Embedded newform data - 50.12.b.e.49.4

Formats: - HTML - YAML - JSON - 2026-06-09T18:38:45.196705

• 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': 7200, 'analytic_conductor': 38.417159027979444, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [50, 2, [27], [1]], 'cm_discs': [], 'conrey_index': 49, 'dim': 4, 'field_disc': 1641546256, 'field_disc_factorization': [[2, 4], [7, 2], [1447, 2]], 'field_poly': [6411024, 0, 5065, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [63726458481, 0, 508018, 0, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014467430285362, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 100, 'hecke_ring_index_factorization': [[2, 2], [5, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 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': True, 'label': '50.12.b.e', 'level': 50, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '50.12.a.g', 'prim_orbit_index': 2, 'qexp_display': 'q-2^{5}\\beta _{1}q^{2}+(-28\\beta _{1}+\\beta _{2})q^{3}-2^{10}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '11.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '50.12.b', 'trace_display': [0, 0, 0, 0], 'trace_hash': 923527584982862608, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.050', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.845', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.008', 'prec': 17}, {'__RealLiteral__': 0, 'data': '77.562', 'prec': 20}, {'__RealLiteral__': 0, 'data': '66.477', 'prec': 20}, {'__RealLiteral__': 0, 'data': '2190.348', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [4, 0, 0, -4096, 0, -3584, 0, 0, -307448, 0, -199152, 0, 0, -3501568, 0, 4194304, 0, 0, -23490320, 0, -45605672, 0, 0, 3670016, 0, -74783744, 0, 0, -246047280, 0, 245805728, 0, 0, -281920128, 0, 314826752, 0, 0, -1900810576, 0, 3093382068, 0, 0, 203931648, 0, 5145962496, 0, 0, 3129148428, 0, 16721420688, 0, 0, 1455695360, 0, 3585605632, 0, 0, -21430318560, 0, 34501579448, 0, 0, -4294967296, 0, 28085860992, 0, 0, -32210856216, 0, -13650046512, 0, 0, 9701687552, 0, 24054087680, 0, 0, -49771790480, 0, -153180206716, 0, 0, 46700208128, 0, -102324224, 0, 0, 28635865860, 0, -141016494752, 0, 0, 260810414592, 0, -3758096384, 0, 0, 64145207424, 0, -433163055192, 0, 0, 76578553856, 0, 240396086016, 0, 0, -241352228360, 0, -1022469004592, 0, 0, 835613403520, 0, 251952414720, 0, 0, 471653764176, 0, -380447261768, 0, 0, -251705065472, 0, 345372425216, 0, 0, -1692997922896, 0, -325719912672, 0, 0, 354650742272, 0, 288686211072, 0, 0, -3304467224240, 0, 1963720075968, 0, 0, -322382594048, 0, 2029094951296, 0, 0, 892062601200, 0, 4312938078608, 0, 0, 1346447741184, 0, 1946430029824, 0, 0, 1503787462464, 0, 2857184605968, 0, 0, -3167623237632, 0, -925603736064, 0, 0, 2477559536532, 0, 3231003610240, 0, 0, 1589963988480, 0, -208826007552, 0, 0, 3237555593520, 0, -1771742690872, 0, 0, -5269465595904, 0, -13357733202688, 0, 0, -2955161299720, 0, -1996759859232, 0, 0, 2218340993792, 0, -3204247990272, 0, 0, 5884333369600, 0, -22860518659412, 0, 0, -17122734784512, 0, -17750931613184, 0, 0, 23086454556060, 0, -25709150123152, 0, 0, 1009702636032, 0, -1490632048640, 0, 0, 24174007497584, 