Embedded newform data - 9.18.a.a.1.1

Formats: - HTML - YAML - JSON - 2026-08-09T08:22:43.636751

• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_largest	boolean
  is_maximal	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 2916, 'analytic_conductor': 16.48998786101037, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1]], 'atkin_lehner_string': '-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [9, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [204, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 301989897, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '9.18.a.a', 'level': 9, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '3.18.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-204q^{2}-89456q^{4}+163554q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '17.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '9.18.a', 'trace_display': [-204, 0, 163554, -20846560], 'trace_hash': 2170444072840196894, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.012', 'prec': 7}, {'__RealLiteral__': 0, 'data': '0.983', 'prec': 10}, 0, {'__RealLiteral__': 0, 'data': '1.906', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '4.637', 'prec': 14}], 'trace_zratio': 0, 'traces': [1, -204, 0, -89456, 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3385642006215906483484188, 0, 1770791343059942542389710, 881602592231263689742752, 0, 292102054948769284284416, 9042368715945440377176654, 0, 472885770876604454270160, 5758011774561408189851904, 0, 3952732791363347931789456, 616728136593721310028120, 0, -7230319332646170697839545, 5585179587896973387402744, 0, -9229618381685429314603840, -1400130495784643510157426, 0, -3390704238092485002690400, -389447820970414707064320, 0, 6724519919901440941045608, -13956547679392425572043600, 0, 8042410581934283530316726, -5777512896408876008090880, 0, 10049056778462715469741824, -171826657424672952206058, 0, 5306129899003254383936180, -1697751473148271633623936, 0, -7223299213559014348433280, 15697440142866311428436256, 0, 895541434018620784270452, -2554080959398329545991384, 0, 1957832836382192648704000, -12054041674387091309520480, 0, 133276584443139141379336, -11983795443237089205267072, 0, -11320362042815145838008960, 5111337687614231372396160, 0, -5172448938650564360203090, 6240274035588695831971200, 0, -340585852741548154914816, -18102047615007965313770034, 0, -12210643343656764275719876, -1199990782762890447236544, 0, -3045044525108967183141648, 15917501785737235612743672, 0, 4402323641829333601319680, -1297356876850693919312016, 0, 6487522887333888717836672, 13907531252238969731635968, 0, 4024386535186034237802600, -13385645674495380247019520, 0, 1006073185578458237091288, 171960679552319170198800, 0, -6844555709044736936927940, -2444472454206840098024160, 0, 3037377056158985801982336, 3426921014384202066174540, 0, -5230096775460034864433212, 831731666089851738742080, 0, 208378400280145043719680, -14692620852521133137000592, 0, 21597399739528831604405232, -13624079521478506375334520, 0, -8834626228989769723942816, 21305640058589547120996480, 0, 3025320187266337755185840, 5184920444712898531783680, 0, -7315299736020201621711672, 1199338919632201023705744, 0, 14580775613831806091976890, 4446256340184618709580064, 0, -1050959374024927698892800, 33184898137353847102433166, 0, 15903176066488108017765852, 3160333906033286685070944, 0, -2077984139323514484428208, -5985805330720094842175472, 0, -4730588720925890491566934, 1891870736430680005486080, 0, -2583911062557183969957888, 29305880047914496434844890, 0, -10330516974623653617944400, 669524344954801197628416, 