Newform data - 196.10.e.c

Formats: - HTML - YAML - JSON - 2025-01-06T20:12:22.504844

• 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': 19600, 'analytic_conductor': 100.94702388811913, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [196, 3, [99, 101], [3, 2]], 'cm_discs': [], 'conrey_index': 165, 'dim': 4, 'field_disc': 187224489, 'field_disc_factorization': [[3, 2], [4561, 2]], 'field_poly': [1299600, 1140, 1141, -1, 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, [32490000, -1276800, 55876, 224, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007474300420292, 'hecke_ring_generator_nbound': 19, 'hecke_ring_index': 16, 'hecke_ring_index_factorization': [[2, 4]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '196.10.e.c', 'level': 196, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'minimal_twist': '28.10.a.a', 'nf_label': '4.0.187224489.1', 'prim_orbit_index': 3, 'qexp_display': 'q+(-112\\beta _{1}+\\beta _{2})q^{3}+(798-798\\beta _{1}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '9.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '196.10.e', 'trace_display': [0, -224, 1596, 0], 'trace_hash': 239870303008048556, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.060', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '65.778', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1812.173', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [4, 0, -224, 0, 1596, 0, 0, 0, -22210, 0, 50592, 0, 369544, 0, -1014288, 0, -152124, 0, -605024, 0, 0, 0, 2503608, 0, -322886, 0, 12503680, 0, -5454984, 0, -6655040, 0, 11796288, 0, 0, 0, 6860228, 0, -42039944, 0, -28309512, 0, -2267680, 0, 91283388, 0, 35486640, 0, 0, 0, 93958608, 0, 33311940, 0, 191084544, 0, -17505296, 0, 29419488, 0, 35951692, 0, 0, 0, 339557376, 0, 170286704, 0, -600653088, 0, -927230976, 0, -100806860, 0, -560276864, 0, 0, 0, 197493824, 0, -865463530, 0, -102854976, 0, 1755147024, 0, 239581776, 0, 649287492, 0, 0, 0, -2359082768, 0, -205828872, 0, -5562587240, 0, -3869881152, 0, -116857524, 0, -759283280, 0, 0, 0, 2839054368, 0, -1119156940, 0, -8828307040, 0, -2766747624, 0, -2177181216, 0, -6833280580, 0, 0, 0, 2406282838, 0, -592782000, 0, -3714996432, 0, -5435735056, 0, 4375068992, 0, -1403005632, 0, 0, 0, 10410720240, 0, 795479916, 0, -27639003392, 0, -12932246496, 0, 8260033152, 0, -1583462664, 0, 0, 0, 16060167636, 0, -20785476568, 0, -46347756168, 0, -39668373024, 0, 15310208956, 0, 21492565920, 0, 0, 0, 3686996192, 0, -23899465728, 0, -13333224576, 0, 16696906092, 0, 10420643744, 0, -37278456516, 0, 0, 0, 34617340008, 0, -3800478864, 0, 12010276936, 0, -50172080144, 0, -38286733800, 0, -14799282624, 0, 0, 0, 8675637552, 0, -7067502460, 0, -170805884928, 0, -97660328904, 0, 3118729936, 0, -949949392, 0, 0, 0, 8307536760, 0, 32265195192, 0, -4900221312, 0, 23303447648, 0, 53003811840, 0, -39137514528, 0, 0, 0, -84223604384, 0, 50878822296, 0, -55176517088, 0, 241974205196, 0, -83676919872, 0, 3312394540, 0, 0, 0, -50744471316, 0, -50742914832, 0, 30111959360, 0, -75460695792, 0, 130594427572, 0, 5469091936, 0, 0, 0, -11134275704, 0, -64305947928, 0, 69841570176, 0, 133356478464, 0, -161885284848, 0, 98727805092, 0, 0, 0, 15527797188, 0, 101248265856, 0, 372875171760, 0, -257504387136, 0, -89587214052, 0, 105995367184, 0, 0, 0, 96218814432, 0, 70172143796, 0, 870754231424, 0, 152630390760, 0, -29622337472, 0, 15230448912, 0, 0, 0, -112046443526, 0, 256181998768, 0, 735906645096, 0, 610755935184, 0, 259352580480, 0, 242952960768, 0, 0, 0, -173519466264, 0, -218224505328, 0, 278924621248, 0, -34512701984, 0, 125533218384, 0, 37528314628, 0, 0, 0, -145602407628, 0, -57923886528, 0, -565738406688, 0, 557557975200, 0, -336436620716, 0, -58373969584, 0, 0, 0, -144343813744, 0, 892843820356, 0, -88619504736, 