Newform data - 96.8.a.c

Formats: - HTML - YAML - JSON - 2025-12-06T15:40:49.515852

• 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': 6144, 'analytic_conductor': 29.98896244647569, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, 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': [96, 1, [31, 37, 65], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 24, 'field_disc_factorization': [[2, 3], [3, 1]], 'field_poly': [-6, 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': [[5, [-124220, 28, 1]], [7, [-458352, -936, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199388958816, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 48, 'hecke_ring_index_factorization': [[2, 4], [3, 1]], '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': True, 'label': '96.8.a.c', 'level': 96, '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, 3], 'level_radical': 6, 'minimal_twist': '96.8.a.c', 'nf_label': '2.2.24.1', 'prim_orbit_index': 1, 'qexp_display': 'q-3^{3}q^{3}+(-14+3\\beta )q^{5}+(468+7\\beta )q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '96.8.a', 'trace_display': [0, -54, -28, 936], 'trace_hash': 2165585428421322339, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.061', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.930', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.047', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8.858', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '55.781', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 0, -54, 0, -28, 0, 936, 0, 1458, 0, -3384, 0, -17076, 0, 756, 0, -18668, 0, 44856, 0, -25272, 0, 43488, 0, 92974, 0, -39366, 0, -19484, 0, 332856, 0, 91368, 0, 567504, 0, -9076, 0, 461052, 0, 491780, 0, 510984, 0, -20412, 0, 1781424, 0, 145714, 0, 504036, 0, -1395692, 0, 3862800, 0, -1211112, 0, 1534104, 0, 1592188, 0, 682344, 0, -3244584, 0, -1169496, 0, -1174176, 0, 5716800, 0, 1180884, 0, -2510298, 0, 7318944, 0, 6538104, 0, 1062882, 0, -16805160, 0, 8721640, 0, 526068, 0, -6118924, 0, -16120080, 0, -8987112, 0, 4514544, 0, 23720868, 0, -2466936, 0, -26209228, 0, -16440264, 0, -15322608, 0, -38227752, 0, 14602668, 0, 245052, 0, -6994300, 0, -52531776, 0, -12448404, 0, 11004048, 0, 25254554, 0, -13278060, 0, -6081432, 0, 35763048, 0, -13796568, 0, -17204184, 0, 32991840, 0, 551124, 0, 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• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1, 0], [0, 0], [-27, 0], [0, 0], [-14, 3], [0, 0], [468, 7], [0, 0], [729, 0], [0, 0], [-1692, 46], [0, 0], [-8538, -42], [0, 0], [378, -81], [0, 0], [-9334, 102], [0, 0], [22428, 62], [0, 0], [-12636, -189], [0, 0], [21744, -626], [0, 0], [46487, -84], [0, 0], [-19683, 0], [0, 0], [-9742, 1569], [0, 0], [166428, 1275], [0, 0], [45684, -1242], [0, 0], [283752, 1306], [0, 0], [-4538, -2772], [0, 0], [230526, 1134], [0, 0], [245890, 738], [0, 0], [255492, -5110], [0, 0], [-10206, 2187], [0, 0], [890712, 1210], [0, 0], [72857, 6552], [0, 0], [252018, -2754], [0, 0], [-697846, -3339], [0, 0], [1931400, -5720], [0, 0], [-605556, -1674], [0, 0], [767052, 664], [0, 0], [796094, -3240], [0, 0], [341172, 5103], [0, 0], [-1622292, -25026], [0, 0], [-584748, 31256], [0, 0], [-587088, 16902], [0, 0], [2858400, -13402], [0, 0], [590442, 23064], [0, 0], [-1255149, 2268], [0, 0], [3659472, 9684], [0, 0], [3269052, 7575], [0, 0], [531441, 0], [0, 0], [-8402580, -14378], [0, 0], [4360820, 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[-105709871628, -246971057], [4005648574, 505770516], [133824939218, -646921728], [137932748064, -778597678], [-187512162372, 49958707], [-90245655324, 504506836], [131767861356, -1383749708], [141487316640, 213527516], [-99431369274, -32972502], [103950017522, -381440220], [-87838030080, -1458066298], [114836325594, -152720040], [-92063639678, -443190063], [145315067796, -622016940], [225900992046, -413007342], [-220510679364, -276157100], [28298099306, 