Newform data - 7.15.b.a

Formats: - HTML - YAML - JSON - 2024-04-27T17:51:59.408933

• 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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 1575, 'analytic_conductor': 8.703027770633419, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [7, 2, [3], [1]], 'cm_discs': [-7], 'conrey_index': 6, 'conrey_indexes': [6], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [87, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 68971134983, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 2, -1, 2, -7]], 'is_cm': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '7.15.b.a', 'level': 7, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7], 'level_radical': 7, 'minimal_twist': '7.15.b.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 2, 'qexp_display': 'q-87q^{2}-8815q^{4}-7^{7}q^{7}+2192313q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '14.2.1.d2', 'self_twist_discs': [-7], 'self_twist_type': 1, 'space_label': '7.15.b', 'trace_display': [-87, 0, 0, -823543], 'trace_hash': 2273795105243140432, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.973', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.884', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.532', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.505', 'prec': 17}, 'traces': [1, -87, 0, -8815, 0, 0, -823543, 2192313, 4782969, 0, 36437514, 0, 0, 71648241, 0, -46306271, 0, -416118303, 0, 0, 0, -3170063718, -2188914318, 0, 6103515625, 0, 0, 7259531545, 29824366266, 0, 0, -31890210615, 0, 0, 0, -42161871735, -112367216342, 0, 0, 0, 0, 0, 484972531402, -321196685910, 0, 190435545666, 0, 0, 678223072849, -531005859375, 0, 0, 907194972426, 0, 0, -1805464024959, 0, -2594719865142, 0, 0, 0, 0, -3938980639167, 3533130267569, 0, 0, 11528240589818, 0, 0, 0, -4338861915246, 10485765117297, 0, 9775947821754, 0, 0, -30007859592102, 0, -37193960502814, 0, 22876792454961, 0, 0, 0, 0, -42192610231974, 0, 79882435629882, 0, 0, 0, 19295279713170, 0, 0, 0, 0, 0, -59005407337863, 174279499899066, -53802490234375, 0, 0, 0, 0, 0, -78925962601062, -284939730575286, 0, 146695473474586, 0, 0, 38135205338153, -117245990452638, 0, 0, -262901788634790, 0, 0, 0, 0, 947942592916955, 0, 0, 0, 0, 342691315607529, -58713088218622, 215106877437657, 0, 0, 0, 0, 0, -1002956931314166, 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2517352146610178578, 0, 0, 0, -1439575868938499766, 0, 0, 0, 0, 0, 3573239358267436578, 0, -13121120082620667302, 0, 0, 0, 0, -8635478461994123271, 0, 6938997861302514324, 0, 517555872647152930, 0, 0, 0, 3139985023822046697, 0, 0, 0, 0, 0, -8050913396970754422, 0, 0, 0, -12410464678658366598, 0, 0, 0, 10025200331093577186, 0, 0, -6801490432993344685, 0, 0, 0, 0, 0, 0, 25273511712185669034, 0, 0, 24712762712058457386, 0, -12505695810333641926, 0, 0, 0, 0, 0, 3947265523897373498, 15883394017140382290, 0, -19348533435058593750, 0, 0, 30630825814368950002, -9283886609347987878, 0, 0, -33257440859585714022, 0, 0, 0, 0, 23832268842012805602, 0, 0, 0, 0, -18840022288735946823, -9512143381998703998, -35156030403706810734, 0, -15328089473791979926, 0, 0, 0, -13360072741699218750, 16898852542744232361, 0, -14648870910667880823, 0, 0, 0, 0, 33055929508501988964, 0, 0, 0, 0, 0, 0, 0, 0, 5203306771448280682, 0, 0, 0, -28744075310058579990, 0, 0, 47162119731508975026, 0, 0, 34747428808270563882, 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0, 0, 0, 0, -1537393826024095872636, 107633554858930282074, 0, 0, 0, 0, 0, 264624196995864840402, -377500432416038913078, 0, 186198955630154921730, 0, 0, 1483909014073493119938, 0, 756943935220796320321, 0, -1362857898209945104134, 0, 0, 0, 1482257413579708569554, 2078186869705548366915, 0, 0, 0, 0, 0, -219009636755085536286, 0, 0, -932746191026703165342, 0, 0, 0, 701639902069267125834, 125243100597649479642, 0, 0, 0, 0, 0, 0, -1061563317822542413836, 0, -1297171500902229618686, 0, 0, -310871824169266982286, 0, 0, 0, 1141537447187998055274, 0, 0], 'weight': 