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{'Nk2': 2500, 'analytic_conductor': 14.59868609032172, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 4, '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': [4, 2, [3], [1]], 'cm_discs': [], 'conrey_index': 3, 'conrey_indexes': [3], 'dim': 10, 'field_disc': -8133579963421480762284746939359923856208908674596376763120371207307137021267100589109375, 'field_disc_factorization': [[-1, 1], [3, 5], [5, 6], [7, 1], [11, 1], [29, 2], [89, 1], [439, 1], [1907, 2], [16063, 1], [3807089387969606708117566872767, 2]], 'field_poly': [1028204700608421275722350402186, -1269695210566625624700394443, 1460524813513291203716721, -1731829168106243136300, 1518357032488149568, -2255628699630474, 1715110302918, -1182314620, 1157886, -3, 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': [[3, [748310239500940160842001180773040663358722099758969651200, 0, 29718784704681945777437584010351003536635985920, 0, 302711817864309891467684450496675840, 0, 1177899826111819574870016, 0, 1881674965248, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503668766277636, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 203053114943784499590328850841600, 'hecke_ring_index_factorization': [[2, 90], [3, 8], [5, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 4, 2, -1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '4.25.b.b', 'level': 4, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '4.25.b.b', 'prim_orbit_index': 2, 'qexp_display': 'q+(-621+\\beta _{1})q^{2}+(-3-15\\beta _{1}+\\beta _{2}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 10, 'rm_discs': [], 'sato_tate_group': '24.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '4.25.b', 'trace_display': [-6212, 0, 56758100, 0], 'trace_hash': 1776229727558214624, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.050', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8.617', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.249', 'prec': 17}, {'__RealLiteral__': 0, 'data': '472.884', 'prec': 24}, {'__RealLiteral__': 0, 'data': '37.696', 'prec': 20}, {'__RealLiteral__': 0, 'data': '46141.666', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.504', 'prec': 17}, 'traces': [10, -6212, 0, -33193328, 56758100, 2428200768, 0, -159817477952, -939054565686, -279847745800, 0, 12433669328640, -24798065342764, -3829480368768, 0, -588864378801920, -1625038130621164, -3063761223370692, 0, -3121315867314400, -2850064322141184, 13916632990560960, 0, 10666682388698112, 71169859613334750, 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
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{'Nk2': 2500, 'analytic_conductor': 14.59868609032172, 'char_conductor': 4, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [4, 2, [3], [1]], 'conrey_index': 3, 'cusp_dim': 11, 'dim': 11, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 69138907140, 'hecke_orbit_dims': [1, 10], 'label': '4.25.b', 'level': 4, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 13, 'mf_new_dim': 13, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 11, 'sturm_bound': 12, 'trace_bound': 1, 'trace_display': [-2116, 0, 121008886, 0], 'traces': [11, -2116, 0, -16416112, 121008886, 2428200768, 0, -91098001216, -656625029205, -16676526344, 0, 12433669328640, -23628416704202, -3829480368768, 0, -307389402091264, -553461985659242, -1906929841944516, 0, -2043366552422624, 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mf_twists_cc • Show schema
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id: 34646288
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 3, 'source_dim': 10, 'source_embedding_index': 6, 'source_hecke_orbit_code': 4503668766277636, 'source_is_minimal': True, 'source_label': '4.25.b.b.3.6', 'source_level': 4, 'target_conrey_index': 3, 'target_dim': 10, 'target_embedding_index': 6, 'target_hecke_orbit_code': 4503668766277636, 'target_is_minimal': True, 'target_label': '4.25.b.b.3.6', 'target_level': 4, 'twist_class_label': '4.25.b.b.3.5', 'twist_class_level': 4, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 25}
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id: 34646289