0, 25598971432608, 0, 0, -3671660167168, 0, -15696661743744, 0, 0, -17023707765680, 0, 27153569268336, 0, 0, 9037019772928, 0, 21944646205440, 0, 0, 16888986825360, 0, 6049457899268, 0, 0, -35329617354752, 0, 4623893417472, 0, 0, -30965491070556, 0, 87220039469808, 0, 0, 48670242547712, 0, 4398046511104, 0, 0, -35006505064384, 0, 21308320880160, 0, 0, -28759921655808, 0, 54775013431040, 0, 0, -12214415176320, 0, 10953777752288, 0, 0, 18982946285952, 0, 32983916765184, 0, 0, -41883729588736, 0, -70592614893672, 0, 0, 13977647628288, 0, 54291579535872, 0, 0, -166566081991072, 0, -57196307810432, 0, 0, 71677785779712, 0, -9934528053248, 0, 0, 27428701760544, 0, -71189626767392, 0, 0, -24631385784320, 0, -8737891755264, 0, 0, -11563644509536, 0, 5465885289648, 0, 0, 137053002636032, 0, 50966313451520, 0, 0, 49098462715440, 0, -380383587879372, 0, 0, 156856531677184, 0, -59507877215744, 0, 0, 295851763628736, 0, 38920218958928, 0, 0, -73785768150528, 0, -47821013123072, 0, 0, 289745519299824, 0, -365718800079864, 0, 0, 104780005376, 0, 110392075831296, 0, 0, -544277016756200, 0, -154604972172560, 0, 0, -61626104279040, 0, -29323126640640, 0, 0, 216331043849040, 0, 311702125209624, 0, 0, 144400890626048, 0, -139315950366208, 0, 0, -224821295947416, 0, 259833121295328, 0, 0, -453468873908736, 0, -267069864542208, 0, 0, -200293816094480, 0, 324204542243848, 0, 0, 3848290697216, 0, -2075602365824, 0, 0, -145910310450840, 0, 969212892328128, 0, 0, -746516203991808, 0, -65684692402176, 0, 0, 994110435500560, 0, -119825916691692, 0, 0, 443558968516608, 0, 272907056808960, 0, 0, -997581077348660, 0, 1479992012991408, 0, 0, -329738245834752, 0, -78416439148544, 0, 0, 1233586377258480, 0, 82975551381488, 0, 0, -246165592080384, 0, 121371599741952, 0, 0, 648411484747488, 0, 749639424137328, 0, 0, -766951001202176, 0, 247144681840640, 0, 0, -902431825573040, 0, -110169976623336, 0, 0, 1047008260702208, 0, -951646204565504, 0, 0, -228387349616100, 0, 44973580757616, 0, 0, -404138792537088, 0, -855668125204480, 0, 0, 1775232834364080, 0, -2889006878858352, 0, 0, -257999272673280, 0, -67791058808064, 0, 0, -669993145174024, 0, -1439472076482272, 0, 0, 717318196698880, 0, 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4742316075576576, 0, 0, -11760960462026440, 0, 678431194740768, 0, 0, 2682460698529920, 0, -913472103628800, 0, 0, 332613184095600, 0, -3711390484439092, 0, 0, -4416448592494592, 0, -6149025557165568, 0, 0, 4026373340468640, 0, 7906557212335488, 0, 0, 287140733368832, 0, -1378762486972416, 0, 0, -2337101292031520, 0, -5453099950367160, 0, 0, -1993144350539776, 0, -5764602878822144, 0, 0, 17938357367780136, 0, -4374828472478272, 0, 0, 1019271220035072, 0, -1539878361563136, 0, 0, 1240166901622944, 0, -555306088557432, 0, 0, -2925757036511232, 0, -11990012413263360, 0, 0, -1107796787637120, 0, -14516249505692704, 0, 0, 5743437445096960, 0, 3243646195335168, 0, 0, 12225984501837840, 0, 14009863188101648, 0, 0, 947818225729536, 0, 1101785593688576, 0, 0, 11758111521117584, 0, -4634470349765424, 0, 0, -11573955942821248, 0, -2537020965408768, 0, 0, -587364702492064, 0, 3215713379404848, 0, 0, -3308547696885760, 0, -6534752433126400, 