Embedded newform data - 75.12.a.c.1.2

Formats: - HTML - YAML - JSON - 2026-04-15T08:15:08.117238

• 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': 10800, 'analytic_conductor': 57.62573854196916, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, 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': [75, 1, [26, 52], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 1801, 'field_disc_factorization': [[1801, 1]], 'field_poly': [-450, -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, [-408, -13, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199456067659, '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': '75.12.a.c', 'level': 75, '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], 'level_radical': 15, 'minimal_twist': '15.12.a.c', 'nf_label': '2.2.1801.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(7-\\beta )q^{2}+3^{5}q^{3}+(-1549-13\\beta )q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '11.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '75.12.a', 'trace_display': [13, 486, 0, -7784], 'trace_hash': 986843716094679408, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.978', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.071', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.239', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.341', 'prec': 17}, {'__RealLiteral__': 0, 'data': '59.922', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [2, 13, 486, -3111, 0, 3159, -7784, -35139, 118098, 0, 295568, -755973, -657492, 3176796, 0, 2974065, -8579948, 767637, 17627976, 0, -1891512, -25972696, 29841072, -8538777, 0, -69052066, 28697814, 54064108, -201881948, 0, -71057008, 30902261, 71823024, -126080702, 0, -183701439, -705858484, -3909548, -159770556, 0, -327655148, 771961428, -3192552120, -822376568, 0, 1608947832, -2053064720, 722697795, 7642614770, 0, -2084927364, 180610022, 2304299452, 186535791, 0, -11220431460, 4283598168, 2489635114, -1478770576, 0, -8264891460, -6261263448, -459637416, 1546316681, 0, -6311365128, -24212177528, 12432065594, 7251380496, 0, -20218888256, -2074922811, -25879583268, -16142374034, 0, -28960704764, -101122045248, -16779652038, 22324995440, 0, 6973568802, -18686740478, -48014508984, 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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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[-0.006124018315534864, 0.0], [0.10306414139950387, 0.0], [0.0, 0.0], [-2.3174568745871578, 0.0], [-0.17469322144252203, 0.0], [-0.3282337299309539, 0.0], [-0.996106118071285, 0.0], [0.0, 0.0], [-1.133496092641126, 0.0], [-1.7988232452714483, 0.0], [0.46744481608604416, 0.0], [1.070787604189967, 0.0], [0.0, 0.0], [-0.6996098024284401, 0.0], [0.2004619330732024, 0.0], [-1.9063989981171676, 0.0], [0.19332820257288955, 0.0], [0.0, 0.0], [-0.23562069167833655, 0.0], [0.018397190974839047, 0.0], [1.095228828350455, 0.0], [-0.8634224866386873, 0.0], [0.0, 0.0], [2.0848361145811234, 0.0], [-0.4364821891397379, 0.0], [0.06554291449050005, 0.0], [0.5343316290205492, 0.0], [0.0, 0.0], [-0.1294777808578083, 0.0], [-0.8663861060111214, 0.0], [0.5123002397373136, 0.0], [-0.7588072189506803, 0.0], [0.0, 0.0], [-1.2031408742504102, 0.0], [0.3334480386021813, 0.0], [0.19439493589706497, 0.0], [-0.8795628078272522, 0.0], [0.0, 0.0], [-0.8229803238728787, 0.0], [1.3274469053158777, 0.0], 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[-0.10327000569099452, 0.0], [1.3552951553866044, 0.0], [0.0, 