Newspace data - 273.12.j

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• 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': 39312, 'analytic_conductor': 209.75768829276777, 'char_conductor': 91, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 10, 'char_orbit_label': 'j', 'char_order': 3, 'char_parity': 1, 'char_values': [273, 3, [92, 157, 106], [3, 1, 2]], 'conrey_index': 100, 'cusp_dim': 814, 'dim': 410, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_orbit_code': 618676617489, 'label': '273.12.j', 'level': 273, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 7, 13], 'level_radical': 273, 'mf_dim': 830, 'mf_new_dim': 410, 'prim_orbit_index': 7, 'relative_dim': 205, 'sturm_bound': 448, 'trace_display': [0, -1458, 0, -82739], 'traces': [410, 0, -1458, -208896, 0, 0, -82739, 0, 24210090, -1600000, 1316488, 1990656, 630254, -3903152, 0, -216023240, -4915588, 0, 38196014, 29975000, -3671487, 6137294, 10599868, -192846744, -2022470671, -106714042, -86093442, 429352166, 171868320, 0, 40192669, -237456140, 0, 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• mf_subspaces •

  Column	Type
  char_orbit_index	smallint
  char_orbit_label	text
  conrey_index	integer
  conrey_indexes	integer[]
  label	text
  level	integer
  sub_char_orbit_index	smallint
  sub_char_orbit_label	text
  sub_conrey_index	integer
  sub_conrey_indexes	integer[]
  sub_dim	integer
  sub_label	text
  sub_level	integer
  sub_mult	integer
  weight	smallint

  
  
  • id: 172330
    {'char_orbit_index': 10, 'char_orbit_label': 'j', 'conrey_index': 100, 'conrey_indexes': [100, 172], 'label': '273.12.j', 'level': 273, 'sub_char_orbit_index': 7, 'sub_char_orbit_label': 'g', 'sub_conrey_index': 9, 'sub_conrey_indexes': [9, 81], 'sub_dim': 202, 'sub_label': '91.12.g', 'sub_level': 91, 'sub_mult': 2, 'weight': 12}
  • id: 172329
    {'char_orbit_index': 10, 'char_orbit_label': 'j', 'conrey_index': 100, 'conrey_indexes': [100, 172], 'label': '273.12.j', 'level': 273, 'sub_char_orbit_index': 10, 'sub_char_orbit_label': 'j', 'sub_conrey_index': 100, 'sub_conrey_indexes': [100, 172], 'sub_dim': 410, 'sub_label': '273.12.j', 'sub_level': 273, 'sub_mult': 1, 'weight': 12}
• mf_newspace_portraits •

  Column	Type
  char_orbit_index	smallint
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 10, 'label': '273.12.j', 'level': 273, 'portrait': 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', 'weight': 12}
• mf_hecke_newspace_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 93153000
    {'hecke_orbit_code': 618676617489, 'n': 1, 'trace_an': 410}
  • id: 93153001
    {'hecke_orbit_code': 618676617489, 'n': 2, 'trace_an': 0}
  • id: 93153002
    {'hecke_orbit_code': 618676617489, 'n': 3, 'trace_an': -1458}
  • id: 93153003
    {'hecke_orbit_code': 618676617489, 'n': 4, 'trace_an': -208896}
  • id: 93153004
    {'hecke_orbit_code': 618676617489, 'n': 5, 'trace_an': 0}
  • id: 93153005
    {'hecke_orbit_code': 618676617489, 'n': 6, 'trace_an': 0}
  • id: 93153006
    {'hecke_orbit_code': 618676617489, 'n': 7, 'trace_an': -82739}
  • id: 93153007
    {'hecke_orbit_code': 618676617489, 'n': 8, 'trace_an': 0}
  • id: 93153008
    {'hecke_orbit_code': 618676617489, 'n': 9, 'trace_an': 24210090}
  • id: 93153009
    {'hecke_orbit_code': 618676617489, 'n': 10, 'trace_an': -1600000}
  • id: 93153010
    {'hecke_orbit_code': 618676617489, 'n': 11, 'trace_an': 1316488}
  • id: 93153011
    {'hecke_orbit_code': 618676617489, 'n': 12, 'trace_an': 1990656}
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