Embedded newform data - 14.8.c.b.11.2

Formats: - HTML - YAML - JSON - 2026-05-09T17:45:11.427124

• 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': 896, 'analytic_conductor': 4.373390356777705, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [14, 3, [3], [1]], 'cm_discs': [], 'conrey_index': 9, 'dim': 4, 'field_disc': 8105409, 'field_disc_factorization': [[3, 2], [13, 2], [73, 2]], 'field_poly': [56169, 237, 238, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [27225, -9240, 3301, 56, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503737200541710, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 4, 'hecke_ring_index_factorization': [[2, 2]], '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': True, 'label': '14.8.c.b', 'level': 14, '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': True, 'level_primes': [2, 7], 'level_radical': 14, 'minimal_twist': '14.8.c.b', 'nf_label': '4.0.8105409.4', 'prim_orbit_index': 3, 'qexp_display': 'q+8\\beta _{1}q^{2}+(-28+28\\beta _{1}-\\beta _{2}-\\beta _{3})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '14.8.c', 'trace_display': [16, -56, 14, -1848], 'trace_hash': 1209510037343462047, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.033', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.912', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.164', 'prec': 17}, {'__RealLiteral__': 0, 'data': '59.571', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1592.475', 'prec': 27}], 'trace_zratio': 0, 'traces': [4, 16, -56, -128, 14, -896, -1848, -2048, 908, -112, -2408, -3584, 21448, -22176, 52360, -8192, 35098, -7264, 2408, -1792, -92302, -38528, 61684, 28672, -215856, 85792, -83216, -59136, -191320, 209440, 166012, 65536, -479290, 561568, 166600, -116224, 559814, -19264, -383784, -7168, 1611960, -11200, 535952, -154112, -1494388, -493472, -1769292, 458752, -98588, -3453696, 337424, -686336, -2317194, -332864, 11498536, 946176, -3220996, -765280, -660352, -1675520, -1463042, 2656192, -514472, 1048576, -1094100, 3834320, 1784280, 2246272, 1833524, 7388416, 548800, -464896, -4549062, -4478512, -5671960, -308224, -15527806, -6140544, 8673964, 57344, 1215782, 6447840, -21188720, 5817728, 18560332, 2143808, -457016, 1232896, -1779750, -23910208, -7570640, -7895552, 6836730, 14154336, 21586180, 1835008, -3497928, 4337872, 43942528, -13814784, 14804510, 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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

  
  {'an_normalized': [[1.0, 0.0], [0.3535533905932738, 0.6123724356957945], [0.029999158493134788, -0.05196006669442085], [-0.25, 0.4330127018922193], [0.7840223371223934, 1.3579665221648802], [0.042425216800771236, 0.0], [-0.9843404919081485, 0.17627761057497965], [-0.3535533905932738, 0.0], [0.49820010097940753, 0.8629078872322791], [-0.5543875111809698, 0.9602273364470989], [0.6207903451103648, -1.0752404185793694], [0.014999579246567394, 0.025980033347210427], [0.505787465309908, 0.0], [-0.4559644681588119, -0.5404594376793247], [0.09408004141397054, 0.0], [-0.125, -0.21650635094610965], [0.691692715740622, -1.1980469268880543], [-0.3522806697903618, 0.6101680186013012], [-0.3987122844523197, -0.6905899342732723], [-0.7840223371223934, 0.0], [-0.02036999002575372, 0.05643457758799633], [0.8779301254453521, 0.0], [0.6319916462847106, 1.0946416413242173], [-0.010606304200192809, 0.01837065775526513], [-0.72938205021372, 1.2633267690989172], [0.17882287327989582, 0.30973030207623053], 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-0.29134901996772167, -0.12795590992354847, -0.1402359965903037], 'char_orbit_index': 3, 'conrey_index': 11, 'dual_conrey_index': 9, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 4, 'embedding_root_imag': 13.772334273846319, 'embedding_root_real': 7.9514609003746815, 'hecke_orbit': 2, 'hecke_orbit_code': 4503737200541710, 'label': '14.8.c.b.11.2', 'level': 14, 'weight': 8}
