018053211758*u^6 - 9577368447208958*u^7 + 11729107013374595*u^8 - 566742189067522*u^9 - 17878689642387483*u^10 + 28934212622117240*u^11 - 41132118141225652*u^12 + 32038660146594432*u^13 - 5577815662112564*u^14 + 15569902366314940*u^15 + 13663860123720540*u^16 + 46706475214368676*u^17 - 52424022567258268*u^18 + 87092639510719834*u^19 - 82667835123635484*u^20 + 27330046341476370*u^21 + 48877896687010458*u^22 - 108140502015617728*u^23 + 239573463517972232*u^24 - 186002309436498028*u^25 + 305343550541641772*u^26 - 156040511591100618*u^27 + 224808071010051236*u^28 - 81726673858051322*u^29 + 108137807516943690*u^30 - 28047589142045110*u^31 + 34783303350385240*u^32 - 6174185731639532*u^33 + 7269838881991972*u^34 - 791788324804870*u^35 + 898246543566276*u^36 - 43773011028534*u^37 + 50046105829978*u^38 + 303604884640*u^39 + 4818058720*u^40 - 71814080*u^41)\/60302773206589", "(34781200 + 191963722527372*u - 189040710757753*u^2 + 184147251557990*u^3 - 48230920296464*u^4 - 1252720154914720*u^5 + 4011429693439749*u^6 - 5402755840882988*u^7 + 7914377540111782*u^8 - 2512260610515786*u^9 - 6712683837008415*u^10 + 15195986161084112*u^11 - 26058601122830680*u^12 + 23097775284871540*u^13 - 10986773305016168*u^14 + 12866974276989956*u^15 + 9013219879498712*u^16 + 24964822358894030*u^17 - 23504366464282540*u^18 + 54697384385757960*u^19 - 55903152971858166*u^20 + 31265177064053682*u^21 + 9308084287108970*u^22 - 54280468724130800*u^23 + 138239404067673660*u^24 - 120042812313120638*u^25 + 205292767245220572*u^26 - 113582343122788764*u^27 + 167407041905347258*u^28 - 65482777827418868*u^29 + 87959608062437914*u^30 - 24610094719585982*u^31 + 30824349005367188*u^32 - 5971834744997170*u^33 + 7063712887271412*u^34 - 867897109062736*u^35 + 979838576740938*u^36 - 61247717139094*u^37 + 67262301339738*u^38 - 843860403360*u^39 + 1018311663840*u^40 - 8449532640*u^41)\/60302773206589" ], [ "2*u + u^3", "u + u^3" ], [ "u", "u + u^3" ], [ 0, "u" ], [ "(-43567497159477 + 306471261223818*u - 562438071168789*u^2 + 1278744663034470*u^3 - 2338500687341856*u^4 + 1242604748334932*u^5 + 74225060553862*u^6 - 4633879291615908*u^7 + 8908941827092496*u^8 - 8586650666458570*u^9 + 8573430963728568*u^10 - 1981221764110068*u^11 - 1140625714753550*u^12 - 2727229950744338*u^13 + 3698881482818364*u^14 - 17777822256472388*u^15 + 16900079564877299*u^16 - 14064027945921624*u^17 + 3080962438174137*u^18 + 21720560327092630*u^19 - 36399700070477912*u^20 + 51678725419061680*u^21 - 61056782191600528*u^22 + 46873825310070728*u^23 - 51931592075352023*u^24 + 23312234241220916*u^25 - 27768095602816099*u^26 + 6340108074094150*u^27 - 9959993261144995*u^28 + 860708055788672*u^29 - 2520415070192228*u^30 + 252111789028284*u^31 - 510525331917569*u^32 + 221641411410188*u^33 - 102258146066035*u^34 + 97064393166204*u^35 - 19540832456604*u^36 + 22142565865392*u^37 - 2541599191272*u^38 + 2712457109508*u^39 - 149505508020*u^40 + 150762165804*u^41)\/60302773206589", "(-351778386876 + 200911707821460*u - 371405643356988*u^2 + 435017810049736*u^3 - 1415902448292435*u^4 + 1525604287852248*u^5 + 599363903612240*u^6 - 2214899077296452*u^7 + 6524208950068968*u^8 - 7978546784959288*u^9 + 3099080214722968*u^10 - 1776683572797924*u^11 - 5529002603905914*u^12 + 5674086730921068*u^13 + 5233908810661292*u^14 - 2165598266196248*u^15 + 19947706585639378*u^16 - 5952515194745740*u^17 - 280467048726180*u^18 + 13201694985820256*u^19 - 35135013744297541*u^20 + 34852610389616612*u^21 - 32414853264129560*u^22 + 34649608736865336*u^23 + 3397906016340470*u^24 + 18915057545207152*u^25 + 27299019183304028*u^26 + 5769219750064948*u^27 + 23847222957416887*u^28 + 833366172910912*u^29 + 10777020638602904*u^30 + 75295744118992*u^31 + 2724355585942594*u^32 + 67873533050328*u^33 + 313355190978552*u^34 + 32668351810912*u^35 - 10466379649155*u^36 + 6116147138696*u^37 - 6025668428416*u^38 + 401612850800*u^39 - 354722761792*u^40 + 2932201496*u^41)\/60302773206589" ], "{1, 0}", [ 1, "u^2" ] ], "Obstruction":-1, "ComplexVolumeN":[ "2.62044 + 5.77796*I", "2.62044 - 5.77796*I", "-0.411802 + 1.01542*I", "-0.411802 - 1.01542*I", -1.60575, "-0.84767 + 2.24209*I", "-0.84767 - 2.24209*I", "0.84307 - 10.2875*I", "0.84307 + 10.2875*I", "1.6655 + 4.60168*I", "1.6655 - 4.60168*I", "-2.84345 - 4.53919*I", "-2.84345 + 4.53919*I", -1.70188, "4.17623 + 2.06372*I", "4.17623 - 2.06372*I", "4.85107 + 1.20148*I", "4.85107 - 1.20148*I", "2.51211 + 3.57467*I", "2.51211 - 3.57467*I", "4.98903 + 3.199*I", "4.98903 - 3.199*I", "7.73393 - 1.79873*I", "7.73393 + 1.79873*I", "6.95368 - 5.70185*I", "6.95368 + 5.70185*I", "1.89435 - 2.76342*I", "1.89435 + 2.76342*I", "2.08911 - 8.16087*I", "2.08911 + 8.16087*I", "0.484443 + 0.387619*I", "0.484443 - 0.387619*I", "6.2544 - 14.3413*I", "6.2544 + 14.3413*I", "-0.258833 + 1.34243*I", "-0.258833 - 1.34243*I", "5.06478 + 6.18924*I", "5.06478 - 6.18924*I", "10.4331 + 4.60033*I", "10.4331 - 4.60033*I", "2.66792 + 0.25713*I", "2.66792 - 0.25713*I" ], "uPolysN":[ "1 + 7*u + 21*u^2 + 34*u^3 - 43*u^4 - 267*u^5 - 368*u^6 + 136*u^7 + 1579*u^8 + 2113*u^9 - 1755*u^10 - 6038*u^11 - 1838*u^12 + 6782*u^13 + 7230*u^14 - 2274*u^15 - 9527*u^16 - 2569*u^17 + 8113*u^18 + 4384*u^19 - 4925*u^20 - 5137*u^21 + 382*u^22 + 5642*u^23 + 4026*u^24 - 4298*u^25 - 5406*u^26 + 1394*u^27 + 3486*u^28 + 858*u^29 - 858*u^30 - 1386*u^31 - 473*u^32 + 897*u^33 + 563*u^34 - 356*u^35 - 273*u^36 + 91*u^37 + 78*u^38 - 14*u^39 - 13*u^40 + u^41 + u^42", "1 - u - 3*u^2 - 10*u^3 + 23*u^4 + 37*u^5 - 24*u^6 - 208*u^7 + 151*u^8 + 209*u^9 + 45*u^10 - 98*u^11 - 308*u^12 - 1434*u^13 + 3066*u^14 + 1170*u^15 - 4579*u^16 - 3077*u^17 + 12499*u^18 - 7070*u^19 - 4573*u^20 + 2197*u^21 + 11624*u^22 - 17088*u^23 + 10156*u^24 - 2572*u^25 + 1380*u^26 - 3188*u^27 + 4488*u^28 - 4520*u^29 + 3478*u^30 - 1874*u^31 + 871*u^32 - 751*u^33 + 825*u^34 - 594*u^35 + 259*u^36 - 83*u^37 + 50*u^38 - 42*u^39 + 23*u^40 - 7*u^41 + u^42", "1 + 7*u + 21*u^2 + 34*u^3 - 43*u^4 - 267*u^5 - 368*u^6 + 136*u^7 + 1579*u^8 + 2113*u^9 - 1755*u^10 - 6038*u^11 - 1838*u^12 + 6782*u^13 + 7230*u^14 - 2274*u^15 - 9527*u^16 - 2569*u^17 + 8113*u^18 + 4384*u^19 - 4925*u^20 - 5137*u^21 + 382*u^22 + 5642*u^23 + 4026*u^24 - 4298*u^25 - 5406*u^26 + 1394*u^27 + 3486*u^28 + 858*u^29 - 858*u^30 - 1386*u^31 - 473*u^32 + 897*u^33 + 563*u^34 - 356*u^35 - 273*u^36 + 91*u^37 + 78*u^38 - 14*u^39 - 13*u^40 + u^41 + u^42", "1 - u - u^2 + 4*u^3 + 3*u^4 - 5*u^5 - 40*u^6 - 2*u^7 + 177*u^8 + 89*u^9 - 571*u^10 - 390*u^11 + 1696*u^12 + 622*u^13 - 3914*u^14 - 36*u^15 + 6827*u^16 - 2025*u^17 - 8965*u^18 + 5136*u^19 + 8817*u^20 - 7581*u^21 - 6422*u^22 + 7870*u^23 + 3414*u^24 - 6138*u^25 - 1166*u^26 + 3890*u^27 - 116*u^28 - 1474*u^29 - 50*u^30 + 656*u^31 + 29*u^32 - 211*u^33 - 43*u^34 + 84*u^35 + 29*u^36 - 41*u^37 + 2*u^38 + 8*u^39 + u^40 - 3*u^41 + u^42", "17 + 37*u - 5*u^2 + 180*u^3 + 239*u^4 + 389*u^5 + 2332*u^6 - 2610*u^7 - 5831*u^8 + 8377*u^9 + 12923*u^10 - 4268*u^11 - 23086*u^12 - 2532*u^13 + 39378*u^14 + 9396*u^15 - 34885*u^16 - 25129*u^17 + 32835*u^18 + 35558*u^19 - 19755*u^20 - 33503*u^21 + 5392*u^22 + 29596*u^23 + 2486*u^24 - 16996*u^25 - 5686*u^26 + 8878*u^27 + 4786*u^28 - 2804*u^29 - 2472*u^30 + 596*u^31 + 1045*u^32 + 99*u^33 - 203*u^34 - 92*u^35 + 31*u^36 + 39*u^37 + 16*u^38 - 6*u^39 - 3*u^40 + u^41 + u^42", "1 - 3*u + 3*u^2 + 4*u^3 - 7*u^4 + 37*u^5 - 90*u^6 + 46*u^7 + 87*u^8 - 281*u^9 + 633*u^10 - 480*u^11 + 176*u^12 + 418*u^13 - 1312*u^14 + 1206*u^15 - 1031*u^16 + 509*u^17 + 765*u^18 + 564*u^19 - 213*u^20 + 2789*u^21 - 3456*u^22 + 3468*u^23 - 2622*u^24 - 244*u^25 + 3886*u^26 - 5106*u^27 + 9862*u^28 - 6664*u^29 + 10272*u^30 - 4818*u^31 + 6613*u^32 - 2265*u^33 + 2865*u^34 - 714*u^35 + 845*u^36 - 147*u^37 + 164*u^38 - 18*u^39 + 19*u^40 - u^41 + u^42", "4 - 10*u + 51*u^2 - 52*u^3 + 370*u^4 - 28*u^5 + 1507*u^6 - 12*u^7 + 3075*u^8 + 963*u^9 + 6671*u^10 + 3708*u^11 + 5640*u^12 + 3508*u^13 + 7032*u^14 + 5892*u^15 + 5648*u^16 + 13132*u^17 - 3487*u^18 + 18972*u^19 - 8578*u^20 + 17278*u^21 - 1465*u^22 + 6982*u^23 + 4501*u^24 - 481*u^25 + 11298*u^26 - 8984*u^27 + 12100*u^28 - 8100*u^29 + 10410*u^30 - 6318*u^31 + 5773*u^32 - 2821*u^33 + 2481*u^34 - 934*u^35 + 763*u^36 - 231*u^37 + 168*u^38 - 26*u^39 + 21*u^40 - u^41 + u^42", "1 + 21*u + 97*u^2 + 148*u^3 - 45*u^4 - 215*u^5 + 126*u^6 + 216*u^7 - 791*u^8 - 1233*u^9 + 775*u^10 + 1012*u^11 - 4332*u^12 + 686*u^13 + 9620*u^14 - 6086*u^15 + 4375*u^16 - 3277*u^17 + 10163*u^18 - 17048*u^19 + 489*u^20 + 6487*u^21 + 3618*u^22 - 8936*u^23 - 234*u^24 + 7316*u^25 - 718*u^26 - 5372*u^27 + 1274*u^28 + 2106*u^29 + 1334*u^30 - 2102*u^31 + 183*u^32 - 263*u^33 + 687*u^34 - 188*u^35 + 91*u^36 - 49*u^37 + 68*u^38 + 6*u^39 + 17*u^40 + u^41 + u^42", "1 - 3*u + 3*u^2 + 4*u^3 - 7*u^4 + 37*u^5 - 90*u^6 + 46*u^7 + 87*u^8 - 281*u^9 + 633*u^10 - 480*u^11 + 176*u^12 + 418*u^13 - 1312*u^14 + 1206*u^15 - 1031*u^16 + 509*u^17 + 765*u^18 + 564*u^19 - 213*u^20 + 2789*u^21 - 3456*u^22 + 3468*u^23 - 2622*u^24 - 244*u^25 + 3886*u^26 - 5106*u^27 + 9862*u^28 - 6664*u^29 + 10272*u^30 - 4818*u^31 + 6613*u^32 - 2265*u^33 + 2865*u^34 - 714*u^35 + 845*u^36 - 147*u^37 + 164*u^38 - 18*u^39 + 19*u^40 - u^41 + u^42", "1 - 3*u + 3*u^2 + 4*u^3 - 7*u^4 + 37*u^5 - 90*u^6 + 46*u^7 + 87*u^8 - 281*u^9 + 633*u^10 - 480*u^11 + 176*u^12 + 418*u^13 - 1312*u^14 + 1206*u^15 - 1031*u^16 + 509*u^17 + 765*u^18 + 564*u^19 - 213*u^20 + 2789*u^21 - 3456*u^22 + 3468*u^23 - 2622*u^24 - 244*u^25 + 3886*u^26 - 5106*u^27 + 9862*u^28 - 6664*u^29 + 10272*u^30 - 4818*u^31 + 6613*u^32 - 2265*u^33 + 2865*u^34 - 714*u^35 + 845*u^36 - 147*u^37 + 164*u^38 - 18*u^39 + 19*u^40 - u^41 + u^42" ], "uPolys":[ "1 + 7*u + 21*u^2 + 34*u^3 - 43*u^4 - 267*u^5 - 368*u^6 + 136*u^7 + 1579*u^8 + 2113*u^9 - 1755*u^10 - 6038*u^11 - 1838*u^12 + 6782*u^13 + 7230*u^14 - 2274*u^15 - 9527*u^16 - 2569*u^17 + 8113*u^18 + 4384*u^19 - 4925*u^20 - 5137*u^21 + 382*u^22 + 5642*u^23 + 4026*u^24 - 4298*u^25 - 5406*u^26 + 1394*u^27 + 3486*u^28 + 858*u^29 - 858*u^30 - 1386*u^31 - 473*u^32 + 897*u^33 + 563*u^34 - 356*u^35 - 273*u^36 + 91*u^37 + 78*u^38 - 14*u^39 - 13*u^40 + u^41 + u^42", "1 - u - 3*u^2 - 10*u^3 + 23*u^4 + 37*u^5 - 24*u^6 - 208*u^7 + 151*u^8 + 209*u^9 + 45*u^10 - 98*u^11 - 308*u^12 - 1434*u^13 + 3066*u^14 + 1170*u^15 - 4579*u^16 - 3077*u^17 + 12499*u^18 - 7070*u^19 - 4573*u^20 + 2197*u^21 + 11624*u^22 - 17088*u^23 + 10156*u^24 - 2572*u^25 + 1380*u^26 - 3188*u^27 + 4488*u^28 - 4520*u^29 + 3478*u^30 - 1874*u^31 + 871*u^32 - 751*u^33 + 825*u^34 - 594*u^35 + 259*u^36 - 83*u^37 + 50*u^38 - 42*u^39 + 23*u^40 - 7*u^41 + u^42", "1 + 7*u + 21*u^2 + 34*u^3 - 43*u^4 - 267*u^5 - 368*u^6 + 136*u^7 + 1579*u^8 + 2113*u^9 - 1755*u^10 - 6038*u^11 - 1838*u^12 + 6782*u^13 + 7230*u^14 - 2274*u^15 - 9527*u^16 - 2569*u^17 + 8113*u^18 + 4384*u^19 - 4925*u^20 - 5137*u^21 + 382*u^22 + 5642*u^23 + 4026*u^24 - 4298*u^25 - 5406*u^26 + 1394*u^27 + 3486*u^28 + 858*u^29 - 858*u^30 - 1386*u^31 - 473*u^32 + 897*u^33 + 563*u^34 - 356*u^35 - 273*u^36 + 91*u^37 + 78*u^38 - 14*u^39 - 13*u^40 + u^41 + u^42", "1 - u - u^2 + 4*u^3 + 3*u^4 - 5*u^5 - 40*u^6 - 2*u^7 + 177*u^8 + 89*u^9 - 571*u^10 - 390*u^11 + 1696*u^12 + 622*u^13 - 3914*u^14 - 36*u^15 + 6827*u^16 - 2025*u^17 - 8965*u^18 + 5136*u^19 + 8817*u^20 - 7581*u^21 - 6422*u^22 + 7870*u^23 + 3414*u^24 - 6138*u^25 - 1166*u^26 + 3890*u^27 - 116*u^28 - 1474*u^29 - 50*u^30 + 656*u^31 + 29*u^32 - 211*u^33 - 43*u^34 + 84*u^35 + 29*u^36 - 41*u^37 + 2*u^38 + 8*u^39 + u^40 - 3*u^41 + u^42", "17 + 37*u - 5*u^2 + 180*u^3 + 239*u^4 + 389*u^5 + 2332*u^6 - 2610*u^7 - 5831*u^8 + 8377*u^9 + 12923*u^10 - 4268*u^11 - 23086*u^12 - 2532*u^13 + 39378*u^14 + 9396*u^15 - 34885*u^16 - 25129*u^17 + 32835*u^18 + 35558*u^19 - 19755*u^20 - 33503*u^21 + 5392*u^22 + 29596*u^23 + 2486*u^24 - 16996*u^25 - 5686*u^26 + 8878*u^27 + 4786*u^28 - 2804*u^29 - 2472*u^30 + 596*u^31 + 1045*u^32 + 99*u^33 - 203*u^34 - 92*u^35 + 31*u^36 + 39*u^37 + 16*u^38 - 6*u^39 - 3*u^40 + u^41 + u^42", "1 - 3*u + 3*u^2 + 4*u^3 - 7*u^4 + 37*u^5 - 90*u^6 + 46*u^7 + 87*u^8 - 281*u^9 + 633*u^10 - 480*u^11 + 176*u^12 + 418*u^13 - 1312*u^14 + 1206*u^15 - 1031*u^16 + 509*u^17 + 765*u^18 + 564*u^19 - 213*u^20 + 2789*u^21 - 3456*u^22 + 3468*u^23 - 2622*u^24 - 244*u^25 + 3886*u^26 - 5106*u^27 + 9862*u^28 - 6664*u^29 + 10272*u^30 - 4818*u^31 + 6613*u^32 - 2265*u^33 + 2865*u^34 - 714*u^35 + 845*u^36 - 147*u^37 + 164*u^38 - 18*u^39 + 19*u^40 - u^41 + u^42", "4 - 10*u + 51*u^2 - 52*u^3 + 370*u^4 - 28*u^5 + 1507*u^6 - 12*u^7 + 3075*u^8 + 963*u^9 + 6671*u^10 + 3708*u^11 + 5640*u^12 + 3508*u^13 + 7032*u^14 + 5892*u^15 + 5648*u^16 + 13132*u^17 - 3487*u^18 + 18972*u^19 - 8578*u^20 + 17278*u^21 - 1465*u^22 + 6982*u^23 + 4501*u^24 - 481*u^25 + 11298*u^26 - 8984*u^27 + 12100*u^28 - 8100*u^29 + 10410*u^30 - 6318*u^31 + 5773*u^32 - 2821*u^33 + 2481*u^34 - 934*u^35 + 763*u^36 - 231*u^37 + 168*u^38 - 26*u^39 + 21*u^40 - u^41 + u^42", "1 + 21*u + 97*u^2 + 148*u^3 - 45*u^4 - 215*u^5 + 126*u^6 + 216*u^7 - 791*u^8 - 1233*u^9 + 775*u^10 + 1012*u^11 - 4332*u^12 + 686*u^13 + 9620*u^14 - 6086*u^15 + 4375*u^16 - 3277*u^17 + 10163*u^18 - 17048*u^19 + 489*u^20 + 6487*u^21 + 3618*u^22 - 8936*u^23 - 234*u^24 + 7316*u^25 - 718*u^26 - 5372*u^27 + 1274*u^28 + 2106*u^29 + 1334*u^30 - 2102*u^31 + 183*u^32 - 263*u^33 + 687*u^34 - 188*u^35 + 91*u^36 - 49*u^37 + 68*u^38 + 6*u^39 + 17*u^40 + u^41 + u^42", "1 - 3*u + 3*u^2 + 4*u^3 - 7*u^4 + 37*u^5 - 90*u^6 + 46*u^7 + 87*u^8 - 281*u^9 + 633*u^10 - 480*u^11 + 176*u^12 + 418*u^13 - 1312*u^14 + 1206*u^15 - 1031*u^16 + 509*u^17 + 765*u^18 + 564*u^19 - 213*u^20 + 2789*u^21 - 3456*u^22 + 3468*u^23 - 2622*u^24 - 244*u^25 + 3886*u^26 - 5106*u^27 + 9862*u^28 - 6664*u^29 + 10272*u^30 - 4818*u^31 + 6613*u^32 - 2265*u^33 + 2865*u^34 - 714*u^35 + 845*u^36 - 147*u^37 + 164*u^38 - 18*u^39 + 19*u^40 - u^41 + u^42", "1 - 3*u + 3*u^2 + 4*u^3 - 7*u^4 + 37*u^5 - 90*u^6 + 46*u^7 + 87*u^8 - 281*u^9 + 633*u^10 - 480*u^11 + 176*u^12 + 418*u^13 - 1312*u^14 + 1206*u^15 - 1031*u^16 + 509*u^17 + 765*u^18 + 564*u^19 - 213*u^20 + 2789*u^21 - 3456*u^22 + 3468*u^23 - 2622*u^24 - 244*u^25 + 3886*u^26 - 5106*u^27 + 9862*u^28 - 6664*u^29 + 10272*u^30 - 4818*u^31 + 6613*u^32 - 2265*u^33 + 2865*u^34 - 714*u^35 + 845*u^36 - 147*u^37 + 164*u^38 - 18*u^39 + 19*u^40 - u^41 + u^42" ], "aCuspShape":"-2 + (4*(99203087068562 - 83137496356879*u + 488456629573391*u^2 - 252907581528605*u^3 - 24271884812737*u^4 + 1141615848327446*u^5 - 2961065246491047*u^6 + 8245277215994118*u^7 - 8250664581802972*u^8 + 15157863929761655*u^9 - 5309503358220531*u^10 - 5901200041456108*u^11 + 22076524954043646*u^12 - 45374868192548800*u^13 + 50951036064785426*u^14 - 34812636615067757*u^15 + 53145078113865646*u^16 + 8734740633711989*u^17 + 70480295195526679*u^18 - 26437793444404053*u^19 + 118440385465321196*u^20 - 99140512786238490*u^21 + 95430709345926712*u^22 - 7812658965157730*u^23 - 54853302404780354*u^24 + 269656252627597950*u^25 - 215792733047055804*u^26 + 491911417153309596*u^27 - 253017848774972882*u^28 + 478642955023812240*u^29 - 176629090040142018*u^30 + 302836064471005623*u^31 - 81894200238477012*u^32 + 131263411173028246*u^33 - 25678979913096333*u^34 + 39029540743877506*u^35 - 5278106450061033*u^36 + 7662278223775461*u^37 - 646057630782294*u^38 + 899108077890159*u^39 - 35875051705875*u^40 + 47940631400774*u^41))\/60302773206589", "RepresentationsN":[ [ "u->0.478429 + 0.830661 I", "a->-1.01615 - 0.087138 I", "b->-0.936087 - 0.907522 I" ], [ "u->0.478429 - 0.830661 I", "a->-1.01615 + 0.087138 I", "b->-0.936087 + 0.907522 I" ], [ "u->0.185781 + 1.02577 I", "a->0.077705 + 0.573452 I", "b->0.483603 + 0.963768 I" ], [ "u->0.185781 - 1.02577 I", "a->0.077705 - 0.573452 I", "b->0.483603 - 0.963768 I" ], [ "u->-0.850313", "a->0.302339", "b->-0.0653539" ], [ "u->-0.750438 + 0.396807 I", "a->-0.358825 + 1.08656 I", "b->0.176374 + 0.822398 I" ], [ "u->-0.750438 - 0.396807 I", "a->-0.358825 - 1.08656 I", "b->0.176374 - 0.822398 I" ], [ "u->0.79801 + 0.277511 I", "a->0.55497 - 2.07637 I", "b->1.12925 - 1.11829 I" ], [ "u->0.79801 - 0.277511 I", "a->0.55497 + 2.07637 I", "b->1.12925 + 1.11829 I" ], [ "u->-0.439352 + 1.08172 I", "a->-0.241896 - 0.303592 I", "b->-0.30174 - 0.507276 I" ], [ "u->-0.439352 - 1.08172 I", "a->-0.241896 + 0.303592 I", "b->-0.30174 + 0.507276 I" ], [ "u->0.711781 + 0.186271 I", "a->0.15739 + 1.81871 I", "b->-0.778762 + 0.84985 I" ], [ "u->0.711781 - 0.186271 I", "a->0.15739 - 1.81871 I", "b->-0.778762 - 0.84985 I" ], [ "u->-0.716527", "a->-0.397959", "b->-0.516879" ], [ "u->-0.16094 + 1.28906 I", "a->1.70867 - 0.62606 I", "b->-0.5611 - 1.5477 I" ], [ "u->-0.16094 - 1.28906 I", "a->1.70867 + 0.62606 I", "b->-0.5611 + 1.5477 I" ], [ "u->0.088609 + 1.32391 I", "a->1.127 + 0.86778 I", "b->-0.377923 - 0.176136 I" ], [ "u->0.088609 - 1.32391 I", "a->1.127 - 0.86778 I", "b->-0.377923 + 0.176136 I" ], [ "u->-0.279867 + 1.31728 I", "a->-0.218311 + 0.692861 I", "b->0.843176 + 0.035564 I" ], [ "u->-0.279867 - 1.31728 I", "a->-0.218311 - 0.692861 I", "b->0.843176 - 0.035564 I" ], [ "u->-0.215944 + 1.33617 I", "a->-2.06558 + 0.80088 I", "b->-0.18914 + 3.23351 I" ], [ "u->-0.215944 - 1.33617 I", "a->-2.06558 - 0.80088 I", "b->-0.18914 - 3.23351 I" ], [ "u->0.173241 + 1.36842 I", "a->0.844181 - 0.077998 I", "b->-1.14521 - 0.270649 I" ], [ "u->0.173241 - 1.36842 I", "a->0.844181 + 0.077998 I", "b->-1.14521 + 0.270649 I" ], [ "u->0.22889 + 1.37581 I", "a->-0.37491 - 1.62208 I", "b->0.514507 - 0.525372 I" ], [ "u->0.22889 - 1.37581 I", "a->-0.37491 + 1.62208 I", "b->0.514507 + 0.525372 I" ], [ "u->0.563419 + 0.218408 I", "a->-0.72689 + 2.25592 I", "b->-0.451451 + 0.210468 I" ], [ "u->0.563419 - 0.218408 I", "a->-0.72689 - 2.25592 I", "b->-0.451451 - 0.210468 I" ], [ "u->0.28675 + 1.37036 I", "a->-1.21599 - 1.04777 I", "b->0.946396 - 0.760155 I" ], [ "u->0.28675 - 1.37036 I", "a->-1.21599 + 1.04777 I", "b->0.946396 + 0.760155 I" ], [ "u->-0.553872 + 0.081016 I", "a->-0.34407 - 5.14524 I", "b->-0.19417 - 2.58841 I" ], [ "u->-0.553872 - 0.081016 I", "a->-0.34407 + 5.14524 I", "b->-0.19417 + 2.58841 I" ], [ "u->0.32193 + 1.42127 I", "a->0.86794 + 1.40076 I", "b->-1.30679 + 1.17931 I" ], [ "u->0.32193 - 1.42127 I", "a->0.86794 - 1.40076 I", "b->-1.30679 - 1.17931 I" ], [ "u->-0.180411 + 0.503978 I", "a->-0.786744 + 0.41267 I", "b->0.291024 + 0.725866 I" ], [ "u->-0.180411 - 0.503978 I", "a->-0.786744 - 0.41267 I", "b->0.291024 - 0.725866 I" ], [ "u->-0.31335 + 1.45744 I", "a->0.57318 - 0.67271 I", "b->-0.502148 - 0.851645 I" ], [ "u->-0.31335 - 1.45744 I", "a->0.57318 + 0.67271 I", "b->-0.502148 + 0.851645 I" ], [ "u->0.02848 + 1.50835 I", "a->-0.20665 - 0.321775 I", "b->1.15467 + 0.4258 I" ], [ "u->0.02848 - 1.50835 I", "a->-0.20665 + 0.321775 I", "b->1.15467 - 0.4258 I" ], [ "u->0.312265 + 0.272412 I", "a->-0.307218 + 0.723253 I", "b->0.996632 - 0.029094 I" ], [ "u->0.312265 - 0.272412 I", "a->-0.307218 - 0.723253 I", "b->0.996632 + 0.029094 I" ] ], "Epsilon":0.843914, "uPolys_ij":[ "1 - 3*u + 3*u^2 + 4*u^3 - 7*u^4 + 37*u^5 - 90*u^6 + 46*u^7 + 87*u^8 - 281*u^9 + 633*u^10 - 480*u^11 + 176*u^12 + 418*u^13 - 1312*u^14 + 1206*u^15 - 1031*u^16 + 509*u^17 + 765*u^18 + 564*u^19 - 213*u^20 + 2789*u^21 - 3456*u^22 + 3468*u^23 - 2622*u^24 - 244*u^25 + 3886*u^26 - 5106*u^27 + 9862*u^28 - 6664*u^29 + 10272*u^30 - 4818*u^31 + 6613*u^32 - 2265*u^33 + 2865*u^34 - 714*u^35 + 845*u^36 - 147*u^37 + 164*u^38 - 18*u^39 + 19*u^40 - u^41 + u^42", "1 + 3*u + 19*u^2 + 16*u^3 - 337*u^4 + 375*u^5 + 6996*u^6 + 1064*u^7 - 53505*u^8 - 19847*u^9 + 287923*u^10 - 29328*u^11 - 981124*u^12 + 573584*u^13 + 2247176*u^14 - 2529656*u^15 - 3261649*u^16 + 6522937*u^17 + 1562209*u^18 - 8746588*u^19 - 3594825*u^20 + 23474955*u^21 - 18541320*u^22 - 9752424*u^23 + 19388532*u^24 + 8750100*u^25 - 33958852*u^26 + 5515432*u^27 + 71936056*u^28 - 144171568*u^29 + 166072472*u^30 - 137308580*u^31 + 87580425*u^32 - 44475481*u^33 + 18234911*u^34 - 6058492*u^35 + 1624491*u^36 - 347413*u^37 + 58016*u^38 - 7304*u^39 + 653*u^40 - 37*u^41 + u^42", "17 + 37*u - 5*u^2 + 180*u^3 + 239*u^4 + 389*u^5 + 2332*u^6 - 2610*u^7 - 5831*u^8 + 8377*u^9 + 12923*u^10 - 4268*u^11 - 23086*u^12 - 2532*u^13 + 39378*u^14 + 9396*u^15 - 34885*u^16 - 25129*u^17 + 32835*u^18 + 35558*u^19 - 19755*u^20 - 33503*u^21 + 5392*u^22 + 29596*u^23 + 2486*u^24 - 16996*u^25 - 5686*u^26 + 8878*u^27 + 4786*u^28 - 2804*u^29 - 2472*u^30 + 596*u^31 + 1045*u^32 + 99*u^33 - 203*u^34 - 92*u^35 + 31*u^36 + 39*u^37 + 16*u^38 - 6*u^39 - 3*u^40 + u^41 + u^42", "163 - 1051*u + 3675*u^2 - 8814*u^3 + 11989*u^4 + 8559*u^5 - 67520*u^6 + 84190*u^7 + 92541*u^8 - 365653*u^9 + 280255*u^10 + 292104*u^11 - 582156*u^12 - 76292*u^13 + 867692*u^14 - 441458*u^15 - 755359*u^16 + 762559*u^17 + 937933*u^18 - 2467838*u^19 + 2167977*u^20 - 683413*u^21 - 313264*u^22 + 289560*u^23 + 69172*u^24 - 157140*u^25 + 10652*u^26 + 114688*u^27 - 135912*u^28 + 106280*u^29 - 71292*u^30 + 41362*u^31 - 19021*u^32 + 6381*u^33 - 1325*u^34 - 238*u^35 + 697*u^36 - 693*u^37 + 448*u^38 - 198*u^39 + 59*u^40 - 11*u^41 + u^42", "-3364 + 5394*u + 152763*u^2 - 441306*u^3 - 1366448*u^4 + 6496732*u^5 + 233357*u^6 - 30444256*u^7 + 24921461*u^8 + 43412143*u^9 + 5161663*u^10 - 136357196*u^11 - 117677952*u^12 + 390157852*u^13 + 157727724*u^14 - 625755576*u^15 + 107876516*u^16 + 574905528*u^17 - 97267319*u^18 - 203765494*u^19 - 79789512*u^20 - 104413910*u^21 + 157413965*u^22 + 98675790*u^23 - 90425577*u^24 - 9406741*u^25 + 29708214*u^26 - 7073242*u^27 - 5148486*u^28 + 1547692*u^29 + 64232*u^30 + 116240*u^31 + 163729*u^32 - 53949*u^33 - 29369*u^34 + 1924*u^35 + 1763*u^36 + 1141*u^37 + 258*u^38 - 114*u^39 - 33*u^40 + 3*u^41 + u^42", "289 + 1539*u - 5169*u^2 - 15712*u^3 - 111353*u^4 - 1780769*u^5 + 1067544*u^6 + 31054436*u^7 + 128923115*u^8 + 330099413*u^9 + 659610895*u^10 + 1120053496*u^11 + 1773285944*u^12 + 2495412888*u^13 + 3311821212*u^14 + 4014165324*u^15 + 4577038719*u^16 + 4827642473*u^17 + 4810098049*u^18 + 4522460540*u^19 + 4026144871*u^20 + 3391977559*u^21 + 2671356180*u^22 + 1968712984*u^23 + 1331937892*u^24 + 832394524*u^25 + 469383132*u^26 + 240947096*u^27 + 109066576*u^28 + 43663608*u^29 + 14608536*u^30 + 3873064*u^31 + 616733*u^32 - 73809*u^33 - 92869*u^34 - 41832*u^35 - 9577*u^36 - 1477*u^37 + 316*u^38 + 148*u^39 + 53*u^40 + 7*u^41 + u^42", "1 - 3*u + 15*u^2 - 112*u^3 + 479*u^4 - 1567*u^5 + 5684*u^6 - 23556*u^7 + 100075*u^8 - 399905*u^9 + 1414091*u^10 - 4292276*u^11 + 11163952*u^12 - 25184400*u^13 + 50028508*u^14 - 88664088*u^15 + 141506863*u^16 - 204587481*u^17 + 268892221*u^18 - 321925424*u^19 + 351503947*u^20 - 350199603*u^21 + 318343252*u^22 - 263965332*u^23 + 199548308*u^24 - 137462940*u^25 + 86267664*u^26 - 49474860*u^27 + 25930572*u^28 - 12595836*u^29 + 5672180*u^30 - 2422712*u^31 + 976605*u^32 - 376027*u^33 + 136931*u^34 - 46408*u^35 + 14827*u^36 - 4203*u^37 + 1136*u^38 - 248*u^39 + 53*u^40 - 7*u^41 + u^42", "1 + 7*u + 35*u^2 + 212*u^3 + 1299*u^4 + 7031*u^5 + 26012*u^6 + 60756*u^7 + 46775*u^8 - 260795*u^9 - 1250773*u^10 - 2910864*u^11 - 3389008*u^12 + 1821488*u^13 + 19703180*u^14 + 52611796*u^15 + 98231059*u^16 + 138324069*u^17 + 165887549*u^18 + 161219652*u^19 + 147134639*u^20 + 107454075*u^21 + 80937760*u^22 + 42765336*u^23 + 28770636*u^24 + 9345332*u^25 + 7656524*u^26 + 1099316*u^27 + 2358136*u^28 + 305352*u^29 + 893516*u^30 + 199972*u^31 + 281553*u^32 + 73087*u^33 + 61227*u^34 + 14784*u^35 + 8679*u^36 + 1707*u^37 + 776*u^38 + 108*u^39 + 41*u^40 + 3*u^41 + u^42", "7321 + 67425*u + 20139*u^2 + 597744*u^3 + 457175*u^4 - 604463*u^5 + 20915046*u^6 - 46467670*u^7 + 199212843*u^8 - 397625433*u^9 + 942294245*u^10 - 1708306028*u^11 + 2817525058*u^12 - 4418855154*u^13 + 5813595072*u^14 - 7574247568*u^15 + 8579403283*u^16 - 9191296893*u^17 + 9234035157*u^18 - 8295794032*u^19 + 7380864307*u^20 - 5799631969*u^21 + 4504221372*u^22 - 3234531420*u^23 + 2172378190*u^24 - 1433739078*u^25 + 836957848*u^26 - 479966800*u^27 + 247860832*u^28 - 113130062*u^29 + 53149070*u^30 - 17888762*u^31 + 7929413*u^32 - 1827729*u^33 + 810573*u^34 - 114034*u^35 + 56225*u^36 - 3755*u^37 + 2582*u^38 - 32*u^39 + 73*u^40 + u^41 + u^42", "-464 - 6920*u + 10295*u^2 - 1890*u^3 + 102968*u^4 - 171830*u^5 + 47879*u^6 - 215872*u^7 + 586815*u^8 - 425525*u^9 - 421449*u^10 - 307412*u^11 + 8615760*u^12 - 28057524*u^13 + 59939516*u^14 - 102142248*u^15 + 145207120*u^16 - 177618894*u^17 + 194263341*u^18 - 193609670*u^19 + 179511128*u^20 - 155027068*u^21 + 125807183*u^22 - 94597350*u^23 + 66357645*u^24 - 42914719*u^25 + 26041446*u^26 - 14645538*u^27 + 7778830*u^28 - 3799508*u^29 + 1737542*u^30 - 713288*u^31 + 276775*u^32 - 99189*u^33 + 36429*u^34 - 11956*u^35 + 3969*u^36 - 1169*u^37 + 372*u^38 - 66*u^39 + 9*u^40 - u^41 + u^42", "89033 + 1817255*u + 14341935*u^2 + 54161656*u^3 + 142784407*u^4 + 218392259*u^5 + 200544268*u^6 - 459723796*u^7 - 1563735963*u^8 - 1968121399*u^9 - 273182431*u^10 + 2202495692*u^11 + 2929480140*u^12 + 4142979964*u^13 + 378544736*u^14 - 816937182*u^15 - 3318841589*u^16 - 3918143823*u^17 - 1325691663*u^18 - 2592894228*u^19 + 2956021159*u^20 - 891503945*u^21 + 4378749288*u^22 - 258067178*u^23 + 3025872186*u^24 - 92720042*u^25 + 1281363172*u^26 - 37365328*u^27 + 354894392*u^28 - 11882992*u^29 + 66400228*u^30 - 2473364*u^31 + 8556073*u^32 - 316151*u^33 + 770969*u^34 - 23478*u^35 + 48471*u^36 - 985*u^37 + 2108*u^38 - 6*u^39 + 63*u^40 + u^41 + u^42", "1 - u - 3*u^2 - 10*u^3 + 23*u^4 + 37*u^5 - 24*u^6 - 208*u^7 + 151*u^8 + 209*u^9 + 45*u^10 - 98*u^11 - 308*u^12 - 1434*u^13 + 3066*u^14 + 1170*u^15 - 4579*u^16 - 3077*u^17 + 12499*u^18 - 7070*u^19 - 4573*u^20 + 2197*u^21 + 11624*u^22 - 17088*u^23 + 10156*u^24 - 2572*u^25 + 1380*u^26 - 3188*u^27 + 4488*u^28 - 4520*u^29 + 3478*u^30 - 1874*u^31 + 871*u^32 - 751*u^33 + 825*u^34 - 594*u^35 + 259*u^36 - 83*u^37 + 50*u^38 - 42*u^39 + 23*u^40 - 7*u^41 + u^42", "161 + 1719*u + 7569*u^2 + 13350*u^3 - 20039*u^4 - 45227*u^5 + 483788*u^6 + 1291120*u^7 - 502869*u^8 - 668035*u^9 + 5251865*u^10 - 9472322*u^11 - 4799254*u^12 + 45088100*u^13 - 64345356*u^14 + 34250220*u^15 + 123654979*u^16 - 337638149*u^17 + 527118193*u^18 - 591732528*u^19 + 453219841*u^20 - 218351675*u^21 - 30286256*u^22 + 171365986*u^23 - 183437052*u^24 + 119156112*u^25 - 36937716*u^26 - 9460364*u^27 + 20170146*u^28 - 12269658*u^29 + 4727218*u^30 - 1399554*u^31 + 620181*u^32 - 310499*u^33 + 131927*u^34 - 37202*u^35 + 10615*u^36 - 2471*u^37 + 552*u^38 - 40*u^39 + 7*u^40 - u^41 + u^42", "1 + 7*u + 21*u^2 + 34*u^3 - 43*u^4 - 267*u^5 - 368*u^6 + 136*u^7 + 1579*u^8 + 2113*u^9 - 1755*u^10 - 6038*u^11 - 1838*u^12 + 6782*u^13 + 7230*u^14 - 2274*u^15 - 9527*u^16 - 2569*u^17 + 8113*u^18 + 4384*u^19 - 4925*u^20 - 5137*u^21 + 382*u^22 + 5642*u^23 + 4026*u^24 - 4298*u^25 - 5406*u^26 + 1394*u^27 + 3486*u^28 + 858*u^29 - 858*u^30 - 1386*u^31 - 473*u^32 + 897*u^33 + 563*u^34 - 356*u^35 - 273*u^36 + 91*u^37 + 78*u^38 - 14*u^39 - 13*u^40 + u^41 + u^42", "133493 - 949181*u + 2467697*u^2 - 1352266*u^3 - 7840713*u^4 + 25781587*u^5 - 42532890*u^6 + 38888440*u^7 + 3215983*u^8 - 81713971*u^9 + 147540251*u^10 - 89435994*u^11 - 139147506*u^12 + 282444520*u^13 + 40220040*u^14 - 538420270*u^15 + 267062251*u^16 + 541121789*u^17 - 359554649*u^18 - 580308898*u^19 + 437922609*u^20 + 494721119*u^21 - 414172816*u^22 - 375789442*u^23 + 429038466*u^24 + 116684598*u^25 - 288724792*u^26 + 24093932*u^27 + 127425182*u^28 - 50772980*u^29 - 19667956*u^30 + 16411804*u^31 - 310463*u^32 - 2445355*u^33 + 457843*u^34 + 187412*u^35 - 57367*u^36 - 7177*u^37 + 3258*u^38 + 96*u^39 - 83*u^40 - u^41 + u^42", "-256 + 1152*u + 2432*u^2 - 17728*u^3 + 17264*u^4 + 33936*u^5 - 122496*u^6 + 274494*u^7 + 359971*u^8 - 1219715*u^9 + 697661*u^10 + 248904*u^11 - 820192*u^12 - 1108768*u^13 + 10430484*u^14 - 18549688*u^15 + 33070530*u^16 - 37701238*u^17 + 45441894*u^18 - 40192156*u^19 + 39937424*u^20 - 27651692*u^21 + 25660684*u^22 - 12890686*u^23 + 12275237*u^24 - 3730253*u^25 + 4558975*u^26 - 470668*u^27 + 1416160*u^28 + 123348*u^29 + 366460*u^30 + 77684*u^31 + 84218*u^32 + 20702*u^33 + 16538*u^34 + 3212*u^35 + 2664*u^36 + 348*u^37 + 336*u^38 + 26*u^39 + 27*u^40 + u^41 + u^42", "505372 - 2663200*u + 9187441*u^2 - 24709694*u^3 + 53506724*u^4 - 88735998*u^5 + 112400459*u^6 - 129316270*u^7 + 182193791*u^8 - 263229759*u^9 + 241954871*u^10 - 44190952*u^11 - 183951504*u^12 + 330309408*u^13 - 540081780*u^14 + 802329164*u^15 - 773915792*u^16 + 433310486*u^17 - 209041193*u^18 + 210892034*u^19 - 151901932*u^20 + 16681188*u^21 + 28055143*u^22 - 17946588*u^23 + 23026225*u^24 - 20912649*u^25 + 13741132*u^26 - 8384214*u^27 + 4691838*u^28 - 2718748*u^29 + 1136908*u^30 - 603594*u^31 + 242371*u^32 - 84115*u^33 + 48651*u^34 - 6242*u^35 + 7301*u^36 - 127*u^37 + 728*u^38 + 12*u^39 + 41*u^40 + u^41 + u^42", "449 - 423*u + 5679*u^2 - 27304*u^3 + 100579*u^4 - 341159*u^5 + 938856*u^6 - 2088348*u^7 + 3400523*u^8 - 2866743*u^9 - 2731329*u^10 + 17511766*u^11 - 40290872*u^12 + 63426824*u^13 - 73110724*u^14 + 55433444*u^15 - 10413311*u^16 - 57385441*u^17 + 124981727*u^18 - 179496886*u^19 + 206355001*u^20 - 203655013*u^21 + 182490206*u^22 - 143300450*u^23 + 108988642*u^24 - 70494314*u^25 + 47718662*u^26 - 25400466*u^27 + 15876020*u^28 - 6844898*u^29 + 4062448*u^30 - 1384772*u^31 + 798573*u^32 - 207505*u^33 + 118961*u^34 - 22242*u^35 + 13053*u^36 - 1583*u^37 + 998*u^38 - 64*u^39 + 47*u^40 - u^41 + u^42", "1 + u - 13*u^2 + 104*u^3 + 1883*u^4 - 36171*u^5 + 256528*u^6 - 948614*u^7 + 2056585*u^8 - 1950993*u^9 - 3680847*u^10 + 13592806*u^11 - 8183468*u^12 - 18005638*u^13 + 22494518*u^14 + 8873584*u^15 - 19212181*u^16 - 5806453*u^17 + 11848153*u^18 + 7442700*u^19 - 11237485*u^20 - 1543615*u^21 + 7156828*u^22 - 3613296*u^23 - 630604*u^24 + 2357892*u^25 - 1371392*u^26 - 290140*u^27 + 595384*u^28 - 124254*u^29 - 66146*u^30 + 30640*u^31 - 10935*u^32 + 4365*u^33 + 2251*u^34 - 1992*u^35 + 299*u^36 + 67*u^37 - 78*u^38 + 42*u^39 - u^40 - 5*u^41 + u^42", "1 - u - u^2 + 4*u^3 + 3*u^4 - 5*u^5 - 40*u^6 - 2*u^7 + 177*u^8 + 89*u^9 - 571*u^10 - 390*u^11 + 1696*u^12 + 622*u^13 - 3914*u^14 - 36*u^15 + 6827*u^16 - 2025*u^17 - 8965*u^18 + 5136*u^19 + 8817*u^20 - 7581*u^21 - 6422*u^22 + 7870*u^23 + 3414*u^24 - 6138*u^25 - 1166*u^26 + 3890*u^27 - 116*u^28 - 1474*u^29 - 50*u^30 + 656*u^31 + 29*u^32 - 211*u^33 - 43*u^34 + 84*u^35 + 29*u^36 - 41*u^37 + 2*u^38 + 8*u^39 + u^40 - 3*u^41 + u^42", "16 - 308*u + 4521*u^2 - 46532*u^3 + 312062*u^4 - 1499426*u^5 + 5445751*u^6 - 15345702*u^7 + 35211499*u^8 - 64010969*u^9 + 99155615*u^10 - 114741472*u^11 + 109345616*u^12 - 27688856*u^13 - 160644660*u^14 + 361892560*u^15 - 492571236*u^16 + 571711542*u^17 - 524370821*u^18 + 332020320*u^19 - 85699126*u^20 - 167797848*u^21 + 408084695*u^22 - 569758500*u^23 + 650062669*u^24 - 620101759*u^25 + 558228580*u^26 - 443549336*u^27 + 341831940*u^28 - 239641708*u^29 + 160368660*u^30 - 96684420*u^31 + 52490177*u^32 - 25110009*u^33 + 10365803*u^34 - 3666760*u^35 + 1088235*u^36 - 264545*u^37 + 51352*u^38 - 7444*u^39 + 725*u^40 - 41*u^41 + u^42", "4 - 10*u + 51*u^2 - 52*u^3 + 370*u^4 - 28*u^5 + 1507*u^6 - 12*u^7 + 3075*u^8 + 963*u^9 + 6671*u^10 + 3708*u^11 + 5640*u^12 + 3508*u^13 + 7032*u^14 + 5892*u^15 + 5648*u^16 + 13132*u^17 - 3487*u^18 + 18972*u^19 - 8578*u^20 + 17278*u^21 - 1465*u^22 + 6982*u^23 + 4501*u^24 - 481*u^25 + 11298*u^26 - 8984*u^27 + 12100*u^28 - 8100*u^29 + 10410*u^30 - 6318*u^31 + 5773*u^32 - 2821*u^33 + 2481*u^34 - 934*u^35 + 763*u^36 - 231*u^37 + 168*u^38 - 26*u^39 + 21*u^40 - u^41 + u^42", "1 - 247*u + 3103*u^2 - 21352*u^3 + 79455*u^4 - 221619*u^5 + 644096*u^6 - 1995460*u^7 + 4106263*u^8 - 2037841*u^9 + 12725207*u^10 - 14982180*u^11 + 6118108*u^12 - 76635204*u^13 + 34772000*u^14 + 17879152*u^15 + 158712487*u^16 - 119160609*u^17 + 126232325*u^18 - 306824152*u^19 + 298471083*u^20 - 358756627*u^21 + 393216084*u^22 - 336319244*u^23 + 292977416*u^24 - 230703060*u^25 + 158380684*u^26 - 98182312*u^27 + 55734992*u^28 - 21789988*u^29 + 9605012*u^30 - 2319084*u^31 + 1089733*u^32 + 39313*u^33 + 409167*u^34 + 157720*u^35 + 99539*u^36 + 36481*u^37 + 10056*u^38 + 2556*u^39 + 413*u^40 + 33*u^41 + u^42", "1 + 21*u + 97*u^2 + 148*u^3 - 45*u^4 - 215*u^5 + 126*u^6 + 216*u^7 - 791*u^8 - 1233*u^9 + 775*u^10 + 1012*u^11 - 4332*u^12 + 686*u^13 + 9620*u^14 - 6086*u^15 + 4375*u^16 - 3277*u^17 + 10163*u^18 - 17048*u^19 + 489*u^20 + 6487*u^21 + 3618*u^22 - 8936*u^23 - 234*u^24 + 7316*u^25 - 718*u^26 - 5372*u^27 + 1274*u^28 + 2106*u^29 + 1334*u^30 - 2102*u^31 + 183*u^32 - 263*u^33 + 687*u^34 - 188*u^35 + 91*u^36 - 49*u^37 + 68*u^38 + 6*u^39 + 17*u^40 + u^41 + u^42", "29957 - 188683*u + 409859*u^2 - 54220*u^3 - 1677165*u^4 + 3443777*u^5 + 377998*u^6 - 11191994*u^7 + 11179173*u^8 + 13849739*u^9 - 27843971*u^10 - 6136334*u^11 + 36241358*u^12 - 4690306*u^13 - 28812620*u^14 + 9396330*u^15 + 8817313*u^16 - 1310959*u^17 + 6849241*u^18 - 8610988*u^19 - 11709583*u^20 + 12371373*u^21 + 9054872*u^22 - 10104106*u^23 - 3533600*u^24 + 4642282*u^25 + 850030*u^26 - 1166156*u^27 - 151284*u^28 + 105154*u^29 + 42642*u^30 + 24034*u^31 - 4265*u^32 - 6273*u^33 - 569*u^34 + 1300*u^35 + 423*u^36 - 21*u^37 + 2*u^38 + 26*u^39 + 19*u^40 + 5*u^41 + u^42", "9797888 + 125239296*u + 733960640*u^2 + 2649923584*u^3 + 6518024432*u^4 + 10975590176*u^5 + 11290652244*u^6 + 2148764484*u^7 - 15124957983*u^8 - 27044247235*u^9 - 19060292091*u^10 + 6882163488*u^11 + 29161381256*u^12 + 