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{'Nk2': 3179, 'analytic_conductor': 17.85569982422899, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 11, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [11, 2, [2], [1]], 'cm_discs': [], 'conrey_index': 10, 'dim': 14, 'field_disc': -47377889723655817752665564172007642179385477994831742451593197638896400985354235673476128181721837918110715826198465252804947810702840012800000000, 'field_disc_factorization': [[-1, 1], [2, 19], [3, 8], [5, 8], [7, 2], [13, 1], [6053, 2], [37783, 2], [65694617, 1], [16918037360507, 2], [237239041532151337111270599534753312359, 2]], 'field_poly': [526534944269351107365521326080000, 0, 663241956553385810373220761600, 0, 68943354209834930932285440, 0, 2178288986643965767680, 0, 31126553561629440, 0, 222057901680, 0, 762654, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [526534944269351107365521326080000, 0, 663241956553385810373220761600, 0, 68943354209834930932285440, 0, 2178288986643965767680, 0, 31126553561629440, 0, 222057901680, 0, 762654, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503668632059915, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 8985836558912197754880, 'hecke_ring_index_factorization': [[2, 34], [3, 10], [5, 1], [11, 6]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 11, 2, -1, 2, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '11.17.b.b', 'level': 11, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [11], 'level_radical': 11, 'minimal_twist': '11.17.b.b', 'prim_orbit_index': 2, 'qexp_display': 'q+\\beta _{1}q^{2}+(6^{2}+\\beta _{2})q^{3}+(-43414+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 14, 'rm_discs': [], 'sato_tate_group': '16.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '11.17.b', 'trace_display': [0, 498, -535618, 0], 'trace_hash': 805729566623383696, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '11.655', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1.198', 'prec': 17}, {'__RealLiteral__': 0, 'data': '772.520', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '75795.393', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.502', 'prec': 17}, 'traces': [14, 0, 498, -607804, -535618, 0, 0, 0, 273235356, 0, 160637170, 643691748, 0, -3197599848, -10873685706, 35292427592, 0, 0, 0, -99612496468, 0, 127643346840, -305748171262, 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'embedding_root_real': 0.0, 'hecke_orbit': 2, 'hecke_orbit_code': 4503668632059915, 'label': '11.17.b.b.10.14', 'level': 11, 'weight': 17}
-
mf_newspaces • Show schema
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{'Nk2': 3179, 'analytic_conductor': 17.85569982422899, 'char_conductor': 11, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [11, 2, [2], [1]], 'conrey_index': 10, 'cusp_dim': 15, 'dim': 15, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 69004689419, 'hecke_orbit_dims': [1, 14], 'label': '11.17.b', 'level': 11, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [11], 'level_radical': 11, 'mf_dim': 17, 'mf_new_dim': 17, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 15, 'sturm_bound': 17, 'trace_bound': 1, 'trace_display': [0, 145, 7933, 0], 'traces': [15, 0, 145, -542268, 7933, 0, 0, 0, 230313244, 0, 374996051, 620557540, 0, -3197599848, -11065559209, 39587394888, 0, 0, 0, -63990338132, 0, 127643346840, -179566346975, 0, 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mf_twists_cc • Show schema
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id: 34639280
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 10, 'source_dim': 14, 'source_embedding_index': 14, 'source_hecke_orbit_code': 4503668632059915, 'source_is_minimal': True, 'source_label': '11.17.b.b.10.14', 'source_level': 11, 'target_conrey_index': 10, 'target_dim': 14, 'target_embedding_index': 14, 'target_hecke_orbit_code': 4503668632059915, 'target_is_minimal': True, 'target_label': '11.17.b.b.10.14', 'target_level': 11, 'twist_class_label': '11.17.b.b.10.1', 'twist_class_level': 11, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 17}
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id: 34639281
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 10, 'source_dim': 14, 'source_embedding_index': 14, 'source_hecke_orbit_code': 4503668632059915, 'source_is_minimal': True, 'source_label': '11.17.b.b.10.14', 'source_level': 11, 'target_conrey_index': 10, 'target_dim': 14, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737351536739, 'target_is_minimal': False, 'target_label': '99.17.c.b.10.1', 'target_level': 99, 'twist_class_label': '11.17.b.b.10.1', 'twist_class_level': 11, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 17}
