Embedded newform data - 197.12.a.b.1.20

Formats: - HTML - YAML - JSON - 2025-01-03T02:46:07.999296

• 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': 28368, 'analytic_conductor': 151.363606570239, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[197, 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': [197, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 92, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_orbit': 2, 'hecke_orbit_code': 4503599828697285, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '197.12.a.b', 'level': 197, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [197], 'level_radical': 197, 'minimal_twist': '197.12.a.b', 'prim_orbit_index': 1, 'related_objects': [], 'relative_dim': 92, 'rm_discs': [], 'sato_tate_group': '11.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '197.12.a', 'trace_display': [64, 2420, 16604, 305891], 'traces': [92, 64, 2420, 98304, 16604, 46656, 305891, 234027, 5900444, 1074277, 595928, 4956160, 7463810, 4915769, 6749159, 109051904, 9869683, 15324721, 71500013, 79804779, 55741034, 120367289, 38597564, 104015637, 1039976880, 51802726, 665312351, 713160630, -2827541, -43013765, 939775728, 723479980, 978717002, 1063528738, 843197112, 6613742458, 2009031770, 918086794, 2279970607, 3093842646, -30014736, 3159549307, 6320365127, 3019176802, 5538230697, 4344764621, 2853606373, 15616060178, 31617715853, -28784136763, -7216660253, 19141188860, 3389732468, 14059623295, 23123173075, 75592019872, 27508365203, 42079603023, 40032802875, 99482549469, 31816702886, 35401555571, 79170604993, 168463042533, 50313809737, 93218912814, 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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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-0.17525050499809358, -0.2047889409368436, -0.3570819583151277, -0.3422563112883485, -0.22615142246790418, -0.20442302418915997, -0.24108896662206522, -0.28510979012419196, -0.16011028025424992, -0.25507784329274275, -0.1861641943142199, -0.17630948883845696, -0.2595627425133311, -0.36900175431107346, -0.32078998908546275, -0.1950899246199067, -0.30729060835532657, -0.24761887471779442, -0.15682298547629883, -0.4658349561800621], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 20, 'dual_embedding_m': 20, 'embedding_index': 20, 'embedding_m': 20, 'hecke_orbit': 2, 'hecke_orbit_code': 4503599828697285, 'label': '197.12.a.b.1.20', 'level': 197, 'weight': 12}
• mf_newspaces •

  Column	Type
  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_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

  
  {'ALdims': [92, 87], 'Nk2': 28368, 'analytic_conductor': 151.363606570239, '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': [197, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 181, 'dim': 179, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_orbit_code': 201326789, 'hecke_orbit_dims': [87, 92], 'label': '197.12.a', 'level': 197, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [197], 'level_radical': 197, 'mf_dim': 183, 'mf_new_dim': 179, 'num_forms': 2, 'plus_dim': 92, 'prim_orbit_index': 1, 'relative_dim': 179, 'sturm_bound': 198, 'trace_bound': 1, 'trace_display': [-32, -506, -4292, 73958], 'traces': [179, -32, -506, 181248, -4292, 15552, 73958, -23466, 10915153, -451446, -1707062, -1036288, 3046244, 3377650, -4726682, 181403648, -138632, -16589758, 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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': 92, 'source_embedding_index': 20, 'source_hecke_orbit_code': 4503599828697285, 'source_is_minimal': True, 'source_label': '197.12.a.b.1.20', 'source_level': 197, 'target_conrey_index': 1, 'target_dim': 92, 'target_embedding_index': 20, 'target_hecke_orbit_code': 4503599828697285, 'target_is_minimal': True, 'target_label': '197.12.a.b.1.20', 'target_level': 197, 'twist_class_label': '197.12.a.b.1.20', 'twist_class_level': 197, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 12}
• hecke_orbit_code 4503599828697285 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': 2, 'label': '197.12.a.b', 'level': 197, '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

  
  