636625401], [172214982538, 83401560], [145822298868, -1716237903], [-238207116780, -148155320], [135356852382, -1416525654], [126603522862, 1439185140], [32587508170, 2579999778], [150190931268, 1912519116], [-61322985782, 2202241083], [-45628599718, -778779300], [-294056733420, -391276190], [100656387122, -496367949], [-184529890354, -2036825568], [69331461012, 521435692], [-12182504598, 1940714208], [-89799497172, 850875583], [257216145810, 1178434464], [344181407436, 662334257], [66103268292, -2215181934], [59467575518, 860182056], 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[1275068922530, -661751952], [-743035224276, 1274423510], [323738303976, 5330296016], [392805535932, -6874178833], [-1201628105682, -303380286], [318913049772, 11288016624], [715513476312, 3423113654], [540134719458, 2464012104], [1231926478498, 5669386023], [1299845519388, -901428624], [963912263292, -3320367258], [64759800744, 3231965348], [671307018522, -3170711100], [15649406964, -6503987159], [1585390099810, -4218437838], [-468212771340, 5274990590], [-1176325050206, -5410977069], [201414842942, -8755203888], [-1409084233430, 1647477666], [911741344452, 7195762241], [-228675686798, 6352230282], [1201695068474, -7462650651], [-22858303644, -18110435693], [400574916438, -5489227830], [583389960602, -8636659422], [-1942076756484, -32988626], [678373581852, -888222114], [-1261979496190, 4423431672], [296577861746, 16781634471], [-260882907372, -2048984138], [166468421340, -9172147054], [990835452714, 6314917728], [-600934353022, 3995748129], [197586532224, 1370688696], [1653014430756, 2683518875], [-642024225830, 8692124682], [-820429065792, -4915464630], [1085320091882, -7778264769], [612912144166, 9322610940], [1501205008320, -2050558988], [-289867650876, 6264752330], [-1423563859478, 2382438672], [-701124126046, -12755289615], [-969252284772, -683228374], [-828442397926, -16196391780], [-986370662268, 5002650526], [-1346695622064, -9688369746]], 'char_orbit_index': 1, 'field_poly': [-6, 0, 1], 'hecke_orbit_code': 9007199388958816, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 48], 'hecke_ring_inverse_numerators': [[1, 0], [0, 1]], 'hecke_ring_numerators': [[1, 0], [0, 48]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '96.8.a.c', 'level': 96, 'maxp': 2999, '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

  
  {'ALdims': [4, 3, 3, 4], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [4, 4, 4, 4], 'ALdims_old': [24, 23, 21, 22], 'Nk2': 6144, 'analytic_conductor': 29.98896244647569, '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': [96, 1, [31, 37, 65], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 104, 'dim': 14, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 134217824, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 2, 2, 2], 'label': '96.8.a', 'level': 96, '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, 3], 'level_radical': 6, 'mf_dim': 120, 'mf_new_dim': 14, 'num_forms': 8, 'plus_dim': 8, 'prim_orbit_index': 1, 'relative_dim': 14, 'sturm_bound': 128, 'trace_bound': 5, 'trace_display': [0, 0, 556, 0], 'traces': [14, 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-8165526648, 0, 0, 0, -231155842212, 0, 0, 0, -114622680528, 0, 0, 0, -38110743890, 0, 0, 0, -205154015976, 0, 0, 0, 94320097488, 0, 0, 0, -224305819680, 0, 0, 0, 209035379212, 0, 0, 0, 30995274996, 0, 0, 0, 122006840408, 0, 0, 0, 371084740608, 0, 0, 0, -120037938552, 0, 0, 0, 62297432308, 0, 0, 0], 'weight': 8, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 83802
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '96.8.a.c', 'source_level': 96, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '96.8.a.c', 'target_level': 96, 'twist_class_label': '96.8.a.c', 'twist_class_level': 96, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 83803