0, 19348779883483115875359936, -21221995537850520786241164, 0, 277070355446185429954540, 11826682543946417864689104, 0, -41992311306359640179036160, -36284612247043229052430218, 0, 987536909289935880654336, -4191521811440050875461376, 0, 13767939906044398465849920, -35601379053624724100093760, 0, -21447909008854843952722911, 1210453504944587156856720, 0, 22895690597537835069814304, 2168802864252259419299268, 0, 22750776172707338347293392, 7317275643582641196694080, 0, 846617090369106890873808, -25538479598196440848240740, 0, -21954033849825772220543360, -4387537476341539803153408, 0, -3461161345538870389662208, -32519538652044545480599842, 0, -31782500778787384638536856, -2954686336683788598347232, 0, 2791387394964533705607792, 10030141936642171116592920, 0, 4298054616294844636339236, -1496129065228145667778704, 0, -2110471857090800408396672, 81769339916507739500286240, 0, -32176497689623780575815608, -6736281724921699445760000, 0, 17024702535670003581496320, -3381873710158407308988192, 0, 24821312325376839839763494, 2781490198871930328261744, 0, -11030471589803545912741632], 'weight': 18, 'weight_parity': 1}
• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
  {'an_normalized': [[1.0, 0.0], [-0.5634757162580301, 0.0], [0.0, 0.0], [-0.6824951171875, 0.0], [0.18724754533990431, 0.0], [0.0, 0.0], [-1.3667876938779389, 0.0], [0.9480451412578648, 0.0], [0.0, 0.0], [-0.10550944472796053, 0.0], [-1.149693620943349, 0.0], [0.0, 0.0], [0.10186112479982773, 0.0], [0.7701516747805327, 0.0], [0.0, 0.0], [0.14829470217227936, 0.0], [1.5567742568972676, 0.0], [0.0, 0.0], [1.0637449714188343, 0.0], [-0.1277955353998297, 0.0], [0.0, 0.0], [0.6478244365383418, 0.0], [1.8762919476134923, 0.0], [0.0, 0.0], [-0.9649383567641805, 0.0], [-0.057396270255431515, 0.0], [0.0, 0.0], [0.9328259273036568, 0.0], [0.06080152011841383, 0.0], [0.0, 0.0], [0.22108401124184865, 0.0], [-1.031605604781661, 0.0], [0.0, 0.0], [-0.8772044894572503, 0.0], [-0.25592764067943263, 0.0], [0.0, 0.0], [-0.9269927299156122, 0.0], [-0.5993944596861054, 0.0], [0.0, 0.0], [0.177519125571958, 0.0], [-0.2867294176514998, 0.0], [0.0, 0.0], [1.5139850915304158, 0.0], [0.7846602825554523, 0.0], [0.0, 0.0], [-1.0572449490906868, 0.0], [1.0818701141552292, 0.0], [0.0, 0.0], [0.8681086001361744, 0.0], [0.5437193317225432, 0.0], [0.0, 0.0], [-0.06951972030710898, 0.0], [-0.33725538894025986, 0.0], [0.0, 0.0], [-0.21527730841458853, 0.0], [-1.2957764323120218, 0.0], [0.0, 0.0], [-0.03426018009830026, 0.0], [0.23301226721635732, 0.0], [0.0, 0.0], [-0.9073456438733339, 0.0], [-0.12457547158769904, 0.0], [0.0, 0.0], [0.43299000487786543, 0.0], [0.019073245584329393, 0.0], [0.0, 0.0], [0.13384158441747304, 0.0], [-1.0624908288955839, 0.0], [0.0, 0.0], [0.14420901064207103, 0.0], [0.7357309076223171, 0.0], [0.0, 0.0], [0.134220480326061, 0.0], [0.5223378924551861, 0.0], [0.0, 0.0], [-0.7260007489261111, 0.0], [1.5713870928353373, 0.0], [0.0, 0.0], [1.093660349495668, 0.0], [0.027767818968671486, 0.0], [0.0, 0.0], [0.16156506398342668, 0.0], [-1.2877090141989505, 0.0], [0.0, 0.0], [0.2915021582523669, 0.0], [-0.8530938338540802, 0.0], [0.0, 0.0], [-1.0899614512705034, 0.0], [1.0470153873445847, 0.0], [0.0, 0.0], [-0.13922253186096947, 0.0], [-1.2805600926644332, 0.0], [0.0, 0.0], [-0.6096075374717744, 0.0], [0.1991836347658434, 0.0], [0.0, 0.0], [-0.32872743608780786, 0.0], [-0.48915811525148667, 0.0], [0.0, 0.0], [0.6585657168784831, 0.0]], 