Embedded newform data - 49.12.c.b.30.1

Formats: - HTML - YAML - JSON - 2025-09-23T20:37:10.637042

• 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': 7056, 'analytic_conductor': 37.648815847419854, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [49, 3, [3], [2]], 'cm_discs': [], 'conrey_index': 18, 'dim': 2, 'field_disc': -3, 'field_disc_factorization': [[-1, 1], [3, 1]], 'field_poly': [1, -1, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 6, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [576, -24, 1]], [3, [63504, 252, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503737267650609, 'hecke_ring_generator_nbound': 9, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '49.12.c.b', 'level': 49, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [7], 'level_radical': 7, 'minimal_twist': '1.12.a.a', 'nf_label': '2.0.3.1', 'prim_orbit_index': 3, 'qexp_display': 'q+24\\zeta_{6}q^{2}+(-252+252\\zeta_{6})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '11.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '49.12.c', 'trace_display': [24, -252, -4830, 0], 'trace_hash': 290408474802172427, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.029', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.887', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.546', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '90.381', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [2, 24, -252, 1472, -4830, -12096, 0, 168960, 113643, 115920, -534612, 370944, -1155476, 0, 2434320, -987136, 6905934, -2727432, -10661420, -14219520, 0, -25661376, -18643272, -21288960, 25499225, -13865712, -146558160, 0, 256813260, 29211840, 52843168, 196706304, -134722224, 331484832, 0, 334564992, 182213314, 255874080, 145589976, -408038400, 616240884, 0, -34251416, 786948864, 548895690, 447438528, -2687348496, 497516544, 0, 1223962800, 1740295368, -850430336, 1596055698, -1758697920, 5164351920, 0, 5373355680, 3081759120, 5189203740, 1791659520, -6956478662, 2536472064, 0, 5398593536, 2790474540, 3233333376, 15481826884, -10165534848, 9396209088, 0, 19582970544, 9600560640, -1463791322, -4373119536, 6425804700, -31387220480, 0, 6988318848, -38116845680, -4767866880, -1665188361, 7394890608, -58670199336, 0, -66711322440, -411016992, -32358470760, 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-13352424013671120, -60656825940480000], 'weight': 12, 'weight_parity': 1}
• 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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[-0.9590686280415087, 0.0]], 'angles': [-0.37395344471096653, -0.13172104449528427, -0.47283009261924863, None, -0.4999197782857209, -0.2846148067787853, 0.017068356587324442, -0.49888148068449945, -0.46549172029079905, -0.15128047992653215, -0.056830108381743585, -0.3820171701763731, -0.2167055601355933, -0.2514137345649994, 0.2464278561009502, -0.04112246001533587, -0.005012536923784245, 0.17172831161143395, 0.04017664500355534, -0.19781723653477254, -0.08991168732634659, 0.20604069280524936, -0.3170127250504503, -0.37854939429373824, -0.17687344560184676, -0.14656871880677136, -0.21216974108215447, -0.4669991036413608, -0.12006078400490407, -0.2848745300889006, -0.3073865074863362, 0.21014435132670203, -0.040967569343144196, -0.16890571496772372, -0.30979806543093585, -0.01306109969883591, -0.490617365836632, -0.3972346459753824, -0.096823234887987, -0.3792166162763124, -0.13887470123080145, -0.2805367496248821, -0.4809764084640651, -0.45275151541964564, -0.30611301857618134, 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-0.4407236698473102, -0.22976348822596898, -0.12921718084130088, -0.29095279183202416, -0.41874488759695255, 0.023993146209292687, -0.24805034751141736, -0.435647490962504, -0.30362420311714655, -0.3461389119487102, 0.07031865915194381, -0.44847274368513607, -0.47946136302010617, -0.23293188507606488, -0.2286076464121407, -0.2474251476231768, -0.44464189073893634, -0.08297010597592495, -0.2969356263133234, -0.3971414927436648, -0.43017317074580075, -0.0808259938962512, 0.05678592407290187, -0.31260394336654984, -0.09562605976566496, -0.1928000009707802, -0.351268651327214, -0.05823625434856949, -0.11645836338252454, -0.1470142165528671, -0.02744092503678594], 