$\Gamma_1$ data - 1764.1

Formats: - HTML - YAML - JSON - 2024-04-26T11:36:16.065230

• mf_gamma1 •

  Column	Type
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  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
  newspace_dims	integer[]
  num_forms	integer
  num_spaces	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 1764, 'a4_dim': 0, 'a5_dim': 0, 'analytic_conductor': 0.8803506822846162, 'cusp_dim': 214, 'dihedral_dim': 69, 'dim': 69, 'eis_dim': 2400, 'eis_new_dim': 437, 'hecke_orbit_dims': [2, 1, 2, 2, 2, 8, 8, 16, 2, 4, 4, 4, 2, 12], 'label': '1764.1', 'level': 1764, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 2614, 'mf_new_dim': 506, 'newspace_dims': [0, 0, 0, 2, 0, 0, 7, 8, 0, 0, 0, 0, 0, 0, 0, 0, 24, 0, 0, 0, 0, 0, 0, 0, 14, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 12, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], 'num_forms': 14, 'num_spaces': 7, 's4_dim': 0, 'sturm_bound': 169344, 'trace_bound': 19, 'trace_display': [0, 0, 0, -1], 'traces': [69, 0, 0, 0, 0, 0, -1, 3, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 6, 0, 0, 4, 0, 0, 6, 0, 0, 0, 6, 0, 6, 0, 0, 0, 0, 0, 9, 0, 0, 0, 0, 0, 2, 0, 0, -4, 0, 0, 1, -3, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 7, 0, 0, -15, 0, 0, -2, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, -24, 0, 0, -4, 0, 0, -3, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -6, 0, 0, -14, 0, 0, 2, 0, 0, 0, -6, 0, 0, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, -7, 0, 0, -4, 0, 0, 0, 0, 0, -18, 0, 0, -4, 0, 0, 0, 0, 0, -7, 0, 0, 0, 0, 0, -3, 0, 0, 0, 0, 0, -17, 0, 0, 8, 0, 0, -12, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, -12, 0, 0, 0, -6, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 4, 0, 0, 0, -6, 0, 0, 0, 0, -14, 0, 0, 4, 0, 0, -6, 0, 0, -10, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, -40, 0, 0, -4, 0, 0, -1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -10, 0, 0, -10, 0, 0, 0, 6, 0, -6, 0, 0, 0, 0, 0, 6, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, -1, 0, 0, 0, 0, 0, 7, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 15, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, -4, 0, 0, 7, 0, 0, 0, 0, 0, 6, 0, 0, 0, 0, 0, 6, 0, 0, 0, 0, 0, 9, 0, 0, 4, 0, 0, 0, 6, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 6, 0, 0, 35, 0, 0, -1, 0, 0, 0, 0, 0, -1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -24, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 72, 0, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, -2, 0, 0, 4, 0, 0, -2, 0, 0, 0, 0, 0, -7, 0, 0, 4, 0, 0, -1, 0, 0, 57, 0, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, 0, 3, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 6, 0, 0, 20, 0, 0, -6, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 4, 0, 0, -4, 0, 0, 1, 6, 0, 0, 0, 0, 14, 0, 0, 4, 0, 0, 0, 0, 0, 4, 0, 0, 12, 0, 0, 0, 0, 0, 6, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 6, 0, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 15, 0, 0, -24, 0, 0, -4, 0, 0, 0, 6, 0, 15, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, 4, 0, 0, 4, 0, 0, 11, 0, 0, 0, 0, 0, 7, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 6, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 7, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 6, 0, 0, -4, 0, 0, 0, 0, 0, 0, 6, 0, -6, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, -3, 3, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 4, 0, 0, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -6, 0, 0, -26, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -14, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 6, 0, 0, -24, 0, 0, 4, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 53, 0, 0, -8, 0, 0, 1, -6, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, -20, 0, 0, 0, 0, 0, 0, 0, 0, 13, 0, 0, 0, 0, 0, 12, 0, 0, 0, 0, 0, 2, 0, 0, -4, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, -14, 0, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 44, 0, 0, 4, 0, 0, 0, 6, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, -6, 0, 0, 0, -6, 0, 0, 0, 0, 0, 0, 0, 7, 0, 0, 0, 0, 0, -9, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 9, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -13, 0, 0, 0, 0, 0, -1, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -9, 0, 0, 0, 0, 0, -4, 3, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -9, 0, 0, 0, 0, 0, -11, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, -4, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, -10, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, -2, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, -6, 0, 0, -9, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 2, -6, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, -20, 0, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, -6, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, 3, -6, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, -7, 0, 0, -26, 0, 0, 0, 0, 0, 0, -6, 0, 7, 0, 0, 0, 0, 0, -1, 0, 0, 0, 0, 0, -18, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, -6, 0, 0, -16, 0, 0, -4, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, -5, -3, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -20, 0, 0, -3, 0, 0, 0, 6, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, -20, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, -20, 0, 0, 0, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, -12, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, -38, 0, 0, 9, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 6, 0, 0, -30, 0, 0, 0, 0, 0, 0, 0, 0, 6, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -24, 0, 0, -8, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, -6, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 2, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, -28, 0, 0, 0, 0, 0, -3, 6, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 6, 0, 0, 0, 0, 0, 6, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, 21, 0, 0, 0, 0, 0, 14, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 8, 0, 0, 24, 0, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, -4, 0, 0, 10, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 6, 0, 0, 6, 0, 0, -4, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 72, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 9, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 6, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, -1, 0, 0, -6, 0, 0, 5, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 7, 0, 0, 0, 0, 0, 21, 0, 0, 0, 0, 0, 0, 6, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, -6, 0, 6, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 7, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 4, 0, 0, -2, 0, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 6, 0, 0, -26, 0, 0, 6, 0, 0, 0, 12, 0, 5, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, -2, 0, 0, 8, 0, 0, -7, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -7, 0, 0, 16, 0, 0, -3, 0], 'weight': 1, 'weight_parity': -1}
• mf_gamma1_subspaces •

  Column	Type
  label	text
  level	integer
  sub_dim	integer
  sub_level	integer
  sub_mult	integer
  weight	smallint

  
  
  • id: 382943
    {'label': '1764.1', 'level': 1764, 'sub_dim': 1, 'sub_level': 63, 'sub_mult': 6, 'weight': 1}
  • id: 382944
    {'label': '1764.1', 'level': 1764, 'sub_dim': 2, 'sub_level': 84, 'sub_mult': 4, 'weight': 1}
  • id: 382945
    {'label': '1764.1', 'level': 1764, 'sub_dim': 6, 'sub_level': 147, 'sub_mult': 6, 'weight': 1}
  • id: 382946
    {'label': '1764.1', 'level': 1764, 'sub_dim': 3, 'sub_level': 196, 'sub_mult': 3, 'weight': 1}
  • id: 382947
    {'label': '1764.1', 'level': 1764, 'sub_dim': 6, 'sub_level': 252, 'sub_mult': 2, 'weight': 1}
  • id: 382948
    {'label': '1764.1', 'level': 1764, 'sub_dim': 14, 'sub_level': 441, 'sub_mult': 3, 'weight': 1}
  • id: 382949
    {'label': '1764.1', 'level': 1764, 'sub_dim': 16, 'sub_level': 588, 'sub_mult': 2, 'weight': 1}
  • id: 382950
    {'label': '1764.1', 'level': 1764, 'sub_dim': 69, 'sub_level': 1764, 'sub_mult': 1, 'weight': 1}
• mf_gamma1_portraits •

  Column	Type
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'label': '1764.1', 'level': 1764, 'portrait': 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', 'weight': 1}