'angles': [-0.29545542480106657, None, -0.2350774590344578, -0.3697483968465574, -0.3474691804041517, -0.24189064081844702, -0.10801905918381431, -0.16074428150505732, -0.05627085514967041, -0.2451608231679963, -0.2323706645798503, -0.3267026463999525, -0.2728960959665831, -0.11333394466998167, -0.15903523627197963, -0.2769667774945206, -0.23141526623338624, -0.32494326034582866, -0.23934125933569259, -0.1900443489300909, -0.23931103982178206, -0.15791716580148163, -0.36133290162048454, -0.16231156625002074, -0.2762785376671101, -0.19445972249463064, -0.10152905024141569, -0.14185414598097984, -0.3605832980696052, -0.23094247520009167, -0.27210565259943437, -0.3360637498877067, -0.14998431084643857, -0.1980750242548703, -0.21153442713106826, -0.270780276082874, -0.17436013624019622, -0.3075244911060342, -0.22039930670122093, -0.20823438618467846, -0.0812537232046242, -0.1318565164578382, -0.2303208706348689, -0.210128347591733, -0.18229565569251766, -0.29815963571584037, -0.07032790384745562, -0.3149834835726192, -0.25696759415962556, -0.17899815072076, -0.2712657816060378, -0.2272674619529149, -0.37893807346573743, -0.3180335550740506, -0.38890855737192553, -0.2772219818406707, -0.2289522210345981, -0.17530475405600188, -0.18972644918928452, -0.11134926489619658, -0.30709344282611956, -0.39677419770624656, -0.24981022885782725, -0.07014556936908473, -0.15505165406249163, -0.32973962412963453, -0.18654265042233562, -0.34631942279025346, -0.21726118611988915, -0.21774906180374373, -0.43638856024495115, -0.24468820991730486, -0.33424730596333696, -0.3404391554418714, -0.2807018693440401, -0.31025142492809316, -0.16011098291220133, -0.34950568258030823, -0.3022459632172518, -0.24183027103351218, -0.3330057609796824, -0.368154955402448, -0.12294580991131035, -0.2108587921966691, -0.3387482800694063, -0.2115808286679769, -0.26122161951280665, -0.09669975802363533, -0.1828745780685286, -0.288545165165163, -0.23338893516689804, -0.34390147474285176, -0.22538970969943758, -0.2645678009293966, -0.26264853206549194, -0.3045575183040798, -0.17529831253085593, -0.1236550635574803, -0.44267100000134957, -0.2424549520752918], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.0, 'hecke_orbit': 1, 'hecke_orbit_code': 301989897, 'label': '9.18.a.a.1.1', 'level': 9, 'weight': 18}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'ALdims': [2, 4], 'ALdims_eis_new': [0, 1], 'ALdims_eis_old': [2, 1], 'ALdims_old': [5, 4], 'Nk2': 2916, 'analytic_conductor': 16.48998786101037, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [9, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 15, 'dim': 6, 'eis_dim': 4, 'eis_new_dim': 1, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 301989897, 'hecke_orbit_dims': [1, 1, 2, 2], 'label': '9.18.a', 'level': 9, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 19, 'mf_new_dim': 7, 'num_forms': 4, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 6, 'sturm_bound': 18, 'trace_bound': 2, 'trace_display': [-270, 0, 806544, 6458160], 'traces': [6, -270, 0, 234708, 806544, 0, 6458160, -76566600, 0, -374481036, 923799384, 0, -2296007700, 6391587312, 0, 4085718288, 84518474760, 0, -62355388344, 651425563656, 0, -496342340280, 724535089920, 0, -155397346734, 2916102914172, 0, -74759048160, -1799242747776, 0, 3748330542720, -20367629690400, 0, 3286200129084, -31901492535120, 0, 37848820569060, -69673042158840, 0, -72386049129552, 49852612514376, 0, -34027022273640, 251638092507024, 0, 219822902095824, 505557230796720, 0, -424989443622474, 122797506379086, 0, -400769546611560, 355160088780480, 0, 556455745858896, -1475076076084800, 0, 449915591780100, -1497422030520312, 0, 1522569427205844, -7045407610135200, 0, 1702525901416512, 14827467465792, 0, -2052350804175000, 3145105961728920, 0, -867144826576800, 21202162848708192, 0, -17131224427726380, -7647379891364628, 0, 18434654480975376, 32541109248013920, 0, -10634113244496768, 543351843727776, 0, -4473418054179060, 43230229439974920, 0, 18905975942078592, -138915358987224456, 0, 15032539537999200, 2744379883963512, 0, -2296075661688576, 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• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 463813
