Embedded newform data - 8.30.b.a.5.13

Formats: - HTML - YAML - JSON - 2026-01-24T20:09:48.692852

• 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': 7200, 'analytic_conductor': 42.62243390642665, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 8, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [8, 2, [7, 5], [2, 1]], 'cm_discs': [], 'conrey_index': 5, 'dim': 28, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 69222793224, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 8, 2, 1, 2, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '8.30.b.a', 'level': 8, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '8.30.b.a', 'prim_orbit_index': 2, 'related_objects': [], 'relative_dim': 28, 'rm_discs': [], 'sato_tate_group': '29.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '8.30.b', 'trace_display': [-8642, 0, 0, 1356446145696], 'traces': [28, -8642, 0, -69796972, 0, -35869200308, 1356446145696, -9960937476728, -594796603828988, -62453907924808, 0, -7307924809229144, 0, 78078973393134640, -116634443346832736, 383700292994789136, 236508787823771000, -5463422025028232686, 0, 8100282295034264464, 0, -74241827096141255876, 149024448719096002016, 20712180656567708048, -985560523954733380084, 380313139658742379432, 0, -1732909439174340048608, 0, 7144801785073394672432, -7260046134127777257856, 6643977062920224197408, -2610896914152110428752, -2930192868202493524772, 0, -28754573920484976067764, 0, 252146488468191620775980, 74849868421738610351584, 820688210793094034561952, -80518000617380870331368, -1782819030248345808659744, 0, -2294598007572934677578808, 0, 4638427469402659794112144, 121247766087237335010240, 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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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69222793224, 'label': '8.30.b.a.5.13', 'level': 8, 'weight': 30}
• 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