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '96.8.a.c', 'source_level': 96, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '96.8.a.f', 'target_level': 96, 'twist_class_label': '96.8.a.c', 'twist_class_level': 96, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 83804
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '96.8.a.c', 'source_level': 96, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 19, 'target_is_minimal': False, 'target_label': '192.8.a.s', 'target_level': 192, 'twist_class_label': '96.8.a.c', 'twist_class_level': 96, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 83805
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '96.8.a.c', 'source_level': 96, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 22, 'target_is_minimal': False, 'target_label': '192.8.a.v', 'target_level': 192, 'twist_class_label': '96.8.a.c', 'twist_class_level': 96, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 83806
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '96.8.a.c', 'source_level': 96, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '288.8.a.l', 'target_level': 288, 'twist_class_label': '96.8.a.c', 'twist_class_level': 96, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 83807
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '96.8.a.c', 'source_level': 96, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '288.8.a.m', 'target_level': 288, 'twist_class_label': '96.8.a.c', 'twist_class_level': 96, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 83808
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '96.8.a.c', 'source_level': 96, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 33, 'target_is_minimal': False, 'target_label': '576.8.a.bg', 'target_level': 576, 'twist_class_label': '96.8.a.c', 'twist_class_level': 96, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 8}
  • id: 83809
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '96.8.a.c', 'source_level': 96, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 34, 'target_is_minimal': False, 'target_label': '576.8.a.bh', 'target_level': 576, 'twist_class_label': '96.8.a.c', 'twist_class_level': 96, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 284475
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007199388958816, 'p': 2}
  • id: 284476
    {'charpoly_factorization': [[[27, 1], 2]], 'hecke_orbit_code': 9007199388958816, 'p': 3}
  • id: 284477
    {'charpoly_factorization': [[[-124220, 28, 1], 1]], 'hecke_orbit_code': 9007199388958816, 'p': 5}
  • id: 284478
    {'charpoly_factorization': [[[-458352, -936, 1], 1]], 'hecke_orbit_code': 9007199388958816, 'p': 7}
  • id: 284479
    {'charpoly_factorization': [[[-26388720, 3384, 1], 1]], 'hecke_orbit_code': 9007199388958816, 'p': 11}
  • id: 284480
    {'charpoly_factorization': [[[48511908, 17076, 1], 1]], 'hecke_orbit_code': 9007199388958816, 'p': 13}
  • id: 284481
    {'charpoly_factorization': [[[-56701340, 18668, 1], 1]], 'hecke_orbit_code': 9007199388958816, 'p': 17}
  • id: 284482
    {'charpoly_factorization': [[[449875728, -44856, 1], 1]], 'hecke_orbit_code': 9007199388958816, 'p': 19}
  • id: 284483
    {'charpoly_factorization': [[[-4944492288, -43488, 1], 1]], 'hecke_orbit_code': 9007199388958816, 'p': 23}
  • id: 284484
    {'charpoly_factorization': [[[-33936477500, 19484, 1], 1]], 'hecke_orbit_code': 9007199388958816, 'p': 29}
  • id: 284485
    {'charpoly_factorization': [[[5225639184, -332856, 1], 1]], 'hecke_orbit_code': 9007199388958816, 'p': 31}
  • id: 284486
    {'charpoly_factorization': [[[-106202801372, 9076, 1], 1]], 'hecke_orbit_code': 9007199388958816, 'p': 37}
  • id: 284487
    {'charpoly_factorization': [[[52932733444, -491780, 1], 1]], 'hecke_orbit_code': 9007199388958816, 'p': 41}
  • id: 284488
    {'charpoly_factorization': [[[-295697508336, -510984, 1], 1]], 'hecke_orbit_code': 9007199388958816, 'p': 43}
  • id: 284489
