Embedded newform data - 98.12.c.l.67.1

Formats: - HTML - YAML - JSON - 2026-09-22T15:39:26.622006

• 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': 14112, 'analytic_conductor': 75.29763169483971, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [98, 3, [3], [2]], 'cm_discs': [], 'conrey_index': 67, 'dim': 8, 'field_disc': 3526760731428807755975914777655169600, 'field_disc_factorization': [[2, 6], [3, 4], [5, 2], [13, 2], [347, 2], [7691, 2], [150359149, 2]], 'field_poly': [3315283474489744081, -5894448091672309, 195840371083183, 333205096780, 8539617914, 6576400, 101803, -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, [654800630130802625625, -2028910114402381350, 16027755849610416, 16569707709996, 140415791337, 57316476, 451432, 266, 1]]], 'hecke_orbit': 12, 'hecke_orbit_code': 49539733541355618, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 88510464, 'hecke_ring_index_factorization': [[2, 12], [3, 2], [7, 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': '98.12.c.l', 'level': 98, '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, 7], 'level_radical': 14, 'minimal_twist': '14.12.c.a', 'prim_orbit_index': 3, 'qexp_display': 'q+2^{5}\\beta _{2}q^{2}+(-67+\\beta _{1}-67\\beta _{2})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '11.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '98.12.c', 'trace_display': [-128, -266, -7504, 0], 'trace_hash': 1983128450269767705, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '7.905', 'prec': 14}, {'__RealLiteral__': 0, 'data': '0.068', 'prec': 7}, {'__RealLiteral__': 0, 'data': '280.563', 'prec': 20}, 0, {'__RealLiteral__': 0, 'data': '19030.291', 'prec': 27}], 'trace_zratio': 0, 'traces': [8, -128, -266, -4096, -7504, 17024, 0, 262144, -123520, -240128, 213026, -272384, 2609712, 0, 2275500, -4194304, -8854244, -3952640, -7232806, 15368192, 0, -13633664, -10649134, -8716288, -119407256, -41755392, -19012196, 0, -221414576, -36408000, -486231270, -134217728, -489871116, 566671616, 0, 252968960, 463131040, -231449792, 493924396, -245891072, 1617723408, 0, 2926896352, 218138624, -2871035832, -340772288, 894091254, 557842432, 0, 7642064384, 6950287158, -1336172544, -1448863512, 304195136, 25123348964, 0, 18014730520, 3542633216, -14386900738, -1165056000, -10854402216, 31118801280, 0, 8589934592, 5495584080, -15675875712, 19629545546, -9066745856, 92767078992, 0, 1474804928, -4047503360, 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-9444907034869760, 1801204357309000, -42445667720039552, 116530948393648950, -57574363595571200, 0, 58893407081360256, 37400951959854722, -2613913689325568, -14534645841650984, -43524691559353088, -177697860559769088, 0, -110426871470472016, 40898572332912640, 10561399489928420, 3714720167100416, 46420622572374876, 28879468163669760, 0, -13531524612775936, 59904048990814248, -34084494037141184, -52405333887106418, -11492579619110912, 56026927923803312, 0, 84546111317477092, -3485083439560704, -13221488258159776, -24143836811388352, 35763000859215420, 30171517656498176, 0, -110963505551630848, 60908607059646550, 4533418927063040, -17328748310385960, 23958781090280960, -142819378494059484, 0, 216091592655656048, -10235481939770112, -38746472713983090, -36860533418606592, 33834096994980744, -35163104982178432, 0, 2443299520512000, -45420092180751272, -29247940899813888, -30182572584706476, -18067155100094464, -61482682643137280, 0, -151223409815845568, -339660417531904, -14305687505019372, -68413443115935232, 54012114790731426, -37087413404303360, 0, -41700860226029440, 84900735896485600, -11381665658044416, 49056886016122980, -25256873781023360, 12222849724044204, 0, 