0, 0, 6732806527065024, 0, -2630165710912432, 0, 0, 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• 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], [0.0, 0.7071067811865476], [0.0, 1.2621272854655274], [-0.5, 0.0], [0.0, 0.0], [-0.8924587622732439, 0.0], [0.0, 1.0904909440302684], [0.0, -0.3535533905932738], [-0.5929652847165812, 0.0], [0.0, 0.0], [-0.9043521121467673, 0.0], [0.0, -0.6310636427327637], [0.0, 1.1175432510268093], [-0.7710935413463226, 0.0], [0.0, 0.0], [0.25, 0.0], [0.0, -1.0637370434963394], [0.0, -0.4192897738313064], [-1.7158117020960697, 0.0], [0.0, 0.0], [-1.3763383750136629, 0.0], [0.0, -0.6394735110793562], [0.0, -0.7115325250071924], [0.44622938113662197, 0.0], [0.0, 0.0], [-0.790222411070317, 0.0], [0.0, 0.5137296202908953], [0.0, -0.5452454720151342], [-0.7493817239643449, 0.0], [0.0, 0.0], [1.665073923589301, 0.0], [0.0, 0.1767766952966369], [0.0, -1.1414074764088156], [0.752175676855591, 0.0], [0.0, 0.0], [0.2964826423582906, 0.0], [0.0, 1.034586586048126], [0.0, -1.2132620897913633], [-1.4104818298087873, 0.0], [0.0, 0.0], [0.8876935317361095, 0.0], [0.0, -0.9732181981794346], [0.0, 0.8732855366865074], [0.4521760560733836, 0.0], [0.0, 0.0], [0.5031294734673725, 0.0], [0.0, -1.84428841474674], [0.0, 0.31553182136638186], [-0.18917049901202565, 0.0], [0.0, 0.0], [1.3425715471571604, 0.0], [0.0, -0.5587716255134046], [0.0, -0.8279441210685142], [-0.3632616982040823, 0.0], [0.0, 0.0], [0.3855467706731613, 0.0], [0.0, -2.1655727659364987], [0.0, -0.5298928987124537], [-0.7471113094984548, 0.0], [0.0, 0.0], [1.5627001631883108, 0.0], [0.0, 1.177385062546886], [0.0, -0.6466232731077614], [-0.125, 0.0], [0.0, 0.0], [0.8070969666656977, 0.0], [0.0, 0.7909240324936035], [0.0, 0.5318685217481697], [0.8980446143077604, 0.0], [0.0, 0.0], [-0.33592360996637294, 0.0], [0.0, 0.2096448869156532], [0.0, -1.5232345447617606], [-0.7315631907192695, 0.0], [0.0, 0.0], [0.8579058510480349, 0.0], [0.0, -0.9861877885106952], [0.0, -0.9973612665982033], [-0.8368383704476072, 0.0], [0.0, 0.0], [-1.241357455837565, 0.0], [0.0, 0.6276941159060387], [0.0, 0.6189746518275243], [0.6881691875068314, 0.0], [0.0, 0.0], [-0.6175061249031629, 0.0], [0.0, -0.9458151210445958], [0.0, 0.3197367555396781], [-0.9290689335595427, 0.0], [0.0, 0.0], [-1.2186707948068802, 0.0], [0.0, 0.3557662625035962], [0.0, 2.1015352312791995], [1.3041088445312077, 0.0], [0.0, 0.0], [-0.22311469056831099, 0.0], [0.0, 0.14246439771638483], [0.0, -0.13376374265184643], [0.5362494076631493, 0.0], [0.0, 0.0]], 'angles': [None, 0.10869066620883006, None, 0.0917817775700855, -0.3246760649808731, 0.09436358322920457, -0.41074502650373446, -0.414117385734771, -0.4421099607171587, -0.31112557642462224, -0.09344379393963823, 0.08653018179399824, -0.17680672566416503, 0.0719163109131327, -0.31321780229754387, -0.4320705585929964, -0.31093075439213597, -0.10726568237879955, 0.06470775540073463, -0.27685926439933406, -0.3622028299076319, -0.3187078450248074, 0.050078714152203024, -0.32688916027961995, 0.01134656584848637, -0.2551243246987507, 0.0986644422846423, 