Embedded newform data - 448.8.a.l.1.2

Formats: - HTML - YAML - JSON - 2026-04-11T05:01:01.523541

• 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': 28672, 'analytic_conductor': 139.94849141688655, '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': [448, 1, [127, 197, 129], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 1969, 'field_disc_factorization': [[11, 1], [179, 1]], 'field_poly': [-492, -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': [[3, [-744, 70, 1]]], 'hecke_orbit': 12, 'hecke_orbit_code': 49539596035293632, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 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': False, 'label': '448.8.a.l', 'level': 448, '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': '14.8.a.c', 'nf_label': '2.2.1969.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-35-\\beta )q^{3}+(-63+9\\beta )q^{5}+7^{3}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': '448.8.a', 'trace_display': [0, -70, -126, 686], 'trace_hash': 5099393124406938, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.953', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.996', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '72.271', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [2, 0, -70, 0, -126, 0, 686, 0, 2014, 0, 3420, 0, 6398, 0, -31032, 0, -38472, 0, 43358, 0, -24010, 0, 89928, 0, 170666, 0, -193060, 0, -159576, 0, -143612, 0, -615888, 0, -43218, 0, 271832, 0, 520352, 0, 64848, 0, -1527964, 0, 2354058, 0, 485436, 0, 235298, 0, 1700940, 0, 145716, 0, 4250232, 0, -560596, 0, 4183662, 0, 280658, 0, 690802, 0, -7101612, 0, -5671648, 0, -2155104, 0, -619272, 0, 3939628, 0, -1507618, 0, 1173060, 0, 4656616, 0, 7353742, 0, -1235850, 0, -766044, 0, 15012732, 0, -17241420, 0, 2194514, 0, 7365592, 0, -11343960, 0, -740936, 0, 38177100, 0, -14940702, 0, -10583972, 0, -10643976, 0, -5197128, 0, 1631984, 0, 27699980, 0, -10984200, 0, -14596848, 0, -45656954, 0, -13195896, 0, 29393546, 0, 22043532, 0, -41099436, 0, -42383120, 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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'angles': [None, -0.23402307194754216, -0.4050043776375253, None, -0.32243759955577744, -0.11946078322355537, -0.3113896512447765, -0.15866683587153854, -0.17011732414326258, -0.2339517778112904, -0.2718730227502583, -0.07139913988195042, -0.19357778823685637, -0.38467630954915843, -0.31086666812398484, -0.22317761254092217, -0.13129989753210836, -0.2903281863789633, -0.42208712554018807, -0.23246467274508495, -0.21764704725341857, -0.10099223505069327, -0.35936190976499977, -0.3156182825391363, -0.2686168680603721, -0.446594580965766, -0.3161136237255706, -0.157225053893509, -0.28466317757852244, -0.31450319019466777, -0.25112299702292745, -0.2697839704752757, -0.2377639116732339, -0.15516728280635733, -0.27009776504165384, -0.2031944135050372, -0.22903500990559797, -0.11011789810463708, -0.2549490987285365, -0.1604086615500259, -0.36632540934959307, -0.2547803774804123, -0.2284342245125999, -0.3119766148591487, -0.34371245832314873, -0.20108287777714365, -0.41219610738725343, 