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id: 34639282
{'conductor': 11, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 10, 'source_dim': 14, 'source_embedding_index': 14, 'source_hecke_orbit_code': 4503668632059915, 'source_is_minimal': True, 'source_label': '11.17.b.b.10.14', 'source_level': 11, 'target_conrey_index': 10, 'target_dim': 14, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503668632059915, 'target_is_minimal': True, 'target_label': '11.17.b.b.10.1', 'target_level': 11, 'twist_class_label': '11.17.b.b.10.1', 'twist_class_level': 11, 'twisting_char_label': '11.10', 'twisting_conrey_index': 10, 'weight': 17}
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id: 34639283
{'conductor': 33, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 10, 'source_dim': 14, 'source_embedding_index': 14, 'source_hecke_orbit_code': 4503668632059915, 'source_is_minimal': True, 'source_label': '11.17.b.b.10.14', 'source_level': 11, 'target_conrey_index': 10, 'target_dim': 14, 'target_embedding_index': 14, 'target_hecke_orbit_code': 4503737351536739, 'target_is_minimal': False, 'target_label': '99.17.c.b.10.14', 'target_level': 99, 'twist_class_label': '11.17.b.b.10.1', 'twist_class_level': 11, 'twisting_char_label': '33.32', 'twisting_conrey_index': 32, 'weight': 17}
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mf_hecke_charpolys • Show schema
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id: 50725
{'charpoly_factorization': [[[526534944269351107365521326080000, 0, 663241956553385810373220761600, 0, 68943354209834930932285440, 0, 2178288986643965767680, 0, 31126553561629440, 0, 222057901680, 0, 762654, 0, 1], 1]], 'hecke_orbit_code': 4503668632059915, 'p': 2}
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id: 50726
{'charpoly_factorization': [[[406001606307291402503867100, -268493661703279885667040, -13455324617607370017, 14045481731353617, 64810271934, -218941362, -249, 1], 2]], 'hecke_orbit_code': 4503668632059915, 'p': 3}
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id: 50727
{'charpoly_factorization': [[[31961852398647944172897974495626562500, -3436505716429574355362805786250000, 14075130142550898737406403125, 75621001356446580733125, -160258764977507850, -570620605350, 267809, 1], 2]], 'hecke_orbit_code': 4503668632059915, 'p': 5}
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id: 50728
{'charpoly_factorization': [[[599687831639726064681763688558469255378436472146302471952148841328905719308615680000000000, 0, 13729030779688414761046242276649521075757935470291138725588954296995335372800000, 0, 40836826535872927978827529430370715453030795513313633841419649024000, 0, 8719314618271185317628272448780277160825736442601472000, 0, 633469732337904587326207146359297940825600, 0, 19220705537877440933954815680, 0, 241178368374024, 0, 1], 1]], 'hecke_orbit_code': 4503668632059915, 'p': 7}
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id: 50729
{'charpoly_factorization': [[[432494648158897890395875907255710323752377684305494381405381464124288358466230130056787145844863975278943567691942721, -1511972247207245260127142017915635706623198781447225694256296939721811505671975734029734639463859017871440370, 19554577655429628963156850593526009296546305837478731168680732159524521382686755200840054346257772123, -58580702496117080357084888421629177218194734241558737996756478915091873276730037589524574740, 577775544230770877684577818142457176826114736159070193242405824934774230490729667881, -1539623881442343748546187086054606798538297634456036027453093252627324820782, 14686210131050936220162335804744605946728470659112070038804723046075, -33141304413693853056207695779812181868953359853972416552856, 319614721885314278006895113182831179593928852094075, -729203448540411983382960367006995808772142, 5955390827901166802392094487290601, -13140827831145289000261140, 95462681150845723, -160637170, 1], 1]], 'hecke_orbit_code': 4503668632059915, 'p': 11}
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id: 50730
{'charpoly_factorization': [[[1222784473471192812531837063651167165369074938161008695289942336119823278288038365647684176870278387094064899291086848000000, 0, 116851025331405873671029515093259653547658502246331151971347185438900937847928611018947269840205524867481600, 0, 2580930055410545800673683891055211450119297593904703426576473097201548193724481764054794240, 0, 10384118752789540796324355965429527851246818826237430612790609018672332800, 0, 17694815868836758046134221547565499577098412485869084160, 0, 14987487664377150424928133250565031360, 0, 6211719670249489704, 0, 1], 1]], 'hecke_orbit_code': 4503668632059915, 'p': 13}