15, '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], [-87], [0], [-8815], [0], [0], [-823543], [2192313], [4782969], [0], [36437514], [0], [0], [71648241], [0], [-46306271], [0], [-416118303], [0], [0], [0], [-3170063718], [-2188914318], [0], [6103515625], [0], [0], [7259531545], [29824366266], [0], [0], [-31890210615], [0], [0], [0], [-42161871735], [-112367216342], [0], [0], [0], [0], [0], [484972531402], [-321196685910], [0], [190435545666], [0], [0], [678223072849], [-531005859375], [0], [0], [907194972426], [0], [0], [-1805464024959], [0], [-2594719865142], [0], [0], [0], [0], [-3938980639167], [3533130267569], [0], [0], [11528240589818], [0], [0], [0], [-4338861915246], [10485765117297], [0], [9775947821754], [0], [0], [-30007859592102], [0], [-37193960502814], [0], [22876792454961], [0], [0], [0], [0], [-42192610231974], [0], [79882435629882], [0], [0], [0], [19295279713170], [0], [0], [0], [0], [0], [-59005407337863], [174279499899066], [-53802490234375]], 'ap': [[-87], [0], [0], [-823543], [36437514], [0], [0], [0], [-2188914318], [29824366266], [0], [-112367216342], [0], [484972531402], [0], [907194972426], [0], [0], [11528240589818], [-4338861915246], [0], [-37193960502814], [0], [0], [0], [0], [0], [-284939730575286], [146695473474586], [-117245990452638], [-58713088218622], [0], [-1801859786402766], [0], [3260813988662346], [-3560728212669326], [0], [-6111094245934534], [0], [0], [5952149230451418], [0], [10495941696602562], [18036094842549442], [14826506976087018], [0], [-35327366222637158], [0], [0], [0], [-19920798226367118], [-21122967173018142], [0], [0], [0], [-115232187713719278], [0], [0], [106711340337333194], [-273934124620836846], [0], [0], [0], [0], [0], [-301503090685328262], [-396135563896703606], [-671550380453155166], [-78421954027845462], [0], [0], [1516532438242606866], [0], [1182938216005388042], [719866312141328746], [0], [-2127872942102924694], [0], [194922054995264034], [0], [0], [4611050309294145194], [-5357278524325976478], [0], [0], [-5338644130249256214], [-5808418746812210814], [3245318796640436338], [0], [4974675421369776866], [0], [0], [2517352146610178578], [-1439575868938499766], [-13121120082620667302], [0], [0], [0], [0], [-12505695810333641926], [3947265523897373498], [-33257440859585714022], [0], [-35156030403706810734], [-15328089473791979926], [0], [0], [0], [47162119731508975026], [0], [0], [-61759989321450453718], [-9697455725184580302], [0], [13846192223014659314], [86256072187199900994], [0], [0], [-98783677649653620774], [29278601507175987738], [0], [87727524901301319106], [0], [20865911833250397642], [0], [-143631518158477147398], [1783684075054002538], [0], [0], [0], [-128749298387207675974], [-128009618911243640814], [193550281284085791202], [-258708745482249032822], [0], [0], [0], [0], [0], [310593287622183266226], [0], [-362073309528936108918], [212761166050006254962], [-493048180337573749782], [0], [0], [0], [0], [0], [238729884516024874242], [-52978605722981788006], [0], [800849508791385887962], [0], [336122735206875919114], [851259939424123439394], [-1079681478109663231694], [0], [0], [0], [107633554858930282074], [264624196995864840402], [1482257413579708569554], [0], [-932746191026703165342], [0], [-1297171500902229618686], [0]], 'char_orbit_index': 2, 'field_poly': [0, 1], 'hecke_orbit_code': 68971134983, 'hecke_ring_character_values': [[3, [-1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '7.15.b.a', 'level': 7, 'maxp': 997, 'weight': 15}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_prime	boolean
  level_is_prime_power	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': 1575, 'analytic_conductor': 8.703027770633419, 'char_conductor': 7, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [7, 2, [3], [1]], 'conrey_index': 6, 'cusp_dim': 9, 'dim': 9, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68971134983, 'hecke_orbit_dims': [1, 8], 'label': '7.15.b', 'level': 7, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7], 'level_radical': 7, 'mf_dim': 11, 'mf_new_dim': 11, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 9, 'sturm_bound': 10, 'trace_bound': 1, 'trace_display': [89, 0, 0, 652113], 'traces': [9, 89, 0, 74001, 0, 0, 652113, 5008825, -22748991, 0, -13666342, 0, 0, -256065439, 358604160, 797297697, 0, -2316096879, 0, 0, -3461974656, 15496407930, -1266151294, 0, -5724106575, 0, 0, -21975091047, -58637148790, 28450320000, 0, 72114536649, 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• 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: 3686