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-0.21723911106951418, -0.16542978815866083, -0.08306376534462925, -0.24197013006734178, -0.29481460807499543, -0.3851720681141084, -0.2820508070026954, -0.4655407407719655, -0.3348527624013282, -0.22686087444001446, -0.21906266156541282, -0.38862861728960735, -0.388754195862077, -0.28571296377976413, -0.25192750662498603, -0.3951607907158841, -0.10487749949018232, -0.27400144829043643, -0.30139574315036494, -0.37756256405250277, -0.30944158321389603, -0.2761703749091891, -0.25176561914209644, -0.4419634822497684, -0.22432104014052257, -0.3061977783617993, -0.2531797252902122, -0.19433079912994577, -0.33591116593044423], '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': -21.68670773233379, 'hecke_orbit': 12, 'hecke_orbit_code': 49539596035293632, 'label': '448.8.a.l.1.2', 'level': 448, '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': [21, 20, 21, 22], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [6, 6, 6, 6], 'ALdims_old': [90, 87, 88, 87], 'Nk2': 28672, 'analytic_conductor': 139.94849141688655, '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': [448, 1, [127, 197, 129], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 436, 'dim': 84, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 134218176, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 4, 4, 5, 5, 6, 6, 6, 6], 'label': '448.8.a', 'level': 448, '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': 460, 'mf_new_dim': 84, 'num_forms': 32, 'plus_dim': 43, 'prim_orbit_index': 1, 'relative_dim': 84, 'sturm_bound': 512, 'trace_bound': 7, 'trace_display': [0, 0, 0, 0], 'traces': [84, 0, 0, 0, 0, 0, 0, 0, 61236, 0, 0, 0, 0, 0, 0, 0, -5816, 0, 0, 0, 0, 0, 0, 0, 1280252, 0, 0, 0, 51688, 0, 0, 0, 198032, 0, 0, 0, -415576, 0, 0, 0, -319848, 0, 0, 0, -2210928, 0, 0, 0, 9882516, 0, 0, 0, 8639800, 0, 0, 0, 1372688, 0, 0, 0, 4559776, 0, 0, 0, 666624, 0, 0, 0, -5832528, 0, 0, 0, 2685304, 0, 0, 0, 5957224, 0, 0, 0, 58155428, 0, 0, 0, -15068000, 0, 0, 0, 4781048, 0, 0, 0, -17418240, 0, 0, 0, -3818296, 0, 0, 0, -27133968, 0, 0, 0, 0, 0, 0, 0, 34549512, 0, 0, 0, 7563704, 0, 0, 0, -84565776, 0, 0, 0, 159266660, 0, 0, 0, -152443248, 0, 0, 0, -28120976, 0, 0, 0, 0, 0, 0, 0, 16920168, 0, 0, 0, -28485216, 0, 0, 0, 68051232, 0, 0, 0, 27109432, 0, 0, 0, 62666280, 0, 0, 0, 210612032, 0, 0, 0, 46631536, 0, 0, 0, -57938592, 0, 0, 0, 211060316, 0, 0, 0, -32901120, 0, 0, 0, 77264752, 0, 0, 0, -61104912, 0, 0, 0, -231576576, 0, 0, 0, 311186064, 0, 0, 0, -316020392, 0, 0, 0, 257454520, 0, 0, 0, -86412016, 0, 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0, -677315336, 0, 0, 0, -5068795152, 0, 0, 0, -2079368680, 0, 0, 0, 2800542864, 0, 0, 0, 1396452400, 0, 0, 0, -615854568, 0, 0, 0, -161194888, 0, 0, 0, -33691554848, 0, 0, 0, 2283760264, 0, 0, 0, -12216616496, 0, 0, 0, 7204354164, 0, 0, 0, 23452541312, 0, 0, 0, 7039969160, 0, 0, 0, 1036576592, 0, 0, 0, -9293457992, 0, 0, 0, -21373108208, 0, 0, 0, 3578170656, 0, 0, 0, -3336081112, 0, 0, 0, -4987398048, 0, 0, 0, 39260358136, 0, 0, 0, -1271147968, 0, 0, 0, 22835918144, 0, 0, 0, 13300064560, 0, 0, 0, -32143944240, 0, 0, 0, 2553116384, 0, 0, 0, -38889207328, 0, 0, 0, 6611295360, 0, 0, 0, 37330149744, 0, 0, 0, -9147826848, 