0, 245257677368, 0, -259694250816, 0, 439450564224, 0, 0, 0, -670824828864, 0, -235824504624, 0, 1798524281512, 0, 1859992730080, 0, 68958097908, 0, -379675054080, 0, 0, 0, -286153500840, 0, 301895715678, 0, 81248945344, 0, -1473685997712, 0, -498643000688, 0, -330709121148, 0, 0, 0, 69607534292, 0, 37908443184, 0, -426864278064, 0, -943784209504, 0, -286776026320, 0, -404170786320, 0, 0, 0, 964160969488, 0, -26926590300, 0, -259650689760, 0, -1788128007696, 0, 176977520160, 0, -332615561012, 0, 0, 0, -1332920848908, 0, -1558857723920, 0, -1753051063512, 0, 1572064137600, 0, 226480284436, 0, 615031052832, 0, 0, 0, 589553303832, 0, 1088831083768, 0, -1446055153536, 0, -984434609512, 0, 952201920432, 0, 1569794313612, 0, 0, 0, 2031403676928, 0, -2172816738840, 0, -2301707947784, 0, 1145210054112, 0, 715594089840, 0, -872976588512, 0, 0, 0, 1465369338672, 0, -1022419368792, 0, -3024771535296, 0, -939688054776, 0, 7864557120, 0, -2043301516144, 0, 0, 0, 1687456489844, 0, 1357024694880, 0, -2688098419608, 0, -3436191207520, 0, 4601907031008, 0, -1354916819424, 0, 0, 0, 3069431007352, 0, -742358873856, 0, -2002778793344, 0, -8697067818120, 0, -2752057477344, 0, 2766586694648, 0, 0, 0, -1721566328712, 0, 409593635288, 0, -2350929086464, 0, 699293624160, 0, 407918168280, 0, -4017512733696, 0, 0, 0, -6505262752, 0, -2217288489264, 0, 1121576968512, 0, -3074270232672, 0, -4879073771712, 0, 557501955276, 0, 0, 0, -627988424720, 0, -314756647728, 0, 2632524265728, 0, 9159255203664, 0, 2899937809524, 0, 1253388904768, 0, 0, 0, 4402735379616, 0, 457401157486, 0, -14685822922176, 0, -67008409392, 0, -1949621412816, 0, -2743423570608, 0, 0, 0, -5866551024124, 0, -4159382982248, 0, -580685537712, 0, -2854317615040, 0, 5116560466892, 0, 963285756720, 0, 0, 0, -8323890953520, 0, 1886894280276, 0, -5179754211520, 0, 7998056347392, 0, -6465790241568, 0, 2627756757864, 0, 0, 0, 3439405323684, 0, -2578145232496, 0, 11394754514304, 0, -1380712058832, 0, -314528263532, 0, -112364178304, 0, 0, 0, -3826612445760, 0, 14382228323328, 0, 16763322076032, 0, -2741475578912, 0, 2622532608192, 0, -3354396844764, 0, 0, 0, 527592934960, 0, 2500637963760, 0, 9775491692344, 0, 5187815291680, 0, 870939650028, 0, -388947687296, 0, 0, 0, 4736066170320, 0, 56741084852, 0, -688850618400, 0, -2581464684264, 0, -2779416555776, 0, 8154997935840, 0, 0, 0, 679535355454, 0, 193274173824, 0, 21137490450384, 0, 14535500468768, 0, 1989203630960, 0, 3151736417760, 0, 0, 0, 5390118483456, 0, 2863429069332, 0, -925449245504, 0, 15919081183104, 0, -9175764354288, 0, -6006351403584, 0, 0, 0, -7315102124220, 0, -8341207217352, 0, 34913010117272, 0, 2841190245312, 0, 9168855826732, 0, 14329370476848, 0, 0, 0, -3378305454480, 0, -1802617280192, 0, 8894843392512, 0, -16337515607224, 0, -9662431869440, 0, 14597764810524, 0, 0, 0, -16522032075768, 0, 3900011779104, 0, 10736457386256, 0, 10125327344848, 0, 13468109643240, 0, 5393084502400, 0, 0, 0, -6897384397752, 0, 7702463883096, 0, 8301168836352, 0, 5774356933560, 0, -5569958049712, 0, -13498283217888, 0, 0, 0, -5969621786908, 0, -6134095589312, 0, -18423791754816, 0, 33096052260864, 0, 4822870133424, 0, -9121070387856, 0, 0, 0, 15936176255920, 0, -506214728436, 0, 7919636660992, 0, -22804136620108, 0, -12836413912224, 0, 1743754937932, 0, 0, 0, -943866344064, 0, 6805698306272, 0, 1270713785824, 0, 2906428675728, 0, -10238836705272, 0, -15123642900576, 0, 0, 0, 4582412905352, 0, 21204730633464, 0, -28049527132032, 0, -9925683789160, 0, -15645459529728, 0, 5365938163908, 0, 0, 0, -23991193387656, 0, 21041527869288, 0, -710427607400, 0, -37704796643712, 0, 4376252554716, 0, -24253859111552, 0, 0, 0, 8849490014256, 0, -11908868751360, 0, -14875913814720, 0, 48819470370816, 0, 11475179699872, 0, 387069123840, 0, 0, 0, 