Embedded newform data - 1575.4.a.v.1.1

Formats: - HTML - YAML - JSON - 2025-02-10T13:05:25.072831

• 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': 25200, 'analytic_conductor': 92.92800825904146, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, -1], [7, 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': [1575, 1, [1226, 127, 451], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 41, 'field_disc_factorization': [[41, 1]], 'field_poly': [-10, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-10, -1, 1]], [11, [-241, -56, 1]], [13, [20, 52, 1]]], 'hecke_orbit': 22, 'hecke_orbit_code': 94575592241890855, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '1575.4.a.v', 'level': 1575, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 7], 'level_radical': 105, 'minimal_twist': '175.4.a.d', 'nf_label': '2.2.41.1', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta q^{2}+(2+\\beta )q^{4}-7q^{7}+(10-5\\beta )q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1575.4.a', 'trace_display': [1, 0, 0, -14], 'trace_hash': 1561203433908836099, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.035', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.889', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.145', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8.998', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.431', 'prec': 17}, {'__RealLiteral__': 0, 'data': '61.016', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [2, 1, 0, 5, 0, 0, -14, 15, 0, 0, 56, 0, -52, -7, 0, -135, -103, 0, -57, 0, 0, 233, -31, 0, 0, 138, 0, -35, 413, 0, -162, -249, 0, 51, 0, 0, -75, 115, 0, 0, 505, 0, 73, 345, 0, -118, 224, 0, 98, 0, 0, 34, -262, 0, 0, -105, 0, 760, -190, 0, 990, 1272, 0, 361, 0, 0, -908, -155, 0, 0, -127, 0, 337, -1206, 0, 1, -392, 0, -1119, 0, 0, 1503, -1517, 0, 0, -1542, 0, -605, 1713, 0, 364, -180, 0, 2326, 0, 0, -1764, 49, 0, 0, 1312, 0, 1918, -1210, 0, 1632, 193, 0, -253, 0, 0, 945, -1130, 0, 0, 1586, 0, -4400, 721, 0, 956, 1602, 0, 948, 0, 0, 2401, -185, 0, 0, 964, 0, 399, 2949, 0, -1285, 2057, 0, 3521, 0, 0, 6148, 184, 0, 0, 5683, 0, -1356, 3769, 0, -999, -1145, 0, -1631, 0, 0, 2616, -1400, 0, 0, 217, 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

  
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-0.3362191294657921, -0.31151782059768307, -0.154944613711648, -0.254314487001353, -0.12776305199472743, -0.15317885431712935, -0.3011301932279182, -0.10036241337896351, -0.3193555755976989, -0.16788361268076832, -0.1456631188278263, -0.3300953946627976, -0.40320936515447325, -0.3344723294447147, -0.21617950600492755, -0.2053741162924198, -0.12941476851836783, -0.3469989053139728, -0.27814603634744894, -0.3448710935774895, -0.3500510275141044, -0.14898150374557964, -0.22522518003130987, -0.14092754223792459, -0.36850664705821834, -0.3827836515726635, -0.2797305620933773, -0.2605721298408898, -0.3109379311986891, -0.30345631548323154, -0.21933931094045164, -0.38743788339654606, -0.14060135997519876, -0.23577099813896946, -0.24218862391880006, -0.33799186386432833], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': -2.7015621187164243, 'hecke_orbit': 22, 'hecke_orbit_code': 94575592241890855, 'label': '1575.4.a.v.1.1', 'level': 1575, 'weight': 4}
• 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': [16, 10, 14, 18, 19, 22, 23, 21], 'Nk2': 25200, 'analytic_conductor': 92.92800825904146, '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': [1575, 1, [1226, 127, 451], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 696, 'dim': 143, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 11, 13], 'hecke_orbit_code': 67110439, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 8, 8, 10, 10], 'label': '1575.4.a', 'level': 1575, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 7], 'level_radical': 105, 'mf_dim': 744, 'mf_new_dim': 143, 'num_forms': 47, 'plus_dim': 79, 'prim_orbit_index': 1, 'relative_dim': 143, 'sturm_bound': 960, 'trace_bound': 11, 'trace_display': [-1, 0, 0, -7], 'traces': [143, -1, 0, 569, 0, 0, -7, 3, 0, 0, -108, 0, -128, 7, 0, 2469, -86, 