Embedded newform data - 177.12.a.a.1.8

Formats: - HTML - YAML - JSON - 2024-05-11T07:22:10.627922

• 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': 25488, 'analytic_conductor': 135.99674295904722, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [59, -1]], 'atkin_lehner_string': '+-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [177, 1, [119, 61], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 26, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_orbit': 1, 'hecke_orbit_code': 201326769, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '177.12.a.a', 'level': 177, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 59], 'level_radical': 177, 'minimal_twist': '177.12.a.a', 'prim_orbit_index': 1, 'related_objects': [], 'relative_dim': 26, 'rm_discs': [], 'sato_tate_group': '11.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '177.12.a', 'trace_display': [-78, -6318, 3808, -98819], 'traces': [26, -78, -6318, 23070, 3808, 18954, -98819, -117645, 1535274, -859751, 579094, -5606010, -2018538, 4157413, -925344, 20190274, -13084493, -4605822, 9917231, 10165633, 24013017, -89820518, -63513223, 28587735, 218986852, -77999532, -373071582, -444601862, 81530981, 208919493, -408861231, -26253128, -140719842, -508910076, -75731421, 1362260430, -802381301, 732704675, 490504734, -646130800, -1354472849, -1010251359, 282952194, 1846047996, 224858592, 9629305849, -1196794197, -4906236582, 10889725683, -6236232091, 3179531799, -1968200812, -8276044236, 1119214746, -6672895076, 2579741342, -2409887133, -9401656060, 18588031774, -2470248819, -21181559029, -6117706514, -5835163131, 42975855037, 25680681860, 21826385874, 26234163394, 19707344091, 15433713189, 129203099090, 52088830406, 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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

  
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• 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

  
  {'AL_dims': [[[[3, -1], [59, -1]], 28, 1], [[[3, 1], [59, -1]], 26, 1], [[[3, -1], [59, 1]], 27, 1], [[[3, 1], [59, 1]], 27, 1]], 'ALdims': [27, 26, 27, 28], 'Nk2': 25488, 'analytic_conductor': 135.99674295904722, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [177, 1, [119, 61], [1, 1]], 'conrey_index': 1, 'cusp_dim': 218, 'dim': 108, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_orbit_code': 201326769, 'hecke_orbit_dims': [26, 27, 27, 28], 'label': '177.12.a', 'level': 177, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 59], 'level_radical': 177, 'mf_dim': 222, 'mf_new_dim': 108, 'num_forms': 4, 'plus_dim': 55, 'prim_orbit_index': 1, 'relative_dim': 108, 'sturm_bound': 240, 'trace_bound': 2, 'trace_display': [-156, 486, 10740, 87028], 'traces': [108, -156, 486, 104568, 10740, 22356, 87028, 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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