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 3, 'source_dim': 10, 'source_embedding_index': 6, 'source_hecke_orbit_code': 4503668766277636, 'source_is_minimal': True, 'source_label': '4.25.b.b.3.6', 'source_level': 4, 'target_conrey_index': 19, 'target_dim': 10, 'target_embedding_index': 5, 'target_hecke_orbit_code': 4503806205231140, 'target_is_minimal': False, 'target_label': '36.25.d.b.19.5', 'target_level': 36, 'twist_class_label': '4.25.b.b.3.5', 'twist_class_level': 4, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 25}
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id: 34646290
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 3, 'source_dim': 10, 'source_embedding_index': 6, 'source_hecke_orbit_code': 4503668766277636, 'source_is_minimal': True, 'source_label': '4.25.b.b.3.6', 'source_level': 4, 'target_conrey_index': 3, 'target_dim': 10, 'target_embedding_index': 5, 'target_hecke_orbit_code': 4503668766277636, 'target_is_minimal': True, 'target_label': '4.25.b.b.3.5', 'target_level': 4, 'twist_class_label': '4.25.b.b.3.5', 'twist_class_level': 4, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 25}
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id: 34646291
{'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 3, 'source_dim': 10, 'source_embedding_index': 6, 'source_hecke_orbit_code': 4503668766277636, 'source_is_minimal': True, 'source_label': '4.25.b.b.3.6', 'source_level': 4, 'target_conrey_index': 63, 'target_dim': 10, 'target_embedding_index': 6, 'target_hecke_orbit_code': 13510936740495424, 'target_is_minimal': False, 'target_label': '64.25.c.d.63.6', 'target_level': 64, 'twist_class_label': '4.25.b.b.3.5', 'twist_class_level': 4, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 25}
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id: 34646292
{'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 3, 'source_dim': 10, 'source_embedding_index': 6, 'source_hecke_orbit_code': 4503668766277636, 'source_is_minimal': True, 'source_label': '4.25.b.b.3.6', 'source_level': 4, 'target_conrey_index': 63, 'target_dim': 10, 'target_embedding_index': 5, 'target_hecke_orbit_code': 13510936740495424, 'target_is_minimal': False, 'target_label': '64.25.c.d.63.5', 'target_level': 64, 'twist_class_label': '4.25.b.b.3.5', 'twist_class_level': 4, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 25}
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id: 34646293
{'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 3, 'source_dim': 10, 'source_embedding_index': 6, 'source_hecke_orbit_code': 4503668766277636, 'source_is_minimal': True, 'source_label': '4.25.b.b.3.6', 'source_level': 4, 'target_conrey_index': 19, 'target_dim': 10, 'target_embedding_index': 6, 'target_hecke_orbit_code': 4503806205231140, 'target_is_minimal': False, 'target_label': '36.25.d.b.19.6', 'target_level': 36, 'twist_class_label': '4.25.b.b.3.5', 'twist_class_level': 4, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 25}
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mf_hecke_charpolys • Show schema
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id: 15500
{'charpoly_factorization': [[[1329227995784915872903807060280344576, 492165345538610065131095019487232, 169491097678516106636512198656, 55260121470381048085872640, 16746000717003125424128, 4824488218655195136, 998139424145408, 196323389440, 35891136, 6212, 1], 1]], 'hecke_orbit_code': 4503668766277636, 'p': 2}
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id: 15501
{'charpoly_factorization': [[[748310239500940160842001180773040663358722099758969651200, 0, 29718784704681945777437584010351003536635985920, 0, 302711817864309891467684450496675840, 0, 1177899826111819574870016, 0, 1881674965248, 0, 1], 1]], 'hecke_orbit_code': 4503668766277636, 'p': 3}
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id: 15502
{'charpoly_factorization': [[[-355351403385570783585574905918687812500000, 4809285979540624396394193495250000, 3511199215484187990350000, -166401391602359000, -28379050, 1], 2]], 'hecke_orbit_code': 4503668766277636, 'p': 5}
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id: 15503
{'charpoly_factorization': [[[17214335411276688233177058562097626036515277184939324895873697608117527924300620938891755520000000000, 0, 1751962544371247248654872451997005383291528206246348402801374886910420999733248000, 0, 45532407605233524118534845122538289787592239664619905141964800, 0, 365331022979869033619227800999589063950336, 0, 1095409828711960101888, 0, 1], 1]], 'hecke_orbit_code': 4503668766277636, 'p': 7}
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id: 15504