23543074776*u^13 - 4372496620*u^14 - 16833630324*u^15 - 7046541418*u^16 - 1221536790*u^17 + 5633242630*u^18 + 4384896956*u^19 - 2175670184*u^20 - 2348328804*u^21 + 2679019984*u^22 - 854761980*u^23 - 562630913*u^24 + 411672427*u^25 + 322608287*u^26 - 81565140*u^27 - 64253368*u^28 - 63304148*u^29 + 41386284*u^30 + 20432576*u^31 - 9248602*u^32 - 3344266*u^33 + 1342258*u^34 + 534812*u^35 - 84904*u^36 - 56692*u^37 - 3052*u^38 + 1928*u^39 + 401*u^40 + 25*u^41 + u^42", "94217 - 289185*u - 1059193*u^2 + 5511150*u^3 - 44120591*u^4 + 377083411*u^5 - 1410855128*u^6 + 1566027316*u^7 + 5659392515*u^8 - 25495209455*u^9 + 43681292737*u^10 - 25151668404*u^11 - 41823630552*u^12 + 102443038708*u^13 - 79414426342*u^14 - 22526797214*u^15 + 101064848073*u^16 - 77329156235*u^17 - 7259778387*u^18 + 54350848010*u^19 - 33113175287*u^20 - 6044634975*u^21 + 17064433184*u^22 - 5616544380*u^23 - 3260898436*u^24 + 2613690442*u^25 + 148153612*u^26 - 624395532*u^27 + 72786640*u^28 + 105090530*u^29 - 21763436*u^30 - 13953242*u^31 + 3373399*u^32 + 1549627*u^33 - 343685*u^34 - 142402*u^35 + 22749*u^36 + 10005*u^37 - 768*u^38 - 470*u^39 - 5*u^40 + 11*u^41 + u^42", "5986517 + 34194383*u + 107709221*u^2 + 151813824*u^3 + 107037827*u^4 + 63594623*u^5 + 353880622*u^6 - 74318846*u^7 - 186580733*u^8 - 2305267619*u^9 + 2258381401*u^10 + 1957015862*u^11 + 3942293180*u^12 - 6277580796*u^13 - 3577141972*u^14 + 2554680570*u^15 + 6867714033*u^16 - 1361269459*u^17 - 6036935089*u^18 + 2868735950*u^19 + 1547051343*u^20 - 552389805*u^21 - 1076235596*u^22 + 1136731038*u^23 - 206110694*u^24 - 280828636*u^25 + 235938008*u^26 - 16529114*u^27 - 15486912*u^28 + 4466032*u^29 + 14955644*u^30 - 16888724*u^31 + 12413293*u^32 - 5609047*u^33 + 2293335*u^34 - 446878*u^35 + 141477*u^36 - 20153*u^37 + 4344*u^38 - 950*u^39 + 39*u^40 + 13*u^41 + u^42", "1 - 7*u - 121*u^2 + 40*u^3 + 5803*u^4 - 15663*u^5 - 64284*u^6 + 351532*u^7 - 773*u^8 - 4205457*u^9 + 15675443*u^10 - 30705900*u^11 + 37210664*u^12 - 30625472*u^13 + 28394252*u^14 - 51055800*u^15 + 86045955*u^16 - 91445117*u^17 + 44875601*u^18 + 28671200*u^19 - 84759881*u^20 + 98141885*u^21 - 69393256*u^22 + 14588280*u^23 + 39903508*u^24 - 66655404*u^25 + 55789988*u^26 - 22814472*u^27 - 6683456*u^28 + 18377056*u^29 - 15005160*u^30 + 6779620*u^31 - 880939*u^32 - 1271675*u^33 + 1252083*u^34 - 682420*u^35 + 265619*u^36 - 78215*u^37 + 17568*u^38 - 2952*u^39 + 353*u^40 - 27*u^41 + u^42" ], "GeometricComponent":"{33, 34}", "uPolys_ij_N":[ "1 - 3*u + 3*u^2 + 4*u^3 - 7*u^4 + 37*u^5 - 90*u^6 + 46*u^7 + 87*u^8 - 281*u^9 + 633*u^10 - 480*u^11 + 176*u^12 + 418*u^13 - 1312*u^14 + 1206*u^15 - 1031*u^16 + 509*u^17 + 765*u^18 + 564*u^19 - 213*u^20 + 2789*u^21 - 3456*u^22 + 3468*u^23 - 2622*u^24 - 244*u^25 + 3886*u^26 - 5106*u^27 + 9862*u^28 - 6664*u^29 + 10272*u^30 - 4818*u^31 + 6613*u^32 - 2265*u^33 + 2865*u^34 - 714*u^35 + 845*u^36 - 147*u^37 + 164*u^38 - 18*u^39 + 19*u^40 - u^41 + u^42", "1 + 3*u + 19*u^2 + 16*u^3 - 337*u^4 + 375*u^5 + 6996*u^6 + 1064*u^7 - 53505*u^8 - 19847*u^9 + 287923*u^10 - 29328*u^11 - 981124*u^12 + 573584*u^13 + 2247176*u^14 - 2529656*u^15 - 3261649*u^16 + 6522937*u^17 + 1562209*u^18 - 8746588*u^19 - 3594825*u^20 + 23474955*u^21 - 18541320*u^22 - 9752424*u^23 + 19388532*u^24 + 8750100*u^25 - 33958852*u^26 + 5515432*u^27 + 71936056*u^28 - 144171568*u^29 + 166072472*u^30 - 137308580*u^31 + 87580425*u^32 - 44475481*u^33 + 18234911*u^34 - 6058492*u^35 + 1624491*u^36 - 347413*u^37 + 58016*u^38 - 7304*u^39 + 653*u^40 - 37*u^41 + u^42", "17 + 37*u - 5*u^2 + 180*u^3 + 239*u^4 + 389*u^5 + 2332*u^6 - 2610*u^7 - 5831*u^8 + 8377*u^9 + 12923*u^10 - 4268*u^11 - 23086*u^12 - 2532*u^13 + 39378*u^14 + 9396*u^15 - 34885*u^16 - 25129*u^17 + 32835*u^18 + 35558*u^19 - 19755*u^20 - 33503*u^21 + 5392*u^22 + 29596*u^23 + 2486*u^24 - 16996*u^25 - 5686*u^26 + 8878*u^27 + 4786*u^28 - 2804*u^29 - 2472*u^30 + 596*u^31 + 1045*u^32 + 99*u^33 - 203*u^34 - 92*u^35 + 31*u^36 + 39*u^37 + 16*u^38 - 6*u^39 - 3*u^40 + u^41 + u^42", "163 - 1051*u + 3675*u^2 - 8814*u^3 + 11989*u^4 + 8559*u^5 - 67520*u^6 + 84190*u^7 + 92541*u^8 - 365653*u^9 + 280255*u^10 + 292104*u^11 - 582156*u^12 - 76292*u^13 + 867692*u^14 - 441458*u^15 - 755359*u^16 + 762559*u^17 + 937933*u^18 - 2467838*u^19 + 2167977*u^20 - 683413*u^21 - 313264*u^22 + 289560*u^23 + 69172*u^24 - 157140*u^25 + 10652*u^26 + 114688*u^27 - 135912*u^28 + 106280*u^29 - 71292*u^30 + 41362*u^31 - 19021*u^32 + 6381*u^33 - 1325*u^34 - 238*u^35 + 697*u^36 - 693*u^37 + 448*u^38 - 198*u^39 + 59*u^40 - 11*u^41 + u^42", "-3364 + 5394*u + 152763*u^2 - 441306*u^3 - 1366448*u^4 + 6496732*u^5 + 233357*u^6 - 30444256*u^7 + 24921461*u^8 + 43412143*u^9 + 5161663*u^10 - 136357196*u^11 - 117677952*u^12 + 390157852*u^13 + 157727724*u^14 - 625755576*u^15 + 107876516*u^16 + 574905528*u^17 - 97267319*u^18 - 203765494*u^19 - 79789512*u^20 - 104413910*u^21 + 157413965*u^22 + 98675790*u^23 - 90425577*u^24 - 9406741*u^25 + 29708214*u^26 - 7073242*u^27 - 5148486*u^28 + 1547692*u^29 + 64232*u^30 + 116240*u^31 + 163729*u^32 - 53949*u^33 - 29369*u^34 + 1924*u^35 + 1763*u^36 + 1141*u^37 + 258*u^38 - 114*u^39 - 33*u^40 + 3*u^41 + u^42", "289 + 1539*u - 5169*u^2 - 15712*u^3 - 111353*u^4 - 1780769*u^5 + 1067544*u^6 + 31054436*u^7 + 128923115*u^8 + 330099413*u^9 + 659610895*u^10 + 1120053496*u^11 + 1773285944*u^12 + 2495412888*u^13 + 3311821212*u^14 + 4014165324*u^15 + 4577038719*u^16 + 4827642473*u^17 + 4810098049*u^18 + 4522460540*u^19 + 4026144871*u^20 + 3391977559*u^21 + 2671356180*u^22 + 1968712984*u^23 + 1331937892*u^24 + 832394524*u^25 + 469383132*u^26 + 240947096*u^27 + 109066576*u^28 + 43663608*u^29 + 14608536*u^30 + 3873064*u^31 + 616733*u^32 - 73809*u^33 - 92869*u^34 - 41832*u^35 - 9577*u^36 - 1477*u^37 + 316*u^38 + 148*u^39 + 53*u^40 + 7*u^41 + u^42", "1 - 3*u + 15*u^2 - 112*u^3 + 479*u^4 - 1567*u^5 + 5684*u^6 - 23556*u^7 + 100075*u^8 - 399905*u^9 + 1414091*u^10 - 4292276*u^11 + 11163952*u^12 - 25184400*u^13 + 50028508*u^14 - 88664088*u^15 + 141506863*u^16 - 204587481*u^17 + 268892221*u^18 - 321925424*u^19 + 351503947*u^20 - 350199603*u^21 + 318343252*u^22 - 263965332*u^23 + 199548308*u^24 - 137462940*u^25 + 86267664*u^26 - 49474860*u^27 + 25930572*u^28 - 12595836*u^29 + 5672180*u^30 - 2422712*u^31 + 976605*u^32 - 376027*u^33 + 136931*u^34 - 46408*u^35 + 14827*u^36 - 4203*u^37 + 1136*u^38 - 248*u^39 + 53*u^40 - 7*u^41 + u^42", "1 + 7*u + 35*u^2 + 212*u^3 + 1299*u^4 + 7031*u^5 + 26012*u^6 + 60756*u^7 + 46775*u^8 - 260795*u^9 - 1250773*u^10 - 2910864*u^11 - 3389008*u^12 + 1821488*u^13 + 19703180*u^14 + 52611796*u^15 + 98231059*u^16 + 138324069*u^17 + 165887549*u^18 + 161219652*u^19 + 147134639*u^20 + 107454075*u^21 + 80937760*u^22 + 42765336*u^23 + 28770636*u^24 + 9345332*u^25 + 7656524*u^26 + 1099316*u^27 + 2358136*u^28 + 305352*u^29 + 893516*u^30 + 199972*u^31 + 281553*u^32 + 73087*u^33 + 61227*u^34 + 14784*u^35 + 8679*u^36 + 1707*u^37 + 776*u^38 + 108*u^39 + 41*u^40 + 3*u^41 + u^42", "7321 + 67425*u + 20139*u^2 + 597744*u^3 + 457175*u^4 - 604463*u^5 + 20915046*u^6 - 46467670*u^7 + 199212843*u^8 - 397625433*u^9 + 942294245*u^10 - 1708306028*u^11 + 2817525058*u^12 - 4418855154*u^13 + 5813595072*u^14 - 7574247568*u^15 + 8579403283*u^16 - 9191296893*u^17 + 9234035157*u^18 - 8295794032*u^19 + 7380864307*u^20 - 5799631969*u^21 + 4504221372*u^22 - 3234531420*u^23 + 2172378190*u^24 - 1433739078*u^25 + 836957848*u^26 - 479966800*u^27 + 247860832*u^28 - 113130062*u^29 + 53149070*u^30 - 17888762*u^31 + 7929413*u^32 - 1827729*u^33 + 810573*u^34 - 114034*u^35 + 56225*u^36 - 3755*u^37 + 2582*u^38 - 32*u^39 + 73*u^40 + u^41 + u^42", "-464 - 6920*u + 10295*u^2 - 1890*u^3 + 102968*u^4 - 171830*u^5 + 47879*u^6 - 215872*u^7 + 586815*u^8 - 425525*u^9 - 421449*u^10 - 307412*u^11 + 8615760*u^12 - 28057524*u^13 + 59939516*u^14 - 102142248*u^15 + 145207120*u^16 - 177618894*u^17 + 194263341*u^18 - 193609670*u^19 + 179511128*u^20 - 155027068*u^21 + 125807183*u^22 - 94597350*u^23 + 66357645*u^24 - 42914719*u^25 + 26041446*u^26 - 14645538*u^27 + 7778830*u^28 - 3799508*u^29 + 1737542*u^30 - 713288*u^31 + 276775*u^32 - 99189*u^33 + 36429*u^34 - 11956*u^35 + 3969*u^36 - 1169*u^37 + 372*u^38 - 66*u^39 + 9*u^40 - u^41 + u^42", "89033 + 1817255*u + 14341935*u^2 + 54161656*u^3 + 142784407*u^4 + 218392259*u^5 + 200544268*u^6 - 459723796*u^7 - 