Embedded newform data - 847.6.a.b.1.1

Formats: - HTML - YAML - JSON - 2024-05-10T00:46:51.742142

• 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': 30492, 'analytic_conductor': 135.8450953815946, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[7, -1], [11, -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': [847, 1, [122, 365], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 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]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599728034639, 'hecke_ring_generator_nbound': 1, '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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '847.6.a.b', 'level': 847, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [7, 11], 'level_radical': 77, 'minimal_twist': '7.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+10q^{2}-14q^{3}+68q^{4}-56q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '847.6.a', 'trace_display': [10, -14, -56, 49], 'trace_hash': 1623529911171160225, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.982', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.947', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.852', 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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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-0.2652517332913757, -0.21712210393991033, -0.2869426256190439], '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': 0.0, 'hecke_orbit': 2, 'hecke_orbit_code': 4503599728034639, 'label': '847.6.a.b.1.1', 'level': 847, 'weight': 6}
• 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': [[[[7, -1], [11, -1]], 65, 7], [[[7, -1], [11, 1]], 71, 3], [[[7, 1], [11, 1]], 67, 3], [[[7, 1], [11, -1]], 70, 6]], 'ALdims': [67, 70, 71, 65], 'Nk2': 30492, 'analytic_conductor': 135.8450953815946, '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': [847, 1, [122, 365], [1, 1]], 'conrey_index': 1, 'cusp_dim': 428, 'dim': 273, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100664143, 'hecke_orbit_dims': [1, 1, 2, 4, 5, 6, 8, 12, 12, 12, 12, 13, 13, 26, 26, 28, 28, 32, 32], 'label': '847.6.a', 'level': 847, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [7, 11], 'level_radical': 77, 'mf_dim': 452, 'mf_new_dim': 273, 'num_forms': 19, 'plus_dim': 132, 'prim_orbit_index': 1, 'relative_dim': 273, 'sturm_bound': 528, 'trace_bound': 2, 'trace_display': [-7, 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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: 34420212
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728034639, 'source_is_minimal': False, 'source_label': '847.6.a.b.1.1', 'source_level': 847, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599728034639, 'target_is_minimal': False, 'target_label': '847.6.a.b.1.1', 'target_level': 847, 'twist_class_label': '7.6.a.a.1.1', 'twist_class_level': 7, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 34420213
    {'conductor': 11, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728034639, 'source_is_minimal': False, 'source_label': '847.6.a.b.1.1', 'source_level': 847, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 100663303, 'target_is_minimal': True, 'target_label': '7.6.a.a.1.1', 'target_level': 7, 'twist_class_label': '7.6.a.a.1.1', 'twist_class_level': 7, 'twisting_char_label': '11.10', 'twisting_conrey_index': 10, 'weight': 6}
  • id: 34420214
    {'conductor': 33, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728034639, 'source_is_minimal': False, 'source_label': '847.6.a.b.1.1', 'source_level': 847, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398610145343, 'target_is_minimal': False, 'target_label': '63.6.a.e.1.1', 'target_level': 63, 'twist_class_label': '7.6.a.a.1.1', 'twist_class_level': 7, 'twisting_char_label': '33.32', 'twisting_conrey_index': 32, 'weight': 6}