    {'charpoly_factorization': [[[773128148544, -1781424, 1], 1]], 'hecke_orbit_code': 9007199388958816, 'p': 47}
  • id: 284490
    {'charpoly_factorization': [[[332866355812, 1395692, 1], 1]], 'hecke_orbit_code': 9007199388958816, 'p': 53}
  • id: 284491
    {'charpoly_factorization': [[[582273824400, -1534104, 1], 1]], 'hecke_orbit_code': 9007199388958816, 'p': 59}
  • id: 284492
    {'charpoly_factorization': [[[488646834436, -1592188, 1], 1]], 'hecke_orbit_code': 9007199388958816, 'p': 61}
  • id: 284493
    {'charpoly_factorization': [[[-13163254274160, 1169496, 1], 1]], 'hecke_orbit_code': 9007199388958816, 'p': 67}
  • id: 284494
    {'charpoly_factorization': [[[5687472098304, -5716800, 1], 1]], 'hecke_orbit_code': 9007199388958816, 'p': 71}
  • id: 284495
    {'charpoly_factorization': [[[-7005028723740, -1180884, 1], 1]], 'hecke_orbit_code': 9007199388958816, 'p': 73}
  • id: 284496
    {'charpoly_factorization': [[[9893471218704, -6538104, 1], 1]], 'hecke_orbit_code': 9007199388958816, 'p': 79}
  • id: 284497
    {'charpoly_factorization': [[[67745558211984, 16805160, 1], 1]], 'hecke_orbit_code': 9007199388958816, 'p': 83}
  • id: 284498
    {'charpoly_factorization': [[[2598748017700, 6118924, 1], 1]], 'hecke_orbit_code': 9007199388958816, 'p': 89}
  • id: 284499
    {'charpoly_factorization': [[[126318807666756, -23720868, 1], 1]], 'hecke_orbit_code': 9007199388958816, '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': '96.8.a.c', 'level': 96, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 29073481
    {'hecke_orbit_code': 9007199388958816, 'n': 1, 'trace_an': 2}
  • id: 29073482
    {'hecke_orbit_code': 9007199388958816, 'n': 2, 'trace_an': 0}
  • id: 29073483
    {'hecke_orbit_code': 9007199388958816, 'n': 3, 'trace_an': -54}
  • id: 29073484
    {'hecke_orbit_code': 9007199388958816, 'n': 4, 'trace_an': 0}
  • id: 29073485
    {'hecke_orbit_code': 9007199388958816, 'n': 5, 'trace_an': -28}
  • id: 29073486
    {'hecke_orbit_code': 9007199388958816, 'n': 6, 'trace_an': 0}
  • id: 29073487
    {'hecke_orbit_code': 9007199388958816, 'n': 7, 'trace_an': 936}
  • id: 29073488
    {'hecke_orbit_code': 9007199388958816, 'n': 8, 'trace_an': 0}
  • id: 29073489
    {'hecke_orbit_code': 9007199388958816, 'n': 9, 'trace_an': 1458}
  • id: 29073490
    {'hecke_orbit_code': 9007199388958816, 'n': 10, 'trace_an': 0}
  • id: 29073491
    {'hecke_orbit_code': 9007199388958816, 'n': 11, 'trace_an': -3384}
  • id: 29073492
    {'hecke_orbit_code': 9007199388958816, 'n': 12, 'trace_an': 0}
  • id: 29073493
    {'hecke_orbit_code': 9007199388958816, 'n': 13, 'trace_an': -17076}
  • id: 29073494
    {'hecke_orbit_code': 9007199388958816, 'n': 14, 'trace_an': 0}
  • id: 29073495
    {'hecke_orbit_code': 9007199388958816, 'n': 15, 'trace_an': 756}
  • id: 29073496
    {'hecke_orbit_code': 9007199388958816, 'n': 16, 'trace_an': 0}
  • id: 29073497
    {'hecke_orbit_code': 9007199388958816, 'n': 17, 'trace_an': -18668}
  • id: 29073498
    {'hecke_orbit_code': 9007199388958816, 'n': 18, 'trace_an': 0}
  • id: 29073499
    {'hecke_orbit_code': 9007199388958816, 'n': 19, 'trace_an': 44856}
  • id: 29073500
    {'hecke_orbit_code': 9007199388958816, 'n': 20, 'trace_an': 0}
  • id: 29073501
    {'hecke_orbit_code': 9007199388958816, 'n': 21, 'trace_an': -25272}
  • id: 29073502
    {'hecke_orbit_code': 9007199388958816, 'n': 22, 'trace_an': 0}
  • id: 29073503
    {'hecke_orbit_code': 9007199388958816, 'n': 23, 'trace_an': 43488}
  • id: 29073504
    {'hecke_orbit_code': 9007199388958816, 'n': 24, 'trace_an': 0}
  • id: 29073505
    {'hecke_orbit_code': 9007199388958816, 'n': 25, 'trace_an': 92974}
  • id: 29073506
    {'hecke_orbit_code': 9007199388958816, 'n': 26, 'trace_an': 0}
  • id: 29073507
    {'hecke_orbit_code': 9007199388958816, 'n': 27, 'trace_an': -39366}
  • id: 29073508
    {'hecke_orbit_code': 9007199388958816, 'n': 28, 'trace_an': 0}
  • id: 29073509