1563735963*u^8 - 1968121399*u^9 - 273182431*u^10 + 2202495692*u^11 + 2929480140*u^12 + 4142979964*u^13 + 378544736*u^14 - 816937182*u^15 - 3318841589*u^16 - 3918143823*u^17 - 1325691663*u^18 - 2592894228*u^19 + 2956021159*u^20 - 891503945*u^21 + 4378749288*u^22 - 258067178*u^23 + 3025872186*u^24 - 92720042*u^25 + 1281363172*u^26 - 37365328*u^27 + 354894392*u^28 - 11882992*u^29 + 66400228*u^30 - 2473364*u^31 + 8556073*u^32 - 316151*u^33 + 770969*u^34 - 23478*u^35 + 48471*u^36 - 985*u^37 + 2108*u^38 - 6*u^39 + 63*u^40 + u^41 + u^42", "1 - u - 3*u^2 - 10*u^3 + 23*u^4 + 37*u^5 - 24*u^6 - 208*u^7 + 151*u^8 + 209*u^9 + 45*u^10 - 98*u^11 - 308*u^12 - 1434*u^13 + 3066*u^14 + 1170*u^15 - 4579*u^16 - 3077*u^17 + 12499*u^18 - 7070*u^19 - 4573*u^20 + 2197*u^21 + 11624*u^22 - 17088*u^23 + 10156*u^24 - 2572*u^25 + 1380*u^26 - 3188*u^27 + 4488*u^28 - 4520*u^29 + 3478*u^30 - 1874*u^31 + 871*u^32 - 751*u^33 + 825*u^34 - 594*u^35 + 259*u^36 - 83*u^37 + 50*u^38 - 42*u^39 + 23*u^40 - 7*u^41 + u^42", "161 + 1719*u + 7569*u^2 + 13350*u^3 - 20039*u^4 - 45227*u^5 + 483788*u^6 + 1291120*u^7 - 502869*u^8 - 668035*u^9 + 5251865*u^10 - 9472322*u^11 - 4799254*u^12 + 45088100*u^13 - 64345356*u^14 + 34250220*u^15 + 123654979*u^16 - 337638149*u^17 + 527118193*u^18 - 591732528*u^19 + 453219841*u^20 - 218351675*u^21 - 30286256*u^22 + 171365986*u^23 - 183437052*u^24 + 119156112*u^25 - 36937716*u^26 - 9460364*u^27 + 20170146*u^28 - 12269658*u^29 + 4727218*u^30 - 1399554*u^31 + 620181*u^32 - 310499*u^33 + 131927*u^34 - 37202*u^35 + 10615*u^36 - 2471*u^37 + 552*u^38 - 40*u^39 + 7*u^40 - u^41 + u^42", "1 + 7*u + 21*u^2 + 34*u^3 - 43*u^4 - 267*u^5 - 368*u^6 + 136*u^7 + 1579*u^8 + 2113*u^9 - 1755*u^10 - 6038*u^11 - 1838*u^12 + 6782*u^13 + 7230*u^14 - 2274*u^15 - 9527*u^16 - 2569*u^17 + 8113*u^18 + 4384*u^19 - 4925*u^20 - 5137*u^21 + 382*u^22 + 5642*u^23 + 4026*u^24 - 4298*u^25 - 5406*u^26 + 1394*u^27 + 3486*u^28 + 858*u^29 - 858*u^30 - 1386*u^31 - 473*u^32 + 897*u^33 + 563*u^34 - 356*u^35 - 273*u^36 + 91*u^37 + 78*u^38 - 14*u^39 - 13*u^40 + u^41 + u^42", "133493 - 949181*u + 2467697*u^2 - 1352266*u^3 - 7840713*u^4 + 25781587*u^5 - 42532890*u^6 + 38888440*u^7 + 3215983*u^8 - 81713971*u^9 + 147540251*u^10 - 89435994*u^11 - 139147506*u^12 + 282444520*u^13 + 40220040*u^14 - 538420270*u^15 + 267062251*u^16 + 541121789*u^17 - 359554649*u^18 - 580308898*u^19 + 437922609*u^20 + 494721119*u^21 - 414172816*u^22 - 375789442*u^23 + 429038466*u^24 + 116684598*u^25 - 288724792*u^26 + 24093932*u^27 + 127425182*u^28 - 50772980*u^29 - 19667956*u^30 + 16411804*u^31 - 310463*u^32 - 2445355*u^33 + 457843*u^34 + 187412*u^35 - 57367*u^36 - 7177*u^37 + 3258*u^38 + 96*u^39 - 83*u^40 - u^41 + u^42", "-256 + 1152*u + 2432*u^2 - 17728*u^3 + 17264*u^4 + 33936*u^5 - 122496*u^6 + 274494*u^7 + 359971*u^8 - 1219715*u^9 + 697661*u^10 + 248904*u^11 - 820192*u^12 - 1108768*u^13 + 10430484*u^14 - 18549688*u^15 + 33070530*u^16 - 37701238*u^17 + 45441894*u^18 - 40192156*u^19 + 39937424*u^20 - 27651692*u^21 + 25660684*u^22 - 12890686*u^23 + 12275237*u^24 - 3730253*u^25 + 4558975*u^26 - 470668*u^27 + 1416160*u^28 + 123348*u^29 + 366460*u^30 + 77684*u^31 + 84218*u^32 + 20702*u^33 + 16538*u^34 + 3212*u^35 + 2664*u^36 + 348*u^37 + 336*u^38 + 26*u^39 + 27*u^40 + u^41 + u^42", "505372 - 2663200*u + 9187441*u^2 - 24709694*u^3 + 53506724*u^4 - 88735998*u^5 + 112400459*u^6 - 129316270*u^7 + 182193791*u^8 - 263229759*u^9 + 241954871*u^10 - 44190952*u^11 - 183951504*u^12 + 330309408*u^13 - 540081780*u^14 + 802329164*u^15 - 773915792*u^16 + 433310486*u^17 - 209041193*u^18 + 210892034*u^19 - 151901932*u^20 + 16681188*u^21 + 28055143*u^22 - 17946588*u^23 + 23026225*u^24 - 20912649*u^25 + 13741132*u^26 - 8384214*u^27 + 4691838*u^28 - 2718748*u^29 + 1136908*u^30 - 603594*u^31 + 242371*u^32 - 84115*u^33 + 48651*u^34 - 6242*u^35 + 7301*u^36 - 127*u^37 + 728*u^38 + 12*u^39 + 41*u^40 + u^41 + u^42", "449 - 423*u + 5679*u^2 - 27304*u^3 + 100579*u^4 - 341159*u^5 + 938856*u^6 - 2088348*u^7 + 3400523*u^8 - 2866743*u^9 - 2731329*u^10 + 17511766*u^11 - 40290872*u^12 + 63426824*u^13 - 73110724*u^14 + 55433444*u^15 - 10413311*u^16 - 57385441*u^17 + 124981727*u^18 - 179496886*u^19 + 206355001*u^20 - 203655013*u^21 + 182490206*u^22 - 143300450*u^23 + 108988642*u^24 - 70494314*u^25 + 47718662*u^26 - 25400466*u^27 + 15876020*u^28 - 6844898*u^29 + 4062448*u^30 - 1384772*u^31 + 798573*u^32 - 207505*u^33 + 118961*u^34 - 22242*u^35 + 13053*u^36 - 1583*u^37 + 998*u^38 - 64*u^39 + 47*u^40 - u^41 + u^42", "1 + u - 13*u^2 + 104*u^3 + 1883*u^4 - 36171*u^5 + 256528*u^6 - 948614*u^7 + 2056585*u^8 - 1950993*u^9 - 3680847*u^10 + 13592806*u^11 - 8183468*u^12 - 18005638*u^13 + 22494518*u^14 + 8873584*u^15 - 19212181*u^16 - 5806453*u^17 + 11848153*u^18 + 7442700*u^19 - 11237485*u^20 - 1543615*u^21 + 7156828*u^22 - 3613296*u^23 - 630604*u^24 + 2357892*u^25 - 1371392*u^26 - 290140*u^27 + 595384*u^28 - 124254*u^29 - 66146*u^30 + 30640*u^31 - 10935*u^32 + 4365*u^33 + 2251*u^34 - 1992*u^35 + 299*u^36 + 67*u^37 - 78*u^38 + 42*u^39 - u^40 - 5*u^41 + u^42", "1 - u - u^2 + 4*u^3 + 3*u^4 - 5*u^5 - 40*u^6 - 2*u^7 + 177*u^8 + 89*u^9 - 571*u^10 - 390*u^11 + 1696*u^12 + 622*u^13 - 3914*u^14 - 36*u^15 + 6827*u^16 - 2025*u^17 - 8965*u^18 + 5136*u^19 + 8817*u^20 - 7581*u^21 - 6422*u^22 + 7870*u^23 + 3414*u^24 - 6138*u^25 - 1166*u^26 + 3890*u^27 - 116*u^28 - 1474*u^29 - 50*u^30 + 656*u^31 + 29*u^32 - 211*u^33 - 43*u^34 + 84*u^35 + 29*u^36 - 41*u^37 + 2*u^38 + 8*u^39 + u^40 - 3*u^41 + u^42", "16 - 308*u + 4521*u^2 - 46532*u^3 + 312062*u^4 - 1499426*u^5 + 5445751*u^6 - 15345702*u^7 + 35211499*u^8 - 64010969*u^9 + 99155615*u^10 - 114741472*u^11 + 109345616*u^12 - 27688856*u^13 - 160644660*u^14 + 361892560*u^15 - 492571236*u^16 + 571711542*u^17 - 524370821*u^18 + 332020320*u^19 - 85699126*u^20 - 167797848*u^21 + 408084695*u^22 - 569758500*u^23 + 650062669*u^24 - 620101759*u^25 + 558228580*u^26 - 443549336*u^27 + 341831940*u^28 - 239641708*u^29 + 160368660*u^30 - 96684420*u^31 + 52490177*u^32 - 25110009*u^33 + 10365803*u^34 - 3666760*u^35 + 1088235*u^36 - 264545*u^37 + 51352*u^38 - 7444*u^39 + 725*u^40 - 41*u^41 + u^42", "4 - 10*u + 51*u^2 - 52*u^3 + 370*u^4 - 28*u^5 + 1507*u^6 - 12*u^7 + 3075*u^8 + 963*u^9 + 6671*u^10 + 3708*u^11 + 5640*u^12 + 3508*u^13 + 7032*u^14 + 5892*u^15 + 5648*u^16 + 13132*u^17 - 3487*u^18 + 18972*u^19 - 8578*u^20 + 17278*u^21 - 1465*u^22 + 6982*u^23 + 4501*u^24 - 481*u^25 + 11298*u^26 - 8984*u^27 + 12100*u^28 - 8100*u^29 + 10410*u^30 - 6318*u^31 + 5773*u^32 - 2821*u^33 + 2481*u^34 - 934*u^35 + 763*u^36 - 231*u^37 + 168*u^38 - 26*u^39 + 21*u^40 - u^41 + u^42", "1 - 247*u + 3103*u^2 - 21352*u^3 + 79455*u^4 - 221619*u^5 + 644096*u^6 - 1995460*u^7 + 4106263*u^8 - 2037841*u^9 + 12725207*u^10 - 14982180*u^11 + 6118108*u^12 - 76635204*u^13 + 34772000*u^14 + 17879152*u^15 + 158712487*u^16 - 119160609*u^17 + 126232325*u^18 - 306824152*u^19 + 298471083*u^20 - 358756627*u^21 + 393216084*u^22 - 336319244*u^23 + 292977416*u^24 - 230703060*u^25 + 158380684*u^26 - 98182312*u^27 + 55734992*u^28 - 21789988*u^29 + 9605012*u^30 - 2319084*u^31 + 1089733*u^32 + 39313*u^33 + 409167*u^34 + 157720*u^35 + 99539*u^36 + 36481*u^37 + 10056*u^38 + 2556*u^39 + 413*u^40 + 33*u^41 + u^42", "1 + 21*u + 97*u^2 + 148*u^3 - 45*u^4 - 215*u^5 + 126*u^6 + 216*u^7 - 791*u^8 - 1233*u^9 + 775*u^10 + 1012*u^11 - 4332*u^12 + 686*u^13 + 9620*u^14 - 6086*u^15 + 4375*u^16 - 3277*u^17 + 10163*u^18 - 17048*u^19 + 489*u^20 + 6487*u^21 + 3618*u^22 - 8936*u^23 - 234*u^24 + 7316*u^25 - 718*u^26 - 5372*u^27 + 1274*u^28 + 2106*u^29 + 1334*u^30 - 2102*u^31 + 183*u^32 - 263*u^33 + 687*u^34 - 188*u^35 + 91*u^36 - 49*u^37 + 68*u^38 + 6*u^39 + 17*u^40 + u^41 + u^42", "29957 - 188683*u + 409859*u^2 - 54220*u^3 - 1677165*u^4 + 3443777*u^5 + 377998*u^6 - 11191994*u^7 + 11179173*u^8 + 13849739*u^9 - 27843971*u^10 - 6136334*u^11 + 36241358*u^12 - 4690306*u^13 - 28812620*u^14 + 9396330*u^15 + 8817313*u^16 - 1310959*u^17 + 6849241*u^18 - 8610988*u^19 - 11709583*u^20 + 12371373*u^21 + 9054872*u^22 - 10104106*u^23 - 3533600*u^24 + 4642282*u^25 + 850030*u^26 - 1166156*u^27 - 151284*u^28 + 105154*u^29 + 42642*u^30 + 24034*u^31 - 4265*u^32 - 6273*u^33 - 569*u^34 + 1300*u^35 + 423*u^36 - 21*u^37 + 2*u^38 + 26*u^39 + 19*u^40 + 5*u^41 + u^42", "9797888 + 125239296*u + 733960640*u^2 + 