0, -110, 0, 0, 256, 412, 0, 0, -1036, 0, -35, -410, 0, 324, -597, 0, 362, 0, 0, 86, 722, 0, 0, -274, 0, 240, -870, 0, 1406, 604, 0, 7007, 0, 0, -836, 394, 0, 0, -147, 0, -658, 562, 0, 296, -3516, 0, 9031, 0, 0, 156, -490, 0, 0, 2248, 0, -1026, 6316, 0, -738, 896, 0, 4260, 0, 0, 6650, 422, 0, 0, 4222, 0, 4204, 1530, 0, 196, 1368, 0, 10024, 0, 0, -1270, -49, 0, 0, 204, 0, 6596, 540, 0, 4718, 6032, 0, -3354, 0, 0, -959, -2734, 0, 0, -2548, 0, -5346, -994, 0, 14775, 2364, 0, 1180, 0, 0, 3752, -7717, 0, 0, -5054, 0, 210, 9826, 0, -4286, 1966, 0, 7270, 0, 0, 4020, -6208, 0, 0, 15270, 0, -4318, -686, 0, 8668, -6358, 0, 3318, 0, 0, -13728, 12260, 0, 0, -1680, 0, -6440, 14314, 0, -7126, -4692, 0, 32725, 0, 0, 22448, -2956, 0, 0, -18786, 0, -2266, -18116, 0, 4508, -84, 0, 12276, 0, 0, 7288, 20044, 0, 0, -4284, 0, 7666, 2162, 0, 27881, -6126, 0, -1508, 0, 0, -3312, 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-104580, 0, 0, 13284, 0, -206032, -132106, 0, -578502, 36260, 0, 7928, 0, 0, -112630, 34478, 0, 0, -144264, 0, -374620, -6930, 0, 137663, 117624, 0, -690270, 0, 0, -50184, -62129, 0, 0, 81190, 0, -28266, -207522, 0, 581448, 229070, 0, 195492, 0, 0, -73204, 19052, 0, 0, -206044, 0, -56496, 56928, 0, 376420, -803868, 0, 131166, 0, 0, -88348, -239608, 0, 0], 'weight': 4, 'weight_parity': 1}
• 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: 48410045
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 94575592241890855, 'source_is_minimal': False, 'source_label': '1575.4.a.v.1.1', 'source_level': 1575, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 94575592241890855, 'target_is_minimal': False, 'target_label': '1575.4.a.v.1.1', 'target_level': 1575, 'twist_class_label': '175.4.a.d.1.2', 'twist_class_level': 175, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 48410046
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 94575592241890855, 'source_is_minimal': False, 'source_label': '1575.4.a.v.1.1', 'source_level': 1575, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510798949220527, 'target_is_minimal': True, 'target_label': '175.4.a.d.1.2', 'target_level': 175, 'twist_class_label': '175.4.a.d.1.2', 'twist_class_level': 175, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 48410047
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 94575592241890855, 'source_is_minimal': False, 'source_label': '1575.4.a.v.1.1', 'source_level': 1575, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 81064793359779367, 'target_is_minimal': False, 'target_label': '1575.4.a.s.1.2', 'target_level': 1575, 'twist_class_label': '175.4.a.d.1.2', 'twist_class_level': 175, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 4}
  • id: 48410048
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 94575592241890855, 'source_is_minimal': False, 'source_label': '1575.4.a.v.1.1', 'source_level': 1575, 'target_conrey_index': 99, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 13510867668697263, 'target_is_minimal': False, 'target_label': '175.4.b.d.99.3', 'target_level': 175, 'twist_class_label': '175.4.a.d.1.2', 'twist_class_level': 175, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 48410049
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 94575592241890855, 'source_is_minimal': False, 'source_label': '1575.4.a.v.1.1', 'source_level': 1575, 'target_conrey_index': 99, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510867668697263, 'target_is_minimal': False, 'target_label': '175.4.b.d.99.2', 'target_level': 175, 'twist_class_label': '175.4.a.d.1.2', 'twist_class_level': 175, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 4}
  • id: 48410050
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 94575592241890855, 'source_is_minimal': False, 'source_label': '1575.4.a.v.1.1', 'source_level': 1575, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398576591023, 'target_is_minimal': True, 'target_label': '175.4.a.e.1.1', 'target_level': 175, 'twist_class_label': '175.4.a.d.1.2', 'twist_class_level': 175, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 4}
  • id: 48410051