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id: 50731
{'charpoly_factorization': [[[128985099217384977835498946498170619935305441496680208513021051130839108021736175953430380301331201649269485227770909471033283051520000, 0, 99531421834833010731431177919551844028819453718176995312041384497798347362049690086329192490361648953591148734054400, 0, 28607220172880694812336607668029367181809927946579797598492291920324846056613156984722670475018240, 0, 3890438146246400347243873330090484018942014127701323631016925682277632508559360, 0, 269831833416799590589724806658408114880070861252744510072320, 0, 9589380166597008717085244574913101685440, 0, 162222681659375040264, 0, 1], 1]], 'hecke_orbit_code': 4503668632059915, 'p': 17}
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id: 50732
{'charpoly_factorization': [[[3541120126097487364441008672748186679664641557574509559655572003434289395229785568990459646439251161964215990755610271580294925726515200000000, 0, 234349785417380924211994377865623991720215152181287312965045725119417544277011844626272462243068882372991929686121512960000, 0, 5903269269971386093096622097132273939545590370221985930953358879431956177283934684478621399706868121600, 0, 71753247291712933335592829730319662188266055383779187989345500475306702158465679360, 0, 442646390932996428764740422074538505443579225229412518340206080, 0, 1365945138803748535402428718769863338540480, 0, 1937357204577843073320, 0, 1], 1]], 'hecke_orbit_code': 4503668632059915, 'p': 19}
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id: 50733
{'charpoly_factorization': [[[5328205781028407867483603935174805113008812258493054621849215312311900, -223698596801523609192308599039085522597562230796850332437474320, -116551592934918061102947337859201429566986850364232297, -20217972979311526481187824771915260189906383, -1207437665560838330290787392330866, -5266910875361663166882, 152874085631, 1], 2]], 'hecke_orbit_code': 4503668632059915, 'p': 23}
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id: 50734
{'charpoly_factorization': [[[6653359846055428250230539411009749704342512268897365541687466652668500510780168991008293589006516704972496822432838327736923969520031040060625945656033280000000000, 0, 394405395791187665689230518609092673892543339056900510987787971530820928236735553248638002054879628000808983859906442788588953370634485760000, 0, 8283290328586735239148029723694254869252463430914444551509587168819250093609980782068511604327004840765134437194137600, 0, 83714442844239770274942906807592514743882973694984731540677465449754761842640875716393838837760, 0, 446145285245613900049750323121868986775737337833396135261316153695272960, 0, 1265425279309620654763287233416951714979415736320, 0, 1795675421522589818997600, 0, 1], 1]], 'hecke_orbit_code': 4503668632059915, 'p': 29}
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id: 50735
{'charpoly_factorization': [[[-7651181534919847510995371165250440201342956527403301865478058324392984805064232772, -62675700623874985064266372974898255384316015559049773356240393411306000, 323637878443729456466073774970775166678243724697288312409663, 247389775834519913485598781560297394476576310065, -1334706068398228874108593577402995810, -801694593713906506736034, 1405037262055, 1], 2]], 'hecke_orbit_code': 4503668632059915, 'p': 31}
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id: 50736
{'charpoly_factorization': [[[5005598656763418385472178350800460444683217644259301981271237608037042963581323438500, 26117120319663917068519416246539578493673339404610042180332486481163081360, -29046095134854064211743676360542189062944752785254103474925587, -66307217785699535558140066152610080180064061139163, 91842967144308325721707802664120643814, -30364661751090343835556582, -612926199719, 1], 2]], 'hecke_orbit_code': 4503668632059915, 'p': 37}
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id: 50737
{'charpoly_factorization': [[[650106873927279028707787187993197514042743797620167848120530198698839350094735878777351461979704753269048725696760656286553063186159353769629622925808667783179376526150860800000000, 0, 372262788641761944953201008630799997436380702643541027251896679934065044487670258059894021605519926210815055170669525913936759123054243424514694562447360000, 0, 28626250181521914038131132006381806718196519767088212407875630797462956942191093025001057850601727770514551221450160479714829926400, 0, 921687495126821736727010603451849482405111188163242830404314298280708126971103860578329866559587066511360, 0, 15155122741401273905459344459169718361674503136914720773242562768815580303971840, 0, 132481957540434906655637357041011185130635672203320000, 0, 581080144158884114069628360, 0, 1], 1]], 'hecke_orbit_code': 4503668632059915, 'p': 41}
