Embedded newform data - 112.10.a.b.1.1

Formats: - HTML - YAML - JSON - 2025-12-06T09:24:38.280820

• 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': 11200, 'analytic_conductor': 57.68401365035379, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [7, -1]], 'atkin_lehner_string': '--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [112, 1, [15, 85, 17], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-6, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599795142768, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '112.10.a.b', 'level': 112, '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': [2, 7], 'level_radical': 14, 'minimal_twist': '14.10.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+6q^{3}+560q^{5}+7^{4}q^{7}-19647q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '112.10.a', 'trace_display': [0, 6, 560, 2401], 'trace_hash': 462289647115135088, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.981', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.970', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.957', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 0, 6, 0, 560, 0, 2401, 0, -19647, 0, 54152, 0, -113172, 0, 3360, 0, 6262, 0, -257078, 0, 14406, 0, 266000, 0, -1639525, 0, -235980, 0, 1574714, 0, 4637484, 0, 324912, 0, 1344560, 0, -11946238, 0, -679032, 0, 21909126, 0, -27520592, 0, -11002320, 0, -52927836, 0, 5764801, 0, 37572, 0, 16221222, 0, 30325120, 0, -1542468, 0, 140509618, 0, -202963560, 0, -47172447, 0, -63376320, 0, -153734572, 0, 1596000, 0, -279655936, 0, -404022830, 0, -9837150, 0, 130018952, 0, 130689816, 0, 385296021, 0, -420134014, 0, 3506720, 0, 9448284, 0, -469542390, 0, -271725972, 0, 27824904, 0, -143963680, 0, -872501690, 0, -1063924344, 0, -1209014800, 0, -690562580, 0, 8067360, 0, -179499372, 0, -1603608446, 0, -71677428, 0, 1427850374, 0, 148960000, 0, 2223490284, 0, 15035062, 0, 574491413, 0, 131454756, 0, -2011884000, 0, 2358727632, 0, -165123552, 0, -601665350, 0, 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• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
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-0.27152190696714573, -0.12568809897686056, -0.18217208158076903, -0.26261195854712666, -0.20093152275349055, -0.33776818268775216, -0.3789405584298872, -0.16605684807879037, -0.21329671951022292, -0.3170111094582932, -0.26035815856004885, -0.41360395614518797, -0.256755980361249, -0.35189741095579974, -0.37342285191020064, -0.09607712151181981, -0.16454127212291994, -0.27159401223294205, -0.42621816717772676, -0.24606577972004015, -0.20094403258819116, -0.2111697739442609, -0.36303792645456284, -0.20443384848112914, -0.1713319012949952, -0.2041889370052925, -0.27461018915417484, -0.20345627879079706, -0.21857724816866309, -0.1557809651595115, -0.1911305368489775, -0.14616141587516018, -0.16433653525095798, -0.22584421397796342, -0.1717245046067837, -0.23808693059831398, -0.22990447212567286, -0.19493324741267146, -0.2553719407779705, -0.27728571837743354, -0.05975936791670575, -0.34309770305836806, -0.39474455976784023, -0.2281784038833018, -0.24363402197268666, -0.357900942295715, -0.2555204462839109, -0.21448096362116095, -0.4026174443667603, -0.2754501679705669, -0.26972192317313753, -0.2035194954892668, -0.3144697480873281, -0.32997756585781063, -0.21828235023282763, -0.23118732674085127, -0.13779446023248493, -0.1740995673644526, -0.15472997142713787, -0.2353066506285836, -0.27799668713735887, -0.17604219709977423, -0.17839947448533422, -0.28137619948821274, -0.10010918061121954, -0.4209318334915788, -0.32704872190753975, -0.33503803990378955, -0.23130926556228565, -0.20809537656461663, -0.34803838451029917, -0.3167948509834889, -0.10483651457473223, -0.3337389561864833, -0.1577238938560832, -0.22141320890232094, -0.06661898068463139, -0.3003182302868274, -0.3402743071974467, -0.20244203618875484, -0.0756591693494166, -0.351758