78024676666163152, -38055166037950464, 92835865885857570, 35637253565448192, -98048979293965840, 7108193675559424, 0, -67368009842466816, 3198302157112456, 2774798276439168, -88190818132289066, -16315214085488640, 36800617242496184, 0, 32741107279220084, 8213170229698560, -79241418035644312, 6406495140061888, 53680211761306130, 93442921496838144], 'weight': 12, '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], [-0.3535533905932738, -0.6123724356957945], [-0.6300357036724996, 1.091253849343179], [-0.25, 0.4330127018922193], [-0.9477196443366243, -1.6414985753221392], [0.8910050369129254, 0.0], [0.0, 0.0], [0.3535533905932738, 0.0], [-0.2938899758042036, -0.5090323699280687], [-0.67013898717413, 1.1607147739183414], [-0.5025259294211529, 0.8704004418782086], [-0.3150178518362498, -0.5456269246715895], [-0.8269832246536344, 0.0], [0.0, 0.0], [2.3883888520155048, 0.0], [-0.125, -0.21650635094610965], [-0.07827824531546182, 0.13558189801372034], [-0.20781159481390274, 0.35994024061959656], [0.17259513463491893, 0.2989435423268704], [0.9477196443366243, 0.0], [0.0, 0.0], [0.7106789848315392, 0.0], [-0.3656973128267612, -0.6334063260073601], [-0.22275125922823136, 0.38581649843324245], [-1.296345048523075, 2.2453354881823073], [0.2923827230400515, 0.5064217315607085], [-0.5194266965126181, 0.0], [0.0, 0.0], [-0.9791528920889957, 0.0], [-0.8444229766852585, -1.462583498697417], [-0.7885219486080195, 1.365760077872305], [-0.08838834764831845, 0.15309310892394862], [-0.633218555113066, -1.0967667097511835], [0.1107021561638943, 0.0], [0.0, 0.0], [0.2938899758042036, 0.0], [0.47837471434922774, 0.828569310309111], [0.12204319010015632, -0.21138500597125778], [0.5210289578700054, -0.9024486272455133], [-0.335069493587065, -0.5803573869591707], [-1.702059172107291, 0.0], [0.0, 0.0], [-0.19960081947608618, 0.0], [-0.25126296471057646, -0.4352002209391043], [-0.5570506066865178, 0.9648399531681163], [-0.25858704976150104, 0.44788590836626135], [-0.32112077304363085, -0.556197494277363], [0.3150178518362498, 0.0], [0.0, 0.0], [1.8333087491365407, 0.0], [-0.09863617873915108, -0.17084287304065474], [0.2067458061634086, -0.35809424052681044], [-0.07430355761448366, 0.12869753697140704], [0.18364506971669953, 0.3180825913088522], [1.9050147804037865, 0.0], [0.0, 0.0], [-0.43496438840064383, 0.0], [0.3461828249072743, 0.5996062414471197], [-0.3302732320640781, 0.5720500183149697], [-0.5970972130038762, 1.0342027099804896], [0.7486510513695461, 1.2967016581119113], [1.1151384339503219, 0.0], [0.0, 0.0], [0.125, 0.0], [0.783748247541097, 1.3574917850842494], [-0.44775313429359653, 0.7755311778447198], [0.8642079385551568, -1.4968520578818938], [-0.03913912265773091, -0.06779094900686017], [0.9216094552718029, 0.0], [0.0, 0.0], [0.37559614913017125, 0.0], [-0.10390579740695137, -0.17997012030979828], [0.27201671571725305, -0.47114677213030187], [0.33826200446451654, -0.5858869780026331], [-1.6334873296971926, -2.8292830485555513], [-0.17259513463491893, 0.0], [0.0, 0.0], [-0.7368462186088816, 0.0], [-0.28639609448669173, -0.49605258674024694], [-0.23692991108415606, 0.4103746438305348], [0.6211473400478128, -1.0758587519490743], [0.6017687912889133, 1.0422941209217094], [-0.30716439341878227, 0.0], [0.0, 0.0], [0.296743323238658, 0.0], [0.07056954649096622, 0.12223003998944747], [0.6169012813702535, -1.0685043625876227], [-0.1776697462078848, 0.30773302739992436], [-0.46190250410815387, -0.8000386052586146], [0.7877885229042343, 0.0], [0.0, 0.0], [0.3656973128267612, 0.0], [-0.9935939615049283, -1.720955223420171], [-0.2270666761990177, 0.3932910198824893], [0.32714359922087427, -0.5666293352215044], [-0.11137562961411568, -0.19290824921662122], [1.5826734315901387, 