'char_orbit_index': 3, 'conrey_index': 30, 'dual_conrey_index': 18, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 2, 'embedding_root_imag': -0.8660254037844386, 'embedding_root_real': 0.5, 'hecke_orbit': 2, 'hecke_orbit_code': 4503737267650609, 'label': '49.12.c.b.30.1', 'level': 49, 'weight': 12}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 7056, 'analytic_conductor': 37.648815847419854, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [49, 3, [3], [2]], 'conrey_index': 18, 'cusp_dim': 94, 'dim': 70, 'eis_dim': 16, 'eis_new_dim': 8, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 137640280113, 'hecke_orbit_dims': [2, 2, 2, 4, 4, 6, 6, 8, 12, 24], 'label': '49.12.c', 'level': 49, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [7], 'level_radical': 7, 'mf_dim': 110, 'mf_new_dim': 78, 'num_forms': 10, 'prim_orbit_index': 3, 'relative_dim': 35, 'sturm_bound': 56, 'trace_bound': 3, 'trace_display': [-45, 244, 8782, 0], 'traces': [70, -45, 244, -37897, 8782, -38140, 0, -115098, -1926445, -111546, 1429072, 173684, -3864504, 0, 6811312, -35740165, 6704802, -5108831, 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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: 34827883
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737267650609, 'source_is_minimal': False, 'source_label': '49.12.c.b.30.1', 'source_level': 49, 'target_conrey_index': 30, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737267650609, 'target_is_minimal': False, 'target_label': '49.12.c.b.30.1', 'target_level': 49, 'twist_class_label': '1.12.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 12}
  • id: 34827884
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737267650609, 'source_is_minimal': False, 'source_label': '49.12.c.b.30.1', 'source_level': 49, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 201326593, 'target_is_minimal': True, 'target_label': '1.12.a.a.1.1', 'target_level': 1, 'twist_class_label': '1.12.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 12}
  • id: 34827885
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737267650609, 'source_is_minimal': False, 'source_label': '49.12.c.b.30.1', 'source_level': 49, 'target_conrey_index': 18, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007336895021105, 'target_is_minimal': False, 'target_label': '49.12.c.c.18.1', 'target_level': 49, 'twist_class_label': '1.12.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 12}
  • id: 34827886
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737267650609, 'source_is_minimal': False, 'source_label': '49.12.c.b.30.1', 'source_level': 49, 'target_conrey_index': 18, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737267650609, 'target_is_minimal': False, 'target_label': '49.12.c.b.18.1', 'target_level': 49, 'twist_class_label': '1.12.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 12}
  • id: 34827887
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737267650609, 'source_is_minimal': False, 'source_label': '49.12.c.b.30.1', 'source_level': 49, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 201326641, 'target_is_minimal': False, 'target_label': '49.12.a.a.1.1', 'target_level': 49, 'twist_class_label': '1.12.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 12}
  • id: 34827888
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737267650609, 'source_is_minimal': False, 'source_label': '49.12.c.b.30.1', 'source_level': 49, 'target_conrey_index': 30, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007336895021105, 'target_is_minimal': False, 'target_label': '49.12.c.c.30.1', 'target_level': 49, 'twist_class_label': '1.12.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 12}
  • id: 34827889
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737267650609, 'source_is_minimal': False, 'source_label': '49.12.c.b.30.1', 'source_level': 49, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599828697097, 'target_is_minimal': False, 'target_label': '9.12.a.b.1.1', 'target_level': 9, 'twist_class_label': '1.12.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '21.2', 'twisting_conrey_index': 2, 'weight': 12}