0.0], [0.9112209406499868, 0.0], [-1.181012848185701, 0.0], [0.8174450819655026, 0.0], [-0.493511581816094, 0.0], [0.0, 0.0], [0.4597209911284734, 0.0], [-0.8701248401326764, 0.0], [-1.4953163226182775, 0.0], [-0.6821219335991198, 0.0], [0.0, 0.0], [-1.1675612576990093, 0.0], [0.1725878907826786, 0.0], [-1.1675736985649618, 0.0], [-0.016199873595405086, 0.0], [0.0, 0.0], [0.921866809708207, 0.0], [0.8229613731056944, 0.0], [-0.32654367006211693, 0.0], [-0.4973792056119805, 0.0], [0.0, 0.0], [0.42560019583550096, 0.0], [1.640491866611034, 0.0], [-0.6087504943944032, 0.0], [-0.08203037381430231, 0.0], [0.0, 0.0], [-0.053620985385549796, 0.0], [0.05661347112156917, 0.0], [-0.6527350332118436, 0.0], [1.6673663084567556, 0.0], [0.0, 0.0], [0.16682221256873095, 0.0], [1.258087552685042, 0.0], [0.37964420949673616, 0.0], [-0.6736994796547338, 0.0], [0.0, 0.0], [0.8972275232180918, 0.0], [0.23172915224653856, 0.0], 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-0.16008160543856786, -0.45111575973630214, -0.3213065851536625, -0.3527290414211413, -0.23450608082499683, -0.13448759295318885, -0.21900290260480804, -0.15166875949074576, -0.2648049895046313, -0.1314997532291491, -0.32163684952775506, -0.3492135935083951, -0.18250587997542067, -0.2992238367744858, -0.2315180695104318, -0.16218710416653154, -0.19607548380096756, -0.18709032063735365, -0.22911603155271554, -0.23419775729449677], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': -20.719095173922945, 'hecke_orbit': 3, 'hecke_orbit_code': 9007199456067659, 'label': '75.12.a.c.1.2', 'level': 75, '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

  
  {'ALdims': [9, 9, 7, 10], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [18, 16, 18, 17], 'Nk2': 10800, 'analytic_conductor': 57.62573854196916, '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': [75, 1, [26, 52], [1, 1]], 'conrey_index': 1, 'cusp_dim': 104, 'dim': 35, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 201326667, 'hecke_orbit_dims': [1, 1, 2, 2, 3, 3, 3, 4, 4, 6, 6], 'label': '75.12.a', 'level': 75, '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], 'level_radical': 15, 'mf_dim': 116, 'mf_new_dim': 35, 'num_forms': 11, 'plus_dim': 19, 'prim_orbit_index': 1, 'relative_dim': 35, 'sturm_bound': 120, 'trace_bound': 3, 'trace_display': [14, -243, 0, 17464], 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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: 40530876
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007199456067659, 'source_is_minimal': False, 'source_label': '75.12.a.c.1.2', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007199456067659, 'target_is_minimal': False, 'target_label': '75.12.a.c.1.2', 'target_level': 75, 'twist_class_label': '15.12.a.c.1.1', 'twist_class_level': 15, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 12}
  • id: 40530877
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007199456067659, 'source_is_minimal': False, 'source_label': '75.12.a.c.1.2', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797220290785, 'target_is_minimal': False, 'target_label': '225.12.a.i.1.1', 'target_level': 225, 'twist_class_label': '15.12.a.c.1.1', 'twist_class_level': 15, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 12}
  • id: 40530878