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 94575592241890855, 'source_is_minimal': False, 'source_label': '1575.4.a.v.1.1', 'source_level': 1575, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 76561193732408521, 'target_is_minimal': False, 'target_label': '1225.4.a.r.1.2', 'target_level': 1225, 'twist_class_label': '175.4.a.d.1.2', 'twist_class_level': 175, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 4}
  • id: 48410052
    {'conductor': 105, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 94575592241890855, 'source_is_minimal': False, 'source_label': '1575.4.a.v.1.1', 'source_level': 1575, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 85568392987149513, 'target_is_minimal': False, 'target_label': '1225.4.a.t.1.1', 'target_level': 1225, 'twist_class_label': '175.4.a.d.1.2', 'twist_class_level': 175, 'twisting_char_label': '105.104', 'twisting_conrey_index': 104, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 2050600
    {'charpoly_factorization': [[[-10, -1, 1], 1]], 'hecke_orbit_code': 94575592241890855, 'p': 2}
  • id: 2050601
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 94575592241890855, 'p': 3}
  • id: 2050602
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 94575592241890855, 'p': 5}
  • id: 2050603
    {'charpoly_factorization': [[[7, 1], 2]], 'hecke_orbit_code': 94575592241890855, 'p': 7}
  • id: 2050604
    {'charpoly_factorization': [[[-241, -56, 1], 1]], 'hecke_orbit_code': 94575592241890855, 'p': 11}
  • id: 2050605
    {'charpoly_factorization': [[[20, 52, 1], 1]], 'hecke_orbit_code': 94575592241890855, 'p': 13}
  • id: 2050606
    {'charpoly_factorization': [[[2396, 103, 1], 1]], 'hecke_orbit_code': 94575592241890855, 'p': 17}
  • id: 2050607
    {'charpoly_factorization': [[[310, 57, 1], 1]], 'hecke_orbit_code': 94575592241890855, 'p': 19}
  • id: 2050608
    {'charpoly_factorization': [[[-16, 31, 1], 1]], 'hecke_orbit_code': 94575592241890855, 'p': 23}
  • id: 2050609
    {'charpoly_factorization': [[[35170, -413, 1], 1]], 'hecke_orbit_code': 94575592241890855, 'p': 29}
  • id: 2050610
    {'charpoly_factorization': [[[-38088, 162, 1], 1]], 'hecke_orbit_code': 94575592241890855, 'p': 31}
  • id: 2050611
    {'charpoly_factorization': [[[-31896, 75, 1], 1]], 'hecke_orbit_code': 94575592241890855, 'p': 37}
  • id: 2050612
    {'charpoly_factorization': [[[25616, -505, 1], 1]], 'hecke_orbit_code': 94575592241890855, 'p': 41}
  • id: 2050613
    {'charpoly_factorization': [[[-59440, -73, 1], 1]], 'hecke_orbit_code': 94575592241890855, 'p': 43}
  • id: 2050614
    {'charpoly_factorization': [[[-107012, -224, 1], 1]], 'hecke_orbit_code': 94575592241890855, 'p': 47}
  • id: 2050615
    {'charpoly_factorization': [[[-58648, 262, 1], 1]], 'hecke_orbit_code': 94575592241890855, 'p': 53}
  • id: 2050616
    {'charpoly_factorization': [[[-443000, 190, 1], 1]], 'hecke_orbit_code': 94575592241890855, 'p': 59}
  • id: 2050617
    {'charpoly_factorization': [[[215136, -990, 1], 1]], 'hecke_orbit_code': 94575592241890855, 'p': 61}
  • id: 2050618
    {'charpoly_factorization': [[[-76333, 908, 1], 1]], 'hecke_orbit_code': 94575592241890855, 'p': 67}
  • id: 2050619
    {'charpoly_factorization': [[[-937010, 127, 1], 1]], 'hecke_orbit_code': 94575592241890855, 'p': 71}
  • id: 2050620
    {'charpoly_factorization': [[[-713308, -337, 1], 1]], 'hecke_orbit_code': 94575592241890855, 'p': 73}
  • id: 2050621
    {'charpoly_factorization': [[[295810, 1119, 1], 1]], 'hecke_orbit_code': 94575592241890855, 'p': 79}
  • id: 2050622
    {'charpoly_factorization': [[[526522, 1517, 1], 1]], 'hecke_orbit_code': 94575592241890855, 'p': 83}
  • id: 2050623
    {'charpoly_factorization': [[[730630, -1713, 1], 1]], 'hecke_orbit_code': 94575592241890855, 'p': 89}
  • id: 2050624
    {'charpoly_factorization': [[[19588, 1764, 1], 1]], 'hecke_orbit_code': 94575592241890855, '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': 1, 'hecke_orbit': 22, 'label': '1575.4.a.v', 'level': 1575, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 65246887
    {'hecke_orbit_code': 94575592241890855, 'n': 1, 'trace_an': 2}