  • id: 34827890
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737267650609, 'source_is_minimal': False, 'source_label': '49.12.c.b.30.1', 'source_level': 49, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 201326608, 'target_is_minimal': False, 'target_label': '16.12.a.a.1.1', 'target_level': 16, 'twist_class_label': '1.12.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '28.23', 'twisting_conrey_index': 23, 'weight': 12}
  • id: 34827891
    {'conductor': 35, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737267650609, 'source_is_minimal': False, 'source_label': '49.12.c.b.30.1', 'source_level': 49, 'target_conrey_index': 24, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503668548173849, 'target_is_minimal': False, 'target_label': '25.12.b.b.24.1', 'target_level': 25, 'twist_class_label': '1.12.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '35.2', 'twisting_conrey_index': 2, 'weight': 12}
  • id: 34827892
    {'conductor': 35, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737267650609, 'source_is_minimal': False, 'source_label': '49.12.c.b.30.1', 'source_level': 49, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599828697113, 'target_is_minimal': False, 'target_label': '25.12.a.b.1.1', 'target_level': 25, 'twist_class_label': '1.12.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '35.9', 'twisting_conrey_index': 9, 'weight': 12}
  • id: 34827893
    {'conductor': 35, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737267650609, 'source_is_minimal': False, 'source_label': '49.12.c.b.30.1', 'source_level': 49, 'target_conrey_index': 24, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503668548173849, 'target_is_minimal': False, 'target_label': '25.12.b.b.24.2', 'target_level': 25, 'twist_class_label': '1.12.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '35.23', 'twisting_conrey_index': 23, 'weight': 12}
  • id: 34827894
    {'conductor': 56, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737267650609, 'source_is_minimal': False, 'source_label': '49.12.c.b.30.1', 'source_level': 49, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599828697152, 'target_is_minimal': False, 'target_label': '64.12.a.b.1.1', 'target_level': 64, 'twist_class_label': '1.12.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '56.37', 'twisting_conrey_index': 37, 'weight': 12}
  • id: 34827895
    {'conductor': 56, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737267650609, 'source_is_minimal': False, 'source_label': '49.12.c.b.30.1', 'source_level': 49, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998338179136, 'target_is_minimal': False, 'target_label': '64.12.a.f.1.1', 'target_level': 64, 'twist_class_label': '1.12.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '56.51', 'twisting_conrey_index': 51, 'weight': 12}
  • id: 34827896
    {'conductor': 63, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737267650609, 'source_is_minimal': False, 'source_label': '49.12.c.b.30.1', 'source_level': 49, 'target_conrey_index': 28, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737267650641, 'target_is_minimal': False, 'target_label': '81.12.c.b.28.1', 'target_level': 81, 'twist_class_label': '1.12.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '63.2', 'twisting_conrey_index': 2, 'weight': 12}
  • id: 34827897
    {'conductor': 63, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737267650609, 'source_is_minimal': False, 'source_label': '49.12.c.b.30.1', 'source_level': 49, 'target_conrey_index': 28, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510936522391633, 'target_is_minimal': False, 'target_label': '81.12.c.d.28.1', 'target_level': 81, 'twist_class_label': '1.12.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '63.16', 'twisting_conrey_index': 16, 'weight': 12}
  • id: 34827898
    {'conductor': 63, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737267650609, 'source_is_minimal': False, 'source_label': '49.12.c.b.30.1', 'source_level': 49, 'target_conrey_index': 55, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737267650641, 'target_is_minimal': False, 'target_label': '81.12.c.b.55.1', 'target_level': 81, 'twist_class_label': '1.12.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '63.23', 'twisting_conrey_index': 23, 'weight': 12}