409202506, -0.32829343159754654, -0.27689169387119, -0.40670886616099605, -0.20859012883275138, -0.13288146715758442, -0.21663588533088773, -0.18199468094451296, -0.23894826552896298, -0.2658577617013812, -0.3062364351615849, -0.32326802984227204, -0.30730327633253957, -0.3716736204136128, -0.18522218894967588, -0.23906835484755062, -0.2958538793364809, -0.358573622695159, -0.16225936915469677, -0.2445354095063051, -0.08102629986558973, -0.23366626382618133, -0.26852933548875346, -0.36691229652953894, -0.4097135734689315, -0.12792646929139456, -0.2322306857434248, -0.36932679517913836, -0.23462235693655292, -0.2476630024375217, -0.4377140294986893, -0.207990489785813, -0.164617867934988, -0.1978594347320903, -0.19817283431160176, -0.3126200942979237, -0.24330814091447014, -0.3306763011345414, -0.37955119477174165, -0.2935633905509691, -0.24113592274812048, -0.17446168078459096, -0.22217506517966257, -0.3173761907037862, -0.3370390050487796, -0.2261318191203463], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.0, 'hecke_orbit': 2, 'hecke_orbit_code': 4503599795142768, 'label': '112.10.a.b.1.1', 'level': 112, 'weight': 10}
• 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': [7, 7, 7, 6], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [26, 29, 27, 29], 'Nk2': 11200, 'analytic_conductor': 57.68401365035379, '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': [112, 1, [15, 85, 17], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 138, 'dim': 27, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 167772272, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 2, 3, 3, 3, 4, 4], 'label': '112.10.a', 'level': 112, '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': [2, 7], 'level_radical': 14, 'mf_dim': 150, 'mf_new_dim': 27, 'num_forms': 11, 'plus_dim': 13, 'prim_orbit_index': 1, 'relative_dim': 27, 'sturm_bound': 160, 'trace_bound': 5, 'trace_display': [0, 0, 718, -2401], 'traces': [27, 0, 0, 0, 718, 0, -2401, 0, 204887, 0, 54916, 0, 86158, 0, -81528, 0, -344210, 0, 480888, 0, 0, 0, -812552, 0, 11407757, 0, 5798016, 0, 746738, 0, -6344712, 0, 9585408, 0, 9003750, 0, -2210198, 0, -83320200, 0, -5961738, 0, 83940724, 0, 23553990, 0, -173719272, 0, 155649627, 0, 229586448, 0, 3292082, 0, -246809592, 0, 58487224, 0, 86244480, 0, -90027306, 0, -78764805, 0, 154041124, 0, 181960980, 0, -382360176, 0, -285033976, 0, -471146066, 0, -501618592, 0, -103022108, 0, 978029168, 0, 1432922699, 0, 28717816, 0, -324885860, 0, 4293732080, 0, -388851410, 0, 411449766, 0, 1674528144, 0, -181551768, 0, 344333406, 0, 409926388, 0, -3048836770, 0, 1426200096, 0, -1177853768, 0, -3595779444, 0, 3325984626, 0, 5570999824, 0, 2283523838, 0, -6553942880, 0, -2127947130, 0, -2005339210, 0, -1301786617, 0, -754192112, 0, 3340987644, 0, -4108572016, 0, 3886871296, 0, 1115995352, 0, -2885060808, 0, -14571424272, 0, -10013136322, 0, 767564136, 0, 18229038480, 0, -9520547320, 0, 10824707620, 0, 0, 0, -10720314590, 0, -8242895128, 0, -22319915514, 0, 40438834176, 0, 29911074718, 0, -31806703328, 0, 3351892040, 0, 43888706572, 0, -28797112320, 0, 28779290864, 0, -4683730187, 0, 7785373976, 0, 21559054622, 0, -6565234375, 0, 22050147800, 0, -15206224108, 0, -69819067594, 0, 10674320008, 0, -34988955340, 0, 11185292264, 0, 0, 0, -73413909888, 0, 45369504094, 0, -207605155968, 0, -54624711918, 0, 45581123568, 0, -120758838672, 0, 2199186346, 0, 23158249132, 0, 247808585720, 0, 94929974752, 0, -35851524380, 0, -27605168640, 0, -46112620760, 0, 5100242616, 0, 58619354656, 0, 7573756668, 0, 231976589584, 0, 207968751569, 0, -2381337240, 0, -183818785018, 0, -72883757184, 0, -100959189842, 0, -171820634880, 0, 118019387616, 0, -195805802128, 0, 126302150766, 0, 62956067328, 0, 4139127118, 0, -304979269512, 0, 74349846744, 0, -221413612792, 0, 179399303680, 0, 215765417456, 0, 239524290902, 0, 145010032482, 0, -124139589158, 0, -151548388632, 0, -157974781100, 0, 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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: 34459294
