Embedded newform data - 99.12.f.a.91.7

Formats: - HTML - YAML - JSON - 2026-01-01T00:37:00.095857

• 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': 14256, 'analytic_conductor': 76.0659748753993, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 11, 'char_degree': 4, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 5, 'char_parity': 1, 'char_values': [99, 5, [56, 46], [5, 1]], 'cm_discs': [], 'conrey_index': 37, 'dim': 40, 'has_non_self_twist': 1, 'hecke_orbit': 1, 'hecke_orbit_code': 343798710371, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 11, 3, 1, 5, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '99.12.f.a', 'level': 99, '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': [3, 11], 'level_radical': 33, 'minimal_twist': '11.12.c.a', 'prim_orbit_index': 3, 'related_objects': [], 'relative_dim': 10, 'rm_discs': [], 'sato_tate_group': '11.2.3.c5', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '99.12.f', 'trace_display': [-11, 0, -6038, 55440], 'traces': [40, -11, 0, -6137, -6038, 0, 55440, 347809, 0, 782320, 288860, 0, -794178, -9181256, 0, -10033697, -11803154, 0, -33326568, -34173582, 0, 77957825, -75694752, 0, -118409216, -605949712, 0, -546845442, 400113538, 0, 514005960, 84440796, 0, -899802542, 1820315508, 0, 1207982934, -1815036992, 0, -1263004028, 3269102782, 0, 2749122728, -5968984648, 0, -1240862964, 2081937184, 0, -2514603052, -7217881803, 0, 23226253050, 7132071266, 0, -9211291408, -33017775912, 0, -34218647932, 12866186432, 0, 2702502990, 18405787180, 0, 28267347551, -28056414980, 0, -549542392, 17332191778, 0, -90854725304, 37002489528, 0, -41936764254, -118297253448, 0, 136670345702, -85397422330, 0, -140458240296, 257276697596, 0, -94584428059, 238929577568, 0, 48160626338, -176827923479, 0, 742233436703, 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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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-0.49885594147590484, -0.33070756046245176, -0.013919100283834487, -0.4571462151914454, -0.24613769183528533, -0.43584199207880764, -0.14229369106806622, -0.25096707779496424, -0.26966217321319175, -0.11836574188723883, -0.3203421860169059, -0.3894785027334736, -0.39360057510546215, -0.057294948253753836, -0.3265920713834944, -0.37586616124148786, 0.14601063528309788, -0.4244476560506913, -0.17349717739380474, 0.032841769691902216, -0.37180762402037415, -0.42503357969343497, -0.22891208409548444, -0.07546896432867506, -0.08321090221900834, -0.11410621105854132, -0.18930912082008577, -0.4679861450401665, -0.4320513079829247, -0.3937156987172512, -0.321195224737886, -0.4900531100359, -0.040895388533665034, -0.18191991044545683, -0.22578368961507725, -0.17255328957815622, -0.19136579427869518, 0.00011388604358249044, -0.330341091377333, 0.06764135494438625, -0.49677701181234485, -0.27595256647900673, -0.3725602579911682, -0.12281637794185644, -0.10764713502961668, -0.3702916480482299, -0.0032810850378499345, -0.3995622968863776, -0.3773712599182, -0.24192680377354, -0.05569932571202021, -0.37381822444386087, -0.39841876659068864, -0.25935729970073274, -0.3728732909251474], 'char_orbit_index': 6, 'conrey_index': 91, 'dual_conrey_index': 37, 'dual_embedding_index': 7, 'dual_embedding_m': 7, 'embedding_index': 7, 'embedding_m': 37, 'hecke_orbit': 1, 'hecke_orbit_code': 343798710371, 'label': '99.12.f.a.91.7', 'level': 99, 'weight': 12}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 14256, 'analytic_conductor': 76.0659748753993, 'char_conductor': 11, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 5, 'char_parity': 1, 'char_values': [99, 5, [56, 46], [5, 1]], 'conrey_index': 37, 'cusp_dim': 512, 'dim': 216, 'eis_dim': 32, 'eis_new_dim': 8, 'hecke_orbit_code': 343798710371, 'hecke_orbit_dims': [40, 44, 44, 88], 'label': '99.12.f', 'level': 99, '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': [3, 11], 'level_radical': 33, 'mf_dim': 544, 'mf_new_dim': 224, 'num_forms': 4, 'prim_orbit_index': 3, 'relative_dim': 54, 'sturm_bound': 144, 'trace_bound': 2, 'trace_display': [81, 0, 4086, -7576], 'traces': [216, 81, 0, -51193, 4086, 0, -7576, -159387, 0, 825856, 774006, 0, -672922, 9173070, 0, -67922897, 925020, 0, -11405776, 9388692, 0, -75612403, -101127252, 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: 3785539
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 91, 'source_dim': 40, 'source_embedding_index': 7, 'source_hecke_orbit_code': 343798710371, 'source_is_minimal': False, 'source_label': '99.12.f.a.91.7', 'source_level': 99, 'target_conrey_index': 91, 'target_dim': 40, 'target_embedding_index': 7, 'target_hecke_orbit_code': 343798710371, 'target_is_minimal': False, 'target_label': '99.12.f.a.91.7', 'target_level': 99, 'twist_class_label': '11.12.c.a.3.4', 'twist_class_level': 11, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 12}