  • id: 65246888
    {'hecke_orbit_code': 94575592241890855, 'n': 2, 'trace_an': 1}
  • id: 65246889
    {'hecke_orbit_code': 94575592241890855, 'n': 3, 'trace_an': 0}
  • id: 65246890
    {'hecke_orbit_code': 94575592241890855, 'n': 4, 'trace_an': 5}
  • id: 65246891
    {'hecke_orbit_code': 94575592241890855, 'n': 5, 'trace_an': 0}
  • id: 65246892
    {'hecke_orbit_code': 94575592241890855, 'n': 6, 'trace_an': 0}
  • id: 65246893
    {'hecke_orbit_code': 94575592241890855, 'n': 7, 'trace_an': -14}
  • id: 65246894
    {'hecke_orbit_code': 94575592241890855, 'n': 8, 'trace_an': 15}
  • id: 65246895
    {'hecke_orbit_code': 94575592241890855, 'n': 9, 'trace_an': 0}
  • id: 65246896
    {'hecke_orbit_code': 94575592241890855, 'n': 10, 'trace_an': 0}
  • id: 65246897
    {'hecke_orbit_code': 94575592241890855, 'n': 11, 'trace_an': 56}
  • id: 65246898
    {'hecke_orbit_code': 94575592241890855, 'n': 12, 'trace_an': 0}
  • id: 65246899
    {'hecke_orbit_code': 94575592241890855, 'n': 13, 'trace_an': -52}
  • id: 65246900
    {'hecke_orbit_code': 94575592241890855, 'n': 14, 'trace_an': -7}
  • id: 65246901
    {'hecke_orbit_code': 94575592241890855, 'n': 15, 'trace_an': 0}
  • id: 65246902
    {'hecke_orbit_code': 94575592241890855, 'n': 16, 'trace_an': -135}
  • id: 65246903
    {'hecke_orbit_code': 94575592241890855, 'n': 17, 'trace_an': -103}
  • id: 65246904
    {'hecke_orbit_code': 94575592241890855, 'n': 18, 'trace_an': 0}
  • id: 65246905
    {'hecke_orbit_code': 94575592241890855, 'n': 19, 'trace_an': -57}
  • id: 65246906
    {'hecke_orbit_code': 94575592241890855, 'n': 20, 'trace_an': 0}
  • id: 65246907
    {'hecke_orbit_code': 94575592241890855, 'n': 21, 'trace_an': 0}
  • id: 65246908
    {'hecke_orbit_code': 94575592241890855, 'n': 22, 'trace_an': 233}
  • id: 65246909
    {'hecke_orbit_code': 94575592241890855, 'n': 23, 'trace_an': -31}
  • id: 65246910
    {'hecke_orbit_code': 94575592241890855, 'n': 24, 'trace_an': 0}
  • id: 65246911
    {'hecke_orbit_code': 94575592241890855, 'n': 25, 'trace_an': 0}
  • id: 65246912
    {'hecke_orbit_code': 94575592241890855, 'n': 26, 'trace_an': 138}
  • id: 65246913
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  • id: 65246917
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  • id: 65246918
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  • id: 65246920
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  • id: 65246921
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  • id: 65246922
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  • id: 65246926
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  • id: 65246927
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  • id: 65246928
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  • id: 65246929
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  • id: 65246930
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  • id: 65246932
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  • id: 65246933
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  • id: 65246935
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  • id: 65246938
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  • id: 65246960
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  • id: 65246979
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  • id: 65246983
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  • id: 65246984
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  • id: 65246989
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  • id: 65246990
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  • id: 65246991
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  • id: 65246992
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  • id: 65246996
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  • id: 65246999
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  • id: 65247000
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  • id: 65247001
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  • id: 65247002
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  • id: 65247003
