Embedded newform data - 197.14.a.a.1.8

Formats: - HTML - YAML - JSON - 2025-01-02T17:28:08.202790

• 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': 38612, 'analytic_conductor': 211.24493003526803, 'analytic_rank': 1, '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': 104, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_orbit': 1, 'hecke_orbit_code': 234881221, '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': '197.14.a.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, 'minimal_twist': '197.14.a.a', 'prim_orbit_index': 1, 'related_objects': [], 'relative_dim': 104, 'rm_discs': [], 'sato_tate_group': '13.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '197.14.a', 'trace_display': [-128, -8020, -99004, -2084037], 'traces': [104, -128, -8020, 409600, -99004, -83328, -2084037, -2111301, 51549776, -9626347, -10688800, -68157440, -94762650, -52465903, -186128761, 1543503872, -109572251, -449658263, -1495268031, -1194030741, -832275538, -2695120703, -2632554532, -190649667, 22696779124, -2460454754, -16267542277, -18137835250, 47556769, -9613748117, -24774628288, -29246249180, -42367036666, -39395206606, -26216433864, 190013501626, -82419664050, -34593622142, -39498281801, -150303128514, -25862853768, -138889965149, -258164897781, -197365738094, -240782892021, -218441397971, -208905762731, -664063830814, 1113758315863, -1516068087607, -1019253294393, -1162941441840, 161684855900, 1679137315823, -557952233701, 2842561845328, 801593765429, -7249760433, 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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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-0.2927867635606243, -0.2640520237264785, -0.30169854875627977, -0.1645033203469353, -0.09774998647473057, -0.22922461038962483, -0.23374862070924238, -0.3048201543696415, -0.24364424791284303, -0.24875477427310824, -0.22150923270181158, -0.23774884891593603, -0.16306285926217112, -0.2810115735309237, -0.3448805186777169, -0.1801020961845319, -0.2747811325275178, -0.37193214806945546, -0.3784072529856676, -0.23295129280075372, -0.3077790975567337, -0.10976406577302211, -0.23939885668941133, -0.21157139496845548, -0.3199229634232794, -0.14683577037602297, -0.19929180747309105, -0.09033127880736876, -0.24847925035341273, -0.2612943075459656, -0.3046622525403886, -0.3297572564842973, -0.2964798779977423, -0.38269167137896176, None, -0.3410271751727817, -0.2292442948346576, -0.24011506552647868, -0.1821246212430317, -0.2453539163496844, -0.08072429632133596, -0.11974262676800765, -0.22255543800060176, -0.29649115024479666, -0.22132577145105137, -0.3753526286494712, -0.27180550601617376, 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• 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

  
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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': 104, 'source_embedding_index': 8, 'source_hecke_orbit_code': 234881221, 'source_is_minimal': True, 'source_label': '197.14.a.a.1.8', 'source_level': 197, 'target_conrey_index': 1, 'target_dim': 104, 'target_embedding_index': 8, 'target_hecke_orbit_code': 234881221, 'target_is_minimal': True, 'target_label': '197.14.a.a.1.8', 'target_level': 197, 'twist_class_label': '197.14.a.a.1.8', 'twist_class_level': 197, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 14}
• hecke_orbit_code 234881221 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': '197.14.a.a', 'level': 197, 'portrait': 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', 'weight': 14}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 3890382
    {'hecke_orbit_code': 234881221, 'n': 1, 'trace_an': 104}
  • id: 3890383
    {'hecke_orbit_code': 234881221, 'n': 2, 'trace_an': -128}
  • id: 3890384
    {'hecke_orbit_code': 234881221, 'n': 3, 'trace_an': -8020}
  • id: 3890385
    {'hecke_orbit_code': 234881221, 'n': 4, 'trace_an': 409600}
  • id: 3890386
    {'hecke_orbit_code': 234881221, 'n': 5, 'trace_an': -99004}
  • id: 3890387
    {'hecke_orbit_code': 234881221, 'n': 6, 'trace_an': -83328}
  • id: 3890388
    {'hecke_orbit_code': 234881221, 'n': 7, 'trace_an': -2084037}
  • id: 3890389
    {'hecke_orbit_code': 234881221, 'n': 8, 'trace_an': -2111301}
  • id: 3890390
    {'hecke_orbit_code': 234881221, 'n': 9, 'trace_an': 51549776}
  • id: 3890391
    {'hecke_orbit_code': 234881221, 'n': 10, 'trace_an': -9626347}
  • id: 3890392
    {'hecke_orbit_code': 234881221, 'n': 11, 'trace_an': -10688800}