0, 0, 0, 40345072672, 0, 0, 0, -15386182792, 0, 0, 0, -6889552880, 0, 0, 0, -856281356, 0, 0, 0, -8871207776, 0, 0, 0, 8669129552, 0, 0, 0, 39087412280, 0, 0, 0, -30691114432, 0, 0, 0, 24961573168, 0, 0, 0, -755801872, 0, 0, 0, -36824941800, 0, 0, 0, -14825062112, 0, 0, 0, -7120684592, 0, 0, 0, -958465288, 0, 0, 0, 69488153696, 0, 0, 0, 1986649320, 0, 0, 0, -8343477744, 0, 0, 0, -8519019392, 0, 0, 0, -43167006272, 0, 0, 0, 27570184616, 0, 0, 0, 22029445120, 0, 0, 0, -33967811592, 0, 0, 0, 33916505152, 0, 0, 0, 0, 0, 0, 0, 41464401576, 0, 0, 0, -6503159720, 0, 0, 0, -74917184544, 0, 0, 0, -2647039180, 0, 0, 0, -67245533424, 0, 0, 0, -21830226544, 0, 0, 0, 0, 0, 0, 0, -9195461000, 0, 0, 0, -27136541664, 0, 0, 0, -5163854096, 0, 0, 0, -26396729880, 0, 0, 0, -24305298888, 0, 0, 0, -23322865232, 0, 0, 0, 15069685792, 0, 0, 0, 84361652704, 0, 0, 0, 25270807688, 0, 0, 0, 2795579696, 0, 0, 0, -385796464, 0, 0, 0, -59498433728, 0, 0, 0, -5964722048, 0, 0, 0, 21714081480, 0, 0, 0, 7607182832, 0, 0, 0, 45381508808, 0, 0, 0, -9952404384, 0, 0, 0, -61149560280, 0, 0, 0, -25064356384, 0, 0, 0, -97168916976, 0, 0, 0, -3378160352, 0, 0, 0, -55351697704, 0, 0, 0, 16364313444, 0, 0, 0, -7033067712, 0, 0, 0, 52001280448, 0, 0, 0, 140041559440, 0, 0, 0, 73727248800, 0, 0, 0, -5779706408, 0, 0, 0, 20277792176, 0, 0, 0, 769197416, 0, 0, 0, -27237419624, 0, 0, 0, 69334904448, 0, 0, 0, -47856307480, 0, 0, 0, 129178496608, 0, 0, 0, 21732381216, 0, 0, 0, 13098781120, 0, 0, 0, -620727872, 0, 0, 0, 38298640928, 0, 0, 0, 91630795712, 0, 0, 0, 21769222912, 0, 0, 0, 83588844856, 0, 0, 0, -33528392688, 0, 0, 0, -30801651592, 0, 0, 0, -16786819616, 0, 0, 0, 4363863312, 0, 0, 0, -5455390792, 0, 0, 0, 100084407920, 0, 0, 0, -55781912416, 0, 0, 0, -684246584, 0, 0, 0, 100068420352, 0, 0, 0, 84435214380, 0, 0, 0, 23370604944, 0, 0, 0, 143791939056, 0, 0, 0, -131757044576, 0, 0, 0, -14409557864, 0, 0, 0, 7263818016, 0, 0, 0, -10688924224, 0, 0, 0, -171739340736, 0, 0, 0, 14728126312, 0, 0, 0, -67682974168, 0, 0, 0, -59269375288, 0, 0, 0, 84067359728, 0, 0, 0, -21769436192, 0, 0, 0, -99430558048, 0, 0, 0, -158127800320, 0, 0, 0, -238561619472, 0, 0, 0, 8593949824, 0, 0, 0, 300204210624, 0, 0, 0, 162814193008, 0, 0, 0, 51937636240, 0, 0, 0, -10571098928, 0, 0, 0, -69719142952, 0, 0, 0, 110390169864, 0, 0, 0, -256467335872, 0, 0, 0, 43365366968, 0, 0, 0, 263696774800, 0, 0, 0, 1033686752, 0, 0, 0, -91233878944, 0, 0, 0, 2451699976, 0, 0, 0, -1992803424, 0, 0, 0, -71958106220, 0, 0, 0, 231897486128, 0, 0, 0, -314981990400, 0, 0, 0, -1230881568, 0, 0, 0, -21816773816, 0, 0, 0, 391001545320, 0, 0, 0, -110434931968, 0, 0, 0, -285715657376, 0, 0, 0, -74396547472, 0, 0, 0, -21495149248, 0, 0, 0], 'weight': 8, 'weight_parity': 1}
• 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: 47367052
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 49539596035293632, 'source_is_minimal': False, 'source_label': '448.8.a.l.1.2', 'source_level': 448, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 49539596035293632, 'target_is_minimal': False, 'target_label': '448.8.a.l.1.2', 'target_level': 448, 'twist_class_label': '14.8.a.c.1.1', 'twist_class_level': 14, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 47367053