  • id: 34420215
    {'conductor': 44, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728034639, 'source_is_minimal': False, 'source_label': '847.6.a.b.1.1', 'source_level': 847, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021597864886384, 'target_is_minimal': False, 'target_label': '112.6.a.g.1.1', 'target_level': 112, 'twist_class_label': '7.6.a.a.1.1', 'twist_class_level': 7, 'twisting_char_label': '44.43', 'twisting_conrey_index': 43, 'weight': 6}
  • id: 34420216
    {'conductor': 55, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728034639, 'source_is_minimal': False, 'source_label': '847.6.a.b.1.1', 'source_level': 847, 'target_conrey_index': 99, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 68820140207, 'target_is_minimal': False, 'target_label': '175.6.b.a.99.1', 'target_level': 175, 'twist_class_label': '7.6.a.a.1.1', 'twist_class_level': 7, 'twisting_char_label': '55.32', 'twisting_conrey_index': 32, 'weight': 6}
  • id: 34420217
    {'conductor': 55, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728034639, 'source_is_minimal': False, 'source_label': '847.6.a.b.1.1', 'source_level': 847, 'target_conrey_index': 99, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 68820140207, 'target_is_minimal': False, 'target_label': '175.6.b.a.99.2', 'target_level': 175, 'twist_class_label': '7.6.a.a.1.1', 'twist_class_level': 7, 'twisting_char_label': '55.43', 'twisting_conrey_index': 43, 'weight': 6}
  • id: 34420218
    {'conductor': 55, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728034639, 'source_is_minimal': False, 'source_label': '847.6.a.b.1.1', 'source_level': 847, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599728033967, 'target_is_minimal': False, 'target_label': '175.6.a.b.1.1', 'target_level': 175, 'twist_class_label': '7.6.a.a.1.1', 'twist_class_level': 7, 'twisting_char_label': '55.54', 'twisting_conrey_index': 54, 'weight': 6}
  • id: 34420219
    {'conductor': 77, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728034639, 'source_is_minimal': False, 'source_label': '847.6.a.b.1.1', 'source_level': 847, 'target_conrey_index': 30, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737166987313, 'target_is_minimal': False, 'target_label': '49.6.c.b.30.1', 'target_level': 49, 'twist_class_label': '7.6.a.a.1.1', 'twist_class_level': 7, 'twisting_char_label': '77.10', 'twisting_conrey_index': 10, 'weight': 6}
  • id: 34420220
    {'conductor': 77, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728034639, 'source_is_minimal': False, 'source_label': '847.6.a.b.1.1', 'source_level': 847, 'target_conrey_index': 30, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007336794357809, 'target_is_minimal': False, 'target_label': '49.6.c.c.30.1', 'target_level': 49, 'twist_class_label': '7.6.a.a.1.1', 'twist_class_level': 7, 'twisting_char_label': '77.32', 'twisting_conrey_index': 32, 'weight': 6}
  • id: 34420221
    {'conductor': 77, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728034639, 'source_is_minimal': False, 'source_label': '847.6.a.b.1.1', 'source_level': 847, 'target_conrey_index': 18, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737166987313, 'target_is_minimal': False, 'target_label': '49.6.c.b.18.1', 'target_level': 49, 'twist_class_label': '7.6.a.a.1.1', 'twist_class_level': 7, 'twisting_char_label': '77.54', 'twisting_conrey_index': 54, 'weight': 6}
  • id: 34420222