  • id: 34827899
    {'conductor': 63, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737267650609, 'source_is_minimal': False, 'source_label': '49.12.c.b.30.1', 'source_level': 49, 'target_conrey_index': 55, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510936522391633, 'target_is_minimal': False, 'target_label': '81.12.c.d.55.1', 'target_level': 81, 'twist_class_label': '1.12.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '63.58', 'twisting_conrey_index': 58, 'weight': 12}
  • id: 34827900
    {'conductor': 77, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737267650609, 'source_is_minimal': False, 'source_label': '49.12.c.b.30.1', 'source_level': 49, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599828697209, 'target_is_minimal': False, 'target_label': '121.12.a.b.1.1', 'target_level': 121, 'twist_class_label': '1.12.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '77.65', 'twisting_conrey_index': 65, 'weight': 12}
  • id: 34827901
    {'conductor': 84, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737267650609, 'source_is_minimal': False, 'source_label': '49.12.c.b.30.1', 'source_level': 49, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510799083438224, 'target_is_minimal': False, 'target_label': '144.12.a.d.1.1', 'target_level': 144, 'twist_class_label': '1.12.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '84.23', 'twisting_conrey_index': 23, 'weight': 12}
  • id: 34827902
    {'conductor': 91, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737267650609, 'source_is_minimal': False, 'source_label': '49.12.c.b.30.1', 'source_level': 49, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 201326761, 'target_is_minimal': False, 'target_label': '169.12.a.a.1.1', 'target_level': 169, 'twist_class_label': '1.12.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '91.51', 'twisting_conrey_index': 51, 'weight': 12}
  • id: 34827903
    {'conductor': 105, 'degree': 4, 'order': 12, 'parity': 1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737267650609, 'source_is_minimal': False, 'source_label': '49.12.c.b.30.1', 'source_level': 49, 'target_conrey_index': 199, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510867802915041, 'target_is_minimal': False, 'target_label': '225.12.b.d.199.2', 'target_level': 225, 'twist_class_label': '1.12.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '105.2', 'twisting_conrey_index': 2, 'weight': 12}
  • id: 34827904
    {'conductor': 105, 'degree': 4, 'order': 12, 'parity': 1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737267650609, 'source_is_minimal': False, 'source_label': '49.12.c.b.30.1', 'source_level': 49, 'target_conrey_index': 199, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510867802915041, 'target_is_minimal': False, 'target_label': '225.12.b.d.199.1', 'target_level': 225, 'twist_class_label': '1.12.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '105.23', 'twisting_conrey_index': 23, 'weight': 12}
  • id: 34827905
    {'conductor': 105, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737267650609, 'source_is_minimal': False, 'source_label': '49.12.c.b.30.1', 'source_level': 49, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599828697313, 'target_is_minimal': False, 'target_label': '225.12.a.b.1.1', 'target_level': 225, 'twist_class_label': '1.12.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '105.44', 'twisting_conrey_index': 44, 'weight': 12}
  • id: 34827906
    {'conductor': 112, 'degree': 4, 'order': 12, 'parity': 1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737267650609, 'source_is_minimal': False, 'source_label': '49.12.c.b.30.1', 'source_level': 49, 'target_conrey_index': 129, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014467430285568, 'target_is_minimal': False, 'target_label': '256.12.b.e.129.1', 'target_level': 256, 'twist_class_label': '1.12.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '112.37', 'twisting_conrey_index': 37, 'weight': 12}