0.0], [0.0, 0.0], [0.5907493329542702, 0.0], [-0.6481725242615375, -1.1226677440911537]], 'angles': [None, 0.19181321315955513, -0.38502432766662675, None, 0.1671312647966303, -0.3178454499640254, -0.4291377946320404, -0.05572572200529385, -0.1429180633963348, -0.3314242955701026, 0.2279099973539526, -0.003946372921482718, -0.4120106389734508, -0.2659102147293332, -0.13536310563738088, -0.4285033539986714, -0.47023711221937664, 0.05131572923673045, -0.25057670864415355, -0.2199324717926093, -0.3728213652895836, -0.1295619942951022, -0.2745404932434806, -0.15974983586399752, -0.10469276193222074, -0.435734473791015, -0.023683520131387206, -0.12269355632842052, -0.4189981056433669, -0.2217489688318611, -0.3119654798333785, -0.42828062507836034, -0.475581883740725, -0.20686403282802235, -0.08220706322912803, -0.3725051048456244, -0.49074060587838675, -0.05496421780435413, -0.33697123628369685, -0.025505616732483413, -0.3281364706365357, -0.32107918691969217, -0.15273506606115184, -0.301530586315087, -0.18689831278286856, -0.3616975861775056, -0.4501152815511853, -0.282431360727344, -0.35287847819815843, -0.02191674161350192, -0.12265190592270332, -0.16585943134579342, -0.34067047009257106, -0.270994240877017, -0.16203051646289554, -0.33112739988772205, -0.4771050952647346, -0.14261897197193568, -0.41598999105197104, -0.29361951670120273, -0.4928249866298152, -0.163523041192622, -0.15734869251566921, -0.42900126531466837, -0.15566297205625992, 0.045368403554142296, -0.02510257396147933, -0.4133549270731237, -0.4506680147646455, -0.19965890237255096, 0.22685434513777997, -0.4964118034944897, -0.4496300551834492, -0.11059820181203207, -0.23240914131641865, -0.08701763527654224, 0.20833149896468595, -0.059209109571018305, 0.041997675537662205, -0.4187331059999396, -0.20696888300724553, -0.385434711637454, -0.3355534970790489, -0.253273076680466, 0.04518467143632721, -0.0671179375344103, -0.12103340761698869, -0.15289968073370427, -0.10943993490037049, -0.23291071876601233, -0.08831298911934168, -0.2869338914639857, -0.4269350215188101, -0.20242240836368938, 0.0667813717468632, -0.1924374558230549, -0.4041024740964643, -0.3126608426881471, -0.07117649182709912, -0.015340936556840285], 'char_orbit_index': 3, 'conrey_index': 67, 'dual_conrey_index': 79, 'dual_embedding_index': 1, 'dual_embedding_m': 5, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 200.63616296184742, 'embedding_root_real': -115.83734269519624, 'hecke_orbit': 12, 'hecke_orbit_code': 49539733541355618, 'label': '98.12.c.l.67.1', 'level': 98, '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': 14112, 'analytic_conductor': 75.29763169483971, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [98, 3, [3], [2]], 'conrey_index': 67, 'cusp_dim': 292, 'dim': 72, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137640280162, 'hecke_orbit_dims': [2, 2, 2, 2, 4, 4, 4, 4, 4, 4, 4, 8, 8, 8, 12], 'label': '98.12.c', 'level': 98, '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, 7], 'level_radical': 14, 'mf_dim': 324, 'mf_new_dim': 72, 'num_forms': 15, 'prim_orbit_index': 3, 'relative_dim': 36, 'sturm_bound': 168, 'trace_bound': 9, 'trace_display': [0, 0, -11312, 0], 'traces': [72, 0, 0, -36864, -11312, 34048, 0, 0, -1906632, -118272, -1447332, 0, 1612240, 0, -6762368, -37748736, -10187968, 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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: 47387250
