Newform data - 961.6.a.l

Formats: - HTML - YAML - JSON - 2026-06-14T04:22:33.481862

• 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': 34596, 'analytic_conductor': 154.1288508402744, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[31, -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': [961, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 52, 'fricke_eigenval': -1, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [-176432039292633088, -705798414404026368, 4054569327156658176, 4633323315642564608, -752400461149745152, -1738901917872021504, 5471788510220288, 288080355548274688, 6590873806915584, -27091129810107392, -437430998753024, 1583546209319040, 2693386681424, -60339488651712, 775609807232, 1536510680808, -39226591201, -26306932852, 949132602, 298519614, -13355359, -2149392, 111413, 8878, -512, -16, 1]], [3, [25354631883428686190811555705070472670614798282740727808, 0, -140472517947135087914940509258128572639343786549070266368, 0, 61688184833911449672602387694027073338314444328910454784, 0, -11637638234483273264327621193299073336025512072135573504, 0, 1218576410495868078578972095864598295825394446802354176, 0, -79396787864260976183491076361167745126037626580893696, 0, 3455376405577921951290893687167092245738749929603072, 0, -105575639318217442077362090880516329339839465193472, 0, 2349727198721895709518864630852162206283925524480, 0, -39175319512117299998254236771098171141668306944, 0, 499918049466308843425433151590021101335763200, 0, -4964639138344280552549080564593263472496128, 0, 38859510257109720065398931050280706039680, 0, -242022666844311571358737150641094726912, 0, 1207553817545035002735833050650997824, 0, -4847654965978749840580457080855296, 0, 15689574235511398922300936563520, 0, -40926609083706575913644413952, 0, 85794665151635935848684896, 0, -143680353828007468683520, 0, 190348916227955668112, 0, -196483915082608224, 0, 154408423260132, 0, -89097940744, 0, 35543006, 0, -8748, 0, 1]]], 'hecke_orbit': 12, 'hecke_orbit_code': 49539596001739713, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 31, 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': '961.6.a.l', 'level': 961, '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': [31], 'level_radical': 31, 'minimal_twist': '961.6.a.l', 'prim_orbit_index': 1, 'related_objects': [], 'relative_dim': 52, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '961.6.a', 'trace_display': [32, 0, 200, 392], 'traces': [52, 32, 0, 896, 200, 0, 392, 2028, 4860, -268, 0, 0, 0, 388, 0, 8024, 0, 10368, 5776, 11236, 0, 0, 0, 0, 28612, 0, 0, 52204, 0, 0, 0, 73088, -22280, 0, 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-3077032636, 0, 0, 0, 0], 'weight': 6, 'weight_parity': 1}
• label 961.6.a.l does not appear in mf_hecke_nf
• 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': [182, 190], 'ALdims_eis_new': [14, 15], 'ALdims_eis_old': [2, 1], 'ALdims_old': [13, 13], 'Nk2': 34596, 'analytic_conductor': 154.1288508402744, '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': [961, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 398, 'dim': 372, 'eis_dim': 32, 'eis_new_dim': 29, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 100664257, 'hecke_orbit_dims': [3, 5, 8, 10, 12, 12, 26, 26, 26, 48, 48, 52, 96], 'label': '961.6.a', 'level': 961, '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': [31], 'level_radical': 31, 'mf_dim': 430, 'mf_new_dim': 401, 'num_forms': 13, 'plus_dim': 182, 'prim_orbit_index': 1, 'relative_dim': 372, 'sturm_bound': 496, 'trace_bound': 3, 'trace_display': [2, 22, -56, 20], 'traces': [372, 2, 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• 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: 593374