  • id: 34827907
    {'conductor': 112, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737267650609, 'source_is_minimal': False, 'source_label': '49.12.c.b.30.1', 'source_level': 49, 'target_conrey_index': 129, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007268175544576, 'target_is_minimal': False, 'target_label': '256.12.b.c.129.1', 'target_level': 256, 'twist_class_label': '1.12.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '112.51', 'twisting_conrey_index': 51, 'weight': 12}
  • id: 34827908
    {'conductor': 112, 'degree': 4, 'order': 12, 'parity': 1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737267650609, 'source_is_minimal': False, 'source_label': '49.12.c.b.30.1', 'source_level': 49, 'target_conrey_index': 129, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014467430285568, 'target_is_minimal': False, 'target_label': '256.12.b.e.129.2', 'target_level': 256, 'twist_class_label': '1.12.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '112.93', 'twisting_conrey_index': 93, 'weight': 12}
  • id: 34827909
    {'conductor': 112, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 30, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503737267650609, 'source_is_minimal': False, 'source_label': '49.12.c.b.30.1', 'source_level': 49, 'target_conrey_index': 129, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007268175544576, 'target_is_minimal': False, 'target_label': '256.12.b.c.129.2', 'target_level': 256, 'twist_class_label': '1.12.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '112.107', 'twisting_conrey_index': 107, 'weight': 12}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 165825
    {'charpoly_factorization': [[[576, -24, 1], 1]], 'hecke_orbit_code': 4503737267650609, 'p': 2}
  • id: 165826
    {'charpoly_factorization': [[[63504, 252, 1], 1]], 'hecke_orbit_code': 4503737267650609, 'p': 3}
  • id: 165827
    {'charpoly_factorization': [[[23328900, 4830, 1], 1]], 'hecke_orbit_code': 4503737267650609, 'p': 5}
  • id: 165828
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503737267650609, 'p': 7}
  • id: 165829
    {'charpoly_factorization': [[[285809990544, 534612, 1], 1]], 'hecke_orbit_code': 4503737267650609, 'p': 11}
  • id: 165830
    {'charpoly_factorization': [[[577738, 1], 2]], 'hecke_orbit_code': 4503737267650609, 'p': 13}
  • id: 165831
    {'charpoly_factorization': [[[47691924412356, -6905934, 1], 1]], 'hecke_orbit_code': 4503737267650609, 'p': 17}
  • id: 165832
    {'charpoly_factorization': [[[113665876416400, 10661420, 1], 1]], 'hecke_orbit_code': 4503737267650609, 'p': 19}
  • id: 165833
    {'charpoly_factorization': [[[347571590865984, 18643272, 1], 1]], 'hecke_orbit_code': 4503737267650609, 'p': 23}
  • id: 165834
    {'charpoly_factorization': [[[-128406630, 1], 2]], 'hecke_orbit_code': 4503737267650609, 'p': 29}
  • id: 165835
    {'charpoly_factorization': [[[2792400404276224, -52843168, 1], 1]], 'hecke_orbit_code': 4503737267650609, 'p': 31}
  • id: 165836
    {'charpoly_factorization': [[[33201691798862596, -182213314, 1], 1]], 'hecke_orbit_code': 4503737267650609, 'p': 37}
  • id: 165837
    {'charpoly_factorization': [[[-308120442, 1], 2]], 'hecke_orbit_code': 4503737267650609, 'p': 41}
  • id: 165838
    {'charpoly_factorization': [[[17125708, 1], 2]], 'hecke_orbit_code': 4503737267650609, 'p': 43}
  • id: 165839
    {'charpoly_factorization': [[[7221841938953462016, 2687348496, 1], 1]], 'hecke_orbit_code': 4503737267650609, 'p': 47}
  • id: 165840
    {'charpoly_factorization': [[[2547393791118267204, -1596055698, 1], 1]], 'hecke_orbit_code': 4503737267650609, 'p': 53}
  • id: 165841
    {'charpoly_factorization': [[[26927835455229987600, -5189203740, 1], 1]], 'hecke_orbit_code': 4503737267650609, 'p': 59}
  • id: 165842
    {'charpoly_factorization': [[[48392595374861310244, 6956478662, 1], 1]], 'hecke_orbit_code': 4503737267650609, 'p': 61}
  • id: 165843
    {'charpoly_factorization': [[[239686963666145149456, -15481826884, 1], 1]], 'hecke_orbit_code': 4503737267650609, 'p': 67}
  • id: 165844