  • id: 3890393
    {'hecke_orbit_code': 234881221, 'n': 12, 'trace_an': -68157440}
  • id: 3890394
    {'hecke_orbit_code': 234881221, 'n': 13, 'trace_an': -94762650}
  • id: 3890395
    {'hecke_orbit_code': 234881221, 'n': 14, 'trace_an': -52465903}
  • id: 3890396
    {'hecke_orbit_code': 234881221, 'n': 15, 'trace_an': -186128761}
  • id: 3890397
    {'hecke_orbit_code': 234881221, 'n': 16, 'trace_an': 1543503872}
  • id: 3890398
    {'hecke_orbit_code': 234881221, 'n': 17, 'trace_an': -109572251}
  • id: 3890399
    {'hecke_orbit_code': 234881221, 'n': 18, 'trace_an': -449658263}
  • id: 3890400
    {'hecke_orbit_code': 234881221, 'n': 19, 'trace_an': -1495268031}
  • id: 3890401
    {'hecke_orbit_code': 234881221, 'n': 20, 'trace_an': -1194030741}
  • id: 3890402
    {'hecke_orbit_code': 234881221, 'n': 21, 'trace_an': -832275538}
  • id: 3890403
    {'hecke_orbit_code': 234881221, 'n': 22, 'trace_an': -2695120703}
  • id: 3890404
    {'hecke_orbit_code': 234881221, 'n': 23, 'trace_an': -2632554532}
  • id: 3890405
    {'hecke_orbit_code': 234881221, 'n': 24, 'trace_an': -190649667}
  • id: 3890406
    {'hecke_orbit_code': 234881221, 'n': 25, 'trace_an': 22696779124}
  • id: 3890407
    {'hecke_orbit_code': 234881221, 'n': 26, 'trace_an': -2460454754}
  • id: 3890408
    {'hecke_orbit_code': 234881221, 'n': 27, 'trace_an': -16267542277}
  • id: 3890409
    {'hecke_orbit_code': 234881221, 'n': 28, 'trace_an': -18137835250}
  • id: 3890410
    {'hecke_orbit_code': 234881221, 'n': 29, 'trace_an': 47556769}
  • id: 3890411
    {'hecke_orbit_code': 234881221, 'n': 30, 'trace_an': -9613748117}
  • id: 3890412
    {'hecke_orbit_code': 234881221, 'n': 31, 'trace_an': -24774628288}
  • id: 3890413
    {'hecke_orbit_code': 234881221, 'n': 32, 'trace_an': -29246249180}
  • id: 3890414
    {'hecke_orbit_code': 234881221, 'n': 33, 'trace_an': -42367036666}
  • id: 3890415
    {'hecke_orbit_code': 234881221, 'n': 34, 'trace_an': -39395206606}
  • id: 3890416
    {'hecke_orbit_code': 234881221, 'n': 35, 'trace_an': -26216433864}
  • id: 3890417
    {'hecke_orbit_code': 234881221, 'n': 36, 'trace_an': 190013501626}
  • id: 3890418
    {'hecke_orbit_code': 234881221, 'n': 37, 'trace_an': -82419664050}
  • id: 3890419
    {'hecke_orbit_code': 234881221, 'n': 38, 'trace_an': -34593622142}
  • id: 3890420
    {'hecke_orbit_code': 234881221, 'n': 39, 'trace_an': -39498281801}
  • id: 3890421
    {'hecke_orbit_code': 234881221, 'n': 40, 'trace_an': -150303128514}
  • id: 3890422
    {'hecke_orbit_code': 234881221, 'n': 41, 'trace_an': -25862853768}
  • id: 3890423
    {'hecke_orbit_code': 234881221, 'n': 42, 'trace_an': -138889965149}
  • id: 3890424
    {'hecke_orbit_code': 234881221, 'n': 43, 'trace_an': -258164897781}
  • id: 3890425
    {'hecke_orbit_code': 234881221, 'n': 44, 'trace_an': -197365738094}
  • id: 3890426
    {'hecke_orbit_code': 234881221, 'n': 45, 'trace_an': -240782892021}
  • id: 3890427
    {'hecke_orbit_code': 234881221, 'n': 46, 'trace_an': -218441397971}
  • id: 3890428
    {'hecke_orbit_code': 234881221, 'n': 47, 'trace_an': -208905762731}
  • id: 3890429
    {'hecke_orbit_code': 234881221, 'n': 48, 'trace_an': -664063830814}
  • id: 3890430
    {'hecke_orbit_code': 234881221, 'n': 49, 'trace_an': 1113758315863}
  • id: 3890431
    {'hecke_orbit_code': 234881221, 'n': 50, 'trace_an': -1516068087607}
  • id: 3890432
    {'hecke_orbit_code': 234881221, 'n': 51, 'trace_an': -1019253294393}
  • id: 3890433
    {'hecke_orbit_code': 234881221, 'n': 52, 'trace_an': -1162941441840}
  • id: 3890434
    {'hecke_orbit_code': 234881221, 'n': 53, 'trace_an': 161684855900}
  • id: 3890435
    {'hecke_orbit_code': 234881221, 'n': 54, 'trace_an': 1679137315823}
  • id: 3890436
    {'hecke_orbit_code': 234881221, 'n': 55, 'trace_an': -557952233701}
  • id: 3890437
    {'hecke_orbit_code': 234881221, 'n': 56, 'trace_an': 2842561845328}
  • id: 3890438
    {'hecke_orbit_code': 234881221, 'n': 57, 'trace_an': 801593765429}
  • id: 3890439
    {'hecke_orbit_code': 234881221, 'n': 58, 'trace_an': -7249760433}
  • id: 3890440
    {'hecke_orbit_code': 234881221, 'n': 59, 'trace_an': -775487110641}
  • id: 3890441
    {'hecke_orbit_code': 234881221, 'n': 60, 'trace_an': -57598844627}
  • id: 3890442
    {'hecke_orbit_code': 234881221, 'n': 61, 'trace_an': -36786715662}
  • id: 3890443
    {'hecke_orbit_code': 234881221, 'n': 62, 'trace_an': 681529132643}
  • id: 3890444