2649923584*u^3 + 6518024432*u^4 + 10975590176*u^5 + 11290652244*u^6 + 2148764484*u^7 - 15124957983*u^8 - 27044247235*u^9 - 19060292091*u^10 + 6882163488*u^11 + 29161381256*u^12 + 23543074776*u^13 - 4372496620*u^14 - 16833630324*u^15 - 7046541418*u^16 - 1221536790*u^17 + 5633242630*u^18 + 4384896956*u^19 - 2175670184*u^20 - 2348328804*u^21 + 2679019984*u^22 - 854761980*u^23 - 562630913*u^24 + 411672427*u^25 + 322608287*u^26 - 81565140*u^27 - 64253368*u^28 - 63304148*u^29 + 41386284*u^30 + 20432576*u^31 - 9248602*u^32 - 3344266*u^33 + 1342258*u^34 + 534812*u^35 - 84904*u^36 - 56692*u^37 - 3052*u^38 + 1928*u^39 + 401*u^40 + 25*u^41 + u^42", "94217 - 289185*u - 1059193*u^2 + 5511150*u^3 - 44120591*u^4 + 377083411*u^5 - 1410855128*u^6 + 1566027316*u^7 + 5659392515*u^8 - 25495209455*u^9 + 43681292737*u^10 - 25151668404*u^11 - 41823630552*u^12 + 102443038708*u^13 - 79414426342*u^14 - 22526797214*u^15 + 101064848073*u^16 - 77329156235*u^17 - 7259778387*u^18 + 54350848010*u^19 - 33113175287*u^20 - 6044634975*u^21 + 17064433184*u^22 - 5616544380*u^23 - 3260898436*u^24 + 2613690442*u^25 + 148153612*u^26 - 624395532*u^27 + 72786640*u^28 + 105090530*u^29 - 21763436*u^30 - 13953242*u^31 + 3373399*u^32 + 1549627*u^33 - 343685*u^34 - 142402*u^35 + 22749*u^36 + 10005*u^37 - 768*u^38 - 470*u^39 - 5*u^40 + 11*u^41 + u^42", "5986517 + 34194383*u + 107709221*u^2 + 151813824*u^3 + 107037827*u^4 + 63594623*u^5 + 353880622*u^6 - 74318846*u^7 - 186580733*u^8 - 2305267619*u^9 + 2258381401*u^10 + 1957015862*u^11 + 3942293180*u^12 - 6277580796*u^13 - 3577141972*u^14 + 2554680570*u^15 + 6867714033*u^16 - 1361269459*u^17 - 6036935089*u^18 + 2868735950*u^19 + 1547051343*u^20 - 552389805*u^21 - 1076235596*u^22 + 1136731038*u^23 - 206110694*u^24 - 280828636*u^25 + 235938008*u^26 - 16529114*u^27 - 15486912*u^28 + 4466032*u^29 + 14955644*u^30 - 16888724*u^31 + 12413293*u^32 - 5609047*u^33 + 2293335*u^34 - 446878*u^35 + 141477*u^36 - 20153*u^37 + 4344*u^38 - 950*u^39 + 39*u^40 + 13*u^41 + u^42", "1 - 7*u - 121*u^2 + 40*u^3 + 5803*u^4 - 15663*u^5 - 64284*u^6 + 351532*u^7 - 773*u^8 - 4205457*u^9 + 15675443*u^10 - 30705900*u^11 + 37210664*u^12 - 30625472*u^13 + 28394252*u^14 - 51055800*u^15 + 86045955*u^16 - 91445117*u^17 + 44875601*u^18 + 28671200*u^19 - 84759881*u^20 + 98141885*u^21 - 69393256*u^22 + 14588280*u^23 + 39903508*u^24 - 66655404*u^25 + 55789988*u^26 - 22814472*u^27 - 6683456*u^28 + 18377056*u^29 - 15005160*u^30 + 6779620*u^31 - 880939*u^32 - 1271675*u^33 + 1252083*u^34 - 682420*u^35 + 265619*u^36 - 78215*u^37 + 17568*u^38 - 2952*u^39 + 353*u^40 - 27*u^41 + u^42" ], "Multiplicity":1, "ij_list":[ [ "{1, 6}", "{6, 10}", "{7, 9}", "{7, 10}" ], [ "{1, 10}", "{6, 7}", "{9, 10}" ], [ "{1, 7}", "{5, 9}", "{6, 9}" ], [ "{1, 9}", "{5, 7}" ], [ "{5, 10}" ], [ "{5, 6}" ], [ "{1, 5}", "{4, 5}" ], [ "{2, 3}" ], [ "{4, 6}" ], [ "{3, 6}" ], [ "{2, 6}" ], [ "{2, 5}", "{3, 5}" ], [ "{3, 10}" ], [ "{1, 3}", "{1, 4}", "{2, 4}" ], [ "{4, 10}" ], [ "{3, 7}" ], [ "{4, 9}" ], [ "{4, 7}" ], [ "{1, 8}" ], [ "{4, 8}", "{5, 8}" ], [ "{7, 8}" ], [ "{2, 7}", "{2, 8}" ], [ "{8, 9}" ], [ "{3, 8}", "{3, 9}" ], [ "{2, 9}" ], [ "{8, 10}" ], [ "{2, 10}" ], [ "{6, 8}" ], [ "{1, 2}", "{3, 4}" ] ], "SortedReprnIndices":"{34, 33, 9, 8, 30, 29, 37, 38, 1, 2, 26, 25, 10, 11, 39, 40, 13, 12, 19, 20, 21, 22, 28, 27, 6, 7, 15, 16, 24, 23, 35, 36, 17, 18, 3, 4, 31, 32, 41, 42, 14, 5}", "aCuspShapeN":[ "0.7072338004313545648`4.416010074983441 - 3.7719427369836893223`5.143012157445969*I", "0.7072338004313545648`4.416010074983441 + 3.7719427369836893223`5.143012157445969*I", "-3.4749798226209828431`5.125549471022975 - 1.2129638081751733014`4.668445026601145*I", "-3.4749798226209828431`5.125549471022975 + 1.2129638081751733014`4.668445026601145*I", -1.0672999999999998e1, "-7.4386755449416856537`4.9725123657373045 - 8.3826063594469077914`5.024395821888035*I", "-7.4386755449416856537`4.9725123657373045 + 8.3826063594469077914`5.024395821888035*I", "-1.7076064233064474082`4.485199412320418 + 7.7146617528054630129`5.140128521845959*I", "-1.7076064233064474082`4.485199412320418 - 7.7146617528054630129`5.140128521845959*I", "-1.9999999999999999999`4.4819605426945675 - 9.1065824691970340115`5.140285971947193*I", "-1.9999999999999999999`4.4819605426945675 + 9.1065824691970340115`5.140285971947193*I", "-5.5845243992111246957`4.966375927922449 + 6.452368728019082662`5.029108912861542*I", "-5.5845243992111246957`4.966375927922449 - 6.452368728019082662`5.029108912861542*I", -6.9145, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, "1.4596976862765764401`4.423040041497978 + 7.6556787771524095426`5.1427608245518295*I", "1.4596976862765764401`4.423040041497978 - 7.6556787771524095426`5.1427608245518295*I", 0, 0, "2.4374359925631576115`4.304194216071125 + 16.9356543385846073717`5.146062977220064*I", "2.4374359925631576115`4.304194216071125 - 16.9356543385846073717`5.146062977220064*I", 0, 0, "-2.9632132365090409587`4.9066893686769 - 4.2670555378684182563`5.065054759158031*I", "-2.9632132365090409587`4.9066893686769 + 4.2670555378684182563`5.065054759158031*I", 0, 0, 0, 0, "4.1376760388617976349`5.074354767092858 + 2.681855771058255169`4.886033700697357*I", "4.1376760388617976349`5.074354767092858 - 2.681855771058255169`4.886033700697357*I" ], "Abelian":false }, { "IdealName":"abJ10_86_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":7.3811e-2, "TimingZeroDimVars":7.2549e-2, "TimingmagmaVCompNormalize":7.3949e-2, "TimingNumberOfSols":2.9558e-2, "TimingIsRadical":2.142e-3, "TimingArcColoring":6.7841e-2, "TimingObstruction":4.17e-4, "TimingComplexVolumeN":0.425474, "TimingaCuspShapeN":4.449e-3, "TiminguValues":0.635404, "TiminguPolysN":7.2e-5, "TiminguPolys":0.810033, "TimingaCuspShape":8.9711e-2, "TimingRepresentationsN":2.3964e-2, "TiminguValues_ij":0.145953, "TiminguPoly_ij":0.151291, "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 + 7*u + 21*u^2 + 34*u^3 - 43*u^4 - 267*u^5 - 368*u^6 + 136*u^7 + 1579*u^8 + 2113*u^9 - 1755*u^10 - 6038*u^11 - 1838*u^12 + 6782*u^13 + 7230*u^14 - 2274*u^15 - 9527*u^16 - 2569*u^17 + 8113*u^18 + 4384*u^19 - 4925*u^20 - 5137*u^21 + 382*u^22 + 5642*u^23 + 4026*u^24 - 4298*u^25 - 5406*u^26 + 1394*u^27 + 3486*u^28 + 858*u^29 - 858*u^30 - 1386*u^31 - 473*u^32 + 897*u^33 + 563*u^34 - 356*u^35 - 273*u^36 + 91*u^37 + 78*u^38 - 14*u^39 - 13*u^40 + u^41 + u^42", "1 - u - 3*u^2 - 10*u^3 + 23*u^4 + 37*u^5 - 24*u^6 - 208*u^7 + 151*u^8 + 209*u^9 + 45*u^10 - 98*u^11 - 308*u^12 - 1434*u^13 + 3066*u^14 + 1170*u^15 - 4579*u^16 - 3077*u^17 + 12499*u^18 - 7070*u^19 - 4573*u^20 + 2197*u^21 + 11624*u^22 - 17088*u^23 + 10156*u^24 - 2572*u^25 + 1380*u^26 - 3188*u^27 + 4488*u^28 - 4520*u^29 + 3478*u^30 - 1874*u^31 + 871*u^32 - 751*u^33 + 825*u^34 - 594*u^35 + 259*u^36 - 83*u^37 + 50*u^38 - 42*u^39 + 23*u^40 - 7*u^41 + u^42", "1 + 7*u + 21*u^2 + 34*u^3 - 43*u^4 - 267*u^5 - 368*u^6 + 136*u^7 + 1579*u^8 + 2113*u^9 - 1755*u^10 - 6038*u^11 - 1838*u^12 + 6782*u^13 + 7230*u^14 - 2274*u^15 - 9527*u^16 - 2569*u^17 + 8113*u^18 + 4384*u^19 - 4925*u^20 - 5137*u^21 + 382*u^22 + 5642*u^23 + 4026*u^24 - 4298*u^25 - 5406*u^26 + 1394*u^27 + 3486*u^28 + 858*u^29 - 858*u^30 - 1386*u^31 - 473*u^32 + 897*u^33 + 563*u^34 - 356*u^35 - 273*u^36 + 91*u^37 + 78*u^38 - 14*u^39 - 13*u^40 + u^41 + u^42", "1 - u - u^2 + 4*u^3 + 3*u^4 - 5*u^5 - 40*u^6 - 2*u^7 + 177*u^8 + 89*u^9 - 571*u^10 - 390*u^11 + 1696*u^12 + 622*u^13 - 3914*u^14 - 36*u^15 + 6827*u^16 - 2025*u^17 - 8965*u^18 + 5136*u^19 + 8817*u^20 - 7581*u^21 - 6422*u^22 + 7870*u^23 + 3414*u^24 - 6138*u^25 - 1166*u^26 + 3890*u^27 - 116*u^28 - 1474*u^29 - 50*u^30 + 656*u^31 + 29*u^32 - 211*u^33 - 43*u^34 + 84*u^35 + 29*u^36 - 41*u^37 + 2*u^38 + 8*u^39 + u^40 - 3*u^41 + u^42", "17 + 37*u - 5*u^2 + 180*u^3 + 239*u^4 + 389*u^5 + 2332*u^6 - 2610*u^7 - 5831*u^8 + 8377*u^9 + 12923*u^10 - 4268*u^11 - 23086*u^12 - 2532*u^13 + 39378*u^14 + 9396*u^15 - 34885*u^16 - 25129*u^17 + 32835*u^18 + 35558*u^19 - 19755*u^20 - 33503*u^21 + 5392*u^22 + 29596*u^23 + 2486*u^24 - 16996*u^25 - 5686*u^26 + 8878*u^27 + 4786*u^28 - 2804*u^29 - 2472*u^30 + 596*u^31 + 1045*u^32 + 99*u^33 - 203*u^34 - 92*u^35 + 31*u^36 + 39*u^37 + 16*u^38 - 6*u^39 - 3*u^40 + u^41 + u^42", "1 - 3*u + 3*u^2 + 4*u^3 - 7*u^4 + 37*u^5 - 90*u^6 + 46*u^7 + 87*u^8 - 281*u^9 + 633*u^10 - 480*u^11 + 176*u^12 + 418*u^13 - 1312*u^14 + 1206*u^15 - 1031*u^16 + 509*u^17 + 765*u^18 + 564*u^19 - 213*u^20 + 2789*u^21 - 3456*u^22 + 3468*u^23 - 2622*u^24 - 244*u^25 + 3886*u^26 - 5106*u^27 + 9862*u^28 - 6664*u^29 + 10272*u^30 - 4818*u^31 + 6613*u^32 - 2265*u^33 + 2865*u^34 - 714*u^35 + 845*u^36 - 147*u^37 + 164*u^38 - 18*u^39 + 19*u^40 - u^41 + u^42", "4 - 10*u + 51*u^2 - 52*u^3 + 370*u^4 - 28*u^5 + 1507*u^6 - 12*u^7 + 3075*u^8 + 963*u^9 + 6671*u^10 + 3708*u^11 + 5640*u^12 + 3508*u^13 + 7032*u^14 + 5892*u^15 + 5648*u^16 + 13132*u^17 - 3487*u^18 + 18972*u^19 - 8578*u^20 + 17278*u^21 - 1465*u^22 + 6982*u^23 + 4501*u^24 - 481*u^25 + 11298*u^26 - 8984*u^27 + 12100*u^28 - 8100*u^29 + 10410*u^30 - 6318*u^31 + 5773*u^32 - 2821*u^33 + 2481*u^34 - 934*u^35 + 763*u^36 - 231*u^37 + 168*u^38 - 26*u^39 + 21*u^40 - u^41 + u^42", "1 + 21*u + 97*u^2 + 148*u^3 - 45*u^4 - 215*u^5 + 126*u^6 + 216*u^7 - 791*u^8 - 1233*u^9 + 775*u^10 + 1012*u^11 - 4332*u^12 + 686*u^13 + 9620*u^14 - 6086*u^15 + 4375*u^16 - 3277*u^17 + 10163*u^18 - 17048*u^19 + 489*u^20 + 6487*u^21 + 3618*u^22 - 8936*u^23 - 234*u^24 + 7316*u^25 - 718*u^26 - 5372*u^27 + 1274*u^28 + 2106*u^29 + 1334*u^30 - 2102*u^31 + 183*u^32 - 263*u^33 + 687*u^34 - 188*u^35 + 91*u^36 - 49*u^37 + 68*u^38 + 6*u^39 + 17*u^40 + u^41 + u^42", "1 - 3*u + 3*u^2 + 4*u^3 - 7*u^4 + 37*u^5 - 90*u^6 + 46*u^7 + 87*u^8 - 281*u^9 + 633*u^10 - 480*u^11 + 176*u^12 + 418*u^13 - 1312*u^14 + 1206*u^15 - 1031*u^16 + 509*u^17 + 765*u^18 + 564*u^19 - 213*u^20 + 2789*u^21 - 3456*u^22 + 3468*u^23 - 2622*u^24 - 244*u^25 + 3886*u^26 - 5106*u^27 + 9862*u^28 - 6664*u^29 + 10272*u^30 - 4818*u^31 + 6613*u^32 - 2265*u^33 + 2865*u^34 - 714*u^35 + 845*u^36 - 147*u^37 + 164*u^38 - 18*u^39 + 19*u^40 - u^41 + u^42", "1 - 3*u + 3*u^2 + 4*u^3 - 7*u^4 + 37*u^5 - 90*u^6 + 46*u^7 + 87*u^8 - 281*u^9 + 633*u^10 - 480*u^11 + 176*u^12 + 418*u^13 - 1312*u^14 + 1206*u^15 - 1031*u^16 + 509*u^17 + 765*u^18 + 564*u^19 - 213*u^20 + 2789*u^21 - 3456*u^22 + 3468*u^23 - 2622*u^24 - 244*u^25 + 3886*u^26 - 5106*u^27 + 9862*u^28 - 6664*u^29 + 10272*u^30 - 4818*u^31 + 6613*u^32 - 2265*u^33 + 2865*u^34 - 714*u^35 + 845*u^36 - 147*u^37 + 164*u^38 - 18*u^39 + 19*u^40 - u^41 + u^42" ], "RileyPolyC":[ "1 - 7*y - 121*y^2 + 40*y^3 + 5803*y^4 - 15663*y^5 - 64284*y^6 + 351532*y^7 - 773*y^8 - 4205457*y^9 + 15675443*y^10 - 30705900*y^11 + 37210664*y^12 - 30625472*y^13 + 28394252*y^14 - 51055800*y^15 + 86045955*y^16 - 91445117*y^17 + 44875601*y^18 + 28671200*y^19 - 84759881*y^20 + 98141885*y^21 - 69393256*y^22 + 14588280*y^23 + 39903508*y^24 - 66655404*y^25 + 55789988*y^26 - 22814472*y^27 - 6683456*y^28 + 18377056*y^29 - 15005160*y^30 + 6779620*y^31 - 880939*y^32 - 1271675*y^33 + 1252083*y^34 - 682420*y^35 + 265619*y^36 - 78215*y^37 + 17568*y^38 - 2952*y^39 + 353*y^40 - 27*y^41 + y^42", "1 - 7*y + 35*y^2 - 212*y^3 + 1299*y^4 - 7031*y^5 + 26012*y^6 - 60756*y^7 + 46775*y^8 + 260795*y^9 - 1250773*y^10 + 2910864*y^11 - 3389008*y^12 - 1821488*y^13 + 19703180*y^14 - 52611796*y^15 + 98231059*y^16 - 138324069*y^17 + 165887549*y^18 - 161219652*y^19 + 147134639*y^20 - 107454075*y^21 + 80937760*y^22 - 42765336*y^23 + 28770636*y^24 - 9345332*y^25 + 7656524*y^26 - 1099316*y^27 + 2358136*y^28 - 305352*y^29 + 893516*y^30 - 199972*y^31 + 281553*y^32 - 73087*y^33 + 61227*y^34 - 14784*y^35 + 8679*y^36 - 1707*y^37 + 776*y^38 - 108*y^39 + 41*y^40 - 3*y^41 + y^42", "1 - 7*y - 121*y^2 + 40*y^3 + 5803*y^4 - 15663*y^5 - 64284*y^6 + 351532*y^7 - 773*y^8 - 4205457*y^9 + 15675443*y^10 - 30705900*y^11 + 37210664*y^12 - 30625472*y^13 + 28394252*y^14 - 51055800*y^15 + 86045955*y^16 - 91445117*y^17 + 44875601*y^18 + 28671200*y^19 - 84759881*y^20 + 98141885*y^21 - 69393256*y^22 + 14588280*y^23 + 39903508*y^24 - 66655404*y^25 + 55789988*y^26 - 22814472*y^27 - 6683456*y^28 + 18377056*y^29 - 15005160*y^30 + 6779620*y^31 - 880939*y^32 - 1271675*y^33 + 1252083*y^34 - 682420*y^35 + 265619*y^36 - 78215*y^37 + 17568*y^38 - 2952*y^39 + 353*y^40 - 27*y^41 + y^42", "1 - 3*y + 15*y^2 - 112*y^3 + 479*y^4 - 1567*y^5 + 5684*y^6 - 23556*y^7 + 100075*y^8 - 399905*y^9 + 1414091*y^10 - 4292276*y^11 + 11163952*y^12 - 25184400*y^13 + 50028508*y^14 - 88664088*y^15 + 141506863*y^16 - 204587481*y^17 + 268892221*y^18 - 321925424*y^19 + 351503947*y^20 - 350199603*y^21 + 318343252*y^22 - 263965332*y^23 + 199548308*y^24 - 137462940*y^25 + 86267664*y^26 - 49474860*y^27 + 25930572*y^28 - 12595836*y^29 + 5672180*y^30 - 2422712*y^31 + 976605*y^32 - 376027*y^33 + 136931*y^34 - 46408*y^35 + 14827*y^36 - 4203*y^37 + 1136*y^38 - 248*y^39 + 53*y^40 - 7*y^41 + y^42", "289 - 1539*y - 5169*y^2 + 15712*y^3 - 111353*y^4 + 1780769*y^5 + 1067544*y^6 - 31054436*y^7 + 128923115*y^8 - 330099413*y^9 + 659610895*y^10 - 1120053496*y^11 + 1773285944*y^12 - 2495412888*y^13 + 3311821212*y^14 - 4014165324*y^15 + 4577038719*y^16 - 4827642473*y^17 + 4810098049*y^18 - 4522460540*y^19 + 4026144871*y^20 - 3391977559*y^21 + 2671356180*y^22 - 1968712984*y^23 + 1331937892*y^24 - 832394524*y^25 + 469383132*y^26 - 240947096*y^27 + 109066576*y^28 - 43663608*y^29 + 14608536*y^30 - 3873064*y^31 + 616733*y^32 + 73809*y^33 - 92869*y^34 + 41832*y^35 - 9577*y^36 + 1477*y^37 + 316*y^38 - 148*y^39 + 53*y^40 - 7*y^41 + y^42", "1 - 3*y + 19*y^2 - 16*y^3 - 337*y^4 - 375*y^5 + 6996*y^6 - 1064*y^7 - 53505*y^8 + 19847*y^9 + 287923*y^10 + 29328*y^11 - 981124*y^12 - 573584*y^13 + 2247176*y^14 + 2529656*y^15 - 3261649*y^16 - 6522937*y^17 + 1562209*y^18 + 8746588*y^19 - 3594825*y^20 - 23474955*y^21 - 18541320*y^22 + 9752424*y^23 + 19388532*y^24 - 8750100*y^25 - 33958852*y^26 - 5515432*y^27 + 71936056*y^28 + 144171568*y^29 + 166072472*y^30 + 137308580*y^31 + 87580425*y^32 + 44475481*y^33 + 18234911*y^34 + 6058492*y^35 + 1624491*y^36 + 347413*y^37 + 58016*y^38 + 7304*y^39 + 653*y^40 + 37*y^41 + y^42", "16 + 308*y + 4521*y^2 + 46532*y^3 + 312062*y^4 + 1499426*y^5 + 5445751*y^6 + 15345702*y^7 + 35211499*y^8 + 64010969*y^9 + 99155615*y^10 + 114741472*y^11 + 109345616*y^12 + 27688856*y^13 - 160644660*y^14 - 361892560*y^15 - 492571236*y^16 - 571711542*y^17 - 524370821*y^18 - 332020320*y^19 - 85699126*y^20 + 167797848*y^21 + 408084695*y^22 + 569758500*y^23 + 650062669*y^24 + 620101759*y^25 + 558228580*y^26 + 443549336*y^27 + 341831940*y^28 + 239641708*y^29 + 160368660*y^30 + 96684420*y^31 + 52490177*y^32 + 25110009*y^33 + 10365803*y^34 + 3666760*y^35 + 1088235*y^36 + 264545*y^37 + 51352*y^38 + 7444*y^39 + 725*y^40 + 41*y^41 + y^42", "1 - 247*y + 3103*y^2 - 21352*y^3 + 79455*y^4 - 221619*y^5 + 644096*y^6 - 1995460*y^7 + 4106263*y^8 - 2037841*y^9 + 12725207*y^10 - 14982180*y^11 + 6118108*y^12 - 76635204*y^13 + 34772000*y^14 + 17879152*y^15 + 158712487*y^16 - 119160609*y^17 + 126232325*y^18 - 306824152*y^19 + 298471083*y^20 - 358756627*y^21 + 393216084*y^22 - 336319244*y^23 + 292977416*y^24 - 230703060*y^25 + 158380684*y^26 - 98182312*y^27 + 55734992*y^28 - 21789988*y^29 + 9605012*y^30 - 2319084*y^31 + 1089733*y^32 + 39313*y^33 + 409167*y^34 + 157720*y^35 + 99539*y^36 + 36481*y^37 + 10056*y^38 + 2556*y^39 + 413*y^40 + 33*y^41 + y^42", "1 - 3*y + 19*y^2 - 16*y^3 - 337*y^4 - 375*y^5 + 6996*y^6 - 1064*y^7 - 53505*y^8 + 19847*y^9 + 287923*y^10 + 29328*y^11 - 981124*y^12 - 573584*y^13 + 2247176*y^14 + 2529656*y^15 - 3261649*y^16 - 6522937*y^17 + 1562209*y^18 + 8746588*y^19 - 3594825*y^20 - 23474955*y^21 - 18541320*y^22 + 9752424*y^23 + 19388532*y^24 - 8750100*y^25 - 33958852*y^26 - 5515432*y^27 + 71936056*y^28 + 144171568*y^29 + 166072472*y^30 + 137308580*y^31 + 87580425*y^32 + 44475481*y^33 + 18234911*y^34 + 6058492*y^35 + 1624491*y^36 + 347413*y^37 + 58016*y^38 + 7304*y^39 + 653*y^40 + 37*y^41 + y^42", "1 - 3*y + 19*y^2 - 16*y^3 - 337*y^4 - 375*y^5 + 6996*y^6 - 1064*y^7 - 53505*y^8 + 19847*y^9 + 287923*y^10 + 29328*y^11 - 981124*y^12 - 573584*y^13 + 2247176*y^14 + 2529656*y^15 - 3261649*y^16 - 6522937*y^17 + 1562209*y^18 + 8746588*y^19 - 3594825*y^20 - 23474955*y^21 - 18541320*y^22 + 9752424*y^23 + 19388532*y^24 - 8750100*y^25 - 33958852*y^26 - 5515432*y^27 + 71936056*y^28 + 144171568*y^29 + 166072472*y^30 + 137308580*y^31 + 87580425*y^32 + 44475481*y^33 + 18234911*y^34 + 6058492*y^35 + 1624491*y^36 + 347413*y^37 + 58016*y^38 + 7304*y^39 + 653*y^40 + 37*y^41 + y^42" ] }, "GeometricRepresentation":[ 1.4341299999999999e1, [ "J10_86_0", 1, "{33, 34}" ] ] } }