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599795142768, 'source_is_minimal': False, 'source_label': '112.10.a.b.1.1', 'source_level': 112, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599795142768, 'target_is_minimal': False, 'target_label': '112.10.a.b.1.1', 'target_level': 112, 'twist_class_label': '14.10.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 34459295
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599795142768, 'source_is_minimal': False, 'source_label': '112.10.a.b.1.1', 'source_level': 112, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 167772174, 'target_is_minimal': True, 'target_label': '14.10.a.a.1.1', 'target_level': 14, 'twist_class_label': '14.10.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 34459296
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599795142768, 'source_is_minimal': False, 'source_label': '112.10.a.b.1.1', 'source_level': 112, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398677254270, 'target_is_minimal': False, 'target_label': '126.10.a.e.1.1', 'target_level': 126, 'twist_class_label': '14.10.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 10}
  • id: 34459297
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599795142768, 'source_is_minimal': False, 'source_label': '112.10.a.b.1.1', 'source_level': 112, 'target_conrey_index': 99, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503737234096478, 'target_is_minimal': False, 'target_label': '350.10.c.b.99.2', 'target_level': 350, 'twist_class_label': '14.10.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '20.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 34459298
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599795142768, 'source_is_minimal': False, 'source_label': '112.10.a.b.1.1', 'source_level': 112, 'target_conrey_index': 99, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737234096478, 'target_is_minimal': False, 'target_label': '350.10.c.b.99.1', 'target_level': 350, 'twist_class_label': '14.10.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '20.7', 'twisting_conrey_index': 7, 'weight': 10}
  • id: 34459299
    {'conductor': 20, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599795142768, 'source_is_minimal': False, 'source_label': '112.10.a.b.1.1', 'source_level': 112, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199422513502, 'target_is_minimal': False, 'target_label': '350.10.a.c.1.1', 'target_level': 350, 'twist_class_label': '14.10.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '20.19', 'twisting_conrey_index': 19, 'weight': 10}
  • id: 34459300
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599795142768, 'source_is_minimal': False, 'source_label': '112.10.a.b.1.1', 'source_level': 112, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014536116207714, 'target_is_minimal': False, 'target_label': '98.10.c.e.79.1', 'target_level': 98, 'twist_class_label': '14.10.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '28.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 34459301
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599795142768, 'source_is_minimal': False, 'source_label': '112.10.a.b.1.1', 'source_level': 112, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518135743578210, 'target_is_minimal': False, 'target_label': '98.10.c.f.79.1', 'target_level': 98, 'twist_class_label': '14.10.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '28.11', 'twisting_conrey_index': 11, 'weight': 10}
  • id: 34459302
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599795142768, 'source_is_minimal': False, 'source_label': '112.10.a.b.1.1', 'source_level': 112, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014536116207714, 'target_is_minimal': False, 'target_label': '98.10.c.e.67.1', 'target_level': 98, 'twist_class_label': '14.10.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '28.19', 'twisting_conrey_index': 19, 'weight': 10}
