Embedded newform data - 81.12.e.a.10.32

Formats: - HTML - YAML - JSON - 2026-05-12T16:43:15.055609

• 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': 11664, 'analytic_conductor': 62.2357976253267, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 27, 'char_degree': 6, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 9, 'char_parity': 1, 'char_values': [81, 9, [2], [4]], 'cm_discs': [], 'conrey_index': 10, 'dim': 192, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 275079233617, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 27, 5, 1, 9, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '81.12.e.a', 'level': 81, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '27.12.e.a', 'prim_orbit_index': 5, 'related_objects': [], 'relative_dim': 32, 'rm_discs': [], 'sato_tate_group': '11.2.3.c9', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '81.12.e', 'trace_display': [6, 0, -2931, -6], 'traces': [192, 6, 0, -6, -2931, 0, -6, 294915, 0, -3, 1594293, 0, -6, -5263143, 0, 6138, 17038287, 0, -3, -33966483, 0, -6811494, 154612956, 0, -39922647, -72169026, 0, -12, 818363742, 0, -114913365, -2449907208, 0, 250353882, 1986199152, 0, -3, 199328700, 0, 159067281, -2363326233, 0, 2031687507, 6781787259, 0, -3, -1321238505, 0, 5300190696, 19347232641, 0, -7435159623, -7067989026, 0, -12, 8014324821, 0, 16115317383, -21931606932, 0, -16510964208, -11823393570, 0, -80530636803, -4275338385, 0, -38080922415, -82368304983, 0, 60497186367, 50263647093, 0, 1424119740, 72634311813, 0, -116456331270, -62223517041, 0, 90355950390, -24737530830, 0, -12, -113535448779, 0, -164592103131, 28905145338, 0, 67619592186, 100969659531, 0, -61084040502, 29835580269, 0, -264765665733, -349741980687, 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], [0.3188406005063793, 1.808234901007822], [0.0, 0.0], [-2.2283615079055905, 0.8110572600621858], [-0.05039338281995863, -0.04228506893800277], [0.0, 0.0], [0.30710038795356626, 0.11177540014670115], [-1.259009246174177, -2.180667981572667], [0.0, 0.0], [0.060393881005354894, -0.10460527036754362], [0.815949644665469, -0.6846630458980277], [0.0, 0.0], [0.10375061784296476, -0.5883989927469108], [-0.10420010750852271, 0.5909481753152956], [0.0, 0.0], [1.7251597426062695, -1.447580903742812], [-0.07051913816966739, 0.12214273021583362], [0.0, 0.0], [0.8237498400502179, 1.4267765756937134], [0.14659028668354387, 0.053354500985359224], [0.0, 0.0], [1.4981894897112389, 1.257130248250378], [1.1153614706007529, -0.405958375746052], [0.0, 0.0], [-0.1728967116899831, -0.9805459776790858], [1.0970435036987711, 0.0], [0.0, 0.0], [-0.7749869333639386, 0.0], [0.04805207355694851, 0.2725168511584549], [0.0, 0.0], [1.196786662430834, -0.43559472189161713], 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-0.2962550858182518, -0.28206985112312793, -0.35549874825972566, -0.18201360994535914, -0.4082838316792023, 0.2114506377290623, -0.4841614169400119, 0.056086906871181154, -0.11290931863396492, -0.0733128237305358, -0.06598170946536597, -0.3506244527627781, -0.482955990601533, 0.11792271772002684, -0.4947875712361982, -0.2034483913380025, -0.030472469743234736, -0.49333066317198676, -0.2852586755834114], 'char_orbit_index': 5, 'conrey_index': 10, 'dual_conrey_index': 73, 'dual_embedding_index': 32, 'dual_embedding_m': 192, 'embedding_index': 32, 'embedding_m': 32, 'hecke_orbit': 