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 49539596035293632, 'source_is_minimal': False, 'source_label': '448.8.a.l.1.2', 'source_level': 448, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 81064793426887104, 'target_is_minimal': False, 'target_label': '448.8.a.s.1.1', 'target_level': 448, 'twist_class_label': '14.8.a.c.1.1', 'twist_class_level': 14, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 8}
  • id: 47367054
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 49539596035293632, 'source_is_minimal': False, 'source_label': '448.8.a.l.1.2', 'source_level': 448, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021597898440816, 'target_is_minimal': False, 'target_label': '112.8.a.g.1.2', 'target_level': 112, 'twist_class_label': '14.8.a.c.1.1', 'twist_class_level': 14, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 8}
  • id: 47367055
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 49539596035293632, 'source_is_minimal': False, 'source_label': '448.8.a.l.1.2', 'source_level': 448, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199388958734, 'target_is_minimal': True, 'target_label': '14.8.a.c.1.1', 'target_level': 14, 'twist_class_label': '14.8.a.c.1.1', 'twist_class_level': 14, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 8}
  • id: 47367056
    {'conductor': 24, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 49539596035293632, 'source_is_minimal': False, 'source_label': '448.8.a.l.1.2', 'source_level': 448, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797153181822, 'target_is_minimal': False, 'target_label': '126.8.a.i.1.1', 'target_level': 126, 'twist_class_label': '14.8.a.c.1.1', 'twist_class_level': 14, 'twisting_char_label': '24.5', 'twisting_conrey_index': 5, 'weight': 8}
  • id: 47367057
    {'conductor': 40, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 49539596035293632, 'source_is_minimal': False, 'source_label': '448.8.a.l.1.2', 'source_level': 448, 'target_conrey_index': 99, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45036133846876510, 'target_is_minimal': False, 'target_label': '350.8.c.k.99.1', 'target_level': 350, 'twist_class_label': '14.8.a.c.1.1', 'twist_class_level': 14, 'twisting_char_label': '40.13', 'twisting_conrey_index': 13, 'weight': 8}
  • id: 47367058
    {'conductor': 40, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 49539596035293632, 'source_is_minimal': False, 'source_label': '448.8.a.l.1.2', 'source_level': 448, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 40532396780552542, 'target_is_minimal': False, 'target_label': '350.8.a.j.1.2', 'target_level': 350, 'twist_class_label': '14.8.a.c.1.1', 'twist_class_level': 14, 'twisting_char_label': '40.29', 'twisting_conrey_index': 29, 'weight': 8}
  • id: 47367059
    {'conductor': 40, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 49539596035293632, 'source_is_minimal': False, 'source_label': '448.8.a.l.1.2', 'source_level': 448, 'target_conrey_index': 99, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 45036133846876510, 'target_is_minimal': False, 'target_label': '350.8.c.k.99.4', 'target_level': 350, 'twist_class_label': '14.8.a.c.1.1', 'twist_class_level': 14, 'twisting_char_label': '40.37', 'twisting_conrey_index': 37, 'weight': 8}