  • id: 19834332
    {'hecke_orbit_code': 4503599828697285, 'n': 1, 'trace_an': 92}
  • id: 19834333
    {'hecke_orbit_code': 4503599828697285, 'n': 2, 'trace_an': 64}
  • id: 19834334
    {'hecke_orbit_code': 4503599828697285, 'n': 3, 'trace_an': 2420}
  • id: 19834335
    {'hecke_orbit_code': 4503599828697285, 'n': 4, 'trace_an': 98304}
  • id: 19834336
    {'hecke_orbit_code': 4503599828697285, 'n': 5, 'trace_an': 16604}
  • id: 19834337
    {'hecke_orbit_code': 4503599828697285, 'n': 6, 'trace_an': 46656}
  • id: 19834338
    {'hecke_orbit_code': 4503599828697285, 'n': 7, 'trace_an': 305891}
  • id: 19834339
    {'hecke_orbit_code': 4503599828697285, 'n': 8, 'trace_an': 234027}
  • id: 19834340
    {'hecke_orbit_code': 4503599828697285, 'n': 9, 'trace_an': 5900444}
  • id: 19834341
    {'hecke_orbit_code': 4503599828697285, 'n': 10, 'trace_an': 1074277}
  • id: 19834342
    {'hecke_orbit_code': 4503599828697285, 'n': 11, 'trace_an': 595928}
  • id: 19834343
    {'hecke_orbit_code': 4503599828697285, 'n': 12, 'trace_an': 4956160}
  • id: 19834344
    {'hecke_orbit_code': 4503599828697285, 'n': 13, 'trace_an': 7463810}
  • id: 19834345
    {'hecke_orbit_code': 4503599828697285, 'n': 14, 'trace_an': 4915769}
  • id: 19834346
    {'hecke_orbit_code': 4503599828697285, 'n': 15, 'trace_an': 6749159}
  • id: 19834347
    {'hecke_orbit_code': 4503599828697285, 'n': 16, 'trace_an': 109051904}
  • id: 19834348
    {'hecke_orbit_code': 4503599828697285, 'n': 17, 'trace_an': 9869683}
  • id: 19834349
    {'hecke_orbit_code': 4503599828697285, 'n': 18, 'trace_an': 15324721}
  • id: 19834350
    {'hecke_orbit_code': 4503599828697285, 'n': 19, 'trace_an': 71500013}
  • id: 19834351
    {'hecke_orbit_code': 4503599828697285, 'n': 20, 'trace_an': 79804779}
  • id: 19834352
    {'hecke_orbit_code': 4503599828697285, 'n': 21, 'trace_an': 55741034}
  • id: 19834353
    {'hecke_orbit_code': 4503599828697285, 'n': 22, 'trace_an': 120367289}
  • id: 19834354
    {'hecke_orbit_code': 4503599828697285, 'n': 23, 'trace_an': 38597564}
  • id: 19834355
    {'hecke_orbit_code': 4503599828697285, 'n': 24, 'trace_an': 104015637}
  • id: 19834356
    {'hecke_orbit_code': 4503599828697285, 'n': 25, 'trace_an': 1039976880}
  • id: 19834357
    {'hecke_orbit_code': 4503599828697285, 'n': 26, 'trace_an': 51802726}
  • id: 19834358
    {'hecke_orbit_code': 4503599828697285, 'n': 27, 'trace_an': 665312351}
  • id: 19834359
    {'hecke_orbit_code': 4503599828697285, 'n': 28, 'trace_an': 713160630}
  • id: 19834360
    {'hecke_orbit_code': 4503599828697285, 'n': 29, 'trace_an': -2827541}
  • id: 19834361
    {'hecke_orbit_code': 4503599828697285, 'n': 30, 'trace_an': -43013765}
  • id: 19834362
    {'hecke_orbit_code': 4503599828697285, 'n': 31, 'trace_an': 939775728}
  • id: 19834363
    {'hecke_orbit_code': 4503599828697285, 'n': 32, 'trace_an': 723479980}
  • id: 19834364
    {'hecke_orbit_code': 4503599828697285, 'n': 33, 'trace_an': 978717002}
  • id: 19834365
    {'hecke_orbit_code': 4503599828697285, 'n': 34, 'trace_an': 1063528738}
  • id: 19834366
    {'hecke_orbit_code': 4503599828697285, 'n': 35, 'trace_an': 843197112}
  • id: 19834367
    {'hecke_orbit_code': 4503599828697285, 'n': 36, 'trace_an': 6613742458}
  • id: 19834368
    {'hecke_orbit_code': 4503599828697285, 'n': 37, 'trace_an': 2009031770}
  • id: 19834369
    {'hecke_orbit_code': 4503599828697285, 'n': 38, 'trace_an': 918086794}
  • id: 19834370
    {'hecke_orbit_code': 4503599828697285, 'n': 39, 'trace_an': 2279970607}
  • id: 19834371
    {'hecke_orbit_code': 4503599828697285, 'n': 40, 'trace_an': 3093842646}
  • id: 19834372
    {'hecke_orbit_code': 4503599828697285, 'n': 41, 'trace_an': -30014736}
  • id: 19834373
    {'hecke_orbit_code': 4503599828697285, 'n': 42, 'trace_an': 3159549307}
  • id: 19834374
    {'hecke_orbit_code': 4503599828697285, 'n': 43, 'trace_an': 6320365127}
  • id: 19834375
    {'hecke_orbit_code': 4503599828697285, 'n': 44, 'trace_an': 3019176802}