1, 'hecke_orbit_code': 275079233617, 'label': '81.12.e.a.10.32', 'level': 81, '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': 11664, 'analytic_conductor': 62.2357976253267, 'char_conductor': 27, 'char_degree': 6, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 9, 'char_parity': 1, 'char_values': [81, 9, [2], [4]], 'conrey_index': 10, 'cusp_dim': 576, 'dim': 192, 'eis_dim': 36, 'eis_new_dim': 12, 'hecke_orbit_code': 275079233617, 'hecke_orbit_dims': [192], 'label': '81.12.e', 'level': 81, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 612, 'mf_new_dim': 204, 'num_forms': 1, 'prim_orbit_index': 5, 'relative_dim': 32, 'sturm_bound': 108, 'trace_bound': 0, 'trace_display': [6, 0, -2931, -6], 'traces': [192, 6, 0, -6, -2931, 0, -6, 294915, 0, -3, 1594293, 0, -6, -5263143, 0, 6138, 17038287, 0, -3, -33966483, 0, -6811494, 154612956, 0, -39922647, -72169026, 0, -12, 818363742, 0, -114913365, 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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: 3099973
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 10, 'source_dim': 192, 'source_embedding_index': 32, 'source_hecke_orbit_code': 275079233617, 'source_is_minimal': False, 'source_label': '81.12.e.a.10.32', 'source_level': 81, 'target_conrey_index': 10, 'target_dim': 192, 'target_embedding_index': 32, 'target_hecke_orbit_code': 275079233617, 'target_is_minimal': False, 'target_label': '81.12.e.a.10.32', 'target_level': 81, 'twist_class_label': '27.12.e.a.13.1', 'twist_class_level': 27, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 12}
  • id: 3099974
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 10, 'source_dim': 192, 'source_embedding_index': 32, 'source_hecke_orbit_code': 275079233617, 'source_is_minimal': False, 'source_label': '81.12.e.a.10.32', 'source_level': 81, 'target_conrey_index': 13, 'target_dim': 192, 'target_embedding_index': 1, 'target_hecke_orbit_code': 275079233563, 'target_is_minimal': True, 'target_label': '27.12.e.a.13.1', 'target_level': 27, 'twist_class_label': '27.12.e.a.13.1', 'twist_class_level': 27, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 12}
  • id: 3099975
    {'conductor': 27, 'degree': 6, 'order': 18, 'parity': -1, 'source_conrey_index': 10, 'source_dim': 192, 'source_embedding_index': 32, 'source_hecke_orbit_code': 275079233617, 'source_is_minimal': False, 'source_label': '81.12.e.a.10.32', 'source_level': 81, 'target_conrey_index': 25, 'target_dim': 192, 'target_embedding_index': 1, 'target_hecke_orbit_code': 275079233563, 'target_is_minimal': True, 'target_label': '27.12.e.a.25.1', 'target_level': 27, 'twist_class_label': '27.12.e.a.13.1', 'twist_class_level': 27, 'twisting_char_label': '27.2', 'twisting_conrey_index': 2, 'weight': 12}
  • id: 3099976
    {'conductor': 27, 'degree': 6, 'order': 9, 'parity': 1, 'source_conrey_index': 10, 'source_dim': 192, 'source_embedding_index': 32, 'source_hecke_orbit_code': 275079233617, 'source_is_minimal': False, 'source_label': '81.12.e.a.10.32', 'source_level': 81, 'target_conrey_index': 73, 'target_dim': 192, 'target_embedding_index': 32, 'target_hecke_orbit_code': 275079233617, 'target_is_minimal': False, 'target_label': '81.12.e.a.73.32', 'target_level': 81, 'twist_class_label': '27.12.e.a.13.1', 'twist_class_level': 27, 'twisting_char_label': '27.25', 'twisting_conrey_index': 25, 'weight': 12}
