$\Gamma_1$ data - 1620.3

Formats: - HTML - YAML - JSON - 2024-04-19T08:32:05.229484

• 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': 14580, 'analytic_conductor': 44.1418028263681, 'cusp_dim': 137808, 'dim': 58800, 'eis_dim': 4320, 'eis_new_dim': 672, 'label': '1620.3', 'level': 1620, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 142128, 'mf_new_dim': 59472, 'newspace_dims': [0, 48, 192, 0, 0, 280, 32, 0, 0, 0, 0, 96, 560, 0, 64, 568, 0, 0, 384, 96, 0, 192, 1136, 0, 0, 216, 864, 0, 144, 0, 0, 1272, 0, 2544, 0, 432, 0, 1944, 0, 7776, 0, 11592, 1296, 0, 0, 23184, 3888, 0], 'num_spaces': 24, 'sturm_bound': 419904, 'trace_bound': 16, 'trace_display': [-24, 0, -81, -6], 'traces': [58800, -24, 0, -40, -81, -108, -6, -18, -72, -79, 72, -36, -2, 66, 0, -96, -36, -36, 144, -99, 54, -176, 126, -36, -147, -426, -54, -290, -102, -54, -162, -204, -450, -132, -162, -108, -368, 132, 0, -145, -1188, -1026, -492, -1758, -540, -934, -1314, -1026, -810, -621, -252, -102, -648, 216, -138, 894, 360, 262, 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36369, 154478, -85320, 194904, -40584, 54210], 'weight': 3, 'weight_parity': -1}
• mf_gamma1_subspaces •

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

  
  
  • id: 380001
    {'label': '1620.3', 'level': 1620, 'sub_dim': 2, 'sub_level': 9, 'sub_mult': 18, 'weight': 3}
  • id: 380002
    {'label': '1620.3', 'level': 1620, 'sub_dim': 2, 'sub_level': 10, 'sub_mult': 10, 'weight': 3}
  • id: 380003
    {'label': '1620.3', 'level': 1620, 'sub_dim': 3, 'sub_level': 12, 'sub_mult': 8, 'weight': 3}
  • id: 380004
    {'label': '1620.3', 'level': 1620, 'sub_dim': 8, 'sub_level': 15, 'sub_mult': 12, 'weight': 3}
  • id: 380005
    {'label': '1620.3', 'level': 1620, 'sub_dim': 6, 'sub_level': 18, 'sub_mult': 12, 'weight': 3}
  • id: 380006
    {'label': '1620.3', 'level': 1620, 'sub_dim': 10, 'sub_level': 20, 'sub_mult': 5, 'weight': 3}
  • id: 380007
    {'label': '1620.3', 'level': 1620, 'sub_dim': 35, 'sub_level': 27, 'sub_mult': 12, 'weight': 3}
  • id: 380008
    {'label': '1620.3', 'level': 1620, 'sub_dim': 12, 'sub_level': 30, 'sub_mult': 8, 'weight': 3}
  • id: 380009
    {'label': '1620.3', 'level': 1620, 'sub_dim': 28, 'sub_level': 36, 'sub_mult': 6, 'weight': 3}
  • id: 380010
    {'label': '1620.3', 'level': 1620, 'sub_dim': 92, 'sub_level': 45, 'sub_mult': 9, 'weight': 3}
  • id: 380011
    {'label': '1620.3', 'level': 1620, 'sub_dim': 42, 'sub_level': 54, 'sub_mult': 8, 'weight': 3}
  • id: 380012
    {'label': '1620.3', 'level': 1620, 'sub_dim': 70, 'sub_level': 60, 'sub_mult': 4, 'weight': 3}
  • id: 380013
    {'label': '1620.3', 'level': 1620, 'sub_dim': 356, 'sub_level': 81, 'sub_mult': 6, 'weight': 3}
  • id: 380014
    {'label': '1620.3', 'level': 1620, 'sub_dim': 102, 'sub_level': 90, 'sub_mult': 6, 'weight': 3}
  • id: 380015
    {'label': '1620.3', 'level': 1620, 'sub_dim': 283, 'sub_level': 108, 'sub_mult': 4, 'weight': 3}
  • id: 380016
    {'label': '1620.3', 'level': 1620, 'sub_dim': 890, 'sub_level': 135, 'sub_mult': 6, 'weight': 3}
  • id: 380017
    {'label': '1620.3', 'level': 1620, 'sub_dim': 384, 'sub_level': 162, 'sub_mult': 4, 'weight': 3}
  • id: 380018
    {'label': '1620.3', 'level': 1620, 'sub_dim': 706, 'sub_level': 180, 'sub_mult': 3, 'weight': 3}
  • id: 380019
    {'label': '1620.3', 'level': 1620, 'sub_dim': 940, 'sub_level': 270, 'sub_mult': 4, 'weight': 3}
  • id: 380020
    {'label': '1620.3', 'level': 1620, 'sub_dim': 2632, 'sub_level': 324, 'sub_mult': 2, 'weight': 3}
  • id: 380021
    {'label': '1620.3', 'level': 1620, 'sub_dim': 8280, 'sub_level': 405, 'sub_mult': 3, 'weight': 3}
  • id: 380022
    {'label': '1620.3', 'level': 1620, 'sub_dim': 6474, 'sub_level': 540, 'sub_mult': 2, 'weight': 3}
  • id: 380023
    {'label': '1620.3', 'level': 1620, 'sub_dim': 8448, 'sub_level': 810, 'sub_mult': 2, 'weight': 3}
  • id: 380024
    {'label': '1620.3', 'level': 1620, 'sub_dim': 58800, 'sub_level': 1620, 'sub_mult': 1, 'weight': 3}
• mf_gamma1_portraits •

  Column	Type
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'label': '1620.3', 'level': 1620, 'portrait': 'data:image/png;base64,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', 'weight': 3}