  • id: 19834376
    {'hecke_orbit_code': 4503599828697285, 'n': 45, 'trace_an': 5538230697}
  • id: 19834377
    {'hecke_orbit_code': 4503599828697285, 'n': 46, 'trace_an': 4344764621}
  • id: 19834378
    {'hecke_orbit_code': 4503599828697285, 'n': 47, 'trace_an': 2853606373}
  • id: 19834379
    {'hecke_orbit_code': 4503599828697285, 'n': 48, 'trace_an': 15616060178}
  • id: 19834380
    {'hecke_orbit_code': 4503599828697285, 'n': 49, 'trace_an': 31617715853}
  • id: 19834381
    {'hecke_orbit_code': 4503599828697285, 'n': 50, 'trace_an': -28784136763}
  • id: 19834382
    {'hecke_orbit_code': 4503599828697285, 'n': 51, 'trace_an': -7216660253}
  • id: 19834383
    {'hecke_orbit_code': 4503599828697285, 'n': 52, 'trace_an': 19141188860}
  • id: 19834384
    {'hecke_orbit_code': 4503599828697285, 'n': 53, 'trace_an': 3389732468}
  • id: 19834385
    {'hecke_orbit_code': 4503599828697285, 'n': 54, 'trace_an': 14059623295}
  • id: 19834386
    {'hecke_orbit_code': 4503599828697285, 'n': 55, 'trace_an': 23123173075}
  • id: 19834387
    {'hecke_orbit_code': 4503599828697285, 'n': 56, 'trace_an': 75592019872}
  • id: 19834388
    {'hecke_orbit_code': 4503599828697285, 'n': 57, 'trace_an': 27508365203}
  • id: 19834389
    {'hecke_orbit_code': 4503599828697285, 'n': 58, 'trace_an': 42079603023}
  • id: 19834390
    {'hecke_orbit_code': 4503599828697285, 'n': 59, 'trace_an': 40032802875}
  • id: 19834391
    {'hecke_orbit_code': 4503599828697285, 'n': 60, 'trace_an': 99482549469}
  • id: 19834392
    {'hecke_orbit_code': 4503599828697285, 'n': 61, 'trace_an': 31816702886}
  • id: 19834393
    {'hecke_orbit_code': 4503599828697285, 'n': 62, 'trace_an': 35401555571}
  • id: 19834394
    {'hecke_orbit_code': 4503599828697285, 'n': 63, 'trace_an': 79170604993}
  • id: 19834395
    {'hecke_orbit_code': 4503599828697285, 'n': 64, 'trace_an': 168463042533}
  • id: 19834396
    {'hecke_orbit_code': 4503599828697285, 'n': 65, 'trace_an': 50313809737}
  • id: 19834397
    {'hecke_orbit_code': 4503599828697285, 'n': 66, 'trace_an': 93218912814}
  • id: 19834398
    {'hecke_orbit_code': 4503599828697285, 'n': 67, 'trace_an': 129966589578}
  • id: 19834399
    {'hecke_orbit_code': 4503599828697285, 'n': 68, 'trace_an': 73640879491}
  • id: 19834400
    {'hecke_orbit_code': 4503599828697285, 'n': 69, 'trace_an': -9850635033}
  • id: 19834401
    {'hecke_orbit_code': 4503599828697285, 'n': 70, 'trace_an': 62387700391}
  • id: 19834402
    {'hecke_orbit_code': 4503599828697285, 'n': 71, 'trace_an': 32189826123}
  • id: 19834403
    {'hecke_orbit_code': 4503599828697285, 'n': 72, 'trace_an': 47439469795}
  • id: 19834404
    {'hecke_orbit_code': 4503599828697285, 'n': 73, 'trace_an': 60612500511}
  • id: 19834405
    {'hecke_orbit_code': 4503599828697285, 'n': 74, 'trace_an': -110473527245}
  • id: 19834406
    {'hecke_orbit_code': 4503599828697285, 'n': 75, 'trace_an': 48823210110}
  • id: 19834407
    {'hecke_orbit_code': 4503599828697285, 'n': 76, 'trace_an': 48170982110}
  • id: 19834408
    {'hecke_orbit_code': 4503599828697285, 'n': 77, 'trace_an': -9381499362}
  • id: 19834409
    {'hecke_orbit_code': 4503599828697285, 'n': 78, 'trace_an': -251751253299}
  • id: 19834410
    {'hecke_orbit_code': 4503599828697285, 'n': 79, 'trace_an': 40812909551}
  • id: 19834411
    {'hecke_orbit_code': 4503599828697285, 'n': 80, 'trace_an': -36932560002}
  • id: 19834412
    {'hecke_orbit_code': 4503599828697285, 'n': 81, 'trace_an': 294126355776}
  • id: 19834413
    {'hecke_orbit_code': 4503599828697285, 'n': 82, 'trace_an': 29914326881}
  • id: 19834414
    {'hecke_orbit_code': 4503599828697285, 'n': 83, 'trace_an': 112077199076}
  • id: 19834415
    {'hecke_orbit_code': 4503599828697285, 'n': 84, 'trace_an': -242466547988}
  • id: 19834416
    {'hecke_orbit_code': 4503599828697285, 'n': 85, 'trace_an': -65194167314}
  • id: 19834417
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