  
  {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 26, 'source_embedding_index': 8, 'source_hecke_orbit_code': 201326769, 'source_is_minimal': True, 'source_label': '177.12.a.a.1.8', 'source_level': 177, 'target_conrey_index': 1, 'target_dim': 26, 'target_embedding_index': 8, 'target_hecke_orbit_code': 201326769, 'target_is_minimal': True, 'target_label': '177.12.a.a.1.8', 'target_level': 177, 'twist_class_label': '177.12.a.a.1.8', 'twist_class_level': 177, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 12}
• hecke_orbit_code 201326769 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '177.12.a.a', 'level': 177, 'portrait': 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', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 14783000
    {'hecke_orbit_code': 201326769, 'n': 1, 'trace_an': 26}
  • id: 14783001
    {'hecke_orbit_code': 201326769, 'n': 2, 'trace_an': -78}
  • id: 14783002
    {'hecke_orbit_code': 201326769, 'n': 3, 'trace_an': -6318}
  • id: 14783003
    {'hecke_orbit_code': 201326769, 'n': 4, 'trace_an': 23070}
  • id: 14783004
    {'hecke_orbit_code': 201326769, 'n': 5, 'trace_an': 3808}
  • id: 14783005
    {'hecke_orbit_code': 201326769, 'n': 6, 'trace_an': 18954}
  • id: 14783006
    {'hecke_orbit_code': 201326769, 'n': 7, 'trace_an': -98819}
  • id: 14783007
    {'hecke_orbit_code': 201326769, 'n': 8, 'trace_an': -117645}
  • id: 14783008
    {'hecke_orbit_code': 201326769, 'n': 9, 'trace_an': 1535274}
  • id: 14783009
    {'hecke_orbit_code': 201326769, 'n': 10, 'trace_an': -859751}
  • id: 14783010
    {'hecke_orbit_code': 201326769, 'n': 11, 'trace_an': 579094}
  • id: 14783011
    {'hecke_orbit_code': 201326769, 'n': 12, 'trace_an': -5606010}
  • id: 14783012
    {'hecke_orbit_code': 201326769, 'n': 13, 'trace_an': -2018538}
  • id: 14783013
    {'hecke_orbit_code': 201326769, 'n': 14, 'trace_an': 4157413}
  • id: 14783014
    {'hecke_orbit_code': 201326769, 'n': 15, 'trace_an': -925344}
  • id: 14783015
    {'hecke_orbit_code': 201326769, 'n': 16, 'trace_an': 20190274}
  • id: 14783016
    {'hecke_orbit_code': 201326769, 'n': 17, 'trace_an': -13084493}
  • id: 14783017
    {'hecke_orbit_code': 201326769, 'n': 18, 'trace_an': -4605822}
  • id: 14783018
    {'hecke_orbit_code': 201326769, 'n': 19, 'trace_an': 9917231}
  • id: 14783019
    {'hecke_orbit_code': 201326769, 'n': 20, 'trace_an': 10165633}
  • id: 14783020
    {'hecke_orbit_code': 201326769, 'n': 21, 'trace_an': 24013017}
  • id: 14783021
    {'hecke_orbit_code': 201326769, 'n': 22, 'trace_an': -89820518}
  • id: 14783022
    {'hecke_orbit_code': 201326769, 'n': 23, 'trace_an': -63513223}
  • id: 14783023
    {'hecke_orbit_code': 201326769, 'n': 24, 'trace_an': 28587735}
  • id: 14783024
    {'hecke_orbit_code': 201326769, 'n': 25, 'trace_an': 218986852}
  • id: 14783025
    {'hecke_orbit_code': 201326769, 'n': 26, 'trace_an': -77999532}
  • id: 14783026
    {'hecke_orbit_code': 201326769, 'n': 27, 'trace_an': -373071582}
  • id: 14783027
    {'hecke_orbit_code': 201326769, 'n': 28, 'trace_an': -444601862}
  • id: 14783028
    {'hecke_orbit_code': 201326769, 'n': 29, 'trace_an': 81530981}
  • id: 14783029
    {'hecke_orbit_code': 201326769, 'n': 30, 'trace_an': 208919493}
  • id: 14783030
    {'hecke_orbit_code': 201326769, 'n': 31, 'trace_an': -408861231}
  • id: 14783031
    {'hecke_orbit_code': 201326769, 'n': 32, 'trace_an': -26253128}
  • id: 14783032
    {'hecke_orbit_code': 201326769, 'n': 33, 'trace_an': -140719842}
  • id: 14783033
    {'hecke_orbit_code': 201326769, 'n': 34, 'trace_an': -508910076}
  • id: 14783034
    {'hecke_orbit_code': 201326769, 'n': 35, 'trace_an': -75731421}
  • id: 14783035
    {'hecke_orbit_code': 201326769, 'n': 36, 'trace_an': 1362260430}
  • id: 14783036
    {'hecke_orbit_code': 201326769, 'n': 37, 'trace_an': -802381301}
  • id: 14783037
    {'hecke_orbit_code': 201326769, 'n': 38, 'trace_an': 732704675}
  • id: 14783038
    {'hecke_orbit_code': 201326769, 'n': 39, 'trace_an': 490504734}
  • id: 14783039
    {'hecke_orbit_code': 201326769, 'n': 40, 'trace_an': -646130800}
  • id: 14783040
