$\Gamma_1$ data - 1296.4

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• 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': 20736, 'analytic_conductor': 76.46647536743984, 'cusp_dim': 138456, 'dim': 61956, 'eis_dim': 3024, 'eis_new_dim': 504, 'label': '1296.4', 'level': 1296, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 141480, 'mf_new_dim': 62460, 'newspace_dims': [70, 0, 72, 0, 0, 0, 0, 0, 142, 0, 568, 568, 0, 0, 0, 0, 0, 0, 144, 0, 318, 1144, 0, 0, 1144, 0, 0, 0, 0, 0, 324, 0, 2898, 2568, 0, 0, 2568, 0, 0, 0, 0, 0, 2916, 0, 23256, 0, 0, 23256], 'num_spaces': 16, 'sturm_bound': 373248, 'trace_bound': 7, 'trace_display': [-48, -54, -60, -60], 'traces': [61956, -48, -54, -80, -60, -72, -60, -48, -18, -116, -36, -72, -100, -48, -54, -80, -111, -72, -87, -48, -90, -80, -36, -72, -145, -48, -54, -116, -228, -72, 210, -48, -162, -80, 1227, -72, 647, -48, -54, -80, 108, -72, -438, -48, -90, -52, -1782, -72, -523, -48, -54, -80, -45, -72, 163, 4068, -18, 5248, 1494, -72, 1772, 2460, 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5616774, 16010336, -935505, 8442144, 804123, 12072000, 2845080, 14515696, 3233124, 5745384, 1660080, 10342128, 5780322, 2263852, 41235, 7818840, 4800692, 5721372, 1651770, 6536296, 3354387, 6021216, -484825, 3383388, 1562418, 3439720, -223671, 1892952, 1699781, 1676316, 1468890, 797660, 1047168, -1129824, -12392, -761904, -34002, -2602880, 1716843, -2262168, 659945, -4228008, 55908, -4645728, 1165464, -7107624, -451782, -5127732, -2016702, -2974644, 1188387, -8512992, -4169113, -4260888, -2467314, -11636512, -3005583, -6836184, 183375, -6862188, -4991058, -15829216, -1230798, -11604960, -4137688, -9655512, -2996523, -3728988, -2895156, -11156688, -2680186, -14612604, -5577192, -12686696, -248304, -13290192, -2514618, -13065192, -2222136, -11649608, -1713444, -15055992, -2087628, -10697232, -5382729, -3088484, -503889, -9778536, -3954099, -9223752, -2942838, -14462080, -2234019, -7492752, 142547, -4943328, -5224914, -10617856, 399186, -4544784, -3298687, -5113488, 417654, -2354516, -44796, -6418440, 339221, -3517776, 329310, -3317848, 1792761, -5147136, 1272921, 139392, 543240, -1008800, 1759725, -828648, 1606998, 1658544, 1434150, 1093060, 3759447, 1590120, 1904740, 4236432, 2011122, 4960720, 429795, 4362624, 2126289, 8882472], 'weight': 4, 'weight_parity': 1}
• mf_gamma1_subspaces •

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

  
  
  • id: 371484
    {'label': '1296.4', 'level': 1296, 'sub_dim': 1, 'sub_level': 6, 'sub_mult': 16, 'weight': 4}
  • id: 371485
    {'label': '1296.4', 'level': 1296, 'sub_dim': 3, 'sub_level': 8, 'sub_mult': 10, 'weight': 4}
  • id: 371486
    {'label': '1296.4', 'level': 1296, 'sub_dim': 5, 'sub_level': 9, 'sub_mult': 15, 'weight': 4}
  • id: 371487
    {'label': '1296.4', 'level': 1296, 'sub_dim': 5, 'sub_level': 12, 'sub_mult': 12, 'weight': 4}
  • id: 371488
    {'label': '1296.4', 'level': 1296, 'sub_dim': 11, 'sub_level': 16, 'sub_mult': 5, 'weight': 4}
  • id: 371489
    {'label': '1296.4', 'level': 1296, 'sub_dim': 7, 'sub_level': 18, 'sub_mult': 12, 'weight': 4}
  • id: 371490
    {'label': '1296.4', 'level': 1296, 'sub_dim': 17, 'sub_level': 24, 'sub_mult': 8, 'weight': 4}
  • id: 371491
    {'label': '1296.4', 'level': 1296, 'sub_dim': 56, 'sub_level': 27, 'sub_mult': 10, 'weight': 4}
  • id: 371492
    {'label': '1296.4', 'level': 1296, 'sub_dim': 45, 'sub_level': 36, 'sub_mult': 9, 'weight': 4}
  • id: 371493
    {'label': '1296.4', 'level': 1296, 'sub_dim': 77, 'sub_level': 48, 'sub_mult': 4, 'weight': 4}
  • id: 371494
    {'label': '1296.4', 'level': 1296, 'sub_dim': 64, 'sub_level': 54, 'sub_mult': 8, 'weight': 4}
  • id: 371495
    {'label': '1296.4', 'level': 1296, 'sub_dim': 184, 'sub_level': 72, 'sub_mult': 6, 'weight': 4}
  • id: 371496
    {'label': '1296.4', 'level': 1296, 'sub_dim': 548, 'sub_level': 81, 'sub_mult': 5, 'weight': 4}
  • id: 371497
    {'label': '1296.4', 'level': 1296, 'sub_dim': 432, 'sub_level': 108, 'sub_mult': 6, 'weight': 4}
  • id: 371498
    {'label': '1296.4', 'level': 1296, 'sub_dim': 749, 'sub_level': 144, 'sub_mult': 3, 'weight': 4}
  • id: 371499
    {'label': '1296.4', 'level': 1296, 'sub_dim': 576, 'sub_level': 162, 'sub_mult': 4, 'weight': 4}
  • id: 371500
    {'label': '1296.4', 'level': 1296, 'sub_dim': 1696, 'sub_level': 216, 'sub_mult': 4, 'weight': 4}
  • id: 371501
    {'label': '1296.4', 'level': 1296, 'sub_dim': 3976, 'sub_level': 324, 'sub_mult': 3, 'weight': 4}
  • id: 371502
    {'label': '1296.4', 'level': 1296, 'sub_dim': 6840, 'sub_level': 432, 'sub_mult': 2, 'weight': 4}
  • id: 371503
    {'label': '1296.4', 'level': 1296, 'sub_dim': 15440, 'sub_level': 648, 'sub_mult': 2, 'weight': 4}
  • id: 371504
    {'label': '1296.4', 'level': 1296, 'sub_dim': 61956, 'sub_level': 1296, 'sub_mult': 1, 'weight': 4}
• mf_gamma1_portraits •

  Column	Type
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'label': '1296.4', 'level': 1296, 'portrait': 'data:image/png;base64,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', 'weight': 4}