    {'charpoly_factorization': [[[-9791485272, 1], 2]], 'hecke_orbit_code': 4503737267650609, 'p': 71}
  • id: 165845
    {'charpoly_factorization': [[[2142685034362507684, 1463791322, 1], 1]], 'hecke_orbit_code': 4503737267650609, 'p': 73}
  • id: 165846
    {'charpoly_factorization': [[[1452893924592934662400, 38116845680, 1], 1]], 'hecke_orbit_code': 4503737267650609, 'p': 79}
  • id: 165847
    {'charpoly_factorization': [[[29335099668, 1], 2]], 'hecke_orbit_code': 4503737267650609, 'p': 83}
  • id: 165848
    {'charpoly_factorization': [[[624645905667330752100, -24992917110, 1], 1]], 'hecke_orbit_code': 4503737267650609, 'p': 89}
  • id: 165849
    {'charpoly_factorization': [[[-75013568546, 1], 2]], 'hecke_orbit_code': 4503737267650609, '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': 3, 'hecke_orbit': 2, 'label': '49.12.c.b', 'level': 49, '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: 21308971
    {'hecke_orbit_code': 4503737267650609, 'n': 1, 'trace_an': 2}
  • id: 21308972
    {'hecke_orbit_code': 4503737267650609, 'n': 2, 'trace_an': 24}
  • id: 21308973
    {'hecke_orbit_code': 4503737267650609, 'n': 3, 'trace_an': -252}
  • id: 21308974
    {'hecke_orbit_code': 4503737267650609, 'n': 4, 'trace_an': 1472}
  • id: 21308975
    {'hecke_orbit_code': 4503737267650609, 'n': 5, 'trace_an': -4830}
  • id: 21308976
    {'hecke_orbit_code': 4503737267650609, 'n': 6, 'trace_an': -12096}
  • id: 21308977
    {'hecke_orbit_code': 4503737267650609, 'n': 7, 'trace_an': 0}
  • id: 21308978
    {'hecke_orbit_code': 4503737267650609, 'n': 8, 'trace_an': 168960}
  • id: 21308979
    {'hecke_orbit_code': 4503737267650609, 'n': 9, 'trace_an': 113643}
  • id: 21308980
    {'hecke_orbit_code': 4503737267650609, 'n': 10, 'trace_an': 115920}
  • id: 21308981
    {'hecke_orbit_code': 4503737267650609, 'n': 11, 'trace_an': -534612}
  • id: 21308982
    {'hecke_orbit_code': 4503737267650609, 'n': 12, 'trace_an': 370944}
  • id: 21308983
    {'hecke_orbit_code': 4503737267650609, 'n': 13, 'trace_an': -1155476}
  • id: 21308984
    {'hecke_orbit_code': 4503737267650609, 'n': 14, 'trace_an': 0}
  • id: 21308985
    {'hecke_orbit_code': 4503737267650609, 'n': 15, 'trace_an': 2434320}
  • id: 21308986
    {'hecke_orbit_code': 4503737267650609, 'n': 16, 'trace_an': -987136}
  • id: 21308987
    {'hecke_orbit_code': 4503737267650609, 'n': 17, 'trace_an': 6905934}
  • id: 21308988
    {'hecke_orbit_code': 4503737267650609, 'n': 18, 'trace_an': -2727432}
  • id: 21308989
    {'hecke_orbit_code': 4503737267650609, 'n': 19, 'trace_an': -10661420}
  • id: 21308990
    {'hecke_orbit_code': 4503737267650609, 'n': 20, 'trace_an': -14219520}
  • id: 21308991
    {'hecke_orbit_code': 4503737267650609, 'n': 21, 'trace_an': 0}
  • id: 21308992
    {'hecke_orbit_code': 4503737267650609, 'n': 22, 'trace_an': -25661376}
  • id: 21308993
    {'hecke_orbit_code': 4503737267650609, 'n': 23, 'trace_an': -18643272}
  • id: 21308994
    {'hecke_orbit_code': 4503737267650609, 'n': 24, 'trace_an': -21288960}
  • id: 21308995
    {'hecke_orbit_code': 4503737267650609, 'n': 25, 'trace_an': 25499225}
  • id: 21308996
    {'hecke_orbit_code': 4503737267650609, 'n': 26, 'trace_an': -13865712}
  • id: 21308997
    {'hecke_orbit_code': 4503737267650609, 'n': 27, 'trace_an': -146558160}
  • id: 21308998
    {'hecke_orbit_code': 4503737267650609, 'n': 28, 'trace_an': 0}
  • id: 21308999
    {'hecke_orbit_code': 4503737267650609, 'n': 29, 'trace_an': 256813260}
  • id: 21309000
    {'hecke_orbit_code': 4503737267650609, 'n': 30, 'trace_an': 29211840}
  • id: 21309001
    {'hecke_orbit_code': 4503737267650609, 'n': 31, 'trace_an': 52843168}
  • id: 21309002
    {'hecke_orbit_code': 4503737267650609, 'n': 32, 'trace_an': 196706304}
  • id: 21309003
    {'hecke_orbit_code': 4503737267650609, 'n': 33, 'trace_an': -134722224}
  • id: 21309004
    {'hecke_orbit_code': 4503737267650609, 'n': 34, 'trace_an': 331484832}
  • id: 21309005
    {'hecke_orbit_code': 4503737267650609, 'n': 35, 'trace_an': 0}
  • id: 21309006
    {'hecke_orbit_code': 4503737267650609, 'n': 36, 'trace_an': 334564992}
  • id: 21309007
    {'hecke_orbit_code': 4503737267650609, 'n': 37, 'trace_an': 182213314}