0.10757427533739541, -0.32516307748467155, -0.48855633422545486, -0.3769226669725526, -0.4612588937314007, -0.35893217442554887, -0.37121439298521525, -0.21778696031009276, -0.22904105256325422, -0.4802409635684935, 0.04155384027360793, 0.13914117523669697, -0.3837629290729512, -0.2993488790794053, -0.2521676960256218, -0.34331018593267004, -0.47990709743387383, 0.10659447170822385, -0.20042953588834256, -0.33884168953343763, 0.011407810337475373, 0.012140219372157464, -0.2825342172332869, 0.07816113659104106, -0.27807185758673314, -0.37029772530113503, -0.11399161291617618, 0.08250737634092271, 0.005839224306571037, -0.2387203375463116, -0.13229614996222308, 0.005229764754191199, -0.353415149913426, 0.056881464803333906, -0.4483368581817931, -0.42970176759649753, -0.22852066260793188, 0.10258520942966544, -0.4066737801550614, -0.27642345570071736, 0.11706368268953646, 0.04567568185547315, -0.33235021796037006, -0.4443317574665527, -0.22035638568113286, 0.0637109777367262, -0.4654554665881638, -0.28431254545323265, -0.4911864110760852, -0.4389556008693066, 0.06477190500149115, -0.3516048869706051, -0.43168092979736694, -0.05931998900292109, -0.16302544898548244, -0.19083047511576215, -0.3419813288839006, -0.33699296159050823, -0.4878516390400343, -0.1044100555266992, 0.03495211388168545, -0.42132276484550407, 0.08425688279996857, -0.34489823795135977, -0.3026333759035297, 0.05624688273669894, -0.3412481082853259, -0.2874207764157587, 0.050846735682383584, -0.4228073346832986, -0.2241085198509702, 0.03804392306365396, -0.15541363101481032], 'char_orbit_index': 2, 'conrey_index': 49, 'dual_conrey_index': 49, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 4, 'embedding_m': 4, 'embedding_root_imag': 50.82146659230035, 'embedding_root_real': 0.0, 'hecke_orbit': 5, 'hecke_orbit_code': 18014467430285362, 'label': '50.12.b.e.49.4', 'level': 50, 'weight': 12}
• 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

  
  {'Nk2': 7200, 'analytic_conductor': 38.417159027979444, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [50, 2, [27], [1]], 'conrey_index': 49, 'cusp_dim': 76, 'dim': 16, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 68920803378, 'hecke_orbit_dims': [2, 2, 2, 2, 4, 4], 'label': '50.12.b', 'level': 50, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 88, 'mf_new_dim': 16, 'num_forms': 6, 'prim_orbit_index': 2, 'relative_dim': 16, 'sturm_bound': 90, 'trace_bound': 6, 'trace_display': [0, 0, 0, 0], 'traces': [16, 0, 0, -16384, 0, -18496, 0, 0, -711622, 0, 627762, 0, 0, 2100608, 0, 16777216, 0, 0, 36373390, 0, -101516548, 0, 0, 18939904, 0, -54490496, 0, 0, 71084820, 0, -785611948, 0, 0, 871852608, 0, 728700928, 0, 0, -3616815224, 0, -290144718, 0, 0, -642828288, 0, 4411300224, 0, 0, -10488744408, 0, 18427748202, 0, 0, -2972290880, 0, -2151022592, 0, 0, -29952162360, 0, 27837074072, 0, 0, -17179869184, 0, -40563271872, 0, 0, 26185672956, 0, -45239755368, 0, 0, 55603862528, 0, -37246351360, 0, 0, -63853443500, 0, 115622884096, 0, 0, 103952945152, 0, -130978846976, 0, 0, -77857879710, 0, 772575952, 0, 0, 486817102848, 0, -19394461696, 0, 0, -299335762404, 0, 409192144992, 0, 0, 55798267904, 0, -137453312256, 0, 0, -556290386480, 0, -281509421068, 0, 0, 1162626196160, 0, -72790855680, 