Newspace data - 75.22.a

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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

  
  {'AL_dims': [[[[3, -1], [5, -1]], 16, 2], [[[3, 1], [5, 1]], 15, 5], [[[3, 1], [5, -1]], 18, 2], [[[3, -1], [5, 1]], 17, 5]], 'ALdims': [15, 18, 17, 16], 'Nk2': 36300, 'analytic_conductor': 209.60800821529656, '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': [75, 1, [26, 52], [1, 1]], 'conrey_index': 1, 'cusp_dim': 204, 'dim': 66, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 369098827, 'hecke_orbit_dims': [1, 1, 1, 2, 3, 3, 3, 4, 6, 6, 8, 8, 10, 10], 'label': '75.22.a', 'level': 75, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 216, 'mf_new_dim': 66, 'num_forms': 14, 'plus_dim': 31, 'prim_orbit_index': 1, 'relative_dim': 66, 'sturm_bound': 220, 'trace_bound': 2, 'trace_display': [1598, 0, 0, 559598932], 'traces': [66, 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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: 119537
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '75.22.a', 'level': 75, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '1.22.a', 'sub_level': 1, 'sub_mult': 6, 'weight': 22}
  • id: 119538
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '75.22.a', 'level': 75, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '3.22.a', 'sub_level': 3, 'sub_mult': 3, 'weight': 22}
  • id: 119539
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '75.22.a', 'level': 75, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '5.22.a', 'sub_level': 5, 'sub_mult': 4, 'weight': 22}
  • id: 119534
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '75.22.a', 'level': 75, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 14, 'sub_label': '15.22.a', 'sub_level': 15, 'sub_mult': 2, 'weight': 22}
  • id: 119535
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '75.22.a', 'level': 75, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 32, 'sub_label': '25.22.a', 'sub_level': 25, 'sub_mult': 2, 'weight': 22}
  • id: 119536
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '75.22.a', 'level': 75, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 66, 'sub_label': '75.22.a', 'sub_level': 75, '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': '75.22.a', 'level': 75, 'portrait': 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', 'weight': 22}
• mf_hecke_newspace_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 15540000
    {'hecke_orbit_code': 369098827, 'n': 1, 'trace_an': 66}
  • id: 15540001
    {'hecke_orbit_code': 369098827, 'n': 2, 'trace_an': 1598}
  • id: 15540002
    {'hecke_orbit_code': 369098827, 'n': 3, 'trace_an': 0}
  • id: 15540003
    {'hecke_orbit_code': 369098827, 'n': 4, 'trace_an': 68549728}
  • id: 15540004
    {'hecke_orbit_code': 369098827, 'n': 5, 'trace_an': 0}
  • id: 15540005
    {'hecke_orbit_code': 369098827, 'n': 6, 'trace_an': -105225318}
  • id: 15540006
    {'hecke_orbit_code': 369098827, 'n': 7, 'trace_an': 559598932}
  • id: 15540007
    {'hecke_orbit_code': 369098827, 'n': 8, 'trace_an': 6582404412}
  • id: 15540008
    {'hecke_orbit_code': 369098827, 'n': 9, 'trace_an': 230127770466}
  • id: 15540009
    {'hecke_orbit_code': 369098827, 'n': 10, 'trace_an': 0}
  • id: 15540010
    {'hecke_orbit_code': 369098827, 'n': 11, 'trace_an': -140550939936}
  • id: 15540011
    {'hecke_orbit_code': 369098827, 'n': 12, 'trace_an': 212790629772}
  • id: 15540012
    {'hecke_orbit_code': 369098827, 'n': 13, 'trace_an': 476755719848}
  • id: 15540013
    {'hecke_orbit_code': 369098827, 'n': 14, 'trace_an': 5951926495932}
  • id: 15540014
    {'hecke_orbit_code': 369098827, 'n': 15, 'trace_an': 0}
  • id: 15540015
    {'hecke_orbit_code': 369098827, 'n': 16, 'trace_an': 74654476857140}
  • id: 15540016
    {'hecke_orbit_code': 369098827, 'n': 17, 'trace_an': 2895711111680}
  • id: 15540017
    {'hecke_orbit_code': 369098827, 'n': 18, 'trace_an': 5571881472798}
  • id: 15540018
    {'hecke_orbit_code': 369098827, 'n': 19, 'trace_an': 20854110608092}
  • id: 15540019
    {'hecke_orbit_code': 369098827, 'n': 20, 'trace_an': 0}
  • id: 15540020
    {'hecke_orbit_code': 369098827, 'n': 21, 'trace_an': -53270783960796}
  • id: 15540021
    {'hecke_orbit_code': 369098827, 'n': 22, 'trace_an': -305003876572940}
  • id: 15540022
    {'hecke_orbit_code': 369098827, 'n': 23, 'trace_an': 332917865015616}
  • id: 15540023
    {'hecke_orbit_code': 369098827, 'n': 24, 'trace_an': -146507777465724}
  • id: 15540024
    {'hecke_orbit_code': 369098827, 'n': 25, 'trace_an': 0}
  • id: 15540025
    {'hecke_orbit_code': 369098827, 'n': 26, 'trace_an': -576566152075128}
  • id: 15540026
    {'hecke_orbit_code': 369098827, 'n': 27, 'trace_an': 0}
  • id: 15540027
    {'hecke_orbit_code': 369098827, 'n': 28, 'trace_an': 5134394163382324}
  • id: 15540028
    {'hecke_orbit_code': 369098827, 'n': 29, 'trace_an': -4640335547701836}
  • id: 15540029
    {'hecke_orbit_code': 369098827, 'n': 30, 'trace_an': 0}
  • id: 15540030
    {'hecke_orbit_code': 369098827, 'n': 31, 'trace_an': 1051949236026996}
  • id: 15540031
    {'hecke_orbit_code': 369098827, 'n': 32, 'trace_an': -11777670119768948}
  • id: 15540032
    {'hecke_orbit_code': 369098827, 'n': 33, 'trace_an': -5075328150422316}
  • id: 15540033
    {'hecke_orbit_code': 369098827, 'n': 34, 'trace_an': 5320941144924676}
  • id: 15540034
    {'hecke_orbit_code': 369098827, 'n': 35, 'trace_an': 0}
  • id: 15540035
    {'hecke_orbit_code': 369098827, 'n': 36, 'trace_an': 239018122283192928}
  • id: 15540036
    {'hecke_orbit_code': 369098827, 'n': 37, 'trace_an': 43291387140114432}
  • id: 15540037
    {'hecke_orbit_code': 369098827, 'n': 38, 'trace_an': 1762108332088064}
  • id: 15540038
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