Newspace data - 16.22.a

Formats: - HTML - YAML - JSON - 2023-06-10T11:37:25.460664

• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_indexes	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

  
  {'AL_dims': [[[[2, -1]], 5, 4], [[[2, 1]], 5, 2]], 'Nk2': 7744, 'analytic_conductor': 44.71637508592993, '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': [16, 1, [15, 5], [1, 1]], 'conrey_indexes': [1], 'cusp_dim': 39, 'dim': 10, 'eis_dim': 6, 'eis_new_dim': 1, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 369098768, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 3], 'label': '16.22.a', 'level': 16, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 45, 'mf_new_dim': 11, 'num_forms': 6, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 10, 'sturm_bound': 44, 'trace_bound': 3, 'trace_display': [0, -59048, -10391780, -286396624], 'traces': [10, 0, -59048, 0, -10391780, 0, -286396624, 0, 36243817378, 0, -44145613432, 0, -53827631700, 0, -409034126192, 0, -1849642826188, 0, 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• mf_subspaces •

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

  
  
  • id: 104374
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '16.22.a', 'level': 16, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '1.22.a', 'sub_level': 1, 'sub_mult': 5, 'weight': 22}
  • id: 104375
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '16.22.a', 'level': 16, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '2.22.a', 'sub_level': 2, 'sub_mult': 4, 'weight': 22}
  • id: 104376
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '16.22.a', 'level': 16, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '4.22.a', 'sub_level': 4, 'sub_mult': 3, 'weight': 22}
  • id: 104377
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '16.22.a', 'level': 16, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '8.22.a', 'sub_level': 8, 'sub_mult': 2, 'weight': 22}
  • id: 104373
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '16.22.a', 'level': 16, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 10, 'sub_label': '16.22.a', 'sub_level': 16, 'sub_mult': 1, 'weight': 22}
• mf_newspace_portraits •

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

  
  {'char_orbit_index': 1, 'label': '16.22.a', 'level': 16, 'portrait': 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', 'weight': 22}
• mf_hecke_newspace_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 15481000
    {'hecke_orbit_code': 369098768, 'n': 1, 'trace_an': 10}
  • id: 15481001
    {'hecke_orbit_code': 369098768, 'n': 2, 'trace_an': 0}
  • id: 15481002
    {'hecke_orbit_code': 369098768, 'n': 3, 'trace_an': -59048}
  • id: 15481003
    {'hecke_orbit_code': 369098768, 'n': 4, 'trace_an': 0}
  • id: 15481004
    {'hecke_orbit_code': 369098768, 'n': 5, 'trace_an': -10391780}
  • id: 15481005
    {'hecke_orbit_code': 369098768, 'n': 6, 'trace_an': 0}
  • id: 15481006
    {'hecke_orbit_code': 369098768, 'n': 7, 'trace_an': -286396624}
  • id: 15481007
    {'hecke_orbit_code': 369098768, 'n': 8, 'trace_an': 0}
  • id: 15481008
    {'hecke_orbit_code': 369098768, 'n': 9, 'trace_an': 36243817378}
  • id: 15481009
    {'hecke_orbit_code': 369098768, 'n': 10, 'trace_an': 0}
  • id: 15481010
    {'hecke_orbit_code': 369098768, 'n': 11, 'trace_an': -44145613432}
  • id: 15481011
    {'hecke_orbit_code': 369098768, 'n': 12, 'trace_an': 0}
  • id: 15481012
    {'hecke_orbit_code': 369098768, 'n': 13, 'trace_an': -53827631700}
  • id: 15481013
    {'hecke_orbit_code': 369098768, 'n': 14, 'trace_an': 0}
  • id: 15481014
    {'hecke_orbit_code': 369098768, 'n': 15, 'trace_an': -409034126192}
  • id: 15481015
    {'hecke_orbit_code': 369098768, 'n': 16, 'trace_an': 0}
  • id: 15481016
    {'hecke_orbit_code': 369098768, 'n': 17, 'trace_an': -1849642826188}
  • id: 15481017
    {'hecke_orbit_code': 369098768, 'n': 18, 'trace_an': 0}
  • id: 15481018
    {'hecke_orbit_code': 369098768, 'n': 19, 'trace_an': -64445589026888}
  • id: 15481019
    {'hecke_orbit_code': 369098768, 'n': 20, 'trace_an': 0}
  • id: 15481020
    {'hecke_orbit_code': 369098768, 'n': 21, 'trace_an': -6335038461120}
  • id: 15481021
    {'hecke_orbit_code': 369098768, 'n': 22, 'trace_an': 0}
  • id: 15481022
    {'hecke_orbit_code': 369098768, 'n': 23, 'trace_an': 333505906879376}
  • id: 15481023
    {'hecke_orbit_code': 369098768, 'n': 24, 'trace_an': 0}
  • id: 15481024
    {'hecke_orbit_code': 369098768, 'n': 25, 'trace_an': 512198372079702}
  • id: 15481025
    {'hecke_orbit_code': 369098768, 'n': 26, 'trace_an': 0}
  • id: 15481026
    {'hecke_orbit_code': 369098768, 'n': 27, 'trace_an': -3179712712147856}
  • id: 15481027
    {'hecke_orbit_code': 369098768, 'n': 28, 'trace_an': 0}
  • id: 15481028
    {'hecke_orbit_code': 369098768, 'n': 29, 'trace_an': 4339955132705484}
  • id: 15481029
    {'hecke_orbit_code': 369098768, 'n': 30, 'trace_an': 0}
  • id: 15481030
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  • id: 15481954
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  • id: 15481955
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  • id: 15481956
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  • id: 15481957
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  • id: 15481958
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  • id: 15481959
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  • id: 15481960
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  • id: 15481961
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  • id: 15481962
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  • id: 15481963
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  • id: 15481964
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  • id: 15481965
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  • id: 15481966
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  • id: 15481967
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  • id: 15481968
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  • id: 15481969
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  • id: 15481970
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  • id: 15481971
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  • id: 15481972
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  • id: 15481973
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  • id: 15481974
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  • id: 15481975
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  • id: 15481976
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  • id: 15481977
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  • id: 15481978
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  • id: 15481979
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  • id: 15481980
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  • id: 15481981
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  • id: 15481982
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  • id: 15481983
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  • id: 15481984
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  • id: 15481985
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  • id: 15481986
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  • id: 15481987
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  • id: 15481988
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  • id: 15481989
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  • id: 15481990
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  • id: 15481991
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  • id: 15481992
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  • id: 15481993
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  • id: 15481994
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  • id: 15481995
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  • id: 15481996
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  • id: 15481997
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  • id: 15481998
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  • id: 15481999
    {'hecke_orbit_code': 369098768, 'n': 1000, 'trace_an': 0}