15641211599392, 0, -40524476573520, 0, -73116675219000, 0, 9760643828352, 0, 19761504358596, 0, 14802793989312, 0, 0, 0, -3438464660328, 0, -1211927400588, 0, -24247911887360, 0, -81925988240192, 0, -9804911688768, 0, -8565221272384, 0, 0, 0, 4878877245876, 0, -6182907192544, 0, -50048257316736, 0, 12753352147392, 0, 25238020664332, 0, -18508177902592, 0, 0, 0, 21355584983856, 0, -47445611571680, 0, -19722514336224, 0, -50351350144676, 0, 17355533987904, 0, 42158488805748, 0, 0, 0, 31944659751784, 0, -10578272010576, 0, 27425227044712, 0, -12579451346928, 0, 28540315483764, 0, -22371444320288, 0, 0, 0, 17863426713936, 0, 33388172548128, 0, -8672058565184, 0, -2499289213440, 0, 4019202195344, 0, 18493939035572, 0, 0, 0, 18153559947092, 0, -52086583279800, 0, -47864479982760, 0, 21112831129664, 0, -64028135788848, 0, 23765889620928, 0, 0, 0, 25362630638112, 0, 5510208205584, 0, -47785423148064, 0, -111543288265728, 0, 6161408951712, 0, -51497101542600, 0, 0, 0, 36173367761952, 0, -8834796298096, 0, 74468683370088, 0, -55847069820336, 0, 10470149129664, 0, -47149710169632, 0, 0, 0, -8009634979552, 0, 21466683411208, 0, -86925447254016, 0, -106951843342360, 0, 14482480726448, 0, 7255504162116, 0, 0, 0, 11821971551232, 0, 32883404212224, 0, -68443670925224, 0, 130235278404064, 0, -6594487137252, 0, -16529729568912, 0, 0, 0, 13006251499680, 0, -51979085665400, 0, 3584168762496, 0, 96648651139752, 0, 53098279200288, 0, -13180277642112, 0, 0, 0, -40633839384546, 0, 23664204321312, 0, 945795823728, 0, 80585646890384, 0, 8174434873584, 0, 41533196703936, 0, 0, 0, -89547741853784, 0, 24012532590012, 0, 51675502935168, 0, -5146804610408, 0, -12878564443248, 0, -13348458938808, 0, 0, 0, -3738796533312, 0, 53110557942272, 0, -93040078902400, 0, 8186806256160, 0, -48467222609540, 0, 81636813725600, 0], 'weight': 10, 'weight_parity': 1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1, 0, 0, 0], [0, 0, 0, 0], [0, -112, 1, 0], [0, 0, 0, 0], [798, -798, 9, 9], [0, 0, 0, 0], [0, 0, 0, 0], [0, 0, 0, 0], [-11105, 11105, -224, -224], [0, 0, 0, 0], [0, 25296, -168, 0], [0, 0, 0, 0], [92386, 0, 0, 585], [0, 0, 0, 0], [-253572, 0, 0, -1806], [0, 0, 0, 0], [0, -76062, -3042, 0], [0, 0, 0, 0], [-302512, 302512, 2097, 2097], [0, 0, 0, 0], [0, 0, 0, 0], [0, 0, 0, 0], [1251804, -1251804, 546, 546], [0, 0, 0, 0], [0, -161443, 14364, 0], [0, 0, 0, 0], [3125920, 0, 0, 16510], [0, 0, 0, 0], [-1363746, 0, 0, 1806], [0, 0, 0, 0], [0, -3327520, 44226, 0], [0, 0, 0, 0], [5898144, -5898144, 44112, 44112], [0, 0, 0, 0], [0, 0, 0, 0], [0, 0, 0, 0], [3430114, -3430114, 99918, 99918], [0, 0, 0, 0], [0, -21019972, 157906, 0], [0, 0, 0, 0], [-7077378, 0, 0, 59694], [0, 0, 0, 0], [-566920, 0, 0, -116424], [0, 0, 0, 0], [0, 45641694, -278697, 0], [0, 0, 0, 0], [17743320, -17743320, 68286, 68286], [0, 0, 0, 0], [0, 0, 0, 0], [0, 0, 0, 0], [46979304, -46979304, 264642, 264642], [0, 0, 0, 0], [0, 16655970, -486780, 0], [0, 0, 0, 0], [47771136, 0, 0, 361728], [0, 0, 0, 0], [-4376324, 0, 0, 67648], [0, 0, 0, 0], [0, 14709744, -858429, 0], [0, 0, 0, 0], [17975846, -17975846, 577161, 577161], [0, 0, 0, 0], [0, 0, 0, 0], [0, 0, 0, 0], [169778688, -169778688, 1298304, 1298304], [0, 0, 0, 0], [0, 85143352, 548730, 0], [0, 0, 0, 0], [-150163272, 0, 0, -1312956], [0, 0, 0, 0], [-231807744, 0, 0, -29568], [0, 0, 0, 0], [0, -50403430, 1998828, 0], [0, 0, 0, 0], [-280138432, 280138432, -1770211, -1770211], [0, 0, 0, 0], [0, 0, 0, 0], [0, 0, 0, 0], [98746912, -98746912, -1018836, -1018836], [0, 0, 0, 0], [0, -432731765, 566048, 0], [0, 0, 0, 0], [-25713744, 0, 0, 1920243], [0, 0, 0, 0], [438786756, 0, 0, 1742958], [0, 0, 0, 0], [0, 119790888, -1161474, 0], [0, 0, 0, 0], [324643746, -324643746, 1535628, 1535628], [0, 0, 0, 0], [0, 0, 0, 0], [0, 0, 0, 0], [-1179541384, 