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '7.15.b.a', 'source_level': 7, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '7.15.b.a', 'target_level': 7, 'twist_class_label': '7.15.b.a', 'twist_class_level': 7, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 15}
  • id: 3687
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -7, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '7.15.b.a', 'source_level': 7, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '7.15.b.a', 'target_level': 7, 'twist_class_label': '7.15.b.a', 'twist_class_level': 7, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 15}
  • id: 3688
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '7.15.b.a', 'source_level': 7, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '49.15.d.a', 'target_level': 49, 'twist_class_label': '7.15.b.a', 'twist_class_level': 7, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 15}
  • id: 3689
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '7.15.b.a', 'source_level': 7, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '49.15.d.a', 'target_level': 49, 'twist_class_label': '7.15.b.a', 'twist_class_level': 7, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 15}
  • id: 3690
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '7.15.b.a', 'source_level': 7, 'target_char_orbit': 4, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '63.15.d.a', 'target_level': 63, 'twist_class_label': '7.15.b.a', 'twist_class_level': 7, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 15}
  • id: 3691
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '7.15.b.a', 'source_level': 7, 'target_char_orbit': 4, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '63.15.d.a', 'target_level': 63, 'twist_class_label': '7.15.b.a', 'twist_class_level': 7, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 15}
  • id: 3692
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '7.15.b.a', 'source_level': 7, 'target_char_orbit': 3, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '112.15.c.a', 'target_level': 112, 'twist_class_label': '7.15.b.a', 'twist_class_level': 7, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 15}
  • id: 3693
    {'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '7.15.b.a', 'source_level': 7, 'target_char_orbit': 3, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '112.15.c.a', 'target_level': 112, 'twist_class_label': '7.15.b.a', 'twist_class_level': 7, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 15}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 29075
    {'charpoly_factorization': [[[87, 1], 1]], 'hecke_orbit_code': 68971134983, 'p': 2}
  • id: 29076
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68971134983, 'p': 3}
  • id: 29077
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68971134983, 'p': 5}
  • id: 29078
    {'charpoly_factorization': [[[823543, 1], 1]], 'hecke_orbit_code': 68971134983, 'p': 7}
  • id: 29079
    {'charpoly_factorization': [[[-36437514, 1], 1]], 'hecke_orbit_code': 68971134983, 'p': 11}
  • id: 29080
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68971134983, 'p': 13}
  • id: 29081
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68971134983, 'p': 17}
  • id: 29082
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68971134983, 'p': 19}
  • id: 29083
    {'charpoly_factorization': [[[2188914318, 1], 1]], 'hecke_orbit_code': 68971134983, 'p': 23}
  • id: 29084
    {'charpoly_factorization': [[[-29824366266, 1], 1]], 'hecke_orbit_code': 68971134983, 'p': 29}
  • id: 29085
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68971134983, 'p': 31}
  • id: 29086
    {'charpoly_factorization': [[[112367216342, 1], 1]], 'hecke_orbit_code': 68971134983, 'p': 37}
  • id: 29087
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68971134983, 'p': 41}
  • id: 29088
    {'charpoly_factorization': [[[-484972531402, 1], 1]], 'hecke_orbit_code': 68971134983, 'p': 43}
  • id: 29089
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68971134983, 'p': 47}
  • id: 29090
    {'charpoly_factorization': [[[-907194972426, 1], 1]], 'hecke_orbit_code': 68971134983, 'p': 53}
  • id: 29091
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68971134983, 'p': 59}
  • id: 29092
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68971134983, 'p': 61}