    {'hecke_orbit_code': 234881221, 'n': 63, 'trace_an': -4349115033663}
  • id: 3890445
    {'hecke_orbit_code': 234881221, 'n': 64, 'trace_an': 4600420238797}
  • id: 3890446
    {'hecke_orbit_code': 234881221, 'n': 65, 'trace_an': -2531819073161}
  • id: 3890447
    {'hecke_orbit_code': 234881221, 'n': 66, 'trace_an': -3958922748734}
  • id: 3890448
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  • id: 3890449
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  • id: 3890450
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  • id: 3890451
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  • id: 3890452
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  • id: 3890453
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  • id: 3890455
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  • id: 3890456
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  • id: 3890457
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  • id: 3890458
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  • id: 3890460
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  • id: 3890463
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  • id: 3890464
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  • id: 3890470
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  • id: 3890471
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  • id: 3890481
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  • id: 3890482
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  • id: 3890490
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  • id: 3890513
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  • id: 3890515
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  • id: 3890516
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  • id: 3890519
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  • id: 3890520
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  • id: 3890522
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  • id: 3890531
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  • id: 3890535
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  • id: 3890536
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  • id: 3890539
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  • id: 3890540
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  • id: 3890541
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  • id: 3890542
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  • id: 3890543
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  • id: 3890544
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  • id: 3890545
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  • id: 3890546
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  • id: 3890547
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  • id: 3890548
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  • id: 3890549
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  • id: 3890550
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  • id: 3890551
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  • id: 3890553
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  • id: 3890558
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  • id: 3890559
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  • id: 3890560
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  • id: 3890561
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  • id: 3890590
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    {'hecke_orbit_code': 234881221, 'n': 941, 'trace_an': 115021716293620552727}
  • id: 3890631
    {'hecke_orbit_code': 234881221, 'n': 947, 'trace_an': -16016967113412166365}
  • id: 3890632
    {'hecke_orbit_code': 234881221, 'n': 953, 'trace_an': -34614432436315012292}
  • id: 3890633
    {'hecke_orbit_code': 234881221, 'n': 961, 'trace_an': 142280248333684982630}
  • id: 3890634
    {'hecke_orbit_code': 234881221, 'n': 967, 'trace_an': 64853475815686131562}
  • id: 3890635
    {'hecke_orbit_code': 234881221, 'n': 971, 'trace_an': -55232044901835541532}
  • id: 3890636
    {'hecke_orbit_code': 234881221, 'n': 977, 'trace_an': -204268288017548648946}
  • id: 3890637
    {'hecke_orbit_code': 234881221, 'n': 983, 'trace_an': 37685357279365100767}
  • id: 3890638
    {'hecke_orbit_code': 234881221, 'n': 991, 'trace_an': -41014377731153710050}
  • id: 3890639
    {'hecke_orbit_code': 234881221, 'n': 997, 'trace_an': -29593891468257607971}