0, 0, 76826988204, 0, 187293036358, 0, 0, 804466634752, 0, -2499283291136, 0, 0, -444029814344, 0, 1229077087872, 0, 0, 421167297728, 0, -892777070592, 0, 0, -3040403245730, 0, 4329760261512, 0, 0, -746189750272, 0, -1428611423936, 0, 0, 4499602158900, 0, 143529278132, 0, 0, -1737979772544, 0, 3703618789376, 0, 0, -15764733085164, 0, -3978513431688, 0, 0, 297108191232, 0, 6834620026944, 0, 0, 4599439615368, 0, -3269473574380, 0, 0, -2020593553920, 0, 658256166912, 0, 0, 10031779136790, 0, 8141740484552, 0, 0, -4517171429376, 0, 1479358645888, 0, 0, 12263056972060, 0, -17070953350548, 0, 0, 1975341594368, 0, 10740474273792, 0, 0, 15881298664840, 0, -26545090481518, 0, 0, -18870014158848, 0, -8441744807936, 0, 0, 37844967548730, 0, -19788249330658, 0, 0, -11480532311232, 0, 3043625861120, 0, 0, 46896490882666, 0, -29747587836048, 0, 0, 2202647134208, 0, 1165427340864, 0, 0, -22739641198340, 0, 86983261514964, 0, 0, -56719355843968, 0, 30671014256640, 0, 0, -23451634082640, 0, 6707269492922, 0, 0, -28505163849728, 0, 456299299008, 0, 0, -75271668411114, 0, 16118839625982, 0, 0, 76706702434688, 0, 17592186044416, 0, 0, -55350017683336, 0, 26584936482060, 0, 0, 41536790396928, 0, -33015518135680, 0, 0, -31431867619020, 0, 12468453590612, 0, 0, 76290429185088, 0, -26814129106944, 0, 0, -4246364382584, 0, -234581191263288, 0, 0, 46325509496832, 0, 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-560408426781678, 0, 0, -419012756471808, 0, 1086437873180160, 0, 0, 492383662217950, 0, 1132699829633322, 0, 0, -1555858250462208, 0, -57137426333696, 0, 0, 475319129128950, 0, -552338352883948, 0, 0, 140752191750144, 0, -277575015374592, 0, 0, 2094182820545832, 0, 2023074146058012, 0, 0, -1304361041825024, 0, 569641355755520, 0, 0, -2093525388764720, 0, 210941704554486, 0, 0, 288265647173632, 0, -1279539956013056, 0, 0, 471124102248870, 0, -1807825946745726, 0, 0, 1035333984423168, 0, -1190529224867840, 0, 0, -979228446524190, 0, -1035582954699708, 0, 0, 74537836216320, 0, 948771125643264, 0, 0, 5573726208558764, 0, -2020948139457148, 0, 0, 301674337808000, 0, -78670835920896, 0, 0, -327357921914220, 0, 555856829893432, 0, 0, -191788069230592, 0, 202039008433664, 0, 0, 1097293943200606, 0, 4783209083736912, 0, 0, 5232971290428160, 0, -823773833986048, 0, 0, -2896772612191760, 0, -12568542591399768, 0, 0, 2559266090123264, 0, 542481118455168, 0, 0, -6656098015593720, 0, 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11545022982094720, 0, -21048617967014820, 0, 0, -3792505640321024, 0, -10109482835853056, 0, 0, 24905172129097164, 0, -2877710191002748, 0, 0, -5768140070124672, 0, 16143086679207936, 0, 0, -14632349221654944, 0, 9969746096628672, 0, 0, 4073997754048512, 0, 1515502607440320, 0, 0, -21707074498781520, 0, -33674936634597656, 0, 0, 2031404220778880, 0, -304238787821568, 0, 0, 11189310813085770, 0, 35298738577980332, 0, 0, -6998650907590656, 0, 18248866602500224, 0, 0, 24070215585456136, 0, -32278286495075196, 0, 0, -20942654513257792, 0, -4709826166136832, 0, 0, 29343054833778584, 0, 5954856656483592, 0, 0, 3347940940165120, 0, 8360731580906240, 0, 0, -5361806451872664, 0, 14792919398043722, 0, 0, 9577234604651328, 0, 