Newspace data - 25.22.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': [[[[5, -1]], 17, 2], [[[5, 1]], 15, 4]], 'ALdims': [15, 17], 'Nk2': 12100, 'analytic_conductor': 69.86933607176553, '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': [25, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 49, 'dim': 32, 'eis_dim': 6, 'eis_new_dim': 3, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 369098777, 'hecke_orbit_dims': [1, 3, 4, 7, 7, 10], 'label': '25.22.a', 'level': 25, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5], 'level_radical': 5, 'mf_dim': 55, 'mf_new_dim': 35, 'num_forms': 6, 'plus_dim': 15, 'prim_orbit_index': 1, 'relative_dim': 32, 'sturm_bound': 55, 'trace_bound': 2, 'trace_display': [-1310, -6590, 0, -428951550], 'traces': [32, -1310, -6590, 32915734, 0, 32120394, -428951550, -7470710280, 80388051186, 0, 58763249334, 243789580880, 23264691220, 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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: 106507
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '25.22.a', 'level': 25, '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': 3, 'weight': 22}
  • id: 106508
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '25.22.a', 'level': 25, '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': 2, 'weight': 22}
  • id: 106506
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '25.22.a', 'level': 25, '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': 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': '25.22.a', 'level': 25, 'portrait': 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', 'weight': 22}
• mf_hecke_newspace_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 15490000
    {'hecke_orbit_code': 369098777, 'n': 1, 'trace_an': 32}
  • id: 15490001
    {'hecke_orbit_code': 369098777, 'n': 2, 'trace_an': -1310}
  • id: 15490002
    {'hecke_orbit_code': 369098777, 'n': 3, 'trace_an': -6590}
  • id: 15490003
    {'hecke_orbit_code': 369098777, 'n': 4, 'trace_an': 32915734}
  • id: 15490004
    {'hecke_orbit_code': 369098777, 'n': 5, 'trace_an': 0}
  • id: 15490005
    {'hecke_orbit_code': 369098777, 'n': 6, 'trace_an': 32120394}
  • id: 15490006
    {'hecke_orbit_code': 369098777, 'n': 7, 'trace_an': -428951550}
  • id: 15490007
    {'hecke_orbit_code': 369098777, 'n': 8, 'trace_an': -7470710280}
  • id: 15490008
    {'hecke_orbit_code': 369098777, 'n': 9, 'trace_an': 80388051186}
  • id: 15490009
    {'hecke_orbit_code': 369098777, 'n': 10, 'trace_an': 0}
  • id: 15490010
    {'hecke_orbit_code': 369098777, 'n': 11, 'trace_an': 58763249334}
  • id: 15490011
    {'hecke_orbit_code': 369098777, 'n': 12, 'trace_an': 243789580880}
  • id: 15490012
    {'hecke_orbit_code': 369098777, 'n': 13, 'trace_an': 23264691220}
  • id: 15490013
    {'hecke_orbit_code': 369098777, 'n': 14, 'trace_an': -506951114052}
  • id: 15490014
    {'hecke_orbit_code': 369098777, 'n': 15, 'trace_an': 0}
  • id: 15490015
    {'hecke_orbit_code': 369098777, 'n': 16, 'trace_an': 32112566276562}
  • id: 15490016
    {'hecke_orbit_code': 369098777, 'n': 17, 'trace_an': -3785812896680}
  • id: 15490017
    {'hecke_orbit_code': 369098777, 'n': 18, 'trace_an': -79878729601190}
  • id: 15490018
    {'hecke_orbit_code': 369098777, 'n': 19, 'trace_an': -24154696946670}
  • id: 15490019
    {'hecke_orbit_code': 369098777, 'n': 20, 'trace_an': 0}
  • id: 15490020
    {'hecke_orbit_code': 369098777, 'n': 21, 'trace_an': 182223686292744}
  • id: 15490021
    {'hecke_orbit_code': 369098777, 'n': 22, 'trace_an': 175723908487480}
  • id: 15490022
    {'hecke_orbit_code': 369098777, 'n': 23, 'trace_an': -314700067836570}
  • id: 15490023
    {'hecke_orbit_code': 369098777, 'n': 24, 'trace_an': -67037684537010}
  • id: 15490024
    {'hecke_orbit_code': 369098777, 'n': 25, 'trace_an': 0}
  • id: 15490025
    {'hecke_orbit_code': 369098777, 'n': 26, 'trace_an': 2014979553112524}
  • id: 15490026
    {'hecke_orbit_code': 369098777, 'n': 27, 'trace_an': 1055133403919020}
  • id: 15490027
    {'hecke_orbit_code': 369098777, 'n': 28, 'trace_an': -1299171721121280}
  • id: 15490028
    {'hecke_orbit_code': 369098777, 'n': 29, 'trace_an': 4820308939119420}
  • id: 15490029
    {'hecke_orbit_code': 369098777, 'n': 30, 'trace_an': 0}
  • id: 15490030
    {'hecke_orbit_code': 369098777, 'n': 31, 'trace_an': -5585445646540376}
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