1179541384, -8280832, -8280832], [0, 0, 0, 0], [0, -102914436, -1049202, 0], [0, 0, 0, 0], [-1390646810, 0, 0, 1516194], [0, 0, 0, 0], [-967470288, 0, 0, -7531944], [0, 0, 0, 0]], 'ap': [[0, 0, 0, 0], [0, -112, 1, 0], [798, -798, 9, 9], [0, 0, 0, 0], [0, 25296, -168, 0], [92386, 0, 0, 585], [0, -76062, -3042, 0], [-302512, 302512, 2097, 2097], [1251804, -1251804, 546, 546], [-1363746, 0, 0, 1806], [0, -3327520, 44226, 0], [3430114, -3430114, 99918, 99918], [-7077378, 0, 0, 59694], [-566920, 0, 0, -116424], [17743320, -17743320, 68286, 68286], [0, 16655970, -486780, 0], [0, 14709744, -858429, 0], [17975846, -17975846, 577161, 577161], [0, 85143352, 548730, 0], [-231807744, 0, 0, -29568], [0, -50403430, 1998828, 0], [98746912, -98746912, -1018836, -1018836], [-25713744, 0, 0, 1920243], [324643746, -324643746, 1535628, 1535628], [-1390646810, 0, 0, 1516194], [0, -58428762, 4396827, 0], [-379641640, 379641640, 2803554, 2803554], [1419527184, -1419527184, -962094, -962094], [0, -559578470, -1835442, 0], [-691686906, 0, 0, 11363520], [-1358933764, 0, 0, 16201962], [-701502816, 701502816, 28809489, 28809489], [0, 397739958, -14413980, 0], [-6909750848, 0, 0, 12578193], [8030083818, -8030083818, -7847868, -7847868], [0, -10392738284, -7801794, 0], [0, 7655104478, -37126935, 0], [1843498096, -1843498096, 20897856, 20897856], [-3333306144, 0, 0, 81230790], [-18639228258, 18639228258, -11084205, -11084205], [0, -1900239432, 63521430, 0], [3002569234, 0, 0, 95560389], [4337818776, -4337818776, -182773752, -182773752], [0, -3533751230, -18614232, 0], [-24415082226, 0, 0, 78010464], [0, 1559364968, -4886406, 0], [5825861912, 0, 0, -90281646], [-13794129272, 0, 0, 134085240], [0, -41838459936, 195960783, 0], [1656197270, -1656197270, -148916133, -148916133], [-25372235658, 25372235658, 42008232, 42008232], [-18865173948, 0, 0, -16363494], [0, 65297213786, -35891262, 0], [17460392544, 0, 0, -688332015], [49363902546, -49363902546, 213628704, 213628704], [0, 50624132928, 300173664, 0], [0, -44793607026, -180752667, 0], [52997683592, -52997683592, 797289876, 797289876], [0, 35086071898, 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[-575426986946, 0, 0, 1391784066], [-436488294256, 436488294256, 1030598748, 1030598748], [732684669336, -732684669336, -914537190, -914537190], [-234922013694, 0, 0, 395819592], [843728244922, -843728244922, 2558892168, 2558892168], [-672024604902, 0, 0, 5295091461], [-859047801880, 0, 0, -4500866916], [-677458409712, 677458409712, 9832343661, 9832343661], [0, -1376028738672, -3534842454, 0], [0, 204796817644, -2542899618, 0], [174823406040, 0, 0, 4910323950], [-3252631376, 3252631376, -13823182422, -13823182422], [280394242128, 0, 0, 3637417560], [278750977638, -278750977638, 321609255, 321609255], [0, 1449968904762, 12806840106, 0], [626694452384, -626694452384, 4087859913, 4087859913], [-2933275512062, 2933275512062, 1947605436, 1947605436], [-713579403760, 0, 0, -16326929556], [0, 943447140138, 8135177064, 0], [0, -3232895120784, -3900554271, 0], [1719702661842, -1719702661842, 11556091092, 11556091092], [0, -1289072616248, -24188500476, 0], [0, -157264131766, -7736438844, 0], [4190830519008, 0, 0, 10524727293], [-1677198422382, 1677198422382, -7520671788, -7520671788], [0, 1250318981880, 18824777328, 0], [2443872923086, 0, 0, -17682842772], [-194473843648, 194473843648, -412966224, -412966224], [0, 28370542426, 25522349454, 0], [-645366171066, 0, 0, 36774859968], [0, -1389708277888, -6757360389, 0], [3633875117192, 0, 0, -26875732716], [0, 1431714534666, 24623849628, 0], [-231362311376, 0, 0, -9465130215], [0, -4587882177144, -9738890406, 0], [-3657551062110, 3657551062110, 11350837638, 11350837638], [710297561328, 0, 0, -18192264468], [0, 4584427913366, 24601970439, 0], [-4084378901806, 