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  • id: 65247004
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  • id: 65247005
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  • id: 65247006
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  • id: 65247007
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  • id: 65247008
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  • id: 65247009
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  • id: 65247010
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  • id: 65247011
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  • id: 65247012
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  • id: 65247013
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  • id: 65247014
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  • id: 65247015
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  • id: 65247016
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  • id: 65247017
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  • id: 65247018
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  • id: 65247019
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  • id: 65247020
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  • id: 65247021
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  • id: 65247022
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  • id: 65247023
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  • id: 65247024
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  • id: 65247025
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  • id: 65247026
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  • id: 65247027
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  • id: 65247028
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  • id: 65247029
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  • id: 65247030
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  • id: 65247031
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  • id: 65247032
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  • id: 65247033
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  • id: 65247034
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  • id: 65247035
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  • id: 65247036
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  • id: 65247037
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  • id: 65247038
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  • id: 65247039
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  • id: 65247040
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  • id: 65247041
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  • id: 65247042
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  • id: 65247043
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  • id: 65247044
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  • id: 65247045
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  • id: 65247046
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  • id: 65247047
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  • id: 65247048
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  • id: 65247049
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  • id: 65247050
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  • id: 65247051
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  • id: 65247052
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  • id: 65247053
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  • id: 65247054
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  • id: 65247055
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  • id: 65247056
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  • id: 65247057
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  • id: 65247058
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  • id: 65247059
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  • id: 65247060
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  • id: 65247061