{'charpoly_factorization': [[[12804202599750380303901306458195769973383438940575376177824160011411949984959880181318344995406421856166367963903950848000000, 0, 30064582385900030589476357911492917472714794082446020797951087921474162265927417311019561606184960000, 0, 11046116509416256165301094600355200634350826705875226860742725642478210252800, 0, 1362335037310246589922155276727018001734851133112320, 0, 63745428346610298402935040, 0, 1], 1]], 'hecke_orbit_code': 4503668766277636, 'p': 11}
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id: 15505
{'charpoly_factorization': [[[8123815463393282396803164743936633408440453650511141139889908255200, 705555134319200517490681277706210463950207964558740560, -20117035468139506605948689022686725456208, -1681171942149885011856555224, 12399032671382, 1], 2]], 'hecke_orbit_code': 4503668766277636, 'p': 13}
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id: 15506
{'charpoly_factorization': [[[-30738154262879558885192019535371257728572979679368317099676665563271047200, 214073989598667938876403666373118805335994416466836750028880, -236747042618770772837220282862764186721123408, -751569302185321400999533292504, 812519065310582, 1], 2]], 'hecke_orbit_code': 4503668766277636, 'p': 17}
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id: 15507
{'charpoly_factorization': [[[1898916438184969675492416881690100250595174723933078939432808170783655325926915752716427586503839610535004462760316654170855410391939781547127734272000000, 0, 2849352907082575827987472384140773295898425572716545948977587244967079499055109297738388831972979456788658925513274818560000, 0, 1386495556216226383229440862878877034661928716302373352826506204702837846397545822289081139200, 0, 296051551885738399751743046773582339075397232249191781583749120, 0, 28463160269396462045215650474240, 0, 1], 1]], 'hecke_orbit_code': 4503668766277636, 'p': 19}
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id: 15508
{'charpoly_factorization': [[[83540834727509365793172940857131257175626005653064110434861771757817572587179636054843672362131062187150951442808470215736084314511970356551289135155238456524800, 0, 6074185573181183895258857942063716174644196444854326516912218009146016045873509606189140783444304578661726578044267125458620907520, 0, 105468855759408861957033914086947332988582815273532529821971347506743317895553142597582057541468160, 0, 658429751672308743332102087571752519073509392740564471827986907136, 0, 1431957356932151724457558088721408, 0, 1], 1]], 'hecke_orbit_code': 4503668766277636, 'p': 23}
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id: 15509
{'charpoly_factorization': [[[91814938695433747303975889984255694751693799011784172059519361870194717590982918279648, -5018091172329456155285774545071738973961008216599454787971161606636464, 22106892446161836706953464302267612289682345249016496, 123019082740163958045778200022908712, -782804275329223402, 1], 2]], 'hecke_orbit_code': 4503668766277636, 'p': 29}
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id: 15510
{'charpoly_factorization': [[[3782426980616929508620997841377207211243318693982571548781734103297534932441570573507758888959837763403312062894201391265961554085351107403056165155105228277219353870467072000000, 0, 94142690220669960710260022613759570016338486520572831292616112846422769862811399257446317628505375389218089068860507227954424200388841308160000, 0, 802300376794230391477039391624905511709184681172667175358853115125517398662428220204751825474666861114163200, 0, 2701420138665199556568316833318784852125394785739628864889740697136005120, 0, 3237862033372392862942853291851530240, 0, 1], 1]], 'hecke_orbit_code': 4503668766277636, 'p': 31}
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id: 15511
{'charpoly_factorization': [[[21921998205898153771867365115686910783590732945891714174240946010869950494313993413948831200, -252505930611835558167516474942687641530826081688624248232325777159369558960, 343607011268078911512391505447029640032766236555494465712, -63034232398706445203205430831638246104, -9054474706503062698, 1], 2]], 'hecke_orbit_code': 4503668766277636, 'p': 37}
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id: 15512
{'charpoly_factorization': [[[-17238820908636138422487972880846088560556052048289360898871178409698911101596621421597899627552, -4862637579178900662232918827614289830864657817881164366159456787243146823600, 1228875267548093027728012757214800544317556935264523097520, 204473750111409448032190877381140753960, -37540714406792671690, 1], 2]], 'hecke_orbit_code': 4503668766277636, 'p': 41}