  • id: 34459303
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599795142768, 'source_is_minimal': False, 'source_label': '112.10.a.b.1.1', 'source_level': 112, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518135743578210, 'target_is_minimal': False, 'target_label': '98.10.c.f.67.1', 'target_level': 98, 'twist_class_label': '14.10.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '28.23', 'twisting_conrey_index': 23, 'weight': 10}
  • id: 34459304
    {'conductor': 28, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599795142768, 'source_is_minimal': False, 'source_label': '112.10.a.b.1.1', 'source_level': 112, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 167772258, 'target_is_minimal': False, 'target_label': '98.10.a.a.1.1', 'target_level': 98, 'twist_class_label': '14.10.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '28.27', 'twisting_conrey_index': 27, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 323725
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599795142768, 'p': 2}
  • id: 323726
    {'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 4503599795142768, 'p': 3}
  • id: 323727
    {'charpoly_factorization': [[[-560, 1], 1]], 'hecke_orbit_code': 4503599795142768, 'p': 5}
  • id: 323728
    {'charpoly_factorization': [[[-2401, 1], 1]], 'hecke_orbit_code': 4503599795142768, 'p': 7}
  • id: 323729
    {'charpoly_factorization': [[[-54152, 1], 1]], 'hecke_orbit_code': 4503599795142768, 'p': 11}
  • id: 323730
    {'charpoly_factorization': [[[113172, 1], 1]], 'hecke_orbit_code': 4503599795142768, 'p': 13}
  • id: 323731
    {'charpoly_factorization': [[[-6262, 1], 1]], 'hecke_orbit_code': 4503599795142768, 'p': 17}
  • id: 323732
    {'charpoly_factorization': [[[257078, 1], 1]], 'hecke_orbit_code': 4503599795142768, 'p': 19}
  • id: 323733
    {'charpoly_factorization': [[[-266000, 1], 1]], 'hecke_orbit_code': 4503599795142768, 'p': 23}
  • id: 323734
    {'charpoly_factorization': [[[-1574714, 1], 1]], 'hecke_orbit_code': 4503599795142768, 'p': 29}
  • id: 323735
    {'charpoly_factorization': [[[-4637484, 1], 1]], 'hecke_orbit_code': 4503599795142768, 'p': 31}
  • id: 323736
    {'charpoly_factorization': [[[11946238, 1], 1]], 'hecke_orbit_code': 4503599795142768, 'p': 37}
  • id: 323737
    {'charpoly_factorization': [[[-21909126, 1], 1]], 'hecke_orbit_code': 4503599795142768, 'p': 41}
  • id: 323738
    {'charpoly_factorization': [[[27520592, 1], 1]], 'hecke_orbit_code': 4503599795142768, 'p': 43}
  • id: 323739
    {'charpoly_factorization': [[[52927836, 1], 1]], 'hecke_orbit_code': 4503599795142768, 'p': 47}
  • id: 323740
    {'charpoly_factorization': [[[-16221222, 1], 1]], 'hecke_orbit_code': 4503599795142768, 'p': 53}
  • id: 323741
    {'charpoly_factorization': [[[-140509618, 1], 1]], 'hecke_orbit_code': 4503599795142768, 'p': 59}
  • id: 323742
    {'charpoly_factorization': [[[202963560, 1], 1]], 'hecke_orbit_code': 4503599795142768, 'p': 61}
  • id: 323743
    {'charpoly_factorization': [[[153734572, 1], 1]], 'hecke_orbit_code': 4503599795142768, 'p': 67}
  • id: 323744
    {'charpoly_factorization': [[[279655936, 1], 1]], 'hecke_orbit_code': 4503599795142768, 'p': 71}
  • id: 323745
    {'charpoly_factorization': [[[404022830, 1], 1]], 'hecke_orbit_code': 4503599795142768, 'p': 73}
  • id: 323746
    {'charpoly_factorization': [[[-130689816, 1], 1]], 'hecke_orbit_code': 4503599795142768, 'p': 79}
  • id: 323747
    {'charpoly_factorization': [[[420134014, 1], 1]], 'hecke_orbit_code': 4503599795142768, 'p': 83}
  • id: 323748
    {'charpoly_factorization': [[[469542390, 1], 1]], 'hecke_orbit_code': 4503599795142768, 'p': 89}
  • id: 323749