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 301989897, 'source_is_minimal': False, 'source_label': '9.18.a.a.1.1', 'source_level': 9, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 301989897, 'target_is_minimal': False, 'target_label': '9.18.a.a.1.1', 'target_level': 9, 'twist_class_label': '3.18.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 18}
  • id: 463814
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 301989897, 'source_is_minimal': False, 'source_label': '9.18.a.a.1.1', 'source_level': 9, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 301989891, 'target_is_minimal': True, 'target_label': '3.18.a.a.1.1', 'target_level': 3, 'twist_class_label': '3.18.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 18}
  • id: 463815
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 301989897, 'source_is_minimal': False, 'source_label': '9.18.a.a.1.1', 'source_level': 9, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398811471920, 'target_is_minimal': False, 'target_label': '48.18.a.e.1.1', 'target_level': 48, 'twist_class_label': '3.18.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 18}
  • id: 463816
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 301989897, 'source_is_minimal': False, 'source_label': '9.18.a.a.1.1', 'source_level': 9, 'target_conrey_index': 49, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 69021466699, 'target_is_minimal': False, 'target_label': '75.18.b.a.49.2', 'target_level': 75, 'twist_class_label': '3.18.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 18}
  • id: 463817
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 301989897, 'source_is_minimal': False, 'source_label': '9.18.a.a.1.1', 'source_level': 9, 'target_conrey_index': 49, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 69021466699, 'target_is_minimal': False, 'target_label': '75.18.b.a.49.1', 'target_level': 75, 'twist_class_label': '3.18.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 18}
  • id: 463818
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 301989897, 'source_is_minimal': False, 'source_label': '9.18.a.a.1.1', 'source_level': 9, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 301989963, 'target_is_minimal': False, 'target_label': '75.18.a.a.1.1', 'target_level': 75, 'twist_class_label': '3.18.a.a.1.1', 'twist_class_level': 3, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 18}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 38300
    {'charpoly_factorization': [[[204, 1], 1]], 'hecke_orbit_code': 301989897, 'p': 2}
  • id: 38301
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 301989897, 'p': 3}
  • id: 38302
    {'charpoly_factorization': [[[-163554, 1], 1]], 'hecke_orbit_code': 301989897, 'p': 5}
  • id: 38303
    {'charpoly_factorization': [[[20846560, 1], 1]], 'hecke_orbit_code': 301989897, 'p': 7}
  • id: 38304
    {'charpoly_factorization': [[[817372356, 1], 1]], 'hecke_orbit_code': 301989897, 'p': 11}
  • id: 38305
    {'charpoly_factorization': [[[-299589758, 1], 1]], 'hecke_orbit_code': 301989897, 'p': 13}
  • id: 38306