0, 0, -34570912572], [7298882405262, -7298882405262, 5011583259, 5011583259], [0, 1950005889552, -14370974142, 0], [2696542251200, -2696542251200, 16573315041, 16573315041], [1443589233390, 0, 0, -70879867086], [-2984810893454, 2984810893454, 2506732830, 2506732830], [-4560535193928, 4560535193928, -2603095110, -2603095110], [1979909165248, 0, 0, -1922327910], [871877468966, -871877468966, 15258262833, 15258262833], [0, 3402849153136, -3891875904, 0], [726607168932, 0, 0, 37287030858], [2291206452676, -2291206452676, -20237013342, -20237013342], [-2481420947290, 0, 0, 50719079502], [2682969081954, -2682969081954, -71687354058, -71687354058], [-177606901850, 0, 0, -6594449706], [0, 2188126277358, 118975405299, 0], [0, 5737589849936, -86948756037, 0], [-18279168804750, 0, 0, 13540622949], [0, -605963700294, -84686374080, 0], [-6061977971840, 0, 0, 58117167207], [2439438622938, -2439438622938, 74076571296, 74076571296], [0, -3091453596272, -153693946476, 0], [3188338036848, 0, 0, -89324399850], [0, 12619010332166, -97917542577, 0], [-4930628584056, 0, 0, 172256388774], [6856306761178, 0, 0, 85162865877], [0, 14270157741882, -25028733162, 0], [-11185722160144, 11185722160144, -132508603305, -132508603305], [8931713356968, -8931713356968, -83837326440, -83837326440], [9076779973546, -9076779973546, -32139448362, -32139448362], [-11966119995690, 0, 0, 1863070896], [5278207782416, 0, 0, 216647188002], [11882944810464, -11882944810464, 8767193454, 8767193454], [0, -4417398149048, -42528120390, 0], [-13961767455084, 0, 0, 14609450142], [-4004817489776, 4004817489776, 102653325180, 102653325180], [3627752081058, -3627752081058, -141533796606, -141533796606], [-17110917731306, 0, 0, -76443504876], [0, -3297243568626, -222445312293, 0], [6503125749840, -6503125749840, 17500012572, 17500012572], [24162162784938, 0, 0, 21218258544], [20146411722596, 0, 0, -108115234290], [20766598351968, -20766598351968, -3045645051, -3045645051], [0, 12006266295006, -231100101876, 0], [0, -6439282221624, 98430508902, 0], [0, 26555278971136, -105880398120, 0], [0, -24233611304770, 172188423459, 0]], 'char_orbit_index': 5, 'field_poly': [1299600, 1140, 1141, -1, 1], 'hecke_orbit_code': 9007474300420292, 'hecke_ring_character_values': [[99, [1, 0, 0, 0]], [101, [-1, 1, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1300740, 650370, 1141], 'hecke_ring_inverse_denominators': [1, 4, 4, 4], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, 2, 1, 0], [-4562, 4562, 1, 1], [-6842, 0, 0, 1141]], 'hecke_ring_numerators': [[1, 0, 0, 0], [1299600, -1141, 1141, -1], [-1299600, 2602621, -1141, 1], [6842, 0, 0, 4]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '196.10.e.c', 'level': 196, 'maxp': 997, 'weight': 10}
• mf_newspaces •

  Column	Type
  ALdims	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

  
  {'Nk2': 19600, 'analytic_conductor': 100.94702388811913, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [196, 3, [99, 101], [3, 2]], 'conrey_index': 165, 'cusp_dim': 480, 'dim': 60, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 275045679300, 'hecke_orbit_dims': [2, 2, 4, 4, 4, 4, 8, 12, 20], 'label': '196.10.e', 'level': 196, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 528, 'mf_new_dim': 60, 'num_forms': 9, 'prim_orbit_index': 3, 'relative_dim': 30, 'sturm_bound': 280, 'trace_bound': 3, 'trace_display': [0, 0, 966, 0], 'traces': [60, 0, 0, 0, 966, 0, 0, 0, -215424, 0, 63052, 0, -103432, 0, 959992, 0, 402234, 0, 519960, 0, 0, 0, 1757156, 0, -13615872, 0, 7641648, 0, -9866440, 0, 1040564, 0, -5260178, 0, 0, 0, 34115442, 0, -39036160, 0, -34183128, 0, 51940600, 0, 17040100, 0, 26858748, 0, 0, 0, -60409564, 0, 159587194, 0, -54952184, 0, -307905252, 0, -31298904, 0, 155592542, 0, 0, 0, -69202332, 0, 248020080, 0, 