  • id: 21309008
    {'hecke_orbit_code': 4503737267650609, 'n': 38, 'trace_an': 255874080}
  • id: 21309009
    {'hecke_orbit_code': 4503737267650609, 'n': 39, 'trace_an': 145589976}
  • id: 21309010
    {'hecke_orbit_code': 4503737267650609, 'n': 40, 'trace_an': -408038400}
  • id: 21309011
    {'hecke_orbit_code': 4503737267650609, 'n': 41, 'trace_an': 616240884}
  • id: 21309012
    {'hecke_orbit_code': 4503737267650609, 'n': 42, 'trace_an': 0}
  • id: 21309013
    {'hecke_orbit_code': 4503737267650609, 'n': 43, 'trace_an': -34251416}
  • id: 21309014
    {'hecke_orbit_code': 4503737267650609, 'n': 44, 'trace_an': 786948864}
  • id: 21309015
    {'hecke_orbit_code': 4503737267650609, 'n': 45, 'trace_an': 548895690}
  • id: 21309016
    {'hecke_orbit_code': 4503737267650609, 'n': 46, 'trace_an': 447438528}
  • id: 21309017
    {'hecke_orbit_code': 4503737267650609, 'n': 47, 'trace_an': -2687348496}
  • id: 21309018
    {'hecke_orbit_code': 4503737267650609, 'n': 48, 'trace_an': 497516544}
  • id: 21309019
    {'hecke_orbit_code': 4503737267650609, 'n': 49, 'trace_an': 0}
  • id: 21309020
    {'hecke_orbit_code': 4503737267650609, 'n': 50, 'trace_an': 1223962800}
  • id: 21309021
    {'hecke_orbit_code': 4503737267650609, 'n': 51, 'trace_an': 1740295368}
  • id: 21309022
    {'hecke_orbit_code': 4503737267650609, 'n': 52, 'trace_an': -850430336}
  • id: 21309023
    {'hecke_orbit_code': 4503737267650609, 'n': 53, 'trace_an': 1596055698}
  • id: 21309024
    {'hecke_orbit_code': 4503737267650609, 'n': 54, 'trace_an': -1758697920}
  • id: 21309025
    {'hecke_orbit_code': 4503737267650609, 'n': 55, 'trace_an': 5164351920}
  • id: 21309026
    {'hecke_orbit_code': 4503737267650609, 'n': 56, 'trace_an': 0}
  • id: 21309027
    {'hecke_orbit_code': 4503737267650609, 'n': 57, 'trace_an': 5373355680}
  • id: 21309028
    {'hecke_orbit_code': 4503737267650609, 'n': 58, 'trace_an': 3081759120}
  • id: 21309029
    {'hecke_orbit_code': 4503737267650609, 'n': 59, 'trace_an': 5189203740}
  • id: 21309030
    {'hecke_orbit_code': 4503737267650609, 'n': 60, 'trace_an': 1791659520}
  • id: 21309031
    {'hecke_orbit_code': 4503737267650609, 'n': 61, 'trace_an': -6956478662}
  • id: 21309032
    {'hecke_orbit_code': 4503737267650609, 'n': 62, 'trace_an': 2536472064}
  • id: 21309033
    {'hecke_orbit_code': 4503737267650609, 'n': 63, 'trace_an': 0}
  • id: 21309034
    {'hecke_orbit_code': 4503737267650609, 'n': 64, 'trace_an': 5398593536}
  • id: 21309035
    {'hecke_orbit_code': 4503737267650609, 'n': 65, 'trace_an': 2790474540}
  • id: 21309036
    {'hecke_orbit_code': 4503737267650609, 'n': 66, 'trace_an': 3233333376}
  • id: 21309037
    {'hecke_orbit_code': 4503737267650609, 'n': 67, 'trace_an': 15481826884}
  • id: 21309038
    {'hecke_orbit_code': 4503737267650609, 'n': 68, 'trace_an': -10165534848}
  • id: 21309039
    {'hecke_orbit_code': 4503737267650609, 'n': 69, 'trace_an': 9396209088}
  • id: 21309040
    {'hecke_orbit_code': 4503737267650609, 'n': 70, 'trace_an': 0}
  • id: 21309041
    {'hecke_orbit_code': 4503737267650609, 'n': 71, 'trace_an': 19582970544}
  • id: 21309042
    {'hecke_orbit_code': 4503737267650609, 'n': 72, 'trace_an': 9600560640}
  • id: 21309043
    {'hecke_orbit_code': 4503737267650609, 'n': 73, 'trace_an': -1463791322}
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    {'hecke_orbit_code': 4503737267650609, 'n': 953, 'trace_an': 80066868471640404}
  • id: 21309222
    {'hecke_orbit_code': 4503737267650609, 'n': 961, 'trace_an': 22616076492128607}
  • id: 21309223
    {'hecke_orbit_code': 4503737267650609, 'n': 967, 'trace_an': 36990608616794032}
  • id: 21309224
    {'hecke_orbit_code': 4503737267650609, 'n': 971, 'trace_an': 21487665696030828}
  • id: 21309225
    {'hecke_orbit_code': 4503737267650609, 'n': 977, 'trace_an': 8738799717564174}
  • id: 21309226
    {'hecke_orbit_code': 4503737267650609, 'n': 983, 'trace_an': -11892426157508232}
  • id: 21309227
    {'hecke_orbit_code': 4503737267650609, 'n': 991, 'trace_an': -23440857788319392}
  • id: 21309228
    {'hecke_orbit_code': 4503737267650609, 'n': 997, 'trace_an': 21400415987399554}