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 49539733541355618, 'source_is_minimal': False, 'source_label': '98.12.c.l.67.1', 'source_level': 98, 'target_conrey_index': 67, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 49539733541355618, 'target_is_minimal': False, 'target_label': '98.12.c.l.67.1', 'target_level': 98, 'twist_class_label': '14.12.c.a.9.4', 'twist_class_level': 14, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 12}
  • id: 47387251
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 49539733541355618, 'source_is_minimal': False, 'source_label': '98.12.c.l.67.1', 'source_level': 98, 'target_conrey_index': 79, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 49539733541355618, 'target_is_minimal': False, 'target_label': '98.12.c.l.79.1', 'target_level': 98, 'twist_class_label': '14.12.c.a.9.4', 'twist_class_level': 14, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 12}
  • id: 47387252
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 49539733541355618, 'source_is_minimal': False, 'source_label': '98.12.c.l.67.1', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532396847661154, 'target_is_minimal': False, 'target_label': '98.12.a.j.1.1', 'target_level': 98, 'twist_class_label': '14.12.c.a.9.4', 'twist_class_level': 14, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 12}
  • id: 47387253
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 49539733541355618, 'source_is_minimal': False, 'source_label': '98.12.c.l.67.1', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 49539596102402146, 'target_is_minimal': False, 'target_label': '98.12.a.l.1.4', 'target_level': 98, 'twist_class_label': '14.12.c.a.9.4', 'twist_class_level': 14, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 12}
  • id: 47387254
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 49539733541355618, 'source_is_minimal': False, 'source_label': '98.12.c.l.67.1', 'source_level': 98, 'target_conrey_index': 9, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 137640280078, 'target_is_minimal': True, 'target_label': '14.12.c.a.9.4', 'target_level': 14, 'twist_class_label': '14.12.c.a.9.4', 'twist_class_level': 14, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 12}
  • id: 47387255
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 49539733541355618, 'source_is_minimal': False, 'source_label': '98.12.c.l.67.1', 'source_level': 98, 'target_conrey_index': 11, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 137640280078, 'target_is_minimal': True, 'target_label': '14.12.c.a.11.4', 'target_level': 14, 'twist_class_label': '14.12.c.a.9.4', 'twist_class_level': 14, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 12}
  • id: 47387256
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 49539733541355618, 'source_is_minimal': False, 'source_label': '98.12.c.l.67.1', 'source_level': 98, 'target_conrey_index': 37, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014811027669118, 'target_is_minimal': False, 'target_label': '126.12.g.e.37.1', 'target_level': 126, 'twist_class_label': '14.12.c.a.9.4', 'twist_class_level': 14, 'twisting_char_label': '21.5', 'twisting_conrey_index': 5, 'weight': 12}
  • id: 47387257
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 49539733541355618, 'source_is_minimal': False, 'source_label': '98.12.c.l.67.1', 'source_level': 98, 'target_conrey_index': 109, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014811027669118, 'target_is_minimal': False, 'target_label': '126.12.g.e.109.1', 'target_level': 126, 'twist_class_label': '14.12.c.a.9.4', 'twist_class_level': 14, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 12}
  • id: 47387258