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007199456067659, 'source_is_minimal': False, 'source_label': '75.12.a.c.1.2', 'source_level': 75, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 13510867802914891, 'target_is_minimal': False, 'target_label': '75.12.b.d.49.4', 'target_level': 75, 'twist_class_label': '15.12.a.c.1.1', 'twist_class_level': 15, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 12}
  • id: 40530879
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007199456067659, 'source_is_minimal': False, 'source_label': '75.12.a.c.1.2', 'source_level': 75, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510867802914891, 'target_is_minimal': False, 'target_label': '75.12.b.d.49.1', 'target_level': 75, 'twist_class_label': '15.12.a.c.1.1', 'twist_class_level': 15, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 12}
  • id: 40530880
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007199456067659, 'source_is_minimal': False, 'source_label': '75.12.a.c.1.2', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199456067599, 'target_is_minimal': True, 'target_label': '15.12.a.c.1.1', 'target_level': 15, 'twist_class_label': '15.12.a.c.1.1', 'twist_class_level': 15, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 12}
  • id: 40530881
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007199456067659, 'source_is_minimal': False, 'source_label': '75.12.a.c.1.2', 'source_level': 75, 'target_conrey_index': 199, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028865939767521, 'target_is_minimal': False, 'target_label': '225.12.b.i.199.1', 'target_level': 225, 'twist_class_label': '15.12.a.c.1.1', 'twist_class_level': 15, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 12}
  • id: 40530882
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007199456067659, 'source_is_minimal': False, 'source_label': '75.12.a.c.1.2', 'source_level': 75, 'target_conrey_index': 199, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 36028865939767521, 'target_is_minimal': False, 'target_label': '225.12.b.i.199.4', 'target_level': 225, 'twist_class_label': '15.12.a.c.1.1', 'twist_class_level': 15, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 12}
  • id: 40530883
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007199456067659, 'source_is_minimal': False, 'source_label': '75.12.a.c.1.2', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007199456067629, 'target_is_minimal': False, 'target_label': '45.12.a.c.1.2', 'target_level': 45, 'twist_class_label': '15.12.a.c.1.1', 'twist_class_level': 15, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 12}
  • id: 40530884
    {'conductor': 20, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007199456067659, 'source_is_minimal': False, 'source_label': '75.12.a.c.1.2', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 54043195729772784, 'target_is_minimal': False, 'target_label': '240.12.a.m.1.2', 'target_level': 240, 'twist_class_label': '15.12.a.c.1.1', 'twist_class_level': 15, 'twisting_char_label': '20.19', 'twisting_conrey_index': 19, 'weight': 12}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 235375
    {'charpoly_factorization': [[[-408, -13, 1], 1]], 'hecke_orbit_code': 9007199456067659, 'p': 2}
  • id: 235376
    {'charpoly_factorization': [[[-243, 1], 2]], 'hecke_orbit_code': 9007199456067659, 'p': 3}
  • id: 235377
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007199456067659, 'p': 5}
  • id: 235378
    {'charpoly_factorization': [[[-5768338800, 7784, 1], 1]], 'hecke_orbit_code': 9007199456067659, 'p': 7}
  • id: 235379
    {'charpoly_factorization': [[[-410180426688, -295568, 1], 1]], 'hecke_orbit_code': 9007199456067659, 'p': 11}