  • id: 29093
    {'charpoly_factorization': [[[-11528240589818, 1], 1]], 'hecke_orbit_code': 68971134983, 'p': 67}
  • id: 29094
    {'charpoly_factorization': [[[4338861915246, 1], 1]], 'hecke_orbit_code': 68971134983, 'p': 71}
  • id: 29095
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68971134983, 'p': 73}
  • id: 29096
    {'charpoly_factorization': [[[37193960502814, 1], 1]], 'hecke_orbit_code': 68971134983, 'p': 79}
  • id: 29097
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68971134983, 'p': 83}
  • id: 29098
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68971134983, 'p': 89}
  • id: 29099
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68971134983, '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': 1, 'label': '7.15.b.a', 'level': 7, 'portrait': 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', 'weight': 15}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 20089000
    {'hecke_orbit_code': 68971134983, 'n': 1, 'trace_an': 1}
  • id: 20089001
    {'hecke_orbit_code': 68971134983, 'n': 2, 'trace_an': -87}
  • id: 20089002
    {'hecke_orbit_code': 68971134983, 'n': 3, 'trace_an': 0}
  • id: 20089003
    {'hecke_orbit_code': 68971134983, 'n': 4, 'trace_an': -8815}
  • id: 20089004
    {'hecke_orbit_code': 68971134983, 'n': 5, 'trace_an': 0}
  • id: 20089005
    {'hecke_orbit_code': 68971134983, 'n': 6, 'trace_an': 0}
  • id: 20089006
    {'hecke_orbit_code': 68971134983, 'n': 7, 'trace_an': -823543}
  • id: 20089007
    {'hecke_orbit_code': 68971134983, 'n': 8, 'trace_an': 2192313}
  • id: 20089008
    {'hecke_orbit_code': 68971134983, 'n': 9, 'trace_an': 4782969}
  • id: 20089009
    {'hecke_orbit_code': 68971134983, 'n': 10, 'trace_an': 0}
  • id: 20089010
    {'hecke_orbit_code': 68971134983, 'n': 11, 'trace_an': 36437514}
  • id: 20089011
    {'hecke_orbit_code': 68971134983, 'n': 12, 'trace_an': 0}
  • id: 20089012
    {'hecke_orbit_code': 68971134983, 'n': 13, 'trace_an': 0}
  • id: 20089013
    {'hecke_orbit_code': 68971134983, 'n': 14, 'trace_an': 71648241}
  • id: 20089014
    {'hecke_orbit_code': 68971134983, 'n': 15, 'trace_an': 0}
  • id: 20089015
    {'hecke_orbit_code': 68971134983, 'n': 16, 'trace_an': -46306271}
  • id: 20089016
    {'hecke_orbit_code': 68971134983, 'n': 17, 'trace_an': 0}
  • id: 20089017
    {'hecke_orbit_code': 68971134983, 'n': 18, 'trace_an': -416118303}
  • id: 20089018
    {'hecke_orbit_code': 68971134983, 'n': 19, 'trace_an': 0}
  • id: 20089019
    {'hecke_orbit_code': 68971134983, 'n': 20, 'trace_an': 0}
  • id: 20089020
    {'hecke_orbit_code': 68971134983, 'n': 21, 'trace_an': 0}
  • id: 20089021
    {'hecke_orbit_code': 68971134983, 'n': 22, 'trace_an': -3170063718}
  • id: 20089022
    {'hecke_orbit_code': 68971134983, 'n': 23, 'trace_an': -2188914318}
  • id: 20089023
    {'hecke_orbit_code': 68971134983, 'n': 24, 'trace_an': 0}
  • id: 20089024
    {'hecke_orbit_code': 68971134983, 'n': 25, 'trace_an': 6103515625}
  • id: 20089025
    {'hecke_orbit_code': 68971134983, 'n': 26, 'trace_an': 0}
  • id: 20089026
    {'hecke_orbit_code': 68971134983, 'n': 27, 'trace_an': 0}
  • id: 20089027
    {'hecke_orbit_code': 68971134983, 'n': 28, 'trace_an': 7259531545}
  • id: 20089028
    {'hecke_orbit_code': 68971134983, 'n': 29, 'trace_an': 29824366266}
  • id: 20089029
    {'hecke_orbit_code': 68971134983, 'n': 30, 'trace_an': 0}
  • id: 20089030
    {'hecke_orbit_code': 68971134983, 'n': 31, 'trace_an': 0}
  • id: 20089031
    {'hecke_orbit_code': 68971134983, 'n': 32, 'trace_an': -31890210615}
  • id: 20089032
    {'hecke_orbit_code': 68971134983, 'n': 33, 'trace_an': 0}
  • id: 20089033
    {'hecke_orbit_code': 68971134983, 'n': 34, 'trace_an': 0}
  • id: 20089034
    {'hecke_orbit_code': 68971134983, 'n': 35, 'trace_an': 0}
  • id: 20089035
    {'hecke_orbit_code': 68971134983, 'n': 36, 'trace_an': -42161871735}
  • id: 20089036
    {'hecke_orbit_code': 68971134983, 'n': 37, 'trace_an': -112367216342}
  • id: 20089037
    {'hecke_orbit_code': 68971134983, 'n': 38, 'trace_an': 0}
  • id: 20089038
    {'hecke_orbit_code': 68971134983, 'n': 39, 'trace_an': 0}
  • id: 20089039
    {'hecke_orbit_code': 68971134983, 'n': 40, 'trace_an': 0}
  • id: 20089040
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