  • id: 47367060
    {'conductor': 56, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 49539596035293632, 'source_is_minimal': False, 'source_label': '448.8.a.l.1.2', 'source_level': 448, 'target_conrey_index': 67, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45036133846876258, 'target_is_minimal': False, 'target_label': '98.8.c.k.67.1', 'target_level': 98, 'twist_class_label': '14.8.a.c.1.1', 'twist_class_level': 14, 'twisting_char_label': '56.5', 'twisting_conrey_index': 5, 'weight': 8}
  • id: 47367061
    {'conductor': 56, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 49539596035293632, 'source_is_minimal': False, 'source_label': '448.8.a.l.1.2', 'source_level': 448, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021597898440802, 'target_is_minimal': False, 'target_label': '98.8.a.g.1.2', 'target_level': 98, 'twist_class_label': '14.8.a.c.1.1', 'twist_class_level': 14, 'twisting_char_label': '56.13', 'twisting_conrey_index': 13, 'weight': 8}
  • id: 47367062
    {'conductor': 56, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 49539596035293632, 'source_is_minimal': False, 'source_label': '448.8.a.l.1.2', 'source_level': 448, 'target_conrey_index': 67, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021735337394274, 'target_is_minimal': False, 'target_label': '98.8.c.g.67.2', 'target_level': 98, 'twist_class_label': '14.8.a.c.1.1', 'twist_class_level': 14, 'twisting_char_label': '56.37', 'twisting_conrey_index': 37, 'weight': 8}
  • id: 47367063
    {'conductor': 56, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 49539596035293632, 'source_is_minimal': False, 'source_label': '448.8.a.l.1.2', 'source_level': 448, 'target_conrey_index': 79, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45036133846876258, 'target_is_minimal': False, 'target_label': '98.8.c.k.79.1', 'target_level': 98, 'twist_class_label': '14.8.a.c.1.1', 'twist_class_level': 14, 'twisting_char_label': '56.45', 'twisting_conrey_index': 45, 'weight': 8}
  • id: 47367064
    {'conductor': 56, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 49539596035293632, 'source_is_minimal': False, 'source_label': '448.8.a.l.1.2', 'source_level': 448, 'target_conrey_index': 79, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021735337394274, 'target_is_minimal': False, 'target_label': '98.8.c.g.79.2', 'target_level': 98, 'twist_class_label': '14.8.a.c.1.1', 'twist_class_level': 14, 'twisting_char_label': '56.53', 'twisting_conrey_index': 53, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 907475
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 49539596035293632, 'p': 2}
  • id: 907476
    {'charpoly_factorization': [[[-744, 70, 1], 1]], 'hecke_orbit_code': 49539596035293632, 'p': 3}
  • id: 907477
    {'charpoly_factorization': [[[-155520, 126, 1], 1]], 'hecke_orbit_code': 49539596035293632, 'p': 5}
  • id: 907478
    {'charpoly_factorization': [[[-343, 1], 2]], 'hecke_orbit_code': 49539596035293632, 'p': 7}
  • id: 907479