  • id: 235380
    {'charpoly_factorization': [[[-2221874407708, 657492, 1], 1]], 'hecke_orbit_code': 9007199456067659, 'p': 13}
  • id: 235381
    {'charpoly_factorization': [[[15658933919076, 8579948, 1], 1]], 'hecke_orbit_code': 9007199456067659, 'p': 17}
  • id: 235382
    {'charpoly_factorization': [[[69890598801680, -17627976, 1], 1]], 'hecke_orbit_code': 9007199456067659, 'p': 19}
  • id: 235383
    {'charpoly_factorization': [[[-889077131006400, -29841072, 1], 1]], 'hecke_orbit_code': 9007199456067659, 'p': 23}
  • id: 235384
    {'charpoly_factorization': [[[2163428601759300, 201881948, 1], 1]], 'hecke_orbit_code': 9007199456067659, 'p': 29}
  • id: 235385
    {'charpoly_factorization': [[[-17412327270360000, 71057008, 1], 1]], 'hecke_orbit_code': 9007199456067659, 'p': 31}
  • id: 235386
    {'charpoly_factorization': [[[50432616071757220, 705858484, 1], 1]], 'hecke_orbit_code': 9007199456067659, 'p': 37}
  • id: 235387
    {'charpoly_factorization': [[[-125372437978477980, 327655148, 1], 1]], 'hecke_orbit_code': 9007199456067659, 'p': 41}
  • id: 235388
    {'charpoly_factorization': [[[2542440310165469456, 3192552120, 1], 1]], 'hecke_orbit_code': 9007199456067659, 'p': 43}
  • id: 235389
    {'charpoly_factorization': [[[1025536165434245184, 2053064720, 1], 1]], 'hecke_orbit_code': 9007199456067659, 'p': 47}
  • id: 235390
    {'charpoly_factorization': [[[-4314859839548546940, -2304299452, 1], 1]], 'hecke_orbit_code': 9007199456067659, 'p': 53}
  • id: 235391
    {'charpoly_factorization': [[[-25432598773566813120, 1478770576, 1], 1]], 'hecke_orbit_code': 9007199456067659, 'p': 59}
  • id: 235392
    {'charpoly_factorization': [[[10934042918309264516, 8264891460, 1], 1]], 'hecke_orbit_code': 9007199456067659, 'p': 61}
  • id: 235393
    {'charpoly_factorization': [[[126127108040239777296, 24212177528, 1], 1]], 'hecke_orbit_code': 9007199456067659, 'p': 67}
  • id: 235394
    {'charpoly_factorization': [[[-203050463082324950016, 20218888256, 1], 1]], 'hecke_orbit_code': 9007199456067659, 'p': 71}
  • id: 235395
    {'charpoly_factorization': [[[-204937872651958364860, 25879583268, 1], 1]], 'hecke_orbit_code': 9007199456067659, 'p': 73}
  • id: 235396
    {'charpoly_factorization': [[[-60195242900568792000, -22324995440, 1], 1]], 'hecke_orbit_code': 9007199456067659, 'p': 79}
  • id: 235397
    {'charpoly_factorization': [[[433919758971716924688, 48014508984, 1], 1]], 'hecke_orbit_code': 9007199456067659, 'p': 83}
  • id: 235398
    {'charpoly_factorization': [[[332028601237361705220, -79209683076, 1], 1]], 'hecke_orbit_code': 9007199456067659, 'p': 89}
  • id: 235399
    {'charpoly_factorization': [[[340004029263639641476, -37075227452, 1], 1]], 'hecke_orbit_code': 9007199456067659, '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': 3, 'label': '75.12.a.c', 'level': 75, 'portrait': 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', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 29267239
    {'hecke_orbit_code': 9007199456067659, 'n': 1, 'trace_an': 2}
  • id: 29267240
    {'hecke_orbit_code': 9007199456067659, 'n': 2, 'trace_an': 13}
  • id: 29267241
    {'hecke_orbit_code': 9007199456067659, 'n': 3, 'trace_an': 486}
  • id: 29267242
    {'hecke_orbit_code': 9007199456067659, 'n': 4, 'trace_an': -3111}
  • id: 29267243
    {'hecke_orbit_code': 9007199456067659, 'n': 5, 'trace_an': 0}
  • id: 29267244
    {'hecke_orbit_code': 9007199456067659, 'n': 6, 'trace_an': 3159}