    {'hecke_orbit_code': 201326769, 'n': 41, 'trace_an': -1354472849}
  • id: 14783041
    {'hecke_orbit_code': 201326769, 'n': 42, 'trace_an': -1010251359}
  • id: 14783042
    {'hecke_orbit_code': 201326769, 'n': 43, 'trace_an': 282952194}
  • id: 14783043
    {'hecke_orbit_code': 201326769, 'n': 44, 'trace_an': 1846047996}
  • id: 14783044
    {'hecke_orbit_code': 201326769, 'n': 45, 'trace_an': 224858592}
  • id: 14783045
    {'hecke_orbit_code': 201326769, 'n': 46, 'trace_an': 9629305849}
  • id: 14783046
    {'hecke_orbit_code': 201326769, 'n': 47, 'trace_an': -1196794197}
  • id: 14783047
    {'hecke_orbit_code': 201326769, 'n': 48, 'trace_an': -4906236582}
  • id: 14783048
    {'hecke_orbit_code': 201326769, 'n': 49, 'trace_an': 10889725683}
  • id: 14783049
    {'hecke_orbit_code': 201326769, 'n': 50, 'trace_an': -6236232091}
  • id: 14783050
    {'hecke_orbit_code': 201326769, 'n': 51, 'trace_an': 3179531799}
  • id: 14783051
    {'hecke_orbit_code': 201326769, 'n': 52, 'trace_an': -1968200812}
  • id: 14783052
    {'hecke_orbit_code': 201326769, 'n': 53, 'trace_an': -8276044236}
  • id: 14783053
    {'hecke_orbit_code': 201326769, 'n': 54, 'trace_an': 1119214746}
  • id: 14783054
    {'hecke_orbit_code': 201326769, 'n': 55, 'trace_an': -6672895076}
  • id: 14783055
    {'hecke_orbit_code': 201326769, 'n': 56, 'trace_an': 2579741342}
  • id: 14783056
    {'hecke_orbit_code': 201326769, 'n': 57, 'trace_an': -2409887133}
  • id: 14783057
    {'hecke_orbit_code': 201326769, 'n': 58, 'trace_an': -9401656060}
  • id: 14783058
    {'hecke_orbit_code': 201326769, 'n': 59, 'trace_an': 18588031774}
  • id: 14783059
    {'hecke_orbit_code': 201326769, 'n': 60, 'trace_an': -2470248819}
  • id: 14783060
    {'hecke_orbit_code': 201326769, 'n': 61, 'trace_an': -21181559029}
  • id: 14783061
    {'hecke_orbit_code': 201326769, 'n': 62, 'trace_an': -6117706514}
  • id: 14783062
    {'hecke_orbit_code': 201326769, 'n': 63, 'trace_an': -5835163131}
  • id: 14783063
    {'hecke_orbit_code': 201326769, 'n': 64, 'trace_an': 42975855037}
  • id: 14783064
    {'hecke_orbit_code': 201326769, 'n': 65, 'trace_an': 25680681860}
  • id: 14783065
    {'hecke_orbit_code': 201326769, 'n': 66, 'trace_an': 21826385874}
  • id: 14783066
    {'hecke_orbit_code': 201326769, 'n': 67, 'trace_an': 26234163394}
  • id: 14783067
    {'hecke_orbit_code': 201326769, 'n': 68, 'trace_an': 19707344091}
  • id: 14783068
    {'hecke_orbit_code': 201326769, 'n': 69, 'trace_an': 15433713189}
  • id: 14783069
    {'hecke_orbit_code': 201326769, 'n': 70, 'trace_an': 129203099090}
  • id: 14783070
    {'hecke_orbit_code': 201326769, 'n': 71, 'trace_an': 52088830406}
  • id: 14783071
    {'hecke_orbit_code': 201326769, 'n': 72, 'trace_an': -6946819605}
  • id: 14783072
    {'hecke_orbit_code': 201326769, 'n': 73, 'trace_an': 20943384867}
  • id: 14783073
    {'hecke_orbit_code': 201326769, 'n': 74, 'trace_an': 41969200146}
  • id: 14783074
    {'hecke_orbit_code': 201326769, 'n': 75, 'trace_an': -53213805036}
  • id: 14783075
    {'hecke_orbit_code': 201326769, 'n': 76, 'trace_an': 223987219368}
  • id: 14783076
    {'hecke_orbit_code': 201326769, 'n': 77, 'trace_an': 94604773153}
  • id: 14783077
    {'hecke_orbit_code': 201326769, 'n': 78, 'trace_an': 18953886276}
  • id: 14783078
    {'hecke_orbit_code': 201326769, 'n': 79, 'trace_an': 68965662774}
  • id: 14783079
    {'hecke_orbit_code': 201326769, 'n': 80, 'trace_an': 218947784293}
  • id: 14783080
    {'hecke_orbit_code': 201326769, 'n': 81, 'trace_an': 90656394426}
  • id: 14783081
    {'hecke_orbit_code': 201326769, 'n': 82, 'trace_an': 11938614923}
  • id: 14783082
    {'hecke_orbit_code': 201326769, 'n': 83, 'trace_an': 17947446393}
  • id: 14783083
    {'hecke_orbit_code': 201326769, 'n': 84, 'trace_an': 108038252466}
  • id: 14783084
    {'hecke_orbit_code': 201326769, 'n': 85, 'trace_an': -52849386709}
  • id: 14783085
    {'hecke_orbit_code': 201326769, 'n': 86, 'trace_an': 384986147852}
  • id: 14783086
    {'hecke_orbit_code': 201326769, 'n': 87, 'trace_an': -19812028383}
  • id: 14783087
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