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id: 15513
{'charpoly_factorization': [[[5585988275429728923167893863809175945125402647460942004445200882006713317178513926409830486378641499961341312499635121372343446104626233082197355870807227912248804957258572935166878023680000000000, 0, 22763162268690938668865367929496726474544939754803995435127412515647055959700353426923239977548002677613645012484217316129287749279210664065974222599487488000, 0, 33919677969091378743709451506653223487508483131349379009743276669169074161982358496146521430427245284904977974270361600, 0, 23685101636219746278894569504951087295165873730061042370182033126804344177360896, 0, 7858288531949539075922451908960281321728, 0, 1], 1]], 'hecke_orbit_code': 4503668766277636, 'p': 43}
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id: 15514
{'charpoly_factorization': [[[177172768006763557918567647696027223352639140445010747162431040958226917042521821968062982121860342631581320081535863185282966872732621596652262250257587845033907066997870130610417264096269513523200, 0, 2041012294323663196458506149120810519462325398120581562080809849574097585778451576552409101291100156026147409040576084683275790645585389008801224515529495019520, 0, 2588111379985657293320780899395174028452185321861651671015550347623182012701504046670264233134706465283501571988332216320, 0, 603177780270896967919495255705190260097028294757908914508706460468808649650733056, 0, 43891278372408743621783717346896805040128, 0, 1], 1]], 'hecke_orbit_code': 4503668766277636, 'p': 47}
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id: 15515
{'charpoly_factorization': [[[14566184590897535435210071636904415739388726827515313534926259033652697528072038934225919064395030584800, 13211684928364939322041600085207648273849541929765581336225328593408982739857024080, -240907041636008357505478008108937943334240907001498920313570128, -395411651487988355631964786064291926435544, 553762975935517028822, 1], 2]], 'hecke_orbit_code': 4503668766277636, 'p': 53}
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id: 15516
{'charpoly_factorization': [[[224523121184381797481565970982344346339209912062910436555361773982517958197018378073779204025439958167884190819845268331359080442781933301632770882539048231158744321676773784909068319192258921766278135808000000, 0, 9444232093661814978136473687799353549209017199869405079212514917970540661671490269076056208126932511471992258848975377385646116944053950186332917682845658965512028160000, 0, 89667559317297228279052295844897340174572288267573057540183486254376669779360456793206812262849063595079544599316261113744588800, 0, 69487325991656195965436200433278654034583887418963122378140074217777143213597084549120, 0, 16113171635839494631393347739486778948532480, 0, 1], 1]], 'hecke_orbit_code': 4503668766277636, 'p': 59}
-
id: 15517
{'charpoly_factorization': [[[19254142657783358790603601320996843971928104306022662533291927250583970392522932443188268168786800583918048, -60202214344258403614780787209750877028278334246483789849031844281103045945943162823600, 48479516591104370104458145993657383819741706061088443137642156720, -7837096113435037707562668926370521432398040, -3758702241848872282090, 1], 2]], 'hecke_orbit_code': 4503668766277636, 'p': 61}
-
id: 15518
{'charpoly_factorization': [[[92723016548005145559121366637066041538840662864305997017241938959589164587905175658741801492737977659491447977911707879666181935695629597743292984283026603516265552153039567347371255861370963902078735111332029477683200, 0, 29058393653549605745247278741392913506376216307407624869900458889585977894412676545641770545151510431741948920702747408341308844216550364431589675850165752035350007855678750720, 0, 1684904545684520153586194536813272025591754219982689907746453586951039309075302247322600792444490422197718596868217742654339431792640, 0, 37176104958073408046157279221875136305722536975895292343597058597551879796594590903894016, 0, 338710989577960929804876620546200195721019648, 0, 1], 1]], 'hecke_orbit_code': 4503668766277636, 'p': 67}
-
id: 15519