    {'charpoly_factorization': [[[-44775606078, 1], 1]], 'hecke_orbit_code': 301989897, 'p': 17}
  • id: 38307
    {'charpoly_factorization': [[[-78748651964, 1], 1]], 'hecke_orbit_code': 301989897, 'p': 19}
  • id: 38308
    {'charpoly_factorization': [[[-704672009160, 1], 1]], 'hecke_orbit_code': 301989897, 'p': 23}
  • id: 38309
    {'charpoly_factorization': [[[-163793785242, 1], 1]], 'hecke_orbit_code': 301989897, 'p': 29}
  • id: 38310
    {'charpoly_factorization': [[[-1049860831400, 1], 1]], 'hecke_orbit_code': 301989897, 'p': 31}
  • id: 38311
    {'charpoly_factorization': [[[19805735857210, 1], 1]], 'hecke_orbit_code': 301989897, 'p': 37}
  • id: 38312
    {'charpoly_factorization': [[[14660035932090, 1], 1]], 'hecke_orbit_code': 301989897, 'p': 41}
  • id: 38313
    {'charpoly_factorization': [[[-116038864682564, 1], 1]], 'hecke_orbit_code': 301989897, 'p': 43}
  • id: 38314
    {'charpoly_factorization': [[[-176606594594112, 1], 1]], 'hecke_orbit_code': 301989897, 'p': 47}
  • id: 38315
    {'charpoly_factorization': [[[152863496635230, 1], 1]], 'hecke_orbit_code': 301989897, 'p': 53}
  • id: 38316
    {'charpoly_factorization': [[[-262797291296124, 1], 1]], 'hecke_orbit_code': 301989897, 'p': 59}
  • id: 38317
    {'charpoly_factorization': [[[1358552281482562, 1], 1]], 'hecke_orbit_code': 301989897, 'p': 61}
  • id: 38318
    {'charpoly_factorization': [[[-444863620615292, 1], 1]], 'hecke_orbit_code': 301989897, 'p': 67}
  • id: 38319
    {'charpoly_factorization': [[[-4003270764790968, 1], 1]], 'hecke_orbit_code': 301989897, 'p': 71}
  • id: 38320
    {'charpoly_factorization': [[[-924832535317130, 1], 1]], 'hecke_orbit_code': 301989897, 'p': 73}
  • id: 38321
    {'charpoly_factorization': [[[-14747307742797080, 1], 1]], 'hecke_orbit_code': 301989897, 'p': 79}
  • id: 38322
    {'charpoly_factorization': [[[26422963268810172, 1], 1]], 'hecke_orbit_code': 301989897, 'p': 83}
  • id: 38323
    {'charpoly_factorization': [[[-38883748080645126, 1], 1]], 'hecke_orbit_code': 301989897, 'p': 89}
  • id: 38324
    {'charpoly_factorization': [[[25374394856250238, 1], 1]], 'hecke_orbit_code': 301989897, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '9.18.a.a', 'level': 9, 'portrait': 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', 'weight': 18}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 3934758
    {'hecke_orbit_code': 301989897, 'n': 1, 'trace_an': 1}
  • id: 3934759
    {'hecke_orbit_code': 301989897, 'n': 2, 'trace_an': -204}
  • id: 3934760
    {'hecke_orbit_code': 301989897, 'n': 3, 'trace_an': 0}
  • id: 3934761
    {'hecke_orbit_code': 301989897, 'n': 4, 'trace_an': -89456}
  • id: 3934762
    {'hecke_orbit_code': 301989897, 'n': 5, 'trace_an': 163554}
  • id: 3934763
    {'hecke_orbit_code': 301989897, 'n': 6, 'trace_an': 0}
  • id: 3934764
    {'hecke_orbit_code': 301989897, 'n': 7, 'trace_an': -20846560}
  • id: 3934765
    {'hecke_orbit_code': 301989897, 'n': 8, 'trace_an': 44987712}
  • id: 3934766
    {'hecke_orbit_code': 301989897, 'n': 9, 'trace_an': 0}
  • id: 3934767
    {'hecke_orbit_code': 301989897, 'n': 10, 'trace_an': -33365016}
  • id: 3934768
    {'hecke_orbit_code': 301989897, 'n': 11, 'trace_an': -817372356}
  • id: 3934769
    {'hecke_orbit_code': 301989897, 'n': 12, 'trace_an': 0}
  • id: 3934770
    {'hecke_orbit_code': 301989897, 'n': 13, 'trace_an': 299589758}
  • id: 3934771
    {'hecke_orbit_code': 301989897, 'n': 14, 'trace_an': 4252698240}
  • id: 3934772
    {'hecke_orbit_code': 301989897, 'n': 15, 'trace_an': 0}
  • id: 3934773
    {'hecke_orbit_code': 301989897, 'n': 16, 'trace_an': 2547683584}