    {'conductor': 77, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728034639, 'source_is_minimal': False, 'source_label': '847.6.a.b.1.1', 'source_level': 847, 'target_conrey_index': 18, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007336794357809, 'target_is_minimal': False, 'target_label': '49.6.c.c.18.1', 'target_level': 49, 'twist_class_label': '7.6.a.a.1.1', 'twist_class_level': 7, 'twisting_char_label': '77.65', 'twisting_conrey_index': 65, 'weight': 6}
  • id: 34420223
    {'conductor': 77, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728034639, 'source_is_minimal': False, 'source_label': '847.6.a.b.1.1', 'source_level': 847, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 100663345, 'target_is_minimal': False, 'target_label': '49.6.a.a.1.1', 'target_level': 49, 'twist_class_label': '7.6.a.a.1.1', 'twist_class_level': 7, 'twisting_char_label': '77.76', 'twisting_conrey_index': 76, 'weight': 6}
  • id: 34420224
    {'conductor': 88, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728034639, 'source_is_minimal': False, 'source_label': '847.6.a.b.1.1', 'source_level': 847, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 54043195629109696, 'target_is_minimal': False, 'target_label': '448.6.a.m.1.1', 'target_level': 448, 'twist_class_label': '7.6.a.a.1.1', 'twist_class_level': 7, 'twisting_char_label': '88.21', 'twisting_conrey_index': 21, 'weight': 6}
  • id: 34420225
    {'conductor': 88, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728034639, 'source_is_minimal': False, 'source_label': '847.6.a.b.1.1', 'source_level': 847, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199355404736, 'target_is_minimal': False, 'target_label': '448.6.a.c.1.1', 'target_level': 448, 'twist_class_label': '7.6.a.a.1.1', 'twist_class_level': 7, 'twisting_char_label': '88.43', 'twisting_conrey_index': 43, 'weight': 6}
  • id: 34420226
    {'conductor': 132, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728034639, 'source_is_minimal': False, 'source_label': '847.6.a.b.1.1', 'source_level': 847, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 108086391157556208, 'target_is_minimal': False, 'target_label': '1008.6.a.y.1.1', 'target_level': 1008, 'twist_class_label': '7.6.a.a.1.1', 'twist_class_level': 7, 'twisting_char_label': '132.131', 'twisting_conrey_index': 131, 'weight': 6}
  • id: 34420227
    {'conductor': 231, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728034639, 'source_is_minimal': False, 'source_label': '847.6.a.b.1.1', 'source_level': 847, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45035996374368697, 'target_is_minimal': False, 'target_label': '441.6.a.k.1.1', 'target_level': 441, 'twist_class_label': '7.6.a.a.1.1', 'twist_class_level': 7, 'twisting_char_label': '231.230', 'twisting_conrey_index': 230, 'weight': 6}
  • id: 34420228
    {'conductor': 308, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728034639, 'source_is_minimal': False, 'source_label': '847.6.a.b.1.1', 'source_level': 847, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199355405072, 'target_is_minimal': False, 'target_label': '784.6.a.c.1.1', 'target_level': 784, 'twist_class_label': '7.6.a.a.1.1', 'twist_class_level': 7, 'twisting_char_label': '308.307', 'twisting_conrey_index': 307, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1384700
    {'charpoly_factorization': [[[-10, 1], 1]], 'hecke_orbit_code': 4503599728034639, 'p': 2}
  • id: 1384701
    {'charpoly_factorization': [[[14, 1], 1]], 'hecke_orbit_code': 4503599728034639, 'p': 3}
  • id: 1384702
    {'charpoly_factorization': [[[56, 1], 1]], 'hecke_orbit_code': 4503599728034639, 'p': 5}
  • id: 1384703
    {'charpoly_factorization': [[[-49, 1], 1]], 'hecke_orbit_code': 4503599728034639, 'p': 7}
  • id: 1384704
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599728034639, 'p': 11}