  • id: 29267245
    {'hecke_orbit_code': 9007199456067659, 'n': 7, 'trace_an': -7784}
  • id: 29267246
    {'hecke_orbit_code': 9007199456067659, 'n': 8, 'trace_an': -35139}
  • id: 29267247
    {'hecke_orbit_code': 9007199456067659, 'n': 9, 'trace_an': 118098}
  • id: 29267248
    {'hecke_orbit_code': 9007199456067659, 'n': 10, 'trace_an': 0}
  • id: 29267249
    {'hecke_orbit_code': 9007199456067659, 'n': 11, 'trace_an': 295568}
  • id: 29267250
    {'hecke_orbit_code': 9007199456067659, 'n': 12, 'trace_an': -755973}
  • id: 29267251
    {'hecke_orbit_code': 9007199456067659, 'n': 13, 'trace_an': -657492}
  • id: 29267252
    {'hecke_orbit_code': 9007199456067659, 'n': 14, 'trace_an': 3176796}
  • id: 29267253
    {'hecke_orbit_code': 9007199456067659, 'n': 15, 'trace_an': 0}
  • id: 29267254
    {'hecke_orbit_code': 9007199456067659, 'n': 16, 'trace_an': 2974065}
  • id: 29267255
    {'hecke_orbit_code': 9007199456067659, 'n': 17, 'trace_an': -8579948}
  • id: 29267256
    {'hecke_orbit_code': 9007199456067659, 'n': 18, 'trace_an': 767637}
  • id: 29267257
    {'hecke_orbit_code': 9007199456067659, 'n': 19, 'trace_an': 17627976}
  • id: 29267258
    {'hecke_orbit_code': 9007199456067659, 'n': 20, 'trace_an': 0}
  • id: 29267259
    {'hecke_orbit_code': 9007199456067659, 'n': 21, 'trace_an': -1891512}
  • id: 29267260
    {'hecke_orbit_code': 9007199456067659, 'n': 22, 'trace_an': -25972696}
  • id: 29267261
    {'hecke_orbit_code': 9007199456067659, 'n': 23, 'trace_an': 29841072}
  • id: 29267262
    {'hecke_orbit_code': 9007199456067659, 'n': 24, 'trace_an': -8538777}
  • id: 29267263
    {'hecke_orbit_code': 9007199456067659, 'n': 25, 'trace_an': 0}
  • id: 29267264
    {'hecke_orbit_code': 9007199456067659, 'n': 26, 'trace_an': -69052066}
  • id: 29267265
    {'hecke_orbit_code': 9007199456067659, 'n': 27, 'trace_an': 28697814}
  • id: 29267266
    {'hecke_orbit_code': 9007199456067659, 'n': 28, 'trace_an': 54064108}
  • id: 29267267
    {'hecke_orbit_code': 9007199456067659, 'n': 29, 'trace_an': -201881948}
  • id: 29267268
    {'hecke_orbit_code': 9007199456067659, 'n': 30, 'trace_an': 0}
  • id: 29267269
    {'hecke_orbit_code': 9007199456067659, 'n': 31, 'trace_an': -71057008}
  • id: 29267270
    {'hecke_orbit_code': 9007199456067659, 'n': 32, 'trace_an': 30902261}
  • id: 29267271
    {'hecke_orbit_code': 9007199456067659, 'n': 33, 'trace_an': 71823024}
  • id: 29267272
    {'hecke_orbit_code': 9007199456067659, 'n': 34, 'trace_an': -126080702}
  • id: 29267273
    {'hecke_orbit_code': 9007199456067659, 'n': 35, 'trace_an': 0}
  • id: 29267274
    {'hecke_orbit_code': 9007199456067659, 'n': 36, 'trace_an': -183701439}
  • id: 29267275
    {'hecke_orbit_code': 9007199456067659, 'n': 37, 'trace_an': -705858484}
  • id: 29267276
    {'hecke_orbit_code': 9007199456067659, 'n': 38, 'trace_an': -3909548}
  • id: 29267277
    {'hecke_orbit_code': 9007199456067659, 'n': 39, 'trace_an': -159770556}
  • id: 29267278
    {'hecke_orbit_code': 9007199456067659, 'n': 40, 'trace_an': 0}
  • id: 29267279
    {'hecke_orbit_code': 9007199456067659, 'n': 41, 'trace_an': -327655148}
  • id: 29267280
    {'hecke_orbit_code': 9007199456067659, 'n': 42, 'trace_an': 771961428}
  • id: 29267281
    {'hecke_orbit_code': 9007199456067659, 'n': 43, 'trace_an': -3192552120}
  • id: 29267282
    {'hecke_orbit_code': 9007199456067659, 'n': 44, 'trace_an': -822376568}
  • id: 29267283
    {'hecke_orbit_code': 9007199456067659, 'n': 45, 'trace_an': 0}