    {'charpoly_factorization': [[[-28335744, -3420, 1], 1]], 'hecke_orbit_code': 49539596035293632, 'p': 11}
  • id: 907480
    {'charpoly_factorization': [[[-60101048, -6398, 1], 1]], 'hecke_orbit_code': 49539596035293632, 'p': 13}
  • id: 907481
    {'charpoly_factorization': [[[354074796, 38472, 1], 1]], 'hecke_orbit_code': 49539596035293632, 'p': 17}
  • id: 907482
    {'charpoly_factorization': [[[353711560, -43358, 1], 1]], 'hecke_orbit_code': 49539596035293632, 'p': 19}
  • id: 907483
    {'charpoly_factorization': [[[1896721920, -89928, 1], 1]], 'hecke_orbit_code': 49539596035293632, 'p': 23}
  • id: 907484
    {'charpoly_factorization': [[[-4918678740, 159576, 1], 1]], 'hecke_orbit_code': 49539596035293632, 'p': 29}
  • id: 907485
    {'charpoly_factorization': [[[4461367552, 143612, 1], 1]], 'hecke_orbit_code': 49539596035293632, 'p': 31}
  • id: 907486
    {'charpoly_factorization': [[[-157363463444, -271832, 1], 1]], 'hecke_orbit_code': 49539596035293632, 'p': 37}
  • id: 907487
    {'charpoly_factorization': [[[-74003569668, -64848, 1], 1]], 'hecke_orbit_code': 49539596035293632, 'p': 41}
  • id: 907488
    {'charpoly_factorization': [[[583387157728, 1527964, 1], 1]], 'hecke_orbit_code': 49539596035293632, 'p': 43}
  • id: 907489
    {'charpoly_factorization': [[[-540103776192, -485436, 1], 1]], 'hecke_orbit_code': 49539596035293632, 'p': 47}
  • id: 907490
    {'charpoly_factorization': [[[-79218330012, -145716, 1], 1]], 'hecke_orbit_code': 49539596035293632, 'p': 53}
  • id: 907491
    {'charpoly_factorization': [[[4373344023480, -4183662, 1], 1]], 'hecke_orbit_code': 49539596035293632, 'p': 59}
  • id: 907492
    {'charpoly_factorization': [[[-1039462897040, -280658, 1], 1]], 'hecke_orbit_code': 49539596035293632, 'p': 61}
  • id: 907493
    {'charpoly_factorization': [[[5763055131376, 5671648, 1], 1]], 'hecke_orbit_code': 49539596035293632, 'p': 67}
  • id: 907494
    {'charpoly_factorization': [[[-850548584448, 619272, 1], 1]], 'hecke_orbit_code': 49539596035293632, 'p': 71}
  • id: 907495
    {'charpoly_factorization': [[[3486040529620, -3939628, 1], 1]], 'hecke_orbit_code': 49539596035293632, 'p': 73}
  • id: 907496
    {'charpoly_factorization': [[[-16952152365440, -4656616, 1], 1]], 'hecke_orbit_code': 49539596035293632, 'p': 79}
  • id: 907497
    {'charpoly_factorization': [[[-35507978523864, 1235850, 1], 1]], 'hecke_orbit_code': 49539596035293632, 'p': 83}
  • id: 907498
    {'charpoly_factorization': [[[63487720577700, 17241420, 1], 1]], 'hecke_orbit_code': 49539596035293632, 'p': 89}
  • id: 907499
    {'charpoly_factorization': [[[-2847474625940, 740936, 1], 1]], 'hecke_orbit_code': 49539596035293632, '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': 12, 'label': '448.8.a.l', 'level': 448, '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: 56767717
    {'hecke_orbit_code': 49539596035293632, 'n': 1, 'trace_an': 2}
  • id: 56767718
    {'hecke_orbit_code': 49539596035293632, 'n': 2, 'trace_an': 0}
  • id: 56767719
    {'hecke_orbit_code': 49539596035293632, 'n': 3, 'trace_an': -70}
  • id: 56767720
    {'hecke_orbit_code': 49539596035293632, 'n': 4, 'trace_an': 0}
  • id: 56767721
    {'hecke_orbit_code': 49539596035293632, 'n': 5, 'trace_an': -126}