249902212, 0, -1047247824, 0, 549596530, 0, 647801672, 0, 0, 0, -99736004, 0, -2204076610, 0, -989338224, 0, 61477396, 0, 860715296, 0, 1746541986, 0, 0, 0, -3341795282, 0, -2000289932, 0, -2306715320, 0, -3824328008, 0, 3302612502, 0, 4916064804, 0, 0, 0, 902356304, 0, -4987065502, 0, -2026164840, 0, -17779972704, 0, 6679784440, 0, 13305195512, 0, 0, 0, -17942868068, 0, -6277754692, 0, -1360141860, 0, -13517440352, 0, 11569751424, 0, 18562438440, 0, 0, 0, -5899013508, 0, -3728577846, 0, -18809511056, 0, -57228547076, 0, 21605077872, 0, 36672422276, 0, 0, 0, -18242741438, 0, -24154183196, 0, -25518401944, 0, -48298045152, 0, 22407410382, 0, 50328342204, 0, 0, 0, -10573363068, 0, -69301682238, 0, -14388861984, 0, -8537345804, 0, 53182837288, 0, 46426086798, 0, 0, 0, -42206994194, 0, -96464941776, 0, -16759417864, 0, -199148456280, 0, 49159288206, 0, 68424109208, 0, 0, 0, -26729755156, 0, -4078014966, 0, 26256032208, 0, -29708300872, 0, 13089011628, 0, 94690979110, 0, 0, 0, -22737531644, 0, 85891336264, 0, -101982405924, 0, -648041872, 0, 21238933408, 0, -7660472568, 0, 0, 0, -174482451636, 0, 58358008668, 0, 3338154624, 0, 22312777784, 0, -21978917856, 0, -48539479226, 0, 0, 0, 113178912210, 0, 97250994336, 0, -28351445164, 0, -16269688560, 0, -46639752054, 0, -120928811472, 0, 0, 0, 63753550288, 0, -51518622692, 0, 182179503408, 0, 775655747404, 0, -207020312324, 0, -214943016246, 0, 0, 0, 530863833480, 0, -125143592676, 0, 162008144004, 0, -295389894712, 0, -123668862114, 0, -424153074436, 0, 0, 0, 54557553252, 0, 337939506890, 0, 364202873888, 0, 134377409104, 0, -305831717240, 0, -540358879046, 0, 0, 0, -34662952964, 0, 61800922004, 0, -29107024968, 0, 2480996898600, 0, -472324078310, 0, -509784648744, 0, 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0, 48158515577844, 0, 0, 0, -90639591728436, 0, -139082683973186, 0, 65113660287480, 0, -342118704967512, 0, 102782468218584, 0, 16663197519402, 0, 0, 0, 15345821307636, 0, 105320961919496, 0, 19619394679864, 0, 83861453753024, 0, -2477862151744, 0, 42727023840144, 0, 0, 0, 86507451344892, 0, 179636685550644, 0, -152188302670656, 0, -131620262170448, 0, -3656849413952, 0, 28366975872186, 0, 0, 0, 46106822218334, 0, -122955872810884, 0, 118350706416264, 0, 225789725058360, 0, 45152838953502, 0, 9466440552744, 0, 0, 0, 59525818434108, 0, -80127770279268, 0, -10666781475672, 0, 99704599985800, 0, -44293477502400, 0, -48041031688076, 0, 0, 0, -128371816952108, 0, 150177378866888, 0, -90180911514708, 0, -310803798171504, 0, -104617422701722, 0, 17873716043232, 0, 0, 0, -217949605162160, 0, 85719321554658, 0, -51051742709184, 0, 137893199794680, 0, 80703434724444, 0, -74782772941772, 0, 0, 0, 1134652799776, 0, 22776801372204, 0, 176118189314172, 0, 157579220977584, 0, -95183673692058, 0, -55640442175836, 0], 'weight': 10, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 163399
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '196.10.e.c', 'source_level': 196, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '28.10.a.a', 'target_level': 28, 'twist_class_label': '28.10.a.a', 'twist_class_level': 28, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 10}
  • id: 163400
    {'conductor': 28, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '196.10.e.c', 'source_level': 196, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '112.10.a.f', 'target_level': 112, 'twist_class_label': '28.10.a.a', 'twist_class_level': 28, 'twisting_char_label': '28.f', 'twisting_char_orbit': 6, 'weight': 10}
  • id: 163401
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '196.10.e.c', 'source_level': 196, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '196.10.a.c', 'target_level': 196, 'twist_class_label': '28.10.a.a', 'twist_class_level': 28, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 10}