{'charpoly_factorization': [[[1561613307799273897629892409368796791238052670584824009949930084388189319530015161828541052424840268485096891316245385589195436603234770367328359134439510521996717895240412191870744848527493279294206727030153674752000000, 0, 2123438440550712149440247253258877434730700617248387438505940214899465271193698473949214000751381981480645062674990755552540590431752139747128420072382362069283001161492725760000, 0, 59177545578127221084452063212307534236572488569647091844987286627191049127689515269569798866078999903379972403436787886456768246579200, 0, 421264360756530781124051461423239816707400668718307659244893863564285294402712232887582720, 0, 1116153537381641334371790399741057090927559680, 0, 1], 1]], 'hecke_orbit_code': 4503668766277636, 'p': 71}
-
id: 15520
{'charpoly_factorization': [[[-164309710428076372270895615676280361288884053767063608699229978191659083530520312703759600302240028483942816800, 39205445996557534905797569891423884728538320008625544546234813812464395360401798671349840, 13141205722810417623518534039775563405007309075747540936268211492272, -564867699340281790473035120987361501419426264, -25754567234903575716298, 1], 2]], 'hecke_orbit_code': 4503668766277636, 'p': 73}
-
id: 15521
{'charpoly_factorization': [[[88729391019858609755616371925437601647211604244433288619141913741193761803213076592097482220385508122129830718167526409414096636832929076197325018536899232644327814031638059006969219952071065579473083900953563763826491392000000, 0, 261424349594671882410599936825011536713412379398403315667304333228090450818016570551325246786550080377224416745017498361669617977215806532049233920872135667043821726025605143592960000, 0, 251803667593810726461480527214229087918574755724354167631432886831936510148517176770998336108458192517961820153241577637120283700835123200, 0, 98173178540337245072832500832451431087320849047528340596326906883750112006785987584007864320, 0, 16540055929859024943608620290158215062195671040, 0, 1], 1]], 'hecke_orbit_code': 4503668766277636, 'p': 79}
-
id: 15522
{'charpoly_factorization': [[[492318456495109834175001563284310772870755049292750168697431854027436818011342691523455545839521023619968226854422621509720307649663739186612523892033801840258659382165850086281130076244204743060189646482638887803560010134323200, 0, 2704398776126791492627828955628002120078281910195634956329254627640440586130863412796675514690633094043068048689069752212313595088302522601350269183037332508752913111566622241241169920, 0, 2522230003663658258320084023002325489928866007682055489139089523430456947932346856910372485518074542983681612202464021139601214027994234880, 0, 669806325934381973491058801905398301890388610611350895221931017427558506169359844741576851456, 0, 49898342655258577922518158705998792762273319168, 0, 1], 1]], 'hecke_orbit_code': 4503668766277636, 'p': 83}
-
id: 15523
{'charpoly_factorization': [[[-26138924079354593840007305377830829629072291665351543983619356714107446362724727032650023005764196832558494227665952, 1303987418078344070131847330287104314009724292738239390712871903608214516084635995910025947216, -15426592400013911201703827185813958182202890773819426566625445861727824, -36152067367186404368098870360679535433011598808, 408947628383517434513078, 1], 2]], 'hecke_orbit_code': 4503668766277636, 'p': 89}
-
id: 15524
{'charpoly_factorization': [[[-236893197422284375145346267541414650802808263579703918473080682218415493448318095854908567280953918765150815221383200, 8623743526430814203520566404880672914379096500082221231816385924145788631032069738912972144720, -96154385107806162248297389876436130908618075765757984513979988098449488, 478432230500562720696681115409370630636575686696, -1116536353441208745259018, 1], 2]], 'hecke_orbit_code': 4503668766277636, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 2, 'hecke_orbit': 2, 'label': '4.25.b.b', 'level': 4, 'portrait': 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', 'weight': 25}
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mf_hecke_traces • Show schema
Hide schema
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id: 80610000
{'hecke_orbit_code': 4503668766277636, 'n': 1, 'trace_an': 10}
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id: 80610001
{'hecke_orbit_code': 4503668766277636, 'n': 2, 'trace_an': -6212}
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id: 80610002
{'hecke_orbit_code': 4503668766277636, 'n': 3, 'trace_an': 0}
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id: 80610003
{'hecke_orbit_code': 4503668766277636, 'n': 4, 'trace_an': -33193328}
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