  • id: 1384705
    {'charpoly_factorization': [[[-140, 1], 1]], 'hecke_orbit_code': 4503599728034639, 'p': 13}
  • id: 1384706
    {'charpoly_factorization': [[[-1722, 1], 1]], 'hecke_orbit_code': 4503599728034639, 'p': 17}
  • id: 1384707
    {'charpoly_factorization': [[[-98, 1], 1]], 'hecke_orbit_code': 4503599728034639, 'p': 19}
  • id: 1384708
    {'charpoly_factorization': [[[-1824, 1], 1]], 'hecke_orbit_code': 4503599728034639, 'p': 23}
  • id: 1384709
    {'charpoly_factorization': [[[3418, 1], 1]], 'hecke_orbit_code': 4503599728034639, 'p': 29}
  • id: 1384710
    {'charpoly_factorization': [[[7644, 1], 1]], 'hecke_orbit_code': 4503599728034639, 'p': 31}
  • id: 1384711
    {'charpoly_factorization': [[[10398, 1], 1]], 'hecke_orbit_code': 4503599728034639, 'p': 37}
  • id: 1384712
    {'charpoly_factorization': [[[-17962, 1], 1]], 'hecke_orbit_code': 4503599728034639, 'p': 41}
  • id: 1384713
    {'charpoly_factorization': [[[10880, 1], 1]], 'hecke_orbit_code': 4503599728034639, 'p': 43}
  • id: 1384714
    {'charpoly_factorization': [[[-9324, 1], 1]], 'hecke_orbit_code': 4503599728034639, 'p': 47}
  • id: 1384715
    {'charpoly_factorization': [[[-2262, 1], 1]], 'hecke_orbit_code': 4503599728034639, 'p': 53}
  • id: 1384716
    {'charpoly_factorization': [[[2730, 1], 1]], 'hecke_orbit_code': 4503599728034639, 'p': 59}
  • id: 1384717
    {'charpoly_factorization': [[[25648, 1], 1]], 'hecke_orbit_code': 4503599728034639, 'p': 61}
  • id: 1384718
    {'charpoly_factorization': [[[48404, 1], 1]], 'hecke_orbit_code': 4503599728034639, 'p': 67}
  • id: 1384719
    {'charpoly_factorization': [[[58560, 1], 1]], 'hecke_orbit_code': 4503599728034639, 'p': 71}
  • id: 1384720
    {'charpoly_factorization': [[[68082, 1], 1]], 'hecke_orbit_code': 4503599728034639, 'p': 73}
  • id: 1384721
    {'charpoly_factorization': [[[31784, 1], 1]], 'hecke_orbit_code': 4503599728034639, 'p': 79}
  • id: 1384722
    {'charpoly_factorization': [[[-20538, 1], 1]], 'hecke_orbit_code': 4503599728034639, 'p': 83}
  • id: 1384723
    {'charpoly_factorization': [[[50582, 1], 1]], 'hecke_orbit_code': 4503599728034639, 'p': 89}
  • id: 1384724
    {'charpoly_factorization': [[[58506, 1], 1]], 'hecke_orbit_code': 4503599728034639, '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': 2, 'label': '847.6.a.b', 'level': 847, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 75404000
    {'hecke_orbit_code': 4503599728034639, 'n': 1, 'trace_an': 1}
  • id: 75404001
    {'hecke_orbit_code': 4503599728034639, 'n': 2, 'trace_an': 10}
  • id: 75404002
    {'hecke_orbit_code': 4503599728034639, 'n': 3, 'trace_an': -14}
  • id: 75404003
    {'hecke_orbit_code': 4503599728034639, 'n': 4, 'trace_an': 68}
  • id: 75404004
    {'hecke_orbit_code': 4503599728034639, 'n': 5, 'trace_an': -56}
  • id: 75404005
    {'hecke_orbit_code': 4503599728034639, 'n': 6, 'trace_an': -140}
  • id: 75404006
    {'hecke_orbit_code': 4503599728034639, 'n': 7, 'trace_an': 49}
  • id: 75404007
    {'hecke_orbit_code': 4503599728034639, 'n': 8, 'trace_an': 360}
  • id: 75404008
    {'hecke_orbit_code': 4503599728034639, 'n': 9, 'trace_an': -47}
  • id: 75404009
    {'hecke_orbit_code': 4503599728034639, 'n': 10, 'trace_an': -560}
  • id: 75404010
    {'hecke_orbit_code': 4503599728034639, 'n': 11, 'trace_an': 0}
  • id: 75404011
    {'hecke_orbit_code': 4503599728034639, 'n': 12, 'trace_an': -952}
  • id: 75404012
    {'hecke_orbit_code': 4503599728034639, 'n': 13, 'trace_an': 140}
  • id: 75404013
    {'hecke_orbit_code': 4503599728034639, 'n': 14, 'trace_an': 490}
  • id: 75404014
    {'hecke_orbit_code': 4503599728034639, 'n': 15, 'trace_an': 784}
  • id: 75404015
    {'hecke_orbit_code': 4503599728034639, 'n': 16, 'trace_an': 1424}