  • id: 29267284
    {'hecke_orbit_code': 9007199456067659, 'n': 46, 'trace_an': 1608947832}
  • id: 29267285
    {'hecke_orbit_code': 9007199456067659, 'n': 47, 'trace_an': -2053064720}
  • id: 29267286
    {'hecke_orbit_code': 9007199456067659, 'n': 48, 'trace_an': 722697795}
  • id: 29267287
    {'hecke_orbit_code': 9007199456067659, 'n': 49, 'trace_an': 7642614770}
  • id: 29267288
    {'hecke_orbit_code': 9007199456067659, 'n': 50, 'trace_an': 0}
  • id: 29267289
    {'hecke_orbit_code': 9007199456067659, 'n': 51, 'trace_an': -2084927364}
  • id: 29267290
    {'hecke_orbit_code': 9007199456067659, 'n': 52, 'trace_an': 180610022}
  • id: 29267291
    {'hecke_orbit_code': 9007199456067659, 'n': 53, 'trace_an': 2304299452}
  • id: 29267292
    {'hecke_orbit_code': 9007199456067659, 'n': 54, 'trace_an': 186535791}
  • id: 29267293
    {'hecke_orbit_code': 9007199456067659, 'n': 55, 'trace_an': 0}
  • id: 29267294
    {'hecke_orbit_code': 9007199456067659, 'n': 56, 'trace_an': -11220431460}
  • id: 29267295
    {'hecke_orbit_code': 9007199456067659, 'n': 57, 'trace_an': 4283598168}
  • id: 29267296
    {'hecke_orbit_code': 9007199456067659, 'n': 58, 'trace_an': 2489635114}
  • id: 29267297
    {'hecke_orbit_code': 9007199456067659, 'n': 59, 'trace_an': -1478770576}
  • id: 29267298
    {'hecke_orbit_code': 9007199456067659, 'n': 60, 'trace_an': 0}
  • id: 29267299
    {'hecke_orbit_code': 9007199456067659, 'n': 61, 'trace_an': -8264891460}
  • id: 29267300
    {'hecke_orbit_code': 9007199456067659, 'n': 62, 'trace_an': -6261263448}
  • id: 29267301
    {'hecke_orbit_code': 9007199456067659, 'n': 63, 'trace_an': -459637416}
  • id: 29267302
    {'hecke_orbit_code': 9007199456067659, 'n': 64, 'trace_an': 1546316681}
  • id: 29267303
    {'hecke_orbit_code': 9007199456067659, 'n': 65, 'trace_an': 0}
  • id: 29267304
    {'hecke_orbit_code': 9007199456067659, 'n': 66, 'trace_an': -6311365128}
  • id: 29267305
    {'hecke_orbit_code': 9007199456067659, 'n': 67, 'trace_an': -24212177528}
  • id: 29267306
    {'hecke_orbit_code': 9007199456067659, 'n': 68, 'trace_an': 12432065594}
  • id: 29267307
    {'hecke_orbit_code': 9007199456067659, 'n': 69, 'trace_an': 7251380496}
  • id: 29267308
    {'hecke_orbit_code': 9007199456067659, 'n': 70, 'trace_an': 0}
  • id: 29267309
    {'hecke_orbit_code': 9007199456067659, 'n': 71, 'trace_an': -20218888256}
  • id: 29267310
    {'hecke_orbit_code': 9007199456067659, 'n': 72, 'trace_an': -2074922811}
  • id: 29267311
    {'hecke_orbit_code': 9007199456067659, 'n': 73, 'trace_an': -25879583268}
  • id: 29267312
    {'hecke_orbit_code': 9007199456067659, 'n': 74, 'trace_an': -16142374034}
  • id: 29267313
    {'hecke_orbit_code': 9007199456067659, 'n': 75, 'trace_an': 0}
  • id: 29267314
    {'hecke_orbit_code': 9007199456067659, 'n': 76, 'trace_an': -28960704764}
  • id: 29267315
    {'hecke_orbit_code': 9007199456067659, 'n': 77, 'trace_an': -101122045248}
  • id: 29267316
    {'hecke_orbit_code': 9007199456067659, 'n': 78, 'trace_an': -16779652038}
  • id: 29267317
    {'hecke_orbit_code': 9007199456067659, 'n': 79, 'trace_an': 22324995440}
  • id: 29267318
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    {'hecke_orbit_code': 9007199456067659, 'n': 983, 'trace_an': -14203908739252128}
  • id: 29267495
    {'hecke_orbit_code': 9007199456067659, 'n': 991, 'trace_an': 58780470504829024}
  • id: 29267496
    {'hecke_orbit_code': 9007199456067659, 'n': 997, 'trace_an': 48995593960623388}