• 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': 896, 'analytic_conductor': 4.373390356777705, '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': [14, 3, [3], [1]], 'conrey_index': 9, 'cusp_dim': 24, 'dim': 8, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137573171214, 'hecke_orbit_dims': [4, 4], 'label': '14.8.c', 'level': 14, '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': True, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 32, 'mf_new_dim': 8, 'num_forms': 2, 'prim_orbit_index': 3, 'relative_dim': 4, 'sturm_bound': 16, 'trace_bound': 2, 'trace_display': [0, 0, 252, -1680], 'traces': [8, 0, 0, -256, 252, -1792, -1680, 0, -1064, 1792, -8256, 0, 24080, -24192, 46576, -16384, 82740, -23040, 43456, -32256, -261884, 55040, 111000, 57344, -107040, 75264, -483840, 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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: 34813972
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 11, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503737200541710, 'source_is_minimal': True, 'source_label': '14.8.c.b.11.2', 'source_level': 14, 'target_conrey_index': 11, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503737200541710, 'target_is_minimal': True, 'target_label': '14.8.c.b.11.2', 'target_level': 14, 'twist_class_label': '14.8.c.b.9.2', 'twist_class_level': 14, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 34813973
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 11, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503737200541710, 'source_is_minimal': True, 'source_label': '14.8.c.b.11.2', 'source_level': 14, 'target_conrey_index': 109, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13511211333189758, 'target_is_minimal': False, 'target_label': '126.8.g.d.109.1', 'target_level': 126, 'twist_class_label': '14.8.c.b.9.2', 'twist_class_level': 14, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 34813974
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 11, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503737200541710, 'source_is_minimal': True, 'source_label': '14.8.c.b.11.2', 'source_level': 14, 'target_conrey_index': 81, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4504149517402224, 'target_is_minimal': False, 'target_label': '112.8.i.b.81.1', 'target_level': 112, 'twist_class_label': '14.8.c.b.9.2', 'twist_class_level': 14, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 8}
  • id: 34813975
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 11, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503737200541710, 'source_is_minimal': True, 'source_label': '14.8.c.b.11.2', 'source_level': 14, 'target_conrey_index': 9, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503737200541710, 'target_is_minimal': True, 'target_label': '14.8.c.b.9.2', 'target_level': 14, 'twist_class_label': '14.8.c.b.9.2', 'twist_class_level': 14, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 34813976
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 11, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503737200541710, 'source_is_minimal': True, 'source_label': '14.8.c.b.11.2', 'source_level': 14, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510799016329314, 'target_is_minimal': False, 'target_label': '98.8.a.d.1.2', 'target_level': 98, 'twist_class_label': '14.8.c.b.9.2', 'twist_class_level': 14, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 8}
  • id: 34813977