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 49539733541355618, 'source_is_minimal': False, 'source_label': '98.12.c.l.67.1', 'source_level': 98, 'target_conrey_index': 65, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 549957140592, 'target_is_minimal': False, 'target_label': '112.12.i.a.65.1', 'target_level': 112, 'twist_class_label': '14.12.c.a.9.4', 'twist_class_level': 14, 'twisting_char_label': '28.19', 'twisting_conrey_index': 19, 'weight': 12}
  • id: 47387259
    {'conductor': 28, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 49539733541355618, 'source_is_minimal': False, 'source_label': '98.12.c.l.67.1', 'source_level': 98, 'target_conrey_index': 81, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 549957140592, 'target_is_minimal': False, 'target_label': '112.12.i.a.81.1', 'target_level': 112, 'twist_class_label': '14.12.c.a.9.4', 'twist_class_level': 14, 'twisting_char_label': '28.27', 'twisting_conrey_index': 27, 'weight': 12}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 292000
    {'charpoly_factorization': [[[1024, 32, 1], 4]], 'hecke_orbit_code': 49539733541355618, 'p': 2}
  • id: 292001
    {'charpoly_factorization': [[[654800630130802625625, -2028910114402381350, 16027755849610416, 16569707709996, 140415791337, 57316476, 451432, 266, 1], 1]], 'hecke_orbit_code': 49539733541355618, 'p': 3}
  • id: 292002
    {'charpoly_factorization': [[[17225709655645447878922127015625, -1622209162897256701989375000, 689019644363713022688750, -11788329664442898000, 15476505336152775, -187838634480, 185514886, 7504, 1], 1]], 'hecke_orbit_code': 49539733541355618, 'p': 5}
  • id: 292003
    {'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 49539733541355618, 'p': 7}
  • id: 292004
    {'charpoly_factorization': [[[8418893370385146121216754504901777901055625, 250193745704686960813965822726119697150, 5830404999750438430335797432580264, 46457961339401349965003256084, 290470130936789540973921, 290284363132232964, 598496186224, -213026, 1], 1]], 'hecke_orbit_code': 49539733541355618, 'p': 11}
  • id: 292005
    {'charpoly_factorization': [[[4501347212540596575435600, 2785353057713377760, -3826939276440, -1304856, 1], 2]], 'hecke_orbit_code': 49539733541355618, 'p': 13}
  • id: 292006
    {'charpoly_factorization': [[[48516469546895778986460307916250970094533636031687841, 58503337447296873790449009682073600004896779332, 66073655842224823183843224583410943714842, 9293446583698612454557686526117392, 2984255475728962972001216643, 351431415581220556176, 98701836730618, 8854244, 1], 1]], 'hecke_orbit_code': 49539733541355618, 'p': 17}
  • id: 292007
    {'charpoly_factorization': [[[161681177456120948947542269947973221978246945054124017225, -27921809509033707227911117519387980140905674878570, 9494723021916563405962444534180711367165464, 623027171622123710072317910901355300, 138212539256435198899805774017, 1733863744696938363124, 419798673484096, 7232806, 1], 1]], 'hecke_orbit_code': 49539733541355618, 'p': 19}
  • id: 292008
    {'charpoly_factorization': [[[258628610146193943467871720479631591150270289747136153511009, -3078032345107116153801750529192672308462388695542010, 817331623780503726963332788427703507897087804, -1539970993801491220824151004216864244, 1912523666827629383424044159301, -4242806041770098214372, 1648534402426924, 10649134, 1], 1]], 'hecke_orbit_code': 49539733541355618, 'p': 23}
  • id: 292009
    {'charpoly_factorization': [[[-373521990088461941886592791216, -56088050562848724823008, -210435713644440, 110707288, 1], 2]], 'hecke_orbit_code': 49539733541355618, 'p': 29}
  • id: 292010
    {'charpoly_factorization': [[[523090079682637930952451170117165014663218409274580486452028623025, 4690487531348467269336091491872822069589895745027276341710, 74376324353387493051155080409180978182326583696324, 413548015303828281481024244683423987211244, 5873211336557689867379983792496109, 34697068279590153757702396, 191737423846091748, 486231270, 1], 1]], 'hecke_orbit_code': 49539733541355618, 'p': 31}