  • id: 163402
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 5, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '196.10.e.c', 'source_level': 196, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '196.10.e.c', 'target_level': 196, 'twist_class_label': '28.10.a.a', 'twist_class_level': 28, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
  • id: 163403
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '196.10.e.c', 'source_level': 196, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '196.10.e.c', 'target_level': 196, 'twist_class_label': '28.10.a.a', 'twist_class_level': 28, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 10}
  • id: 163404
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '196.10.e.c', 'source_level': 196, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '196.10.e.f', 'target_level': 196, 'twist_class_label': '28.10.a.a', 'twist_class_level': 28, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 163405
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '196.10.e.c', 'source_level': 196, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '196.10.e.f', 'target_level': 196, 'twist_class_label': '28.10.a.a', 'twist_class_level': 28, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 10}
  • id: 163406
    {'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '196.10.e.c', 'source_level': 196, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '252.10.a.a', 'target_level': 252, 'twist_class_label': '28.10.a.a', 'twist_class_level': 28, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 492825
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 9007474300420292, 'p': 2}
  • id: 492826
    {'charpoly_factorization': [[[32490000, -1276800, 55876, 224, 1], 1]], 'hecke_orbit_code': 9007474300420292, 'p': 3}
  • id: 492827
    {'charpoly_factorization': [[[707213721600, 1342172160, 3388176, -1596, 1], 1]], 'hecke_orbit_code': 9007474300420292, 'p': 5}
  • id: 492828
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 9007474300420292, 'p': 7}
  • id: 492829
    {'charpoly_factorization': [[[15617240963481600, -6322429624320, 2434581504, -50592, 1], 1]], 'hecke_orbit_code': 9007474300420292, 'p': 11}
  • id: 492830
    {'charpoly_factorization': [[[2291620096, -184772, 1], 2]], 'hecke_orbit_code': 9007474300420292, 'p': 13}
  • id: 492831
    {'charpoly_factorization': [[[26582120697936601175184, -24802333861022928, 186181953948, 152124, 1], 1]], 'hecke_orbit_code': 9007474300420292, 'p': 17}
  • id: 492832
    {'charpoly_factorization': [[[127400440208277401104, 6829015002868352, 354766860228, 605024, 1], 1]], 'hecke_orbit_code': 9007474300420292, 'p': 19}
  • id: 492833
    {'charpoly_factorization': [[[2438514688287022147436544, -3909570225809412096, 4706478591552, -2503608, 1], 1]], 'hecke_orbit_code': 9007474300420292, 'p': 23}
  • id: 492834
    {'charpoly_factorization': [[[1800297865332, 2727492, 1], 2]], 'hecke_orbit_code': 9007474300420292, 'p': 29}
  • id: 492835
    {'charpoly_factorization': [[[605738885457233162891796736, -163792268248044405760, 68901320553744, 6655040, 1], 1]], 'hecke_orbit_code': 9007474300420292, 'p': 31}
  • id: 492836
    {'charpoly_factorization': [[[29027722071006275397866515600, 1168812985229364082480, 217437967231644, -6860228, 1], 1]], 'hecke_orbit_code': 9007474300420292, 'p': 37}
  • id: 492837
    {'charpoly_factorization': [[[-14920909260300, 14154756, 1], 2]], 'hecke_orbit_code': 9007474300420292, 'p': 41}
  • id: 492838
    {'charpoly_factorization': [[[-246967771338944, 1133840, 1], 2]], 'hecke_orbit_code': 9007474300420292, 'p': 43}
  • id: 492839
    {'charpoly_factorization': [[[52786917845047991616218654976, -8153198824838413328640, 1029547580777424, -35486640, 1], 1]], 'hecke_orbit_code': 9007474300420292, 'p': 47}