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 11, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503737200541710, 'source_is_minimal': True, 'source_label': '14.8.c.b.11.2', 'source_level': 14, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998271070306, 'target_is_minimal': False, 'target_label': '98.8.a.f.1.1', 'target_level': 98, 'twist_class_label': '14.8.c.b.9.2', 'twist_class_level': 14, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 8}
  • id: 34813978
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 11, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503737200541710, 'source_is_minimal': True, 'source_label': '14.8.c.b.11.2', 'source_level': 14, 'target_conrey_index': 79, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 54043333101617250, 'target_is_minimal': False, 'target_label': '98.8.c.m.79.1', 'target_level': 98, 'twist_class_label': '14.8.c.b.9.2', 'twist_class_level': 14, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 8}
  • id: 34813979
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 11, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503737200541710, 'source_is_minimal': True, 'source_label': '14.8.c.b.11.2', 'source_level': 14, 'target_conrey_index': 67, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 54043333101617250, 'target_is_minimal': False, 'target_label': '98.8.c.m.67.1', 'target_level': 98, 'twist_class_label': '14.8.c.b.9.2', 'twist_class_level': 14, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 8}
  • id: 34813980
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 11, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503737200541710, 'source_is_minimal': True, 'source_label': '14.8.c.b.11.2', 'source_level': 14, 'target_conrey_index': 37, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13511211333189758, 'target_is_minimal': False, 'target_label': '126.8.g.d.37.1', 'target_level': 126, 'twist_class_label': '14.8.c.b.9.2', 'twist_class_level': 14, 'twisting_char_label': '21.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 34813981
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 11, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503737200541710, 'source_is_minimal': True, 'source_label': '14.8.c.b.11.2', 'source_level': 14, 'target_conrey_index': 65, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4504149517402224, 'target_is_minimal': False, 'target_label': '112.8.i.b.65.1', 'target_level': 112, 'twist_class_label': '14.8.c.b.9.2', 'twist_class_level': 14, 'twisting_char_label': '28.23', 'twisting_conrey_index': 23, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 57325
    {'charpoly_factorization': [[[64, -8, 1], 2]], 'hecke_orbit_code': 4503737200541710, 'p': 2}
  • id: 57326
    {'charpoly_factorization': [[[27225, -9240, 3301, 56, 1], 1]], 'hecke_orbit_code': 4503737200541710, 'p': 3}
  • id: 57327
    {'charpoly_factorization': [[[34579262025, 2603370, 186151, -14, 1], 1]], 'hecke_orbit_code': 4503737200541710, 'p': 5}
  • id: 57328
    {'charpoly_factorization': [[[678223072849, 1521907464, 1756846, 1848, 1], 1]], 'hecke_orbit_code': 4503737200541710, 'p': 7}
  • id: 57329
    {'charpoly_factorization': [[[1869511240244025, -104116730760, 49036309, 2408, 1], 1]], 'hecke_orbit_code': 4503737200541710, 'p': 11}
  • id: 57330
    {'charpoly_factorization': [[[26913780, -10724, 1], 2]], 'hecke_orbit_code': 4503737200541710, 'p': 13}
  • id: 57331
    {'charpoly_factorization': [[[39308217565526001, -6958634809098, 1033606603, -35098, 1], 1]], 'hecke_orbit_code': 4503737200541710, 'p': 17}
  • id: 57332
    {'charpoly_factorization': [[[391638112293301225, 1506950395720, 631608429, -2408, 1], 1]], 'hecke_orbit_code': 4503737200541710, 'p': 19}