    {'hecke_orbit_code': 9007199388958816, 'n': 29, 'trace_an': -19484}
  • id: 29073510
    {'hecke_orbit_code': 9007199388958816, 'n': 30, 'trace_an': 0}
  • id: 29073511
    {'hecke_orbit_code': 9007199388958816, 'n': 31, 'trace_an': 332856}
  • id: 29073512
    {'hecke_orbit_code': 9007199388958816, 'n': 32, 'trace_an': 0}
  • id: 29073513
    {'hecke_orbit_code': 9007199388958816, 'n': 33, 'trace_an': 91368}
  • id: 29073514
    {'hecke_orbit_code': 9007199388958816, 'n': 34, 'trace_an': 0}
  • id: 29073515
    {'hecke_orbit_code': 9007199388958816, 'n': 35, 'trace_an': 567504}
  • id: 29073516
    {'hecke_orbit_code': 9007199388958816, 'n': 36, 'trace_an': 0}
  • id: 29073517
    {'hecke_orbit_code': 9007199388958816, 'n': 37, 'trace_an': -9076}
  • id: 29073518
    {'hecke_orbit_code': 9007199388958816, 'n': 38, 'trace_an': 0}
  • id: 29073519
    {'hecke_orbit_code': 9007199388958816, 'n': 39, 'trace_an': 461052}
  • id: 29073520
    {'hecke_orbit_code': 9007199388958816, 'n': 40, 'trace_an': 0}
  • id: 29073521
    {'hecke_orbit_code': 9007199388958816, 'n': 41, 'trace_an': 491780}
  • id: 29073522
    {'hecke_orbit_code': 9007199388958816, 'n': 42, 'trace_an': 0}
  • id: 29073523
    {'hecke_orbit_code': 9007199388958816, 'n': 43, 'trace_an': 510984}
  • id: 29073524
    {'hecke_orbit_code': 9007199388958816, 'n': 44, 'trace_an': 0}
  • id: 29073525
    {'hecke_orbit_code': 9007199388958816, 'n': 45, 'trace_an': -20412}
  • id: 29073526
    {'hecke_orbit_code': 9007199388958816, 'n': 46, 'trace_an': 0}
  • id: 29073527
    {'hecke_orbit_code': 9007199388958816, 'n': 47, 'trace_an': 1781424}
  • id: 29073528
    {'hecke_orbit_code': 9007199388958816, 'n': 48, 'trace_an': 0}
  • id: 29073529
    {'hecke_orbit_code': 9007199388958816, 'n': 49, 'trace_an': 145714}
  • id: 29073530
    {'hecke_orbit_code': 9007199388958816, 'n': 50, 'trace_an': 0}
  • id: 29073531
    {'hecke_orbit_code': 9007199388958816, 'n': 51, 'trace_an': 504036}
  • id: 29073532
    {'hecke_orbit_code': 9007199388958816, 'n': 52, 'trace_an': 0}
  • id: 29073533
    {'hecke_orbit_code': 9007199388958816, 'n': 53, 'trace_an': -1395692}
  • id: 29073534
    {'hecke_orbit_code': 9007199388958816, 'n': 54, 'trace_an': 0}
  • id: 29073535
    {'hecke_orbit_code': 9007199388958816, 'n': 55, 'trace_an': 3862800}
  • id: 29073536
    {'hecke_orbit_code': 9007199388958816, 'n': 56, 'trace_an': 0}
  • id: 29073537
    {'hecke_orbit_code': 9007199388958816, 'n': 57, 'trace_an': -1211112}
  • id: 29073538
    {'hecke_orbit_code': 9007199388958816, 'n': 58, 'trace_an': 0}
  • id: 29073539
    {'hecke_orbit_code': 9007199388958816, 'n': 59, 'trace_an': 1534104}
  • id: 29073540
    {'hecke_orbit_code': 9007199388958816, 'n': 60, 'trace_an': 0}
  • id: 29073541
    {'hecke_orbit_code': 9007199388958816, 'n': 61, 'trace_an': 1592188}
  • id: 29073542
    {'hecke_orbit_code': 9007199388958816, 'n': 62, 'trace_an': 0}
  • id: 29073543
    {'hecke_orbit_code': 9007199388958816, 'n': 63, 'trace_an': 682344}
  • id: 29073544
    {'hecke_orbit_code': 9007199388958816, 'n': 64, 'trace_an': 0}
  • id: 29073545
    {'hecke_orbit_code': 9007199388958816, 'n': 65, 'trace_an': -3244584}
  • id: 29073546
    {'hecke_orbit_code': 9007199388958816, 'n': 66, 'trace_an': 0}
  • id: 29073547
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  • id: 29073733
    {'hecke_orbit_code': 9007199388958816, 'n': 967, 'trace_an': -63670371912}
  • id: 29073734
    {'hecke_orbit_code': 9007199388958816, 'n': 971, 'trace_an': -344193048}
  • id: 29073735
    {'hecke_orbit_code': 9007199388958816, 'n': 977, 'trace_an': -5500080844}
  • id: 29073736
    {'hecke_orbit_code': 9007199388958816, 'n': 983, 'trace_an': 34753044528}
  • id: 29073737
    {'hecke_orbit_code': 9007199388958816, 'n': 991, 'trace_an': -40638354984}
  • id: 29073738
    {'hecke_orbit_code': 9007199388958816, 'n': 997, 'trace_an': 65541393196}