    {'charpoly_factorization': [[[872501690, 1], 1]], 'hecke_orbit_code': 4503599795142768, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '112.10.a.b', 'level': 112, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19710234
    {'hecke_orbit_code': 4503599795142768, 'n': 1, 'trace_an': 1}
  • id: 19710235
    {'hecke_orbit_code': 4503599795142768, 'n': 2, 'trace_an': 0}
  • id: 19710236
    {'hecke_orbit_code': 4503599795142768, 'n': 3, 'trace_an': 6}
  • id: 19710237
    {'hecke_orbit_code': 4503599795142768, 'n': 4, 'trace_an': 0}
  • id: 19710238
    {'hecke_orbit_code': 4503599795142768, 'n': 5, 'trace_an': 560}
  • id: 19710239
    {'hecke_orbit_code': 4503599795142768, 'n': 6, 'trace_an': 0}
  • id: 19710240
    {'hecke_orbit_code': 4503599795142768, 'n': 7, 'trace_an': 2401}
  • id: 19710241
    {'hecke_orbit_code': 4503599795142768, 'n': 8, 'trace_an': 0}
  • id: 19710242
    {'hecke_orbit_code': 4503599795142768, 'n': 9, 'trace_an': -19647}
  • id: 19710243
    {'hecke_orbit_code': 4503599795142768, 'n': 10, 'trace_an': 0}
  • id: 19710244
    {'hecke_orbit_code': 4503599795142768, 'n': 11, 'trace_an': 54152}
  • id: 19710245
    {'hecke_orbit_code': 4503599795142768, 'n': 12, 'trace_an': 0}
  • id: 19710246
    {'hecke_orbit_code': 4503599795142768, 'n': 13, 'trace_an': -113172}
  • id: 19710247
    {'hecke_orbit_code': 4503599795142768, 'n': 14, 'trace_an': 0}
  • id: 19710248
    {'hecke_orbit_code': 4503599795142768, 'n': 15, 'trace_an': 3360}
  • id: 19710249
    {'hecke_orbit_code': 4503599795142768, 'n': 16, 'trace_an': 0}
  • id: 19710250
    {'hecke_orbit_code': 4503599795142768, 'n': 17, 'trace_an': 6262}
  • id: 19710251
    {'hecke_orbit_code': 4503599795142768, 'n': 18, 'trace_an': 0}
  • id: 19710252
    {'hecke_orbit_code': 4503599795142768, 'n': 19, 'trace_an': -257078}
  • id: 19710253
    {'hecke_orbit_code': 4503599795142768, 'n': 20, 'trace_an': 0}
  • id: 19710254
    {'hecke_orbit_code': 4503599795142768, 'n': 21, 'trace_an': 14406}
  • id: 19710255
    {'hecke_orbit_code': 4503599795142768, 'n': 22, 'trace_an': 0}
  • id: 19710256
    {'hecke_orbit_code': 4503599795142768, 'n': 23, 'trace_an': 266000}
  • id: 19710257
    {'hecke_orbit_code': 4503599795142768, 'n': 24, 'trace_an': 0}
  • id: 19710258
    {'hecke_orbit_code': 4503599795142768, 'n': 25, 'trace_an': -1639525}
  • id: 19710259
    {'hecke_orbit_code': 4503599795142768, 'n': 26, 'trace_an': 0}
  • id: 19710260
    {'hecke_orbit_code': 4503599795142768, 'n': 27, 'trace_an': -235980}
  • id: 19710261
    {'hecke_orbit_code': 4503599795142768, 'n': 28, 'trace_an': 0}
  • id: 19710262
    {'hecke_orbit_code': 4503599795142768, 'n': 29, 'trace_an': 1574714}
  • id: 19710263
    {'hecke_orbit_code': 4503599795142768, 'n': 30, 'trace_an': 0}
  • id: 19710264
    {'hecke_orbit_code': 4503599795142768, 'n': 31, 'trace_an': 4637484}
  • id: 19710265
    {'hecke_orbit_code': 4503599795142768, 'n': 32, 'trace_an': 0}
  • id: 19710266
    {'hecke_orbit_code': 4503599795142768, 'n': 33, 'trace_an': 324912}
  • id: 19710267
    {'hecke_orbit_code': 4503599795142768, 'n': 34, 'trace_an': 0}
  • id: 19710268
    {'hecke_orbit_code': 4503599795142768, 'n': 35, 'trace_an': 1344560}
  • id: 19710269
    {'hecke_orbit_code': 4503599795142768, 'n': 36, 'trace_an': 0}
  • id: 19710270
    {'hecke_orbit_code': 4503599795142768, 'n': 37, 'trace_an': -11946238}
  • id: 19710271
    {'hecke_orbit_code': 4503599795142768, 'n': 38, 'trace_an': 0}
  • id: 19710272
    {'hecke_orbit_code': 4503599795142768, 'n': 39, 'trace_an': -679032}
  • id: 19710273
    {'hecke_orbit_code': 4503599795142768, 'n': 40, 'trace_an': 0}
  • id: 19710274
    {'hecke_orbit_code': 4503599795142768, 'n': 41, 'trace_an': 21909126}
  • id: 19710275
    {'hecke_orbit_code': 4503599795142768, 'n': 42, 'trace_an': 0}
  • id: 19710276
    {'hecke_orbit_code': 4503599795142768, 'n': 43, 'trace_an': -27520592}
  • id: 19710277
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