  • id: 57333
    {'charpoly_factorization': [[[792557769979436769, 54914621238708, 4695172993, -61684, 1], 1]], 'hecke_orbit_code': 4503737200541710, 'p': 23}
  • id: 57334
    {'charpoly_factorization': [[[-302210796, 95660, 1], 2]], 'hecke_orbit_code': 4503737200541710, 'p': 29}
  • id: 57335
    {'charpoly_factorization': [[[31678739039807741025, -934379765212740, 21931597249, -166012, 1], 1]], 'hecke_orbit_code': 4503737200541710, 'p': 31}
  • id: 57336
    {'charpoly_factorization': [[[2116356891603362502649, -25753615570568702, 267387835503, -559814, 1], 1]], 'hecke_orbit_code': 4503737200541710, 'p': 37}
  • id: 57337
    {'charpoly_factorization': [[[154982022516, -805980, 1], 2]], 'hecke_orbit_code': 4503737200541710, 'p': 41}
  • id: 57338
    {'charpoly_factorization': [[[-9474621680, -267976, 1], 2]], 'hecke_orbit_code': 4503737200541710, 'p': 43}
  • id: 57339
    {'charpoly_factorization': [[[602952339749426339799681, 1373855340249153972, 2353894123473, 1769292, 1], 1]], 'hecke_orbit_code': 4503737200541710, 'p': 47}
  • id: 57340
    {'charpoly_factorization': [[[776056756372047663856281, 2041310819323319346, 4488447197727, 2317194, 1], 1]], 'hecke_orbit_code': 4503737200541710, 'p': 53}
  • id: 57341
    {'charpoly_factorization': [[[95895998977580964009, -6466596179869056, 445857414157, 660352, 1], 1]], 'hecke_orbit_code': 4503737200541710, 'p': 59}
  • id: 57342
    {'charpoly_factorization': [[[1320872433774883782226281, -1681462677906192678, 3289784038423, 1463042, 1], 1]], 'hecke_orbit_code': 4503737200541710, 'p': 61}
  • id: 57343
    {'charpoly_factorization': [[[12371683933086169905489721, 6275920241430481080, 6700995581461, -1784280, 1], 1]], 'hecke_orbit_code': 4503737200541710, 'p': 67}
  • id: 57344
    {'charpoly_factorization': [[[-20052968986176, -274400, 1], 2]], 'hecke_orbit_code': 4503737200541710, 'p': 71}
  • id: 57345
    {'charpoly_factorization': [[[20932735050725490490680625, 20813007667450176150, 16118734479019, 4549062, 1], 1]], 'hecke_orbit_code': 4503737200541710, 'p': 73}
  • id: 57346
    {'charpoly_factorization': [[[149625519221333007400640625, -106101237818819080500, 63005500426921, -8673964, 1], 1]], 'hecke_orbit_code': 4503737200541710, 'p': 79}
  • id: 57347
    {'charpoly_factorization': [[[14206197364176, 10594360, 1], 2]], 'hecke_orbit_code': 4503737200541710, 'p': 83}
  • id: 57348
    {'charpoly_factorization': [[[3805867432190248110037504881, -109795825913390930250, 64859222894859, 1779750, 1], 1]], 'hecke_orbit_code': 4503737200541710, 'p': 89}
  • id: 57349
    {'charpoly_factorization': [[[-89006519008780, 1748964, 1], 2]], 'hecke_orbit_code': 4503737200541710, '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': '14.8.c.b', 'level': 14, 'portrait': 'data:image/png;base64,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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 21257887
    {'hecke_orbit_code': 4503737200541710, 'n': 1, 'trace_an': 4}
  • id: 21257888
    {'hecke_orbit_code': 4503737200541710, 'n': 2, 'trace_an': 16}
  • id: 21257889
    {'hecke_orbit_code': 4503737200541710, 'n': 3, 'trace_an': -56}
  • id: 21257890
    {'hecke_orbit_code': 4503737200541710, 'n': 4, 'trace_an': -128}
  • id: 21257891
    {'hecke_orbit_code': 4503737200541710, 'n': 5, 'trace_an': 14}
  • id: 21257892
    {'hecke_orbit_code': 4503737200541710, 'n': 6, 'trace_an': -896}
  • id: 21257893
    {'hecke_orbit_code': 4503737200541710, 'n': 7, 'trace_an': -1848}
  • id: 21257894
    {'hecke_orbit_code': 4503737200541710, 'n': 8, 'trace_an': -2048}
  • id: 21257895
    {'hecke_orbit_code': 4503737200541710, 'n': 9, 'trace_an': 908}
