Embedded newform data - 49.24.a.h.1.9

Formats: - HTML - YAML - JSON - 2026-01-23T12:29:20.745569

• 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': 28224, 'analytic_conductor': 164.24997829910086, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[7, 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': [49, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 24, 'fricke_eigenval': 1, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [39930592589239368437084923091820702859264, 29409157264069364456279275774767267840, -109118484040980831697498273071759360, -74076197558847030821898902568960, 71537612296504148619541610496, 32332021103040573216153600, -17205276443733148455936, -4231727137611388800, 1707713355823056, 199650960360, -70536762, -3015, 1]], [3, [10682879306146299872327707751251709696123155758691078899948230737954082352378039638806543156289996390602073929906312516731719909376, 0, -12693091016886699759904336978078668551568423214221388275718449546364057791328408627189550754664894981628387915037204283392, 0, 2044075095472570962164228441575815470396626723764705870329917163011556416812908709384599579139373056490854776832, 0, -142734036991720764019876444412415651678111629931993578649829980957469687931657233556191746817140400128, 0, 5436667775598748738750682528643521580863321663173081389275393062465574136077990346761560320, 0, -124812990171107147395576491417231853787207150422489608162160779789673666921411584, 0, 1821658009257078612667805797653387432693926748997379037705551427849984, 0, -17366916754062065943358089213551960591548168370914268206848, 0, 108938034637401935711005941836289981644912229984, 0, -443876495213167282146780221721865920, 0, 1127217673503450604548208, 0, -1617336437744, 0, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525197794246705, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 2, -1, 2, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '49.24.a.h', 'level': 49, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [7], 'level_radical': 7, 'minimal_twist': '49.24.a.h', 'prim_orbit_index': 1, 'related_objects': [], 'relative_dim': 24, 'rm_discs': [], 'sato_tate_group': '23.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '49.24.a', 'trace_display': [6030, 0, 0, 0], 'traces': [24, 6030, 0, 99000906, 0, 0, 0, 31751706690, 975236583640, 0, 3514223137536, 0, 0, 0, 96662500006976, 850136746459362, 0, -774764811988990, 0, 0, 0, 8148420455553060, 34774948016084160, 0, 94149150991117272, 0, 0, 0, 190645622093096064, -634449556982285592, 0, -1493697165631220430, 0, 0, 0, 6671026323612877990, 878462893450581120, 0, 6115839814038109120, 0, 0, 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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-0.3503294288423839, -0.24125060830209066, -0.25183257541702625, -0.34547514961266407, -0.19001910129250935, -0.24279120905327506, -0.23060974349151087, -0.35758678869200317, -0.20219942278605552, -0.23036568502121482, -0.15358223334539012, -0.33531651075587476, -0.20562139013032246, -0.2063294722465568], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 9, 'dual_embedding_m': 9, 'embedding_index': 9, 'embedding_m': 9, 'hecke_orbit': 8, 'hecke_orbit_code': 31525197794246705, 'label': '49.24.a.h.1.9', 'level': 49, 'weight': 24}
• 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': [38, 38], 'ALdims_eis_new': [2, 3], 'ALdims_eis_old': [2, 1], 'ALdims_old': [15, 13], 'Nk2': 28224, 'analytic_conductor': 164.24997829910086, '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': [49, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 104, 'dim': 76, 'eis_dim': 8, 'eis_new_dim': 5, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 402653233, 'hecke_orbit_dims': [1, 2, 5, 6, 10, 14, 14, 24], 'label': '49.24.a', 'level': 49, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [7], 'level_radical': 7, 'mf_dim': 112, 'mf_new_dim': 81, 'num_forms': 8, 'plus_dim': 38, 'prim_orbit_index': 1, 'relative_dim': 76, 'sturm_bound': 112, 'trace_bound': 3, 'trace_display': [3016, -14812, -70357686, 0], 'traces': [76, 3016, -14812, 308876940, 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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: 46212332
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 24, 'source_embedding_index': 9, 'source_hecke_orbit_code': 31525197794246705, 'source_is_minimal': True, 'source_label': '49.24.a.h.1.9', 'source_level': 49, 'target_conrey_index': 1, 'target_dim': 24, 'target_embedding_index': 9, 'target_hecke_orbit_code': 31525197794246705, 'target_is_minimal': True, 'target_label': '49.24.a.h.1.9', 'target_level': 49, 'twist_class_label': '49.24.a.h.1.9', 'twist_class_level': 49, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 24}
  • id: 46212333
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 24, 'source_embedding_index': 9, 'source_hecke_orbit_code': 31525197794246705, 'source_is_minimal': True, 'source_label': '49.24.a.h.1.9', 'source_level': 49, 'target_conrey_index': 1, 'target_dim': 24, 'target_embedding_index': 10, 'target_hecke_orbit_code': 31525197794246705, 'target_is_minimal': True, 'target_label': '49.24.a.h.1.10', 'target_level': 49, 'twist_class_label': '49.24.a.h.1.9', 'twist_class_level': 49, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 24}
• hecke_orbit_code 31525197794246705 does not appear in mf_hecke_charpolys
• 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': 8, 'label': '49.24.a.h', 'level': 49, 'portrait': 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', 'weight': 24}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 49704709
    {'hecke_orbit_code': 31525197794246705, 'n': 1, 'trace_an': 24}
  • id: 49704710
    {'hecke_orbit_code': 31525197794246705, 'n': 2, 'trace_an': 6030}
  • id: 49704711
    {'hecke_orbit_code': 31525197794246705, 'n': 3, 'trace_an': 0}
  • id: 49704712
    {'hecke_orbit_code': 31525197794246705, 'n': 4, 'trace_an': 99000906}
  • id: 49704713
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