  • id: 56767722
    {'hecke_orbit_code': 49539596035293632, 'n': 6, 'trace_an': 0}
  • id: 56767723
    {'hecke_orbit_code': 49539596035293632, 'n': 7, 'trace_an': 686}
  • id: 56767724
    {'hecke_orbit_code': 49539596035293632, 'n': 8, 'trace_an': 0}
  • id: 56767725
    {'hecke_orbit_code': 49539596035293632, 'n': 9, 'trace_an': 2014}
  • id: 56767726
    {'hecke_orbit_code': 49539596035293632, 'n': 10, 'trace_an': 0}
  • id: 56767727
    {'hecke_orbit_code': 49539596035293632, 'n': 11, 'trace_an': 3420}
  • id: 56767728
    {'hecke_orbit_code': 49539596035293632, 'n': 12, 'trace_an': 0}
  • id: 56767729
    {'hecke_orbit_code': 49539596035293632, 'n': 13, 'trace_an': 6398}
  • id: 56767730
    {'hecke_orbit_code': 49539596035293632, 'n': 14, 'trace_an': 0}
  • id: 56767731
    {'hecke_orbit_code': 49539596035293632, 'n': 15, 'trace_an': -31032}
  • id: 56767732
    {'hecke_orbit_code': 49539596035293632, 'n': 16, 'trace_an': 0}
  • id: 56767733
    {'hecke_orbit_code': 49539596035293632, 'n': 17, 'trace_an': -38472}
  • id: 56767734
    {'hecke_orbit_code': 49539596035293632, 'n': 18, 'trace_an': 0}
  • id: 56767735
    {'hecke_orbit_code': 49539596035293632, 'n': 19, 'trace_an': 43358}
  • id: 56767736
    {'hecke_orbit_code': 49539596035293632, 'n': 20, 'trace_an': 0}
  • id: 56767737
    {'hecke_orbit_code': 49539596035293632, 'n': 21, 'trace_an': -24010}
  • id: 56767738
    {'hecke_orbit_code': 49539596035293632, 'n': 22, 'trace_an': 0}
  • id: 56767739
    {'hecke_orbit_code': 49539596035293632, 'n': 23, 'trace_an': 89928}
  • id: 56767740
    {'hecke_orbit_code': 49539596035293632, 'n': 24, 'trace_an': 0}
  • id: 56767741
    {'hecke_orbit_code': 49539596035293632, 'n': 25, 'trace_an': 170666}
  • id: 56767742
    {'hecke_orbit_code': 49539596035293632, 'n': 26, 'trace_an': 0}
  • id: 56767743
    {'hecke_orbit_code': 49539596035293632, 'n': 27, 'trace_an': -193060}
  • id: 56767744
    {'hecke_orbit_code': 49539596035293632, 'n': 28, 'trace_an': 0}
  • id: 56767745
    {'hecke_orbit_code': 49539596035293632, 'n': 29, 'trace_an': -159576}
  • id: 56767746
    {'hecke_orbit_code': 49539596035293632, 'n': 30, 'trace_an': 0}
  • id: 56767747
    {'hecke_orbit_code': 49539596035293632, 'n': 31, 'trace_an': -143612}
  • id: 56767748
    {'hecke_orbit_code': 49539596035293632, 'n': 32, 'trace_an': 0}
  • id: 56767749
    {'hecke_orbit_code': 49539596035293632, 'n': 33, 'trace_an': -615888}
  • id: 56767750
    {'hecke_orbit_code': 49539596035293632, 'n': 34, 'trace_an': 0}
  • id: 56767751
    {'hecke_orbit_code': 49539596035293632, 'n': 35, 'trace_an': -43218}
  • id: 56767752
    {'hecke_orbit_code': 49539596035293632, 'n': 36, 'trace_an': 0}
  • id: 56767753
    {'hecke_orbit_code': 49539596035293632, 'n': 37, 'trace_an': 271832}
  • id: 56767754
    {'hecke_orbit_code': 49539596035293632, 'n': 38, 'trace_an': 0}
  • id: 56767755
    {'hecke_orbit_code': 49539596035293632, 'n': 39, 'trace_an': 520352}
  • id: 56767756
    {'hecke_orbit_code': 49539596035293632, 'n': 40, 'trace_an': 0}
  • id: 56767757
    {'hecke_orbit_code': 49539596035293632, 'n': 41, 'trace_an': 64848}
  • id: 56767758