• hecke_orbit_code 275079233617 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': 5, 'hecke_orbit': 1, 'label': '81.12.e.a', 'level': 81, 'portrait': 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', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 7978200
    {'hecke_orbit_code': 275079233617, 'n': 1, 'trace_an': 192}
  • id: 7978201
    {'hecke_orbit_code': 275079233617, 'n': 2, 'trace_an': 6}
  • id: 7978202
    {'hecke_orbit_code': 275079233617, 'n': 3, 'trace_an': 0}
  • id: 7978203
    {'hecke_orbit_code': 275079233617, 'n': 4, 'trace_an': -6}
  • id: 7978204
    {'hecke_orbit_code': 275079233617, 'n': 5, 'trace_an': -2931}
  • id: 7978205
    {'hecke_orbit_code': 275079233617, 'n': 6, 'trace_an': 0}
  • id: 7978206
    {'hecke_orbit_code': 275079233617, 'n': 7, 'trace_an': -6}
  • id: 7978207
    {'hecke_orbit_code': 275079233617, 'n': 8, 'trace_an': 294915}
  • id: 7978208
    {'hecke_orbit_code': 275079233617, 'n': 9, 'trace_an': 0}
  • id: 7978209
    {'hecke_orbit_code': 275079233617, 'n': 10, 'trace_an': -3}
  • id: 7978210
    {'hecke_orbit_code': 275079233617, 'n': 11, 'trace_an': 1594293}
  • id: 7978211
    {'hecke_orbit_code': 275079233617, 'n': 12, 'trace_an': 0}
  • id: 7978212
    {'hecke_orbit_code': 275079233617, 'n': 13, 'trace_an': -6}
  • id: 7978213
    {'hecke_orbit_code': 275079233617, 'n': 14, 'trace_an': -5263143}
  • id: 7978214
    {'hecke_orbit_code': 275079233617, 'n': 15, 'trace_an': 0}
  • id: 7978215
    {'hecke_orbit_code': 275079233617, 'n': 16, 'trace_an': 6138}
  • id: 7978216
    {'hecke_orbit_code': 275079233617, 'n': 17, 'trace_an': 17038287}
  • id: 7978217
    {'hecke_orbit_code': 275079233617, 'n': 18, 'trace_an': 0}
  • id: 7978218
    {'hecke_orbit_code': 275079233617, 'n': 19, 'trace_an': -3}
  • id: 7978219
    {'hecke_orbit_code': 275079233617, 'n': 20, 'trace_an': -33966483}
  • id: 7978220
    {'hecke_orbit_code': 275079233617, 'n': 21, 'trace_an': 0}
  • id: 7978221
    {'hecke_orbit_code': 275079233617, 'n': 22, 'trace_an': -6811494}
  • id: 7978222
    {'hecke_orbit_code': 275079233617, 'n': 23, 'trace_an': 154612956}
  • id: 7978223
    {'hecke_orbit_code': 275079233617, 'n': 24, 'trace_an': 0}
  • id: 7978224
    {'hecke_orbit_code': 275079233617, 'n': 25, 'trace_an': -39922647}
  • id: 7978225
    {'hecke_orbit_code': 275079233617, 'n': 26, 'trace_an': -72169026}
  • id: 7978226
    {'hecke_orbit_code': 275079233617, 'n': 27, 'trace_an': 0}
  • id: 7978227
    {'hecke_orbit_code': 275079233617, 'n': 28, 'trace_an': -12}
  • id: 7978228
    {'hecke_orbit_code': 275079233617, 'n': 29, 'trace_an': 818363742}
  • id: 7978229
    {'hecke_orbit_code': 275079233617, 'n': 30, 'trace_an': 0}
  • id: 7978230
    {'hecke_orbit_code': 275079233617, 'n': 31, 'trace_an': -114913365}
  • id: 7978231
    {'hecke_orbit_code': 275079233617, 'n': 32, 'trace_an': -2449907208}
  • id: 7978232
    {'hecke_orbit_code': 275079233617, 'n': 33, 'trace_an': 0}
  • id: 7978233
    {'hecke_orbit_code': 275079233617, 'n': 34, 'trace_an': 250353882}
  • id: 7978234
    {'hecke_orbit_code': 275079233617, 'n': 35, 'trace_an': 1986199152}
  • id: 7978235
    {'hecke_orbit_code': 275079233617, 'n': 36, 'trace_an': 0}
  • id: 7978236
    {'hecke_orbit_code': 275079233617, 'n': 37, 'trace_an': -3}
  • id: 7978237
    {'hecke_orbit_code': 275079233617, 'n': 38, 'trace_an': 199328700}