  • id: 3934774
    {'hecke_orbit_code': 301989897, 'n': 17, 'trace_an': 44775606078}
  • id: 3934775
    {'hecke_orbit_code': 301989897, 'n': 18, 'trace_an': 0}
  • id: 3934776
    {'hecke_orbit_code': 301989897, 'n': 19, 'trace_an': 78748651964}
  • id: 3934777
    {'hecke_orbit_code': 301989897, 'n': 20, 'trace_an': -14630886624}
  • id: 3934778
    {'hecke_orbit_code': 301989897, 'n': 21, 'trace_an': 0}
  • id: 3934779
    {'hecke_orbit_code': 301989897, 'n': 22, 'trace_an': 166743960624}
  • id: 3934780
    {'hecke_orbit_code': 301989897, 'n': 23, 'trace_an': 704672009160}
  • id: 3934781
    {'hecke_orbit_code': 301989897, 'n': 24, 'trace_an': 0}
  • id: 3934782
    {'hecke_orbit_code': 301989897, 'n': 25, 'trace_an': -736189542209}
  • id: 3934783
    {'hecke_orbit_code': 301989897, 'n': 26, 'trace_an': -61116310632}
  • id: 3934784
    {'hecke_orbit_code': 301989897, 'n': 27, 'trace_an': 0}
  • id: 3934785
    {'hecke_orbit_code': 301989897, 'n': 28, 'trace_an': 1864849871360}
  • id: 3934786
    {'hecke_orbit_code': 301989897, 'n': 29, 'trace_an': 163793785242}
  • id: 3934787
    {'hecke_orbit_code': 301989897, 'n': 30, 'trace_an': 0}
  • id: 3934788
    {'hecke_orbit_code': 301989897, 'n': 31, 'trace_an': 1049860831400}
  • id: 3934789
    {'hecke_orbit_code': 301989897, 'n': 32, 'trace_an': -6416356838400}
  • id: 3934790
    {'hecke_orbit_code': 301989897, 'n': 33, 'trace_an': 0}
  • id: 3934791
    {'hecke_orbit_code': 301989897, 'n': 34, 'trace_an': -9134223639912}
  • id: 3934792
    {'hecke_orbit_code': 301989897, 'n': 35, 'trace_an': -3409538274240}
  • id: 3934793
    {'hecke_orbit_code': 301989897, 'n': 36, 'trace_an': 0}
  • id: 3934794
    {'hecke_orbit_code': 301989897, 'n': 37, 'trace_an': -19805735857210}
  • id: 3934795
    {'hecke_orbit_code': 301989897, 'n': 38, 'trace_an': -16064725000656}
  • id: 3934796
    {'hecke_orbit_code': 301989897, 'n': 39, 'trace_an': 0}
  • id: 3934797
    {'hecke_orbit_code': 301989897, 'n': 40, 'trace_an': 7357920248448}
  • id: 3934798
    {'hecke_orbit_code': 301989897, 'n': 41, 'trace_an': -14660035932090}
  • id: 3934799
    {'hecke_orbit_code': 301989897, 'n': 42, 'trace_an': 0}
  • id: 3934800
    {'hecke_orbit_code': 301989897, 'n': 43, 'trace_an': 116038864682564}
  • id: 3934801
    {'hecke_orbit_code': 301989897, 'n': 44, 'trace_an': 73118861478336}
  • id: 3934802
    {'hecke_orbit_code': 301989897, 'n': 45, 'trace_an': 0}
  • id: 3934803
    {'hecke_orbit_code': 301989897, 'n': 46, 'trace_an': -143753089868640}
  • id: 3934804
    {'hecke_orbit_code': 301989897, 'n': 47, 'trace_an': 176606594594112}
  • id: 3934805
    {'hecke_orbit_code': 301989897, 'n': 48, 'trace_an': 0}
  • id: 3934806
    {'hecke_orbit_code': 301989897, 'n': 49, 'trace_an': 201948549846393}
  • id: 3934807
    {'hecke_orbit_code': 301989897, 'n': 50, 'trace_an': 150182666610636}
  • id: 3934808
    {'hecke_orbit_code': 301989897, 'n': 51, 'trace_an': 0}
  • id: 3934809
    {'hecke_orbit_code': 301989897, 'n': 52, 'trace_an': -26800101391648}
  • id: 3934810
    {'hecke_orbit_code': 301989897, 'n': 53, 'trace_an': -152863496635230}
  • id: 3934811
    {'hecke_orbit_code': 301989897, 'n': 54, 'trace_an': 0}
  • id: 3934812
    {'hecke_orbit_code': 301989897, 'n': 55, 'trace_an': -133684518313224}
  • id: 3934813
    {'hecke_orbit_code': 301989897, 'n': 56, 'trace_an': -937839037470720}
  • id: 3934814
    {'hecke_orbit_code': 301989897, 'n': 57, 'trace_an': 0}
  • id: 3934815
    {'hecke_orbit_code': 301989897, 'n': 58, 'trace_an': -33413932189368}
  • id: 3934816