2069087799214080, 0, 0, -36395231968960284, 0, -11317313443313148, 0, 0, -674054314917888, 0, 2306117017081344, 0, 0, -3060407480646020, 0, 19111856188289000, 0, 0, -28660513563229824, 0, -10272541836072960, 0, 0, 46616760083900220, 0, -18213778271648768, 0, 0, -8337142256181248, 0, -25589170729982848, 0, 0, 10797607024582928, 0, 7032206441918712, 0, 0, 24814908941355008, 0, 4625583543681024, 0, 0, -19000063685166800, 0, 24435451413630040, 0, 0, -1514863253389312, 0, -31560160193263616, 0, 0, -70670760807292716, 0, -72606852908748208, 0, 0, 11311422681358080, 0, -12557370339389440, 0, 0, -338799745540908, 0, 86474597420524962, 0, 0, 17480656230961152, 0, 27447382595144064, 0, 0, 49165839782791390, 0, -39086840611619988, 0, 0, 1630211280200192, 0, -2022749792632832, 0, 0, -37928829115973970, 0, 43875368987851224, 0, 0, -10998245656363008, 0, 45313423198195968, 0, 0, -104771419262283204, 0, 65557232559543132, 0, 0, 55617629350713728, 0, -16262449832796160, 0, 0, -50863083304963176, 0, -1912129576237680, 0, 0, 27182172653074432, 0, -12756539021850112, 0, 0, -50074183600090320, 0, -22646096674278688, 0, 0, 10925935780000896, 0, 19322894498660352, 0, 0, 153131791311883616, 0, -34120286968066008, 0, 0, 8644346683326464, 0, -29390435911495680, 0, 0, 45538769747414860, 0, 40763325640872032, 0, 0, -48327363037645120, 0, -38753246769899520, 0, 0, -39293713156754640, 0, -11867462612261864, 0, 0, 20263167314593792, 0, -36364249003305216, 0, 0, -60395843207331074, 0, -62847061842308808, 0, 0, 57183839507412736, 0, 11756065086701568, 0, 0, 82355229250457950, 0, 39889337859469404, 0, 0, -3116672881786880, 0, -8918246114140736, 0, 0, 25694276020855500, 0, -121431308492291768, 0, 0, -30069187637447040, 0, -48022006663849984, 0, 0, 110470037442272676, 0, 79416540212203512, 0, 0, 30461529944113152, 0, 20368384357598784, 0, 0, -21105941041281256, 0, 10763556868244322, 0, 0, -47054385374246400, 0, -2255510665428992, 0, 0, -32263268784468960, 0, -54613182456175428, 0, 0, -1193397597044736, 0, 50144333851489408, 0, 0, 55591609766975436, 0, 124894799633736792, 0, 0, -49895109171220672, 0, 23285392587100160, 0, 0, 273657707359060, 0, -54901036470362218, 0, 0, -89070859791323136, 0, -19030527793335296, 0, 0, -161076878587915320, 0, -122955915007490070, 0, 0, -13376795233251072, 0, 58080620384223232, 0, 0, 146840801630524636, 0, 161882295515819412, 0, 0, -31407118598799360, 0, 124201952235456768, 0, 0, 5215286176296416, 0, -33054767071837368, 0, 0, -82163397979026048, 0, 24014473300623360, 0, 0, -121785445549769556, 0, -14195156973793752, 0, 0, -6868243960752128, 0, 70523262707843328, 0, 0, -17379528710243670, 0, 14931399953542002, 0, 0, 29493384341625728, 0, 29189287782121472, 0, 0, 164843924463505530, 0, -139912045620687340, 0, 0, -467250482184192, 0, -50661093277059840, 0, 0, -86303893357191264, 0, -136073742679373428, 0, 0, -90736419947241984, 0, 77078188452980736, 0, 0, -123165895009058540, 0], 'weight': 12, 'weight_parity': 1}
• 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: 44189727