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 52, 'source_hecke_orbit': 12, 'source_is_minimal': True, 'source_label': '961.6.a.l', 'source_level': 961, 'target_char_orbit': 1, 'target_dim': 52, 'target_hecke_orbit': 12, 'target_is_minimal': True, 'target_label': '961.6.a.l', 'target_level': 961, 'twist_class_label': '961.6.a.l', 'twist_class_level': 961, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 593375
    {'conductor': 31, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 52, 'source_hecke_orbit': 12, 'source_is_minimal': True, 'source_label': '961.6.a.l', 'source_level': 961, 'target_char_orbit': 1, 'target_dim': 52, 'target_hecke_orbit': 12, 'target_is_minimal': True, 'target_label': '961.6.a.l', 'target_level': 961, 'twist_class_label': '961.6.a.l', 'twist_class_level': 961, 'twisting_char_label': '31.b', 'twisting_char_orbit': 2, 'weight': 6}
• hecke_orbit_code 49539596001739713 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': 12, 'label': '961.6.a.l', 'level': 961, 'portrait': 'data:image/png;base64,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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 56747593
    {'hecke_orbit_code': 49539596001739713, 'n': 1, 'trace_an': 52}
  • id: 56747594
    {'hecke_orbit_code': 49539596001739713, 'n': 2, 'trace_an': 32}
  • id: 56747595
    {'hecke_orbit_code': 49539596001739713, 'n': 3, 'trace_an': 0}
  • id: 56747596
    {'hecke_orbit_code': 49539596001739713, 'n': 4, 'trace_an': 896}
  • id: 56747597
    {'hecke_orbit_code': 49539596001739713, 'n': 5, 'trace_an': 200}
  • id: 56747598
    {'hecke_orbit_code': 49539596001739713, 'n': 6, 'trace_an': 0}
  • id: 56747599
    {'hecke_orbit_code': 49539596001739713, 'n': 7, 'trace_an': 392}
  • id: 56747600
    {'hecke_orbit_code': 49539596001739713, 'n': 8, 'trace_an': 2028}
  • id: 56747601
    {'hecke_orbit_code': 49539596001739713, 'n': 9, 'trace_an': 4860}
  • id: 56747602
    {'hecke_orbit_code': 49539596001739713, 'n': 10, 'trace_an': -268}
  • id: 56747603
    {'hecke_orbit_code': 49539596001739713, 'n': 11, 'trace_an': 0}
  • id: 56747604
    {'hecke_orbit_code': 49539596001739713, 'n': 12, 'trace_an': 0}
  • id: 56747605
    {'hecke_orbit_code': 49539596001739713, 'n': 13, 'trace_an': 0}
  • id: 56747606
    {'hecke_orbit_code': 49539596001739713, 'n': 14, 'trace_an': 388}
  • id: 56747607
    {'hecke_orbit_code': 49539596001739713, 'n': 15, 'trace_an': 0}
  • id: 56747608
    {'hecke_orbit_code': 49539596001739713, 'n': 16, 'trace_an': 8024}
  • id: 56747609
    {'hecke_orbit_code': 49539596001739713, 'n': 17, 'trace_an': 0}
  • id: 56747610
    {'hecke_orbit_code': 49539596001739713, 'n': 18, 'trace_an': 10368}
  • id: 56747611
    {'hecke_orbit_code': 49539596001739713, 'n': 19, 'trace_an': 5776}
  • id: 56747612
    {'hecke_orbit_code': 49539596001739713, 'n': 20, 'trace_an': 11236}
  • id: 56747613
    {'hecke_orbit_code': 49539596001739713, 'n': 21, 'trace_an': 0}
  • id: 56747614
    {'hecke_orbit_code': 49539596001739713, 'n': 22, 'trace_an': 0}
  • id: 56747615
    {'hecke_orbit_code': 49539596001739713, 'n': 23, 'trace_an': 0}
  • id: 56747616
    {'hecke_orbit_code': 49539596001739713, 'n': 24, 'trace_an': 0}
  • id: 56747617
    {'hecke_orbit_code': 49539596001739713, 'n': 25, 'trace_an': 28612}
  • id: 56747618