    {'hecke_orbit_code': 301989897, 'n': 59, 'trace_an': 262797291296124}
  • id: 3934817
    {'hecke_orbit_code': 301989897, 'n': 60, 'trace_an': 0}
  • id: 3934818
    {'hecke_orbit_code': 301989897, 'n': 61, 'trace_an': -1358552281482562}
  • id: 3934819
    {'hecke_orbit_code': 301989897, 'n': 62, 'trace_an': -214171609605600}
  • id: 3934820
    {'hecke_orbit_code': 301989897, 'n': 63, 'trace_an': 0}
  • id: 3934821
    {'hecke_orbit_code': 301989897, 'n': 64, 'trace_an': 975006812311552}
  • id: 3934822
    {'hecke_orbit_code': 301989897, 'n': 65, 'trace_an': 48999103279932}
  • id: 3934823
    {'hecke_orbit_code': 301989897, 'n': 66, 'trace_an': 0}
  • id: 3934824
    {'hecke_orbit_code': 301989897, 'n': 67, 'trace_an': 444863620615292}
  • id: 3934825
    {'hecke_orbit_code': 301989897, 'n': 68, 'trace_an': -4005446617313568}
  • id: 3934826
    {'hecke_orbit_code': 301989897, 'n': 69, 'trace_an': 0}
  • id: 3934827
    {'hecke_orbit_code': 301989897, 'n': 70, 'trace_an': 695545807944960}
  • id: 3934828
    {'hecke_orbit_code': 301989897, 'n': 71, 'trace_an': 4003270764790968}
  • id: 3934829
    {'hecke_orbit_code': 301989897, 'n': 72, 'trace_an': 0}
  • id: 3934830
    {'hecke_orbit_code': 301989897, 'n': 73, 'trace_an': 924832535317130}
  • id: 3934831
    {'hecke_orbit_code': 301989897, 'n': 74, 'trace_an': 4040370114870840}
  • id: 3934832
    {'hecke_orbit_code': 301989897, 'n': 75, 'trace_an': 0}
  • id: 3934833
    {'hecke_orbit_code': 301989897, 'n': 76, 'trace_an': -7044539410091584}
  • id: 3934834
    {'hecke_orbit_code': 301989897, 'n': 77, 'trace_an': 17039401861695360}
  • id: 3934835
    {'hecke_orbit_code': 301989897, 'n': 78, 'trace_an': 0}
  • id: 3934836
    {'hecke_orbit_code': 301989897, 'n': 79, 'trace_an': 14747307742797080}
  • id: 3934837
    {'hecke_orbit_code': 301989897, 'n': 80, 'trace_an': 416683840897536}
  • id: 3934838
    {'hecke_orbit_code': 301989897, 'n': 81, 'trace_an': 0}
  • id: 3934839
    {'hecke_orbit_code': 301989897, 'n': 82, 'trace_an': 2990647330146360}
  • id: 3934840
    {'hecke_orbit_code': 301989897, 'n': 83, 'trace_an': -26422963268810172}
  • id: 3934841
    {'hecke_orbit_code': 301989897, 'n': 84, 'trace_an': 0}
  • id: 3934842
    {'hecke_orbit_code': 301989897, 'n': 85, 'trace_an': 7323229476481212}
  • id: 3934843
    {'hecke_orbit_code': 301989897, 'n': 86, 'trace_an': -23671928395243056}
  • id: 3934844
    {'hecke_orbit_code': 301989897, 'n': 87, 'trace_an': 0}
  • id: 3934845
    {'hecke_orbit_code': 301989897, 'n': 88, 'trace_an': -36771712148489472}
  • id: 3934846
    {'hecke_orbit_code': 301989897, 'n': 89, 'trace_an': 38883748080645126}
  • id: 3934847
    {'hecke_orbit_code': 301989897, 'n': 90, 'trace_an': 0}
  • id: 3934848
    {'hecke_orbit_code': 301989897, 'n': 91, 'trace_an': -6245415865532480}
  • id: 3934849
    {'hecke_orbit_code': 301989897, 'n': 92, 'trace_an': -63037139251416960}
  • id: 3934850
    {'hecke_orbit_code': 301989897, 'n': 93, 'trace_an': 0}
  • id: 3934851
    {'hecke_orbit_code': 301989897, 'n': 94, 'trace_an': -36027745297198848}
  • id: 3934852
    {'hecke_orbit_code': 301989897, 'n': 95, 'trace_an': 12879657023320056}
  • id: 3934853
    {'hecke_orbit_code': 301989897, 'n': 96, 'trace_an': 0}
  • id: 3934854
    {'hecke_orbit_code': 301989897, 'n': 97, 'trace_an': -25374394856250238}
  • id: 3934855
    {'hecke_orbit_code': 301989897, 'n': 98, 'trace_an': -41197504168664172}
  • id: 3934856
    {'hecke_orbit_code': 301989897, 'n': 99, 'trace_an': 0}
  • id: 3934857
    {'hecke_orbit_code': 301989897, 'n': 100, 'trace_an': 65856571687848304}