  
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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: 776209
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 28, 'source_embedding_index': 13, 'source_hecke_orbit_code': 69222793224, 'source_is_minimal': True, 'source_label': '8.30.b.a.5.13', 'source_level': 8, 'target_conrey_index': 5, 'target_dim': 28, 'target_embedding_index': 13, 'target_hecke_orbit_code': 69222793224, 'target_is_minimal': True, 'target_label': '8.30.b.a.5.13', 'target_level': 8, 'twist_class_label': '8.30.b.a.5.13', 'twist_class_level': 8, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 30}
  • id: 776210
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 28, 'source_embedding_index': 13, 'source_hecke_orbit_code': 69222793224, 'source_is_minimal': True, 'source_label': '8.30.b.a.5.13', 'source_level': 8, 'target_conrey_index': 17, 'target_dim': 28, 'target_embedding_index': 6, 'target_hecke_orbit_code': 69222793248, 'target_is_minimal': False, 'target_label': '32.30.b.a.17.6', 'target_level': 32, 'twist_class_label': '8.30.b.a.5.13', 'twist_class_level': 8, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 30}
  • id: 776211
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 28, 'source_embedding_index': 13, 'source_hecke_orbit_code': 69222793224, 'source_is_minimal': True, 'source_label': '8.30.b.a.5.13', 'source_level': 8, 'target_conrey_index': 17, 'target_dim': 28, 'target_embedding_index': 23, 'target_hecke_orbit_code': 69222793248, 'target_is_minimal': False, 'target_label': '32.30.b.a.17.23', 'target_level': 32, 'twist_class_label': '8.30.b.a.5.13', 'twist_class_level': 8, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 30}
  • id: 776212
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 28, 'source_embedding_index': 13, 'source_hecke_orbit_code': 69222793224, 'source_is_minimal': True, 'source_label': '8.30.b.a.5.13', 'source_level': 8, 'target_conrey_index': 5, 'target_dim': 28, 'target_embedding_index': 14, 'target_hecke_orbit_code': 69222793224, 'target_is_minimal': True, 'target_label': '8.30.b.a.5.14', 'target_level': 8, 'twist_class_label': '8.30.b.a.5.13', 'twist_class_level': 8, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 30}
• hecke_orbit_code 69222793224 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': 2, 'hecke_orbit': 1, 'label': '8.30.b.a', 'level': 8, 'portrait': 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', 'weight': 30}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 5310961
    {'hecke_orbit_code': 69222793224, 'n': 1, 'trace_an': 28}
  • id: 5310962
    {'hecke_orbit_code': 69222793224, 'n': 2, 'trace_an': -8642}
  • id: 5310963
    {'hecke_orbit_code': 69222793224, 'n': 3, 'trace_an': 0}
  • id: 5310964
    {'hecke_orbit_code': 69222793224, 'n': 4, 'trace_an': -69796972}
  • id: 5310965
    {'hecke_orbit_code': 69222793224, 'n': 5, 'trace_an': 0}
  • id: 5310966
    {'hecke_orbit_code': 69222793224, 'n': 6, 'trace_an': -35869200308}
  • id: 5310967
    {'hecke_orbit_code': 69222793224, 'n': 7, 'trace_an': 1356446145696}
  • id: 5310968
    {'hecke_orbit_code': 69222793224, 'n': 8, 'trace_an': -9960937476728}
  • id: 5310969
    {'hecke_orbit_code': 69222793224, 'n': 9, 'trace_an': -594796603828988}
  • id: 5310970
    {'hecke_orbit_code': 69222793224, 'n': 10, 'trace_an': -62453907924808}
  • id: 5310971
    {'hecke_orbit_code': 69222793224, 'n': 11, 'trace_an': 0}
  • id: 5310972
    {'hecke_orbit_code': 69222793224, 'n': 12, 'trace_an': -7307924809229144}
  • id: 5310973
    {'hecke_orbit_code': 69222793224, 'n': 13, 'trace_an': 0}
  • id: 5310974
    {'hecke_orbit_code': 69222793224, 'n': 14, 'trace_an': 78078973393134640}
  • id: 5310975
    {'hecke_orbit_code': 69222793224, 'n': 15, 'trace_an': -116634443346832736}
  • id: 5310976
    {'hecke_orbit_code': 69222793224, 'n': 16, 'trace_an': 383700292994789136}
  • id: 5310977
    {'hecke_orbit_code': 69222793224, 'n': 17, 'trace_an': 236508787823771000}
  • id: 5310978
    {'hecke_orbit_code': 69222793224, 'n': 18, 'trace_an': -5463422025028232686}
  • id: 5310979
    {'hecke_orbit_code': 69222793224, 'n': 19, 'trace_an': 0}
  • id: 5310980
    {'hecke_orbit_code': 69222793224, 'n': 20, 'trace_an': 8100282295034264464}
  • id: 5310981
    {'hecke_orbit_code': 69222793224, 'n': 21, 'trace_an': 0}
  • id: 5310982
    {'hecke_orbit_code': 69222793224, 'n': 22, 'trace_an': -74241827096141255876}
  • id: 5310983
    {'hecke_orbit_code': 69222793224, 'n': 23, 'trace_an': 149024448719096002016}
  • id: 5310984
    {'hecke_orbit_code': 69222793224, 'n': 24, 'trace_an': 20712180656567708048}
  • id: 5310985
    {'hecke_orbit_code': 69222793224, 'n': 25, 'trace_an': -985560523954733380084}
  • id: 5310986
    {'hecke_orbit_code': 69222793224, 'n': 26, 'trace_an': 380313139658742379432}
  • id: 5310987
    {'hecke_orbit_code': 69222793224, 'n': 27, 'trace_an': 0}
  • id: 5310988
    {'hecke_orbit_code': 69222793224, 'n': 28, 'trace_an': -1732909439174340048608}
  • id: 5310989
    {'hecke_orbit_code': 69222793224, 'n': 29, 'trace_an': 0}
  • id: 5310990
    {'hecke_orbit_code': 69222793224, 'n': 30, 'trace_an': 7144801785073394672432}
  • id: 5310991
    {'hecke_orbit_code': 69222793224, 'n': 31, 'trace_an': -7260046134127777257856}
  • id: 5310992
    {'hecke_orbit_code': 69222793224, 'n': 32, 'trace_an': 6643977062920224197408}
  • id: 5310993
    {'hecke_orbit_code': 69222793224, 'n': 33, 'trace_an': -2610896914152110428752}
  • id: 5310994
    {'hecke_orbit_code': 69222793224, 'n': 34, 'trace_an': -2930192868202493524772}
  • id: 5310995
    {'hecke_orbit_code': 69222793224, 'n': 35, 'trace_an': 0}
  • id: 5310996
    {'hecke_orbit_code': 69222793224, 'n': 36, 'trace_an': -28754573920484976067764}
  • id: 5310997
    {'hecke_orbit_code': 69222793224, 'n': 37, 'trace_an': 0}
  • id: 5310998
    {'hecke_orbit_code': 69222793224, 'n': 38, 'trace_an': 252146488468191620775980}
  • id: 5310999
    {'hecke_orbit_code': 69222793224, 'n': 39, 'trace_an': 74849868421738610351584}
  • id: 5311000
    {'hecke_orbit_code': 69222793224, 'n': 40, 'trace_an': 820688210793094034561952}
  • id: 5311001
    {'hecke_orbit_code': 69222793224, 'n': 41, 'trace_an': -80518000617380870331368}
  • id: 5311002
    {'hecke_orbit_code': 69222793224, 'n': 42, 'trace_an': -1782819030248345808659744}
  • id: 5311003
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  • id: 5311188
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