  • id: 21257896
    {'hecke_orbit_code': 4503737200541710, 'n': 10, 'trace_an': -112}
  • id: 21257897
    {'hecke_orbit_code': 4503737200541710, 'n': 11, 'trace_an': -2408}
  • id: 21257898
    {'hecke_orbit_code': 4503737200541710, 'n': 12, 'trace_an': -3584}
  • id: 21257899
    {'hecke_orbit_code': 4503737200541710, 'n': 13, 'trace_an': 21448}
  • id: 21257900
    {'hecke_orbit_code': 4503737200541710, 'n': 14, 'trace_an': -22176}
  • id: 21257901
    {'hecke_orbit_code': 4503737200541710, 'n': 15, 'trace_an': 52360}
  • id: 21257902
    {'hecke_orbit_code': 4503737200541710, 'n': 16, 'trace_an': -8192}
  • id: 21257903
    {'hecke_orbit_code': 4503737200541710, 'n': 17, 'trace_an': 35098}
  • id: 21257904
    {'hecke_orbit_code': 4503737200541710, 'n': 18, 'trace_an': -7264}
  • id: 21257905
    {'hecke_orbit_code': 4503737200541710, 'n': 19, 'trace_an': 2408}
  • id: 21257906
    {'hecke_orbit_code': 4503737200541710, 'n': 20, 'trace_an': -1792}
  • id: 21257907
    {'hecke_orbit_code': 4503737200541710, 'n': 21, 'trace_an': -92302}
  • id: 21257908
    {'hecke_orbit_code': 4503737200541710, 'n': 22, 'trace_an': -38528}
  • id: 21257909
    {'hecke_orbit_code': 4503737200541710, 'n': 23, 'trace_an': 61684}
  • id: 21257910
    {'hecke_orbit_code': 4503737200541710, 'n': 24, 'trace_an': 28672}
  • id: 21257911
    {'hecke_orbit_code': 4503737200541710, 'n': 25, 'trace_an': -215856}
  • id: 21257912
    {'hecke_orbit_code': 4503737200541710, 'n': 26, 'trace_an': 85792}
  • id: 21257913
    {'hecke_orbit_code': 4503737200541710, 'n': 27, 'trace_an': -83216}
  • id: 21257914
    {'hecke_orbit_code': 4503737200541710, 'n': 28, 'trace_an': -59136}
  • id: 21257915
    {'hecke_orbit_code': 4503737200541710, 'n': 29, 'trace_an': -191320}
  • id: 21257916
    {'hecke_orbit_code': 4503737200541710, 'n': 30, 'trace_an': 209440}
  • id: 21257917
    {'hecke_orbit_code': 4503737200541710, 'n': 31, 'trace_an': 166012}
  • id: 21257918
    {'hecke_orbit_code': 4503737200541710, 'n': 32, 'trace_an': 65536}
  • id: 21257919
    {'hecke_orbit_code': 4503737200541710, 'n': 33, 'trace_an': -479290}
  • id: 21257920
    {'hecke_orbit_code': 4503737200541710, 'n': 34, 'trace_an': 561568}
  • id: 21257921
    {'hecke_orbit_code': 4503737200541710, 'n': 35, 'trace_an': 166600}
  • id: 21257922
    {'hecke_orbit_code': 4503737200541710, 'n': 36, 'trace_an': -116224}
  • id: 21257923
    {'hecke_orbit_code': 4503737200541710, 'n': 37, 'trace_an': 559814}
  • id: 21257924
    {'hecke_orbit_code': 4503737200541710, 'n': 38, 'trace_an': -19264}
  • id: 21257925
    {'hecke_orbit_code': 4503737200541710, 'n': 39, 'trace_an': -383784}
  • id: 21257926
    {'hecke_orbit_code': 4503737200541710, 'n': 40, 'trace_an': -7168}
  • id: 21257927
    {'hecke_orbit_code': 4503737200541710, 'n': 41, 'trace_an': 1611960}
  • id: 21257928
    {'hecke_orbit_code': 4503737200541710, 'n': 42, 'trace_an': -11200}
  • id: 21257929
    {'hecke_orbit_code': 4503737200541710, 'n': 43, 'trace_an': 535952}
  • id: 21257930
    {'hecke_orbit_code': 4503737200541710, 'n': 44, 'trace_an': -154112}
  • id: 21257931
    {'hecke_orbit_code': 4503737200541710, 'n': 45, 'trace_an': -1494388}
  • id: 21257932
    {'hecke_orbit_code': 4503737200541710, 'n': 46, 'trace_an': -493472}
  • id: 21257933
    {'hecke_orbit_code': 4503737200541710, 'n': 47, 'trace_an': -1769292}
  • id: 21257934
    {'hecke_orbit_code': 4503737200541710, 'n': 48, 'trace_an': 458752}
  • id: 21257935
    {'hecke_orbit_code': 4503737200541710, 'n': 49, 'trace_an': -98588}
  • id: 21257936
    {'hecke_orbit_code': 4503737200541710, 'n': 50, 'trace_an': -3453696}
  • id: 21257937