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  • id: 65247062
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  • id: 65247063
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  • id: 65247064
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  • id: 65247102
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  • id: 65247103
    {'hecke_orbit_code': 94575592241890855, 'n': 729, 'trace_an': 0}
  • id: 65247104
    {'hecke_orbit_code': 94575592241890855, 'n': 733, 'trace_an': 10996}
  • id: 65247105
    {'hecke_orbit_code': 94575592241890855, 'n': 739, 'trace_an': 9653}
  • id: 65247106
    {'hecke_orbit_code': 94575592241890855, 'n': 743, 'trace_an': 5196}
  • id: 65247107
    {'hecke_orbit_code': 94575592241890855, 'n': 751, 'trace_an': -6930}
  • id: 65247108
    {'hecke_orbit_code': 94575592241890855, 'n': 757, 'trace_an': 67671}
  • id: 65247109
    {'hecke_orbit_code': 94575592241890855, 'n': 761, 'trace_an': -5207}
  • id: 65247110
    {'hecke_orbit_code': 94575592241890855, 'n': 769, 'trace_an': -4789}
  • id: 65247111
    {'hecke_orbit_code': 94575592241890855, 'n': 773, 'trace_an': 47430}
  • id: 65247112
    {'hecke_orbit_code': 94575592241890855, 'n': 787, 'trace_an': -12956}
  • id: 65247113
    {'hecke_orbit_code': 94575592241890855, 'n': 797, 'trace_an': -10994}
  • id: 65247114
    {'hecke_orbit_code': 94575592241890855, 'n': 809, 'trace_an': 5635}
  • id: 65247115
    {'hecke_orbit_code': 94575592241890855, 'n': 811, 'trace_an': -26546}
  • id: 65247116
    {'hecke_orbit_code': 94575592241890855, 'n': 821, 'trace_an': -22930}
  • id: 65247117
    {'hecke_orbit_code': 94575592241890855, 'n': 823, 'trace_an': -23635}
  • id: 65247118
    {'hecke_orbit_code': 94575592241890855, 'n': 827, 'trace_an': -14426}
  • id: 65247119
    {'hecke_orbit_code': 94575592241890855, 'n': 829, 'trace_an': 46932}
  • id: 65247120
    {'hecke_orbit_code': 94575592241890855, 'n': 839, 'trace_an': -38142}
  • id: 65247121
    {'hecke_orbit_code': 94575592241890855, 'n': 841, 'trace_an': 51451}
  • id: 65247122
    {'hecke_orbit_code': 94575592241890855, 'n': 853, 'trace_an': 37238}
  • id: 65247123
    {'hecke_orbit_code': 94575592241890855, 'n': 857, 'trace_an': -5199}
  • id: 65247124
    {'hecke_orbit_code': 94575592241890855, 'n': 859, 'trace_an': 27939}
  • id: 65247125
    {'hecke_orbit_code': 94575592241890855, 'n': 863, 'trace_an': -22981}
  • id: 65247126
    {'hecke_orbit_code': 94575592241890855, 'n': 877, 'trace_an': -36706}
  • id: 65247127
    {'hecke_orbit_code': 94575592241890855, 'n': 881, 'trace_an': 29408}
  • id: 65247128
    {'hecke_orbit_code': 94575592241890855, 'n': 883, 'trace_an': 49858}
  • id: 65247129
    {'hecke_orbit_code': 94575592241890855, 'n': 887, 'trace_an': -782}
  • id: 65247130
    {'hecke_orbit_code': 94575592241890855, 'n': 907, 'trace_an': 9392}
  • id: 65247131
    {'hecke_orbit_code': 94575592241890855, 'n': 911, 'trace_an': 26097}
  • id: 65247132
    {'hecke_orbit_code': 94575592241890855, 'n': 919, 'trace_an': -17151}
  • id: 65247133
    {'hecke_orbit_code': 94575592241890855, 'n': 929, 'trace_an': 81786}
  • id: 65247134
    {'hecke_orbit_code': 94575592241890855, 'n': 937, 'trace_an': 2325}
  • id: 65247135
    {'hecke_orbit_code': 94575592241890855, 'n': 941, 'trace_an': -28782}
  • id: 65247136
    {'hecke_orbit_code': 94575592241890855, 'n': 947, 'trace_an': -99464}
  • id: 65247137
    {'hecke_orbit_code': 94575592241890855, 'n': 953, 'trace_an': -14648}
  • id: 65247138
    {'hecke_orbit_code': 94575592241890855, 'n': 961, 'trace_an': 42838}
  • id: 65247139
    {'hecke_orbit_code': 94575592241890855, 'n': 967, 'trace_an': -19682}
  • id: 65247140
    {'hecke_orbit_code': 94575592241890855, 'n': 971, 'trace_an': -9579}
  • id: 65247141
    {'hecke_orbit_code': 94575592241890855, 'n': 977, 'trace_an': 44914}
  • id: 65247142
    {'hecke_orbit_code': 94575592241890855, 'n': 983, 'trace_an': 33874}
  • id: 65247143
    {'hecke_orbit_code': 94575592241890855, 'n': 991, 'trace_an': -76277}
  • id: 65247144
    {'hecke_orbit_code': 94575592241890855, 'n': 997, 'trace_an': -42392}