  • id: 292011
    {'charpoly_factorization': [[[679344127710815297304281565644389882495411294299704045805891192465289, -5518600168243566364451124902900357557907868183011944561627768, 35953048566295831497746924714127631229905802384576494, -96252955000767920377377440965626495473865904, 240116054247440376617742066194539879, -265729778653190220462796432, 555067403882724934, -463131040, 1], 1]], 'hecke_orbit_code': 49539733541355618, 'p': 37}
  • id: 292012
    {'charpoly_factorization': [[[-177053051630341431296119720832293296, 1292343095051615128278296736, -1481059151822116440, -808861704, 1], 2]], 'hecke_orbit_code': 49539733541355618, 'p': 41}
  • id: 292013
    {'charpoly_factorization': [[[310412031439486023580035507686713600, 1381830373497989082095944960, -1521286339691442720, -1463448176, 1], 2]], 'hecke_orbit_code': 49539733541355618, 'p': 43}
  • id: 292014
    {'charpoly_factorization': [[[2484452835324557295027874298283565698731507103184956072372079652509449681, 1682035343396516049365034300239520318665779300458941379432733506, 4939886594240880836951844999377203001949181738374784020, 245116813071845260266476026095251170888562964, 5193435553587158937074438463142675389, 21866502821868890229130884, 3210940871882166420, -894091254, 1], 1]], 'hecke_orbit_code': 49539733541355618, 'p': 47}
  • id: 292015
    {'charpoly_factorization': [[[31174345528979535661764524369942848617692208333893369798459076333903313401, 117261188440169901268395642891090414554319503924659021871553352944, 336707589993803424581867325988745807509632496062209065878, 408748853576193155891611429581105951522103268976, 385411582889932918315241863573846753743, 14921021362347134328992010192, 20791436619072931902, 1448863512, 1], 1]], 'hecke_orbit_code': 49539733541355618, 'p': 53}
  • id: 292016
    {'charpoly_factorization': [[[16545007511206226620078929502102715914447413325820046904422461121228130250025, 20865739602523800658971396416384152842884159665289335272647075153250, 16799782492993827076525854187063974762857442016389238377240, 8298807115597241770775130669879188333350036161420, 3009665306865340265566019357676046035249, 739815868478442577500621914076, 133009176156617070592, 14386900738, 1], 1]], 'hecke_orbit_code': 49539733541355618, 'p': 59}
  • id: 292017
    {'charpoly_factorization': [[[8440305567671950582176441251049769103881868031290409038867105499271294888662681, 3086057837187009695293116191651531532869077864720014460778603307145776, 932453191598477059801879841097205054624572837523175719291750, 134701095561373640712571201908873809653557956794704, 18982702986989343877125436114194737134719, 1392527863608297109560222583024, 185252761486304880750, 10854402216, 1], 1]], 'hecke_orbit_code': 49539733541355618, 'p': 61}
  • id: 292018
    {'charpoly_factorization': [[[341693869852201193756951014593308215736680933635436195631031532776992146231108441, -84615094728904456798220051003726312749153477903430966274793524721866074, 17646839042373323039508702618816783117880786061788815682306288, -1544568277739944339611872077170660250062046709636140, 140340615634002614271600711737299220611049, -5643512050420460171175727633660, 564207911255633887528, -19629545546, 1], 1]], 'hecke_orbit_code': 49539733541355618, 'p': 67}
  • id: 292019
    {'charpoly_factorization': [[[2930510209066294790474696966513663287296, 3377776333570521305881021231104, -709819987014967726272, -737402464, 1], 2]], 'hecke_orbit_code': 49539733541355618, 'p': 71}
  • id: 292020