    {'hecke_orbit_code': 4503737200541710, 'n': 51, 'trace_an': 337424}
  • id: 21257938
    {'hecke_orbit_code': 4503737200541710, 'n': 52, 'trace_an': -686336}
  • id: 21257939
    {'hecke_orbit_code': 4503737200541710, 'n': 53, 'trace_an': -2317194}
  • id: 21257940
    {'hecke_orbit_code': 4503737200541710, 'n': 54, 'trace_an': -332864}
  • id: 21257941
    {'hecke_orbit_code': 4503737200541710, 'n': 55, 'trace_an': 11498536}
  • id: 21257942
    {'hecke_orbit_code': 4503737200541710, 'n': 56, 'trace_an': 946176}
  • id: 21257943
    {'hecke_orbit_code': 4503737200541710, 'n': 57, 'trace_an': -3220996}
  • id: 21257944
    {'hecke_orbit_code': 4503737200541710, 'n': 58, 'trace_an': -765280}
  • id: 21257945
    {'hecke_orbit_code': 4503737200541710, 'n': 59, 'trace_an': -660352}
  • id: 21257946
    {'hecke_orbit_code': 4503737200541710, 'n': 60, 'trace_an': -1675520}
  • id: 21257947
    {'hecke_orbit_code': 4503737200541710, 'n': 61, 'trace_an': -1463042}
  • id: 21257948
    {'hecke_orbit_code': 4503737200541710, 'n': 62, 'trace_an': 2656192}
  • id: 21257949
    {'hecke_orbit_code': 4503737200541710, 'n': 63, 'trace_an': -514472}
  • id: 21257950
    {'hecke_orbit_code': 4503737200541710, 'n': 64, 'trace_an': 1048576}
  • id: 21257951
    {'hecke_orbit_code': 4503737200541710, 'n': 65, 'trace_an': -1094100}
  • id: 21257952
    {'hecke_orbit_code': 4503737200541710, 'n': 66, 'trace_an': 3834320}
  • id: 21257953
    {'hecke_orbit_code': 4503737200541710, 'n': 67, 'trace_an': 1784280}
  • id: 21257954
    {'hecke_orbit_code': 4503737200541710, 'n': 68, 'trace_an': 2246272}
  • id: 21257955
    {'hecke_orbit_code': 4503737200541710, 'n': 69, 'trace_an': 1833524}
  • id: 21257956
    {'hecke_orbit_code': 4503737200541710, 'n': 70, 'trace_an': 7388416}
  • id: 21257957
    {'hecke_orbit_code': 4503737200541710, 'n': 71, 'trace_an': 548800}
  • id: 21257958
    {'hecke_orbit_code': 4503737200541710, 'n': 72, 'trace_an': -464896}
  • id: 21257959
    {'hecke_orbit_code': 4503737200541710, 'n': 73, 'trace_an': -4549062}
  • id: 21257960
    {'hecke_orbit_code': 4503737200541710, 'n': 74, 'trace_an': -4478512}
  • id: 21257961
    {'hecke_orbit_code': 4503737200541710, 'n': 75, 'trace_an': -5671960}
  • id: 21257962
    {'hecke_orbit_code': 4503737200541710, 'n': 76, 'trace_an': -308224}
  • id: 21257963
    {'hecke_orbit_code': 4503737200541710, 'n': 77, 'trace_an': -15527806}
  • id: 21257964
    {'hecke_orbit_code': 4503737200541710, 'n': 78, 'trace_an': -6140544}
  • id: 21257965
    {'hecke_orbit_code': 4503737200541710, 'n': 79, 'trace_an': 8673964}
  • id: 21257966
    {'hecke_orbit_code': 4503737200541710, 'n': 80, 'trace_an': 57344}
  • id: 21257967
    {'hecke_orbit_code': 4503737200541710, 'n': 81, 'trace_an': 1215782}
  • id: 21257968
    {'hecke_orbit_code': 4503737200541710, 'n': 82, 'trace_an': 6447840}
  • id: 21257969
    {'hecke_orbit_code': 4503737200541710, 'n': 83, 'trace_an': -21188720}
  • id: 21257970
    {'hecke_orbit_code': 4503737200541710, 'n': 84, 'trace_an': 5817728}
  • id: 21257971
    {'hecke_orbit_code': 4503737200541710, 'n': 85, 'trace_an': 18560332}
  • id: 21257972
    {'hecke_orbit_code': 4503737200541710, 'n': 86, 'trace_an': 2143808}
  • id: 21257973
    {'hecke_orbit_code': 4503737200541710, 'n': 87, 'trace_an': -457016}
  • id: 21257974
    {'hecke_orbit_code': 4503737200541710, 'n': 88, 'trace_an': 1232896}
  • id: 21257975
    {'hecke_orbit_code': 4503737200541710, 'n': 89, 'trace_an': -1779750}
  • id: 21257976
    {'hecke_orbit_code': 4503737200541710, 'n': 90, 'trace_an': -23910208}
  • id: 21257977
    {'hecke_orbit_code': 4503737200541710, 'n': 91, 'trace_an': -7570640}
  • id: 21257978