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id: 50738
{'charpoly_factorization': [[[23693571681855053937002238055910968921170621306043623491566985067194254905276308954851057281442055412460234429077004057265311649435615975011505295460944484276777380741120000000000, 0, 40418547944505054695096213321764482221691771997364207860614151539532260148648335458763582189356695840701435823160830591022466588212317187464764378316800000, 0, 8087157201749743439312439148150936315391178254734397944168286508645590148586823256407354492013106057025955889449763820015714304000, 0, 455640680368840365806840438620352091075984397993245773205209036617707973198375205449562753532976300032000, 0, 10144762367478900626946004913482471017663380953168774001728680121181087298355200, 0, 106339264923322912290852158166722234380766841392240640, 0, 527639835187999906148792064, 0, 1], 1]], 'hecke_orbit_code': 4503668632059915, 'p': 43}
-
id: 50739
{'charpoly_factorization': [[[145968456953541969826262444072778060944207833167656349424665509617643666877574385222363344000, -11972362873165543290336757546430451863214844663922666913521431023014173452243520, -8260030003271665260953496348896632704785819345469478807010810797152, 421418395701153294974701542010410046904612202496836912, 29376254883528274473276878973288780780504, -1279046736828051109842116652, -27167069273314, 1], 2]], 'hecke_orbit_code': 4503668632059915, 'p': 47}
-
id: 50740
{'charpoly_factorization': [[[71388183920454327803200614609184042431255794859189000691765188718900787784403924117634672598400, 14680879554271119844104690054242433501375050818683690005185950708329438452733266880, 130420916200362854714285364957576518244665887641054971208459940674528, -21240050118220858866006870069313845091294785285382438608, -447570256592081470727768394293097044524536, 3820070716892622695524846068, 157054808982986, 1], 2]], 'hecke_orbit_code': 4503668632059915, 'p': 53}
-
id: 50741
{'charpoly_factorization': [[[41613116044031004132722577621524517210516908715744346576017298788117866905249285661741942014761532, -347704119493786815274107956460864668633141807202686603281698041349604758691699546528, -46061558052266143853199999059937612290153050168044194050411048053845337, 12076568551870690720745598159772079787212177112110420625, 7428516720921773013971817182874630238619790, -22097912325979230644073925746, -243979401062641, 1], 2]], 'hecke_orbit_code': 4503668632059915, 'p': 59}
-
id: 50742
{'charpoly_factorization': [[[1927288103403029815212132623421503221764630681055712300069019636276913583399545222454931880454102527229252087142505622040154007913990642036221425932561006723640206478282472581683814072320000000000, 0, 49624264931709492263158244172441728841707762849890787944445200915035441683048092705788671290197546713303206196785076319843289447691196419174741627528404993473207336960000, 0, 38028260935129182093032299227291717917604056823988172175767157710343542221352302534380089588533600646282533968422866791901348269365890803302400, 0, 7300967936575078272904526955361285038804899139218706259685222611705629895853607672110812428105252196956639524290560, 0, 513390545989395400091239414037254424532908223626220059693510456009264872931691030773760, 0, 15797036744279146546272162992088560768980392008563545692160, 0, 210872146425956725660708435200, 0, 1], 1]], 'hecke_orbit_code': 4503668632059915, 'p': 61}
-
id: 50743
{'charpoly_factorization': [[[207993307742150039647012327882760122934560366476704250625720378575191626991665466859439902426606684700, 522649717123160600697553616721337817749783824484542223559915131067397860151749478352000, -21477312832435599194770279801042188415006750651176647926247429397026348577, 40495783359632178238883000104171630024230596512742244492497, 252587349311455372757798744718414148601531774, -532147669414403658698405045202, -475892411667449, 1], 2]], 'hecke_orbit_code': 4503668632059915, 'p': 67}
-
id: 50744
{'charpoly_factorization': [[[-9079870946868848574740844906771372403132040081481091970068002106922489030828983889935013903800752044708, 81502303856040193328532260530472308614532268984105863225997404678214102584275822306055088, -179665508631852305681568354313714906940664900372277704565994808362275538697, -260330811260772823148261034945592254762854524468758522816975, 1297698801846325776010802999834061664258578510, -852813809914032024390123374946, -1033045387449889, 1], 2]], 'hecke_orbit_code': 4503668632059915, 'p': 71}
-
id: 50745