    {'hecke_orbit_code': 49539596001739713, 'n': 26, 'trace_an': 0}
  • id: 56747619
    {'hecke_orbit_code': 49539596001739713, 'n': 27, 'trace_an': 0}
  • id: 56747620
    {'hecke_orbit_code': 49539596001739713, 'n': 28, 'trace_an': 52204}
  • id: 56747621
    {'hecke_orbit_code': 49539596001739713, 'n': 29, 'trace_an': 0}
  • id: 56747622
    {'hecke_orbit_code': 49539596001739713, 'n': 30, 'trace_an': 0}
  • id: 56747623
    {'hecke_orbit_code': 49539596001739713, 'n': 31, 'trace_an': 0}
  • id: 56747624
    {'hecke_orbit_code': 49539596001739713, 'n': 32, 'trace_an': 73088}
  • id: 56747625
    {'hecke_orbit_code': 49539596001739713, 'n': 33, 'trace_an': -22280}
  • id: 56747626
    {'hecke_orbit_code': 49539596001739713, 'n': 34, 'trace_an': 0}
  • id: 56747627
    {'hecke_orbit_code': 49539596001739713, 'n': 35, 'trace_an': 34424}
  • id: 56747628
    {'hecke_orbit_code': 49539596001739713, 'n': 36, 'trace_an': 103680}
  • id: 56747629
    {'hecke_orbit_code': 49539596001739713, 'n': 37, 'trace_an': 0}
  • id: 56747630
    {'hecke_orbit_code': 49539596001739713, 'n': 38, 'trace_an': 62148}
  • id: 56747631
    {'hecke_orbit_code': 49539596001739713, 'n': 39, 'trace_an': 77232}
  • id: 56747632
    {'hecke_orbit_code': 49539596001739713, 'n': 40, 'trace_an': 124480}
  • id: 56747633
    {'hecke_orbit_code': 49539596001739713, 'n': 41, 'trace_an': -11008}
  • id: 56747634
    {'hecke_orbit_code': 49539596001739713, 'n': 42, 'trace_an': 0}
  • id: 56747635
    {'hecke_orbit_code': 49539596001739713, 'n': 43, 'trace_an': 0}
  • id: 56747636
    {'hecke_orbit_code': 49539596001739713, 'n': 44, 'trace_an': 0}
  • id: 56747637
    {'hecke_orbit_code': 49539596001739713, 'n': 45, 'trace_an': 29056}
  • id: 56747638
    {'hecke_orbit_code': 49539596001739713, 'n': 46, 'trace_an': 0}
  • id: 56747639
    {'hecke_orbit_code': 49539596001739713, 'n': 47, 'trace_an': -10000}
  • id: 56747640
    {'hecke_orbit_code': 49539596001739713, 'n': 48, 'trace_an': 0}
  • id: 56747641
    {'hecke_orbit_code': 49539596001739713, 'n': 49, 'trace_an': 239828}
  • id: 56747642
    {'hecke_orbit_code': 49539596001739713, 'n': 50, 'trace_an': 188532}
  • id: 56747643
    {'hecke_orbit_code': 49539596001739713, 'n': 51, 'trace_an': 1552}
  • id: 56747644
    {'hecke_orbit_code': 49539596001739713, 'n': 52, 'trace_an': 0}
  • id: 56747645
    {'hecke_orbit_code': 49539596001739713, 'n': 53, 'trace_an': 0}
  • id: 56747646
    {'hecke_orbit_code': 49539596001739713, 'n': 54, 'trace_an': 0}
  • id: 56747647
    {'hecke_orbit_code': 49539596001739713, 'n': 55, 'trace_an': 0}
  • id: 56747648
    {'hecke_orbit_code': 49539596001739713, 'n': 56, 'trace_an': 375472}
  • id: 56747649
    {'hecke_orbit_code': 49539596001739713, 'n': 57, 'trace_an': 0}
  • id: 56747650
    {'hecke_orbit_code': 49539596001739713, 'n': 58, 'trace_an': 0}
  • id: 56747651
    {'hecke_orbit_code': 49539596001739713, 'n': 59, 'trace_an': 106024}
  • id: 56747652
    {'hecke_orbit_code': 49539596001739713, 'n': 60, 'trace_an': 0}
  • id: 56747653
    {'hecke_orbit_code': 49539596001739713, 'n': 61, 'trace_an': 0}
  • id: 56747654
    {'hecke_orbit_code': 49539596001739713, 'n': 62, 'trace_an': 0}
  • id: 56747655
    {'hecke_orbit_code': 49539596001739713, 'n': 63, 'trace_an': 584568}
  • id: 56747656
    {'hecke_orbit_code': 49539596001739713, 'n': 64, 'trace_an': 198412}
  • id: 56747657
    {'hecke_orbit_code': 49539596001739713, 'n': 65, 'trace_an': 0}
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