    {'hecke_orbit_code': 4503737200541710, 'n': 92, 'trace_an': -7895552}
  • id: 21257979
    {'hecke_orbit_code': 4503737200541710, 'n': 93, 'trace_an': 6836730}
  • id: 21257980
    {'hecke_orbit_code': 4503737200541710, 'n': 94, 'trace_an': 14154336}
  • id: 21257981
    {'hecke_orbit_code': 4503737200541710, 'n': 95, 'trace_an': 21586180}
  • id: 21257982
    {'hecke_orbit_code': 4503737200541710, 'n': 96, 'trace_an': 1835008}
  • id: 21257983
    {'hecke_orbit_code': 4503737200541710, 'n': 97, 'trace_an': -3497928}
  • id: 21257984
    {'hecke_orbit_code': 4503737200541710, 'n': 98, 'trace_an': 4337872}
  • id: 21257985
    {'hecke_orbit_code': 4503737200541710, 'n': 99, 'trace_an': 43942528}
  • id: 21257986
    {'hecke_orbit_code': 4503737200541710, 'n': 100, 'trace_an': -13814784}
  • id: 21257987
    {'hecke_orbit_code': 4503737200541710, 'n': 101, 'trace_an': 14804510}
  • id: 21257988
    {'hecke_orbit_code': 4503737200541710, 'n': 103, 'trace_an': 3052532}
  • id: 21257989
    {'hecke_orbit_code': 4503737200541710, 'n': 107, 'trace_an': -10514304}
  • id: 21257990
    {'hecke_orbit_code': 4503737200541710, 'n': 109, 'trace_an': 15335862}
  • id: 21257991
    {'hecke_orbit_code': 4503737200541710, 'n': 113, 'trace_an': 47032184}
  • id: 21257992
    {'hecke_orbit_code': 4503737200541710, 'n': 121, 'trace_an': -53299812}
  • id: 21257993
    {'hecke_orbit_code': 4503737200541710, 'n': 125, 'trace_an': -11250708}
  • id: 21257994
    {'hecke_orbit_code': 4503737200541710, 'n': 127, 'trace_an': -43096544}
  • id: 21257995
    {'hecke_orbit_code': 4503737200541710, 'n': 128, 'trace_an': 4194304}
  • id: 21257996
    {'hecke_orbit_code': 4503737200541710, 'n': 131, 'trace_an': -29415904}
  • id: 21257997
    {'hecke_orbit_code': 4503737200541710, 'n': 137, 'trace_an': 76026194}
  • id: 21257998
    {'hecke_orbit_code': 4503737200541710, 'n': 139, 'trace_an': 15973104}
  • id: 21257999
    {'hecke_orbit_code': 4503737200541710, 'n': 149, 'trace_an': 17790942}
  • id: 21258000
    {'hecke_orbit_code': 4503737200541710, 'n': 151, 'trace_an': -4243500}
  • id: 21258001
    {'hecke_orbit_code': 4503737200541710, 'n': 157, 'trace_an': -32155858}
  • id: 21258002
    {'hecke_orbit_code': 4503737200541710, 'n': 163, 'trace_an': 158173040}
  • id: 21258003
    {'hecke_orbit_code': 4503737200541710, 'n': 167, 'trace_an': 63230384}
  • id: 21258004
    {'hecke_orbit_code': 4503737200541710, 'n': 169, 'trace_an': -128640836}
  • id: 21258005
    {'hecke_orbit_code': 4503737200541710, 'n': 173, 'trace_an': 160494782}
  • id: 21258006
    {'hecke_orbit_code': 4503737200541710, 'n': 179, 'trace_an': -14152128}
  • id: 21258007
    {'hecke_orbit_code': 4503737200541710, 'n': 181, 'trace_an': 251033272}
  • id: 21258008
    {'hecke_orbit_code': 4503737200541710, 'n': 191, 'trace_an': -98066940}
  • id: 21258009
    {'hecke_orbit_code': 4503737200541710, 'n': 193, 'trace_an': -94567270}
  • id: 21258010
    {'hecke_orbit_code': 4503737200541710, 'n': 197, 'trace_an': -341598392}
  • id: 21258011
    {'hecke_orbit_code': 4503737200541710, 'n': 199, 'trace_an': -1175020}
  • id: 21258012
    {'hecke_orbit_code': 4503737200541710, 'n': 211, 'trace_an': -22531504}
  • id: 21258013
    {'hecke_orbit_code': 4503737200541710, 'n': 223, 'trace_an': 416337824}
  • id: 21258014
    {'hecke_orbit_code': 4503737200541710, 'n': 227, 'trace_an': 72162048}
  • id: 21258015
    {'hecke_orbit_code': 4503737200541710, 'n': 229, 'trace_an': 272882526}
  • id: 21258016
    {'hecke_orbit_code': 4503737200541710, 'n': 233, 'trace_an': -273373214}
  • id: 21258017
    {'hecke_orbit_code': 4503737200541710, 'n': 239, 'trace_an': -124478160}
  • id: 21258018