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 18014467430285362, 'source_is_minimal': False, 'source_label': '50.12.b.e.49.4', 'source_level': 50, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 18014467430285362, 'target_is_minimal': False, 'target_label': '50.12.b.e.49.4', 'target_level': 50, 'twist_class_label': '50.12.a.g.1.2', 'twist_class_level': 50, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 12}
  • id: 44189728
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 49, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 18014467430285362, 'source_is_minimal': False, 'source_label': '50.12.b.e.49.4', 'source_level': 50, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021597965549618, 'target_is_minimal': True, 'target_label': '50.12.a.g.1.2', 'target_level': 50, 'twist_class_label': '50.12.a.g.1.2', 'twist_class_level': 50, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 12}
  • id: 44189729
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 49, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 18014467430285362, 'source_is_minimal': False, 'source_label': '50.12.b.e.49.4', 'source_level': 50, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197592920114, 'target_is_minimal': True, 'target_label': '50.12.a.h.1.1', 'target_level': 50, 'twist_class_label': '50.12.a.g.1.2', 'twist_class_level': 50, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 12}
  • id: 44189730
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 18014467430285362, 'source_is_minimal': False, 'source_label': '50.12.b.e.49.4', 'source_level': 50, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014467430285362, 'target_is_minimal': False, 'target_label': '50.12.b.e.49.1', 'target_level': 50, 'twist_class_label': '50.12.a.g.1.2', 'twist_class_level': 50, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 12}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 170575
    {'charpoly_factorization': [[[1024, 0, 1], 2]], 'hecke_orbit_code': 18014467430285362, 'p': 2}
  • id: 170576
    {'charpoly_factorization': [[[63726458481, 0, 508018, 0, 1], 1]], 'hecke_orbit_code': 18014467430285362, 'p': 3}
  • id: 170577
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 18014467430285362, 'p': 5}
  • id: 170578
    {'charpoly_factorization': [[[90999863298890896, 0, 2390079272, 0, 1], 1]], 'hecke_orbit_code': 18014467430285362, 'p': 7}
  • id: 170579
    {'charpoly_factorization': [[[-185242165281, 99576, 1], 2]], 'hecke_orbit_code': 18014467430285362, 'p': 11}
  • id: 170580
    {'charpoly_factorization': [[[240177483968389036738816, 0, 2345541019808, 0, 1], 1]], 'hecke_orbit_code': 18014467430285362, 'p': 13}
  • id: 170581
    {'charpoly_factorization': [[[4383948893448142988630169201, 0, 151826833610802, 0, 1], 1]], 'hecke_orbit_code': 18014467430285362, 'p': 17}
  • id: 170582
    {'charpoly_factorization': [[[-125441398487825, 11745160, 1], 2]], 'hecke_orbit_code': 18014467430285362, 'p': 19}
  • id: 170583
    {'charpoly_factorization': [[[1647597269239349296306489103376, 0, 3897895492368648, 0, 1], 1]], 'hecke_orbit_code': 18014467430285362, 'p': 23}
  • id: 170584
    {'charpoly_factorization': [[[3331638752112000, 123023640, 1], 2]], 'hecke_orbit_code': 18014467430285362, 'p': 29}
  • id: 170585
