Newform data - 71.10.g.a

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• 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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 7100, 'analytic_conductor': 36.567544367634994, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 71, 'char_degree': 24, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 35, 'char_parity': 1, 'char_values': [71, 35, [7], [3]], 'cm_discs': [], 'conrey_index': 2, 'conrey_indexes': [2, 3, 4, 6, 8, 9, 10, 12, 15, 16, 18, 19, 24, 27, 29, 36, 38, 40, 43, 49, 50, 58, 60, 64], 'dim': 1272, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 412484632647, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 71, 7, 1, 35, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '71.10.g.a', 'level': 71, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [71], 'level_radical': 71, 'minimal_twist': '71.10.g.a', 'prim_orbit_index': 7, 'related_objects': [], 'relative_dim': 53, 'rm_discs': [], 'sato_tate_group': '9.2.3.c35', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '71.10.g', 'trace_display': [-76, -395, -1610, -4827], 'traces': [1272, -76, -395, 13542, -1610, -4334, -4827, -18627, 286810, -53448, -170685, 138323, -93291, 985964, -966194, 4755334, 2558412, -2619769, -172269, 738120, 1797929, 3015622, 6635088, 4803145, -115100016, 19254293, -17686931, 15761532, -10052927, 62637435, -23748991, 10388192, -15097203, 33217854, -24823174, 27856812, -27156308, -43400577, 251072838, -129856160, 62087988, -91873950, -167299067, 60914131, -31536191, -50201490, -23317743, 10641329, 338745866, 303770229, 448039613, -979580293, 12085215, -182583505, -243892552, 30440435, 714581966, -244549660, -859013315, -1894499000, -876373921, 186553636, -196611021, 5528242635, 867018244, 2727701199, -286780089, -1689988351, -3073308182, -41489396, -2538053548, -6821388000, 128479023, 3282772334, 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1}
• label 71.10.g.a does not appear in mf_hecke_nf
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  ALdims	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_prime	boolean
  level_is_prime_power	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': 7100, 'analytic_conductor': 36.567544367634994, 'char_conductor': 71, 'char_degree': 24, 'char_is_real': False, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 35, 'char_parity': 1, 'char_values': [71, 35, [7], [3]], 'conrey_index': 2, 'cusp_dim': 1272, 'dim': 1272, 'eis_dim': 48, 'eis_new_dim': 48, 'hecke_orbit_code': 412484632647, 'hecke_orbit_dims': [1272], 'label': '71.10.g', 'level': 71, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [71], 'level_radical': 71, 'mf_dim': 1320, 'mf_new_dim': 1320, 'num_forms': 1, 'prim_orbit_index': 7, 'relative_dim': 53, 'sturm_bound': 60, 'trace_bound': 0, 'trace_display': [-76, -395, -1610, -4827], 'traces': [1272, -76, -395, 13542, -1610, -4334, -4827, -18627, 286810, -53448, -170685, 138323, -93291, 985964, -966194, 4755334, 2558412, -2619769, -172269, 738120, 1797929, 3015622, 6635088, 4803145, -115100016, 19254293, -17686931, 15761532, 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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: 60767
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 7, 'source_dim': 1272, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '71.10.g.a', 'source_level': 71, 'target_char_orbit': 7, 'target_dim': 1272, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '71.10.g.a', 'target_level': 71, 'twist_class_label': '71.10.g.a', 'twist_class_level': 71, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
  • id: 60768
    {'conductor': 71, 'degree': 24, 'multiplicity': 1, 'order': 35, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 7, 'source_dim': 1272, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '71.10.g.a', 'source_level': 71, 'target_char_orbit': 7, 'target_dim': 1272, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '71.10.g.a', 'target_level': 71, 'twist_class_label': '71.10.g.a', 'twist_class_level': 71, 'twisting_char_label': '71.g', 'twisting_char_orbit': 7, 'weight': 10}
• hecke_orbit_code 412484632647 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': 7, 'hecke_orbit': 1, 'label': '71.10.g.a', 'level': 71, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 35474000
    {'hecke_orbit_code': 412484632647, 'n': 1, 'trace_an': 1272}
  • id: 35474001
    {'hecke_orbit_code': 412484632647, 'n': 2, 'trace_an': -76}
  • id: 35474002
    {'hecke_orbit_code': 412484632647, 'n': 3, 'trace_an': -395}
  • id: 35474003
    {'hecke_orbit_code': 412484632647, 'n': 4, 'trace_an': 13542}
  • id: 35474004
    {'hecke_orbit_code': 412484632647, 'n': 5, 'trace_an': -1610}
  • id: 35474005
    {'hecke_orbit_code': 412484632647, 'n': 6, 'trace_an': -4334}
  • id: 35474006
    {'hecke_orbit_code': 412484632647, 'n': 7, 'trace_an': -4827}
  • id: 35474007
    {'hecke_orbit_code': 412484632647, 'n': 8, 'trace_an': -18627}
  • id: 35474008
    {'hecke_orbit_code': 412484632647, 'n': 9, 'trace_an': 286810}
  • id: 35474009
    {'hecke_orbit_code': 412484632647, 'n': 10, 'trace_an': -53448}
  • id: 35474010
    {'hecke_orbit_code': 412484632647, 'n': 11, 'trace_an': -170685}
  • id: 35474011
    {'hecke_orbit_code': 412484632647, 'n': 12, 'trace_an': 138323}
  • id: 35474012
    {'hecke_orbit_code': 412484632647, 'n': 13, 'trace_an': -93291}
  • id: 35474013
    {'hecke_orbit_code': 412484632647, 'n': 14, 'trace_an': 985964}
  • id: 35474014
    {'hecke_orbit_code': 412484632647, 'n': 15, 'trace_an': -966194}
  • id: 35474015
    {'hecke_orbit_code': 412484632647, 'n': 16, 'trace_an': 4755334}
  • id: 35474016
    {'hecke_orbit_code': 412484632647, 'n': 17, 'trace_an': 2558412}
  • id: 35474017
    {'hecke_orbit_code': 412484632647, 'n': 18, 'trace_an': -2619769}
  • id: 35474018
    {'hecke_orbit_code': 412484632647, 'n': 19, 'trace_an': -172269}
  • id: 35474019
    {'hecke_orbit_code': 412484632647, 'n': 20, 'trace_an': 738120}
  • id: 35474020
    {'hecke_orbit_code': 412484632647, 'n': 21, 'trace_an': 1797929}
  • id: 35474021
    {'hecke_orbit_code': 412484632647, 'n': 22, 'trace_an': 3015622}
  • id: 35474022
    {'hecke_orbit_code': 412484632647, 'n': 23, 'trace_an': 6635088}
  • id: 35474023
    {'hecke_orbit_code': 412484632647, 'n': 24, 'trace_an': 4803145}
  • id: 35474024
    {'hecke_orbit_code': 412484632647, 'n': 25, 'trace_an': -115100016}
  • id: 35474025
    {'hecke_orbit_code': 412484632647, 'n': 26, 'trace_an': 19254293}
  • id: 35474026
    {'hecke_orbit_code': 412484632647, 'n': 27, 'trace_an': -17686931}
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