    {'hecke_orbit_code': 4503737200541710, 'n': 241, 'trace_an': 429711506}
  • id: 21258019
    {'hecke_orbit_code': 4503737200541710, 'n': 243, 'trace_an': 272006560}
  • id: 21258020
    {'hecke_orbit_code': 4503737200541710, 'n': 251, 'trace_an': -523286400}
  • id: 21258021
    {'hecke_orbit_code': 4503737200541710, 'n': 256, 'trace_an': -33554432}
  • id: 21258022
    {'hecke_orbit_code': 4503737200541710, 'n': 257, 'trace_an': 574592298}
  • id: 21258023
    {'hecke_orbit_code': 4503737200541710, 'n': 263, 'trace_an': -344016708}
  • id: 21258024
    {'hecke_orbit_code': 4503737200541710, 'n': 269, 'trace_an': 89201630}
  • id: 21258025
    {'hecke_orbit_code': 4503737200541710, 'n': 271, 'trace_an': -439998020}
  • id: 21258026
    {'hecke_orbit_code': 4503737200541710, 'n': 277, 'trace_an': 341994806}
  • id: 21258027
    {'hecke_orbit_code': 4503737200541710, 'n': 281, 'trace_an': 413601304}
  • id: 21258028
    {'hecke_orbit_code': 4503737200541710, 'n': 283, 'trace_an': -263321016}
  • id: 21258029
    {'hecke_orbit_code': 4503737200541710, 'n': 289, 'trace_an': -14666256}
  • id: 21258030
    {'hecke_orbit_code': 4503737200541710, 'n': 293, 'trace_an': -862566600}
  • id: 21258031
    {'hecke_orbit_code': 4503737200541710, 'n': 307, 'trace_an': 2284548336}
  • id: 21258032
    {'hecke_orbit_code': 4503737200541710, 'n': 311, 'trace_an': -36723652}
  • id: 21258033
    {'hecke_orbit_code': 4503737200541710, 'n': 313, 'trace_an': -1977850518}
  • id: 21258034
    {'hecke_orbit_code': 4503737200541710, 'n': 317, 'trace_an': 777791310}
  • id: 21258035
    {'hecke_orbit_code': 4503737200541710, 'n': 331, 'trace_an': 1128412136}
  • id: 21258036
    {'hecke_orbit_code': 4503737200541710, 'n': 337, 'trace_an': -898069928}
  • id: 21258037
    {'hecke_orbit_code': 4503737200541710, 'n': 343, 'trace_an': -1136880360}
  • id: 21258038
    {'hecke_orbit_code': 4503737200541710, 'n': 347, 'trace_an': -1911269088}
  • id: 21258039
    {'hecke_orbit_code': 4503737200541710, 'n': 349, 'trace_an': -1104759768}
  • id: 21258040
    {'hecke_orbit_code': 4503737200541710, 'n': 353, 'trace_an': -579798534}
  • id: 21258041
    {'hecke_orbit_code': 4503737200541710, 'n': 359, 'trace_an': -516178468}
  • id: 21258042
    {'hecke_orbit_code': 4503737200541710, 'n': 361, 'trace_an': 530325084}
  • id: 21258043
    {'hecke_orbit_code': 4503737200541710, 'n': 367, 'trace_an': -1334733820}
  • id: 21258044
    {'hecke_orbit_code': 4503737200541710, 'n': 373, 'trace_an': -835613562}
  • id: 21258045
    {'hecke_orbit_code': 4503737200541710, 'n': 379, 'trace_an': 4882240992}
  • id: 21258046
    {'hecke_orbit_code': 4503737200541710, 'n': 383, 'trace_an': -3052471436}
  • id: 21258047
    {'hecke_orbit_code': 4503737200541710, 'n': 389, 'trace_an': -672112834}
  • id: 21258048
    {'hecke_orbit_code': 4503737200541710, 'n': 397, 'trace_an': -652951418}
  • id: 21258049
    {'hecke_orbit_code': 4503737200541710, 'n': 401, 'trace_an': 369972282}
  • id: 21258050
    {'hecke_orbit_code': 4503737200541710, 'n': 409, 'trace_an': -1534771966}
  • id: 21258051
    {'hecke_orbit_code': 4503737200541710, 'n': 419, 'trace_an': -2917563600}
  • id: 21258052
    {'hecke_orbit_code': 4503737200541710, 'n': 421, 'trace_an': 8388389032}
  • id: 21258053
    {'hecke_orbit_code': 4503737200541710, 'n': 431, 'trace_an': 473090556}
  • id: 21258054
    {'hecke_orbit_code': 4503737200541710, 'n': 433, 'trace_an': -4676122696}
  • id: 21258055
    {'hecke_orbit_code': 4503737200541710, 'n': 439, 'trace_an': 733967500}
  • id: 21258056
    {'hecke_orbit_code': 4503737200541710, 'n': 443, 'trace_an': -451098176}
  • id: 21258057
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