  • id: 7978238
    {'hecke_orbit_code': 275079233617, 'n': 39, 'trace_an': 0}
  • id: 7978239
    {'hecke_orbit_code': 275079233617, 'n': 40, 'trace_an': 159067281}
  • id: 7978240
    {'hecke_orbit_code': 275079233617, 'n': 41, 'trace_an': -2363326233}
  • id: 7978241
    {'hecke_orbit_code': 275079233617, 'n': 42, 'trace_an': 0}
  • id: 7978242
    {'hecke_orbit_code': 275079233617, 'n': 43, 'trace_an': 2031687507}
  • id: 7978243
    {'hecke_orbit_code': 275079233617, 'n': 44, 'trace_an': 6781787259}
  • id: 7978244
    {'hecke_orbit_code': 275079233617, 'n': 45, 'trace_an': 0}
  • id: 7978245
    {'hecke_orbit_code': 275079233617, 'n': 46, 'trace_an': -3}
  • id: 7978246
    {'hecke_orbit_code': 275079233617, 'n': 47, 'trace_an': -1321238505}
  • id: 7978247
    {'hecke_orbit_code': 275079233617, 'n': 48, 'trace_an': 0}
  • id: 7978248
    {'hecke_orbit_code': 275079233617, 'n': 49, 'trace_an': 5300190696}
  • id: 7978249
    {'hecke_orbit_code': 275079233617, 'n': 50, 'trace_an': 19347232641}
  • id: 7978250
    {'hecke_orbit_code': 275079233617, 'n': 51, 'trace_an': 0}
  • id: 7978251
    {'hecke_orbit_code': 275079233617, 'n': 52, 'trace_an': -7435159623}
  • id: 7978252
    {'hecke_orbit_code': 275079233617, 'n': 53, 'trace_an': -7067989026}
  • id: 7978253
    {'hecke_orbit_code': 275079233617, 'n': 54, 'trace_an': 0}
  • id: 7978254
    {'hecke_orbit_code': 275079233617, 'n': 55, 'trace_an': -12}
  • id: 7978255
    {'hecke_orbit_code': 275079233617, 'n': 56, 'trace_an': 8014324821}
  • id: 7978256
    {'hecke_orbit_code': 275079233617, 'n': 57, 'trace_an': 0}
  • id: 7978257
    {'hecke_orbit_code': 275079233617, 'n': 58, 'trace_an': 16115317383}
  • id: 7978258
    {'hecke_orbit_code': 275079233617, 'n': 59, 'trace_an': -21931606932}
  • id: 7978259
    {'hecke_orbit_code': 275079233617, 'n': 60, 'trace_an': 0}
  • id: 7978260
    {'hecke_orbit_code': 275079233617, 'n': 61, 'trace_an': -16510964208}
  • id: 7978261
    {'hecke_orbit_code': 275079233617, 'n': 62, 'trace_an': -11823393570}
  • id: 7978262
    {'hecke_orbit_code': 275079233617, 'n': 63, 'trace_an': 0}
  • id: 7978263
    {'hecke_orbit_code': 275079233617, 'n': 64, 'trace_an': -80530636803}
  • id: 7978264
    {'hecke_orbit_code': 275079233617, 'n': 65, 'trace_an': -4275338385}
  • id: 7978265
    {'hecke_orbit_code': 275079233617, 'n': 66, 'trace_an': 0}
  • id: 7978266
    {'hecke_orbit_code': 275079233617, 'n': 67, 'trace_an': -38080922415}
  • id: 7978267
    {'hecke_orbit_code': 275079233617, 'n': 68, 'trace_an': -82368304983}
  • id: 7978268
    {'hecke_orbit_code': 275079233617, 'n': 69, 'trace_an': 0}
  • id: 7978269
    {'hecke_orbit_code': 275079233617, 'n': 70, 'trace_an': 60497186367}
  • id: 7978270
    {'hecke_orbit_code': 275079233617, 'n': 71, 'trace_an': 50263647093}
  • id: 7978271
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    {'hecke_orbit_code': 275079233617, 'n': 971, 'trace_an': -445746490279375248}
  • id: 7978454
    {'hecke_orbit_code': 275079233617, 'n': 977, 'trace_an': 84287036625663576}
  • id: 7978455
    {'hecke_orbit_code': 275079233617, 'n': 983, 'trace_an': 43948642189168194}
  • id: 7978456
    {'hecke_orbit_code': 275079233617, 'n': 991, 'trace_an': -86464379161404894}
  • id: 7978457
    {'hecke_orbit_code': 275079233617, 'n': 997, 'trace_an': -26473835475208590}