  • id: 3785540
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 91, 'source_dim': 40, 'source_embedding_index': 7, 'source_hecke_orbit_code': 343798710371, 'source_is_minimal': False, 'source_label': '99.12.f.a.91.7', 'source_level': 99, 'target_conrey_index': 3, 'target_dim': 40, 'target_embedding_index': 4, 'target_hecke_orbit_code': 137640280075, 'target_is_minimal': True, 'target_label': '11.12.c.a.3.4', 'target_level': 11, 'twist_class_label': '11.12.c.a.3.4', 'twist_class_level': 11, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 12}
  • id: 3785541
    {'conductor': 11, 'degree': 4, 'order': 5, 'parity': 1, 'source_conrey_index': 91, 'source_dim': 40, 'source_embedding_index': 7, 'source_hecke_orbit_code': 343798710371, 'source_is_minimal': False, 'source_label': '99.12.f.a.91.7', 'source_level': 99, 'target_conrey_index': 37, 'target_dim': 40, 'target_embedding_index': 7, 'target_hecke_orbit_code': 343798710371, 'target_is_minimal': False, 'target_label': '99.12.f.a.37.7', 'target_level': 99, 'twist_class_label': '11.12.c.a.3.4', 'twist_class_level': 11, 'twisting_char_label': '11.4', 'twisting_conrey_index': 4, 'weight': 12}
  • id: 3785542
    {'conductor': 33, 'degree': 4, 'order': 10, 'parity': 1, 'source_conrey_index': 91, 'source_dim': 40, 'source_embedding_index': 7, 'source_hecke_orbit_code': 343798710371, 'source_is_minimal': False, 'source_label': '99.12.f.a.91.7', 'source_level': 99, 'target_conrey_index': 1, 'target_dim': 20, 'target_embedding_index': 8, 'target_hecke_orbit_code': 31525197592920185, 'target_is_minimal': False, 'target_label': '121.12.a.h.1.8', 'target_level': 121, 'twist_class_label': '11.12.c.a.3.4', 'twist_class_level': 11, 'twisting_char_label': '33.2', 'twisting_conrey_index': 2, 'weight': 12}
  • id: 3785543
    {'conductor': 33, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 91, 'source_dim': 40, 'source_embedding_index': 7, 'source_hecke_orbit_code': 343798710371, 'source_is_minimal': False, 'source_label': '99.12.f.a.91.7', 'source_level': 99, 'target_conrey_index': 1, 'target_dim': 20, 'target_embedding_index': 13, 'target_hecke_orbit_code': 40532396847661177, 'target_is_minimal': False, 'target_label': '121.12.a.j.1.13', 'target_level': 121, 'twist_class_label': '11.12.c.a.3.4', 'twist_class_level': 11, 'twisting_char_label': '33.20', 'twisting_conrey_index': 20, 'weight': 12}
  • id: 3785544
    {'conductor': 33, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 91, 'source_dim': 40, 'source_embedding_index': 7, 'source_hecke_orbit_code': 343798710371, 'source_is_minimal': False, 'source_label': '99.12.f.a.91.7', 'source_level': 99, 'target_conrey_index': 4, 'target_dim': 40, 'target_embedding_index': 4, 'target_hecke_orbit_code': 137640280075, 'target_is_minimal': True, 'target_label': '11.12.c.a.4.4', 'target_level': 11, 'twist_class_label': '11.12.c.a.3.4', 'twist_class_level': 11, 'twisting_char_label': '33.26', 'twisting_conrey_index': 26, 'weight': 12}
• hecke_orbit_code 343798710371 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': 6, 'hecke_orbit': 1, 'label': '99.12.f.a', 'level': 99, 'portrait': 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', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 8600238
    {'hecke_orbit_code': 343798710371, 'n': 1, 'trace_an': 40}
  • id: 8600239
    {'hecke_orbit_code': 343798710371, 'n': 2, 'trace_an': -11}
  • id: 8600240
    {'hecke_orbit_code': 343798710371, 'n': 3, 'trace_an': 0}
  • id: 8600241
    {'hecke_orbit_code': 343798710371, 'n': 4, 'trace_an': -6137}
  • id: 8600242
    {'hecke_orbit_code': 343798710371, 'n': 5, 'trace_an': -6038}
  • id: 8600243
    {'hecke_orbit_code': 343798710371, 'n': 6, 'trace_an': 0}
  • id: 8600244
    {'hecke_orbit_code': 343798710371, 'n': 7, 'trace_an': 55440}
  • id: 8600245
    {'hecke_orbit_code': 343798710371, 'n': 8, 'trace_an': 347809}
  • id: 8600246
    {'hecke_orbit_code': 343798710371, 'n': 9, 'trace_an': 0}
  • id: 8600247
    {'hecke_orbit_code': 343798710371, 'n': 10, 'trace_an': 782320}
  • id: 8600248
    {'hecke_orbit_code': 343798710371, 'n': 11, 'trace_an': 288860}
  • id: 8600249
    {'hecke_orbit_code': 343798710371, 'n': 12, 'trace_an': 0}
  • id: 8600250
    {'hecke_orbit_code': 343798710371, 'n': 13, 'trace_an': -794178}
  • id: 8600251
    {'hecke_orbit_code': 343798710371, 'n': 14, 'trace_an': -9181256}
  • id: 8600252
    {'hecke_orbit_code': 343798710371, 'n': 15, 'trace_an': 0}
  • id: 8600253
    {'hecke_orbit_code': 343798710371, 'n': 16, 'trace_an': -10033697}
  • id: 8600254
    {'hecke_orbit_code': 343798710371, 'n': 17, 'trace_an': -11803154}
  • id: 8600255
    {'hecke_orbit_code': 343798710371, 'n': 18, 'trace_an': 0}
  • id: 8600256
    {'hecke_orbit_code': 343798710371, 'n': 19, 'trace_an': -33326568}
  • id: 8600257
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