  • id: 75404016
    {'hecke_orbit_code': 4503599728034639, 'n': 17, 'trace_an': 1722}
  • id: 75404017
    {'hecke_orbit_code': 4503599728034639, 'n': 18, 'trace_an': -470}
  • id: 75404018
    {'hecke_orbit_code': 4503599728034639, 'n': 19, 'trace_an': 98}
  • id: 75404019
    {'hecke_orbit_code': 4503599728034639, 'n': 20, 'trace_an': -3808}
  • id: 75404020
    {'hecke_orbit_code': 4503599728034639, 'n': 21, 'trace_an': -686}
  • id: 75404021
    {'hecke_orbit_code': 4503599728034639, 'n': 22, 'trace_an': 0}
  • id: 75404022
    {'hecke_orbit_code': 4503599728034639, 'n': 23, 'trace_an': 1824}
  • id: 75404023
    {'hecke_orbit_code': 4503599728034639, 'n': 24, 'trace_an': -5040}
  • id: 75404024
    {'hecke_orbit_code': 4503599728034639, 'n': 25, 'trace_an': 11}
  • id: 75404025
    {'hecke_orbit_code': 4503599728034639, 'n': 26, 'trace_an': 1400}
  • id: 75404026
    {'hecke_orbit_code': 4503599728034639, 'n': 27, 'trace_an': 4060}
  • id: 75404027
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  • id: 75404971
    {'hecke_orbit_code': 4503599728034639, 'n': 972, 'trace_an': -23848552}
  • id: 75404972
    {'hecke_orbit_code': 4503599728034639, 'n': 973, 'trace_an': 1734894}
  • id: 75404973
    {'hecke_orbit_code': 4503599728034639, 'n': 974, 'trace_an': 54630880}
  • id: 75404974
    {'hecke_orbit_code': 4503599728034639, 'n': 975, 'trace_an': -21560}
  • id: 75404975
    {'hecke_orbit_code': 4503599728034639, 'n': 976, 'trace_an': -36522752}
  • id: 75404976
    {'hecke_orbit_code': 4503599728034639, 'n': 977, 'trace_an': -7600326}
  • id: 75404977
    {'hecke_orbit_code': 4503599728034639, 'n': 978, 'trace_an': -1846880}
  • id: 75404978
    {'hecke_orbit_code': 4503599728034639, 'n': 979, 'trace_an': 0}
  • id: 75404979
    {'hecke_orbit_code': 4503599728034639, 'n': 980, 'trace_an': -9143008}
  • id: 75404980
    {'hecke_orbit_code': 4503599728034639, 'n': 981, 'trace_an': 4366206}
  • id: 75404981
    {'hecke_orbit_code': 4503599728034639, 'n': 982, 'trace_an': -16409000}
  • id: 75404982
    {'hecke_orbit_code': 4503599728034639, 'n': 983, 'trace_an': -5797596}
  • id: 75404983
    {'hecke_orbit_code': 4503599728034639, 'n': 984, 'trace_an': -90528480}
  • id: 75404984
    {'hecke_orbit_code': 4503599728034639, 'n': 985, 'trace_an': -55442800}
  • id: 75404985
    {'hecke_orbit_code': 4503599728034639, 'n': 986, 'trace_an': -58857960}
  • id: 75404986
    {'hecke_orbit_code': 4503599728034639, 'n': 987, 'trace_an': -6396264}
  • id: 75404987
    {'hecke_orbit_code': 4503599728034639, 'n': 988, 'trace_an': 932960}
  • id: 75404988
    {'hecke_orbit_code': 4503599728034639, 'n': 989, 'trace_an': -19845120}
  • id: 75404989
    {'hecke_orbit_code': 4503599728034639, 'n': 990, 'trace_an': 0}
  • id: 75404990
    {'hecke_orbit_code': 4503599728034639, 'n': 991, 'trace_an': 12682496}
  • id: 75404991
    {'hecke_orbit_code': 4503599728034639, 'n': 992, 'trace_an': -20791680}
  • id: 75404992
    {'hecke_orbit_code': 4503599728034639, 'n': 993, 'trace_an': 7902272}
  • id: 75404993
    {'hecke_orbit_code': 4503599728034639, 'n': 994, 'trace_an': -28694400}
  • id: 75404994
    {'hecke_orbit_code': 4503599728034639, 'n': 995, 'trace_an': 47082336}
  • id: 75404995
    {'hecke_orbit_code': 4503599728034639, 'n': 996, 'trace_an': -19552176}
  • id: 75404996
    {'hecke_orbit_code': 4503599728034639, 'n': 997, 'trace_an': -14440048}
  • id: 75404997
    {'hecke_orbit_code': 4503599728034639, 'n': 998, 'trace_an': 29979640}
  • id: 75404998
    {'hecke_orbit_code': 4503599728034639, 'n': 999, 'trace_an': -42215880}
  • id: 75404999
    {'hecke_orbit_code': 4503599728034639, 'n': 1000, 'trace_an': 62778240}