    {'hecke_orbit_code': 49539596035293632, 'n': 42, 'trace_an': 0}
  • id: 56767759
    {'hecke_orbit_code': 49539596035293632, 'n': 43, 'trace_an': -1527964}
  • id: 56767760
    {'hecke_orbit_code': 49539596035293632, 'n': 44, 'trace_an': 0}
  • id: 56767761
    {'hecke_orbit_code': 49539596035293632, 'n': 45, 'trace_an': 2354058}
  • id: 56767762
    {'hecke_orbit_code': 49539596035293632, 'n': 46, 'trace_an': 0}
  • id: 56767763
    {'hecke_orbit_code': 49539596035293632, 'n': 47, 'trace_an': 485436}
  • id: 56767764
    {'hecke_orbit_code': 49539596035293632, 'n': 48, 'trace_an': 0}
  • id: 56767765
    {'hecke_orbit_code': 49539596035293632, 'n': 49, 'trace_an': 235298}
  • id: 56767766
    {'hecke_orbit_code': 49539596035293632, 'n': 50, 'trace_an': 0}
  • id: 56767767
    {'hecke_orbit_code': 49539596035293632, 'n': 51, 'trace_an': 1700940}
  • id: 56767768
    {'hecke_orbit_code': 49539596035293632, 'n': 52, 'trace_an': 0}
  • id: 56767769
    {'hecke_orbit_code': 49539596035293632, 'n': 53, 'trace_an': 145716}
  • id: 56767770
    {'hecke_orbit_code': 49539596035293632, 'n': 54, 'trace_an': 0}
  • id: 56767771
    {'hecke_orbit_code': 49539596035293632, 'n': 55, 'trace_an': 4250232}
  • id: 56767772
    {'hecke_orbit_code': 49539596035293632, 'n': 56, 'trace_an': 0}
  • id: 56767773
    {'hecke_orbit_code': 49539596035293632, 'n': 57, 'trace_an': -560596}
  • id: 56767774
    {'hecke_orbit_code': 49539596035293632, 'n': 58, 'trace_an': 0}
  • id: 56767775
    {'hecke_orbit_code': 49539596035293632, 'n': 59, 'trace_an': 4183662}
  • id: 56767776
    {'hecke_orbit_code': 49539596035293632, 'n': 60, 'trace_an': 0}
  • id: 56767777
    {'hecke_orbit_code': 49539596035293632, 'n': 61, 'trace_an': 280658}
  • id: 56767778
    {'hecke_orbit_code': 49539596035293632, 'n': 62, 'trace_an': 0}
  • id: 56767779
    {'hecke_orbit_code': 49539596035293632, 'n': 63, 'trace_an': 690802}
  • id: 56767780
    {'hecke_orbit_code': 49539596035293632, 'n': 64, 'trace_an': 0}
  • id: 56767781
    {'hecke_orbit_code': 49539596035293632, 'n': 65, 'trace_an': -7101612}
  • id: 56767782
    {'hecke_orbit_code': 49539596035293632, 'n': 66, 'trace_an': 0}
  • id: 56767783
    {'hecke_orbit_code': 49539596035293632, 'n': 67, 'trace_an': -5671648}
  • id: 56767784
    {'hecke_orbit_code': 49539596035293632, 'n': 68, 'trace_an': 0}
  • id: 56767785
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    {'hecke_orbit_code': 49539596035293632, 'n': 953, 'trace_an': -20139704028}
  • id: 56767968
    {'hecke_orbit_code': 49539596035293632, 'n': 961, 'trace_an': -43323556782}
  • id: 56767969
    {'hecke_orbit_code': 49539596035293632, 'n': 967, 'trace_an': -36428745608}
  • id: 56767970
    {'hecke_orbit_code': 49539596035293632, 'n': 971, 'trace_an': -23992073826}
  • id: 56767971
    {'hecke_orbit_code': 49539596035293632, 'n': 977, 'trace_an': -1738174260}
  • id: 56767972
    {'hecke_orbit_code': 49539596035293632, 'n': 983, 'trace_an': -8545223988}
  • id: 56767973
    {'hecke_orbit_code': 49539596035293632, 'n': 991, 'trace_an': -26139211088}
  • id: 56767974
    {'hecke_orbit_code': 49539596035293632, 'n': 997, 'trace_an': -36341545030}