  • id: 492840
    {'charpoly_factorization': [[[16366729333707445398011571690000, 134766166795630811478000, 5155266804612300, -33311940, 1], 1]], 'hecke_orbit_code': 9007474300420292, 'p': 53}
  • id: 492841
    {'charpoly_factorization': [[[174970284865173772636725718923024, 389150201524096517952384, 14093139655296612, -29419488, 1], 1]], 'hecke_orbit_code': 9007474300420292, 'p': 59}
  • id: 492842
    {'charpoly_factorization': [[[33110998727488062510311492568064, 206873791814291134929536, 7046739892885872, -35951692, 1], 1]], 'hecke_orbit_code': 9007474300420292, 'p': 61}
  • id: 492843
    {'charpoly_factorization': [[[3083668867584907526876189276416, -299029894518811256950016, 27241523727135312, -170286704, 1], 1]], 'hecke_orbit_code': 9007474300420292, 'p': 67}
  • id: 492844
    {'charpoly_factorization': [[[53718880058081280, 463615488, 1], 2]], 'hecke_orbit_code': 9007474300420292, 'p': 71}
  • id: 492845
    {'charpoly_factorization': [[[4949121294468627969510260627347216, -7091761737276903721748560, 80512014454961196, 100806860, 1], 1]], 'hecke_orbit_code': 9007474300420292, 'p': 73}
  • id: 492846
    {'charpoly_factorization': [[[84397445207613266010631237734400, 1814337885040463406469120, 48190618734689856, -197493824, 1], 1]], 'hecke_orbit_code': 9007474300420292, 'p': 79}
  • id: 492847
    {'charpoly_factorization': [[[-66610509888072420, 51427488, 1], 2]], 'hecke_orbit_code': 9007474300420292, 'p': 83}
  • id: 492848
    {'charpoly_factorization': [[[3890193037310073642217132929872400, -40496977682659821134503440, 359202835248119244, -649287492, 1], 1]], 'hecke_orbit_code': 9007474300420292, 'p': 89}
  • id: 492849
    {'charpoly_factorization': [[[1891958435745792916, 2781293620, 1], 2]], 'hecke_orbit_code': 9007474300420292, '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': 5, 'hecke_orbit': 3, 'label': '196.10.e.c', 'level': 196, 'portrait': 'data:image/png;base64,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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 30618901
    {'hecke_orbit_code': 9007474300420292, 'n': 1, 'trace_an': 4}
  • id: 30618902
    {'hecke_orbit_code': 9007474300420292, 'n': 2, 'trace_an': 0}
  • id: 30618903
    {'hecke_orbit_code': 9007474300420292, 'n': 3, 'trace_an': -224}
  • id: 30618904
    {'hecke_orbit_code': 9007474300420292, 'n': 4, 'trace_an': 0}
  • id: 30618905
    {'hecke_orbit_code': 9007474300420292, 'n': 5, 'trace_an': 1596}
  • id: 30618906
    {'hecke_orbit_code': 9007474300420292, 'n': 6, 'trace_an': 0}
  • id: 30618907
    {'hecke_orbit_code': 9007474300420292, 'n': 7, 'trace_an': 0}
  • id: 30618908
    {'hecke_orbit_code': 9007474300420292, 'n': 8, 'trace_an': 0}
  • id: 30618909
    {'hecke_orbit_code': 9007474300420292, 'n': 9, 'trace_an': -22210}
  • id: 30618910
    {'hecke_orbit_code': 9007474300420292, 'n': 10, 'trace_an': 0}
  • id: 30618911
    {'hecke_orbit_code': 9007474300420292, 'n': 11, 'trace_an': 50592}
  • id: 30618912
    {'hecke_orbit_code': 9007474300420292, 'n': 12, 'trace_an': 0}
  • id: 30618913
    {'hecke_orbit_code': 9007474300420292, 'n': 13, 'trace_an': 369544}
  • id: 30618914
    {'hecke_orbit_code': 9007474300420292, 'n': 14, 'trace_an': 0}
  • id: 30618915
    {'hecke_orbit_code': 9007474300420292, 'n': 15, 'trace_an': -1014288}
  • id: 30618916
    {'hecke_orbit_code': 9007474300420292, 'n': 16, 'trace_an': 0}
  • id: 30618917
    {'hecke_orbit_code': 9007474300420292, 'n': 17, 'trace_an': -152124}
  • id: 30618918
    {'hecke_orbit_code': 9007474300420292, 'n': 18, 'trace_an': 0}
  • id: 30618919
    {'hecke_orbit_code': 9007474300420292, 'n': 19, 'trace_an': -605024}
  • id: 30618920
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