{'charpoly_factorization': [[[525985768542721175856360219191260654965556244858759901581763814491204840648577243197476912474323467946949385025148625973673915375456112378803200740281687862174409690489822578050213698199681530077567170641920000, 0, 5180077748690848055260614463375889324764023242244212687576492515019795294704101779220866708397141230783039898205900646397451306226798903811907917604647442892753462609831513397657600, 0, 19740271451075167827729063037534506688258830119979854234851738808175330348103003852067213053706171254400299503992731648204786475967196333319035016970240, 0, 37833477111680956082763916179316523202832859135138221667043598138365372640681955776351274191327129410202269658203815608320, 0, 40211411961965311159921017217226963673325501997248704148317116462084886717269029469116208640, 0, 24115311969792013109937344540007726065252198114713535041080000, 0, 7651708379021383606555916038344, 0, 1], 1]], 'hecke_orbit_code': 4503668632059915, 'p': 73}
-
id: 50746
{'charpoly_factorization': [[[28522282039610781738675995205881975635975412775220627263746458691854830858417466678190149238800842328612194695625343956991873490376109785792329567574094598917412769273904668316034370459475675162922188800000000, 0, 2084270758448169450054554222204130800674869198494423811146000553740528389346334268087992922607176840321821853910577231261257319654652102408430757718052129232730928686914978447360000, 0, 24066524336406970739164193241533768090833220960256820924730384085718902479893328786206104404468204045488235316688776771015409069422100124106218903961600, 0, 74130818884200457118443802859013749366915419294270623878079829788060527737145544695872601964535818452907267088991607848960, 0, 86006920789907469358099221902458777537441299456335467113981547447721808621247693064440381440, 0, 45473968179953152207173079458313445536334540929293874002247680, 0, 11061066160425049743770063652480, 0, 1], 1]], 'hecke_orbit_code': 4503668632059915, 'p': 79}
-
id: 50747
{'charpoly_factorization': [[[1691462139540678265915565599518362430746948297954433381500045213694448082003866374655096012436774257698341311563371845726984986172572962168447363260948286578759388091213848994524069165246731174736014784593920000, 0, 45986925807451747820817961671485158567234898846578062189447039239734159918980740574304249325296000933844362163257926367825171009503825203463744335145709970570303457076169608160870400, 0, 374886176490942809868057003482150193834702239727814536038643563511701943817890068983833055014391979634781569300944771667099928225107873322130947587440640, 0, 875786105555716078238438560492908108320020485605569257339576881263560991390239672707666316823577453030185078136156108881920, 0, 752812119821119791214257089427202670842218191771635948703457590939893633545072879577202688000, 0, 218892862016837378178298128649671380100016731768659805046947840, 0, 25343515989732029459151591645024, 0, 1], 1]], 'hecke_orbit_code': 4503668632059915, 'p': 83}
-
id: 50748
{'charpoly_factorization': [[[-208769730231250125085725295060331948980525980370046707397356584589608477847870388915832270869146084312582652, -718984753159232094689206016211845088399429030285546094537493264945431602431775000807294916720, -295734881816290396110882462611300844301737856552476486336613577322977837798187, 561390827608196526152761840166229787169900063082102888549099525, 126158627666903437836556489236487529978678316150, -47469518416124576518261984963974, -4315138170817855, 1], 2]], 'hecke_orbit_code': 4503668632059915, 'p': 89}
-
id: 50749
{'charpoly_factorization': [[[-18715320934010476286777271242316513945750069511918838796027723875750531849435186871832626099545711732111903900, -13009503939843259409167143485998707953682495272133897757717795368906400679269290079086879377360, 12082138932330398956321065345015404022441965623480383421644560795783240707469613, 7786841372158839765850080146936979667063726163462696154224620517, 385254521677815502231462943765905196827759138214, -171241861156858346459449266409542, -5426351393168999, 1], 2]], 'hecke_orbit_code': 4503668632059915, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 2, 'hecke_orbit': 2, 'label': '11.17.b.b', 'level': 11, 'portrait': 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', 'weight': 17}
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mf_hecke_traces • Show schema
Hide schema
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id: 20770008
{'hecke_orbit_code': 4503668632059915, 'n': 1, 'trace_an': 14}
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id: 20770009
{'hecke_orbit_code': 4503668632059915, 'n': 2, 'trace_an': 0}
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id: 20770010
{'hecke_orbit_code': 4503668632059915, 'n': 3, 'trace_an': 498}
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