    {'charpoly_factorization': [[[40655369063592290876392608105678742540068804476653614757543204534078037009926225, 13036585752187533703359174165108495203398647034373270422385992209268220, 4062916468370883213841394124980015278992845882809148350833154, 310804189923402798514731001212980533946961316293232, 50510516800740148622092048212082898435627, 3694750755458864771029191604528, 477236546858358483058, 21420158732, 1], 1]], 'hecke_orbit_code': 49539733541355618, 'p': 73}
  • id: 292021
    {'charpoly_factorization': [[[739543682734198710829164779594635527805966168280779737218488546253901738569300625, -66989587185422510047292664931547850265543103000326196925719752801175250, 32349978582302367862124821165159144754555269193127130344246100, 5657415142064530215504555343211027607237019280949900, 812793696933335431113264450836078593275165, 53297688606570518077056747954140, 2663169105294295095636, 60246238086, 1], 1]], 'hecke_orbit_code': 49539733541355618, 'p': 79}
  • id: 292022
    {'charpoly_factorization': [[[-47841421674965904327155157805085737507584, 14912715291201228579234338827008, 854073897311816080032, -69946791152, 1], 2]], 'hecke_orbit_code': 49539733541355618, 'p': 83}
  • id: 292023
    {'charpoly_factorization': [[[591182146573589503450933129607268640967886741284936612406481472952327057480062979921, 85256695345393705794519713348201779718404063440680746182523196492911872252, 7885970985201218795900195687210552400521570336014683078484950402, 441569314515498303552387232058803699712714388373887600, 18106002188609756115245097913603264550642859, 502821285577703592006148661421360, 10230771890356114585842, 126354105612, 1], 1]], 'hecke_orbit_code': 49539733541355618, 'p': 89}
  • id: 292024
    {'charpoly_factorization': [[[-180095785663321832734293326038871262548686000, 2836349539025469411447768832204064, 6963941305472990177640, -269091442088, 1], 2]], 'hecke_orbit_code': 49539733541355618, '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': 3, 'hecke_orbit': 12, 'label': '98.12.c.l', 'level': 98, 'portrait': 'data:image/png;base64,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', 'weight': 12}
• 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: 56856985
    {'hecke_orbit_code': 49539733541355618, 'n': 1, 'trace_an': 8}
  • id: 56856986
    {'hecke_orbit_code': 49539733541355618, 'n': 2, 'trace_an': -128}
  • id: 56856987
    {'hecke_orbit_code': 49539733541355618, 'n': 3, 'trace_an': -266}
  • id: 56856988
    {'hecke_orbit_code': 49539733541355618, 'n': 4, 'trace_an': -4096}
  • id: 56856989
    {'hecke_orbit_code': 49539733541355618, 'n': 5, 'trace_an': -7504}
  • id: 56856990
    {'hecke_orbit_code': 49539733541355618, 'n': 6, 'trace_an': 17024}
  • id: 56856991
    {'hecke_orbit_code': 49539733541355618, 'n': 7, 'trace_an': 0}
  • id: 56856992
    {'hecke_orbit_code': 49539733541355618, 'n': 8, 'trace_an': 262144}
  • id: 56856993
    {'hecke_orbit_code': 49539733541355618, 'n': 9, 'trace_an': -123520}
  • id: 56856994
    {'hecke_orbit_code': 49539733541355618, 'n': 10, 'trace_an': -240128}
  • id: 56856995
    {'hecke_orbit_code': 49539733541355618, 'n': 11, 'trace_an': 213026}
  • id: 56856996
    {'hecke_orbit_code': 49539733541355618, 'n': 12, 'trace_an': -272384}
  • id: 56856997
    {'hecke_orbit_code': 49539733541355618, 'n': 13, 'trace_an': 2609712}
  • id: 56856998
    {'hecke_orbit_code': 49539733541355618, 'n': 14, 'trace_an': 0}
  • id: 56856999
    {'hecke_orbit_code': 49539733541355618, 'n': 15, 'trace_an': 2275500}
  • id: 56857000
    {'hecke_orbit_code': 49539733541355618, 'n': 16, 'trace_an': -4194304}
  • id: 56857001
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