    {'charpoly_factorization': [[[-37824203432774276, -122902864, 1], 2]], 'hecke_orbit_code': 18014467430285362, 'p': 31}
  • id: 170586
    {'charpoly_factorization': [[[65838263265059387097594595704865936, 0, 536158542495177512, 0, 1], 1]], 'hecke_orbit_code': 18014467430285362, 'p': 37}
  • id: 170587
    {'charpoly_factorization': [[[584880234056174889, -1546691034, 1], 2]], 'hecke_orbit_code': 18014467430285362, 'p': 41}
  • id: 170588
    {'charpoly_factorization': [[[500356929690658994949728483778724096, 0, 1414720803342621728, 0, 1], 1]], 'hecke_orbit_code': 18014467430285362, 'p': 43}
  • id: 170589
    {'charpoly_factorization': [[[11616701274413085077167052373915177216, 0, 9790294814057493792, 0, 1], 1]], 'hecke_orbit_code': 18014467430285362, 'p': 47}
  • id: 170590
    {'charpoly_factorization': [[[9698976619051302876382772250984515856, 0, 7880318627318032968, 0, 1], 1]], 'hecke_orbit_code': 18014467430285362, 'p': 53}
  • id: 170591
    {'charpoly_factorization': [[[27128974937675688000, 10715159280, 1], 2]], 'hecke_orbit_code': 18014467430285362, 'p': 59}
  • id: 170592
    {'charpoly_factorization': [[[71565051047682139444, -17250789724, 1], 2]], 'hecke_orbit_code': 18014467430285362, 'p': 61}
  • id: 170593
    {'charpoly_factorization': [[[15583950647650531973503755040981594305601, 0, 280378700977236048002, 0, 1], 1]], 'hecke_orbit_code': 18014467430285362, 'p': 67}
  • id: 170594
    {'charpoly_factorization': [[[8774120557862792784, 6825023256, 1], 2]], 'hecke_orbit_code': 18014467430285362, 'p': 71}
  • id: 170595
    {'charpoly_factorization': [[[16248386328314224507450499362862712310801, 0, 750243890683736089298, 0, 1], 1]], 'hecke_orbit_code': 18014467430285362, 'p': 73}
  • id: 170596
    {'charpoly_factorization': [[[45746824638374680300, 24885895240, 1], 2]], 'hecke_orbit_code': 18014467430285362, 'p': 79}
  • id: 170597
    {'charpoly_factorization': [[[29636702139840312344299806470635013510961, 0, 553471866228569029938, 0, 1], 1]], 'hecke_orbit_code': 18014467430285362, 'p': 83}
  • id: 170598
    {'charpoly_factorization': [[[-3096210043602103643775, -14317932930, 1], 2]], 'hecke_orbit_code': 18014467430285362, 'p': 89}
  • id: 170599
    {'charpoly_factorization': [[[316761354379221231135254062696968548102416, 0, 2327056111037744184392, 0, 1], 1]], 'hecke_orbit_code': 18014467430285362, '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': 2, 'hecke_orbit': 5, 'label': '50.12.b.e', 'level': 50, 'portrait': 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', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 40534615
    {'hecke_orbit_code': 18014467430285362, 'n': 1, 'trace_an': 4}
  • id: 40534616
    {'hecke_orbit_code': 18014467430285362, 'n': 2, 'trace_an': 0}
  • id: 40534617
    {'hecke_orbit_code': 18014467430285362, 'n': 3, 'trace_an': 0}
  • id: 40534618
    {'hecke_orbit_code': 18014467430285362, 'n': 4, 'trace_an': -4096}
  • id: 40534619
    {'hecke_orbit_code': 18014467430285362, 'n': 5, 'trace_an': 0}
  • id: 40534620
    {'hecke_orbit_code': 18014467430285362, 'n': 6, 'trace_an': -3584}
  • id: 40534621
    {'hecke_orbit_code': 18014467430285362, 'n': 7, 'trace_an': 0}
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