$\Gamma_1$ data - 1380.4

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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': 22080, 'analytic_conductor': 81.42263580792205, 'cusp_dim': 150304, 'dim': 60504, 'eis_dim': 3520, 'eis_new_dim': 512, 'label': '1380.4', 'level': 1380, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 23], 'level_radical': 690, 'mf_dim': 153824, 'mf_new_dim': 61016, 'newspace_dims': [44, 0, 0, 0, 0, 68, 432, 528, 96, 0, 0, 0, 0, 144, 792, 288, 1712, 264, 792, 144, 0, 0, 0, 0, 480, 2880, 8560, 1440, 0, 0, 0, 0, 960, 5760, 4320, 720, 0, 0, 0, 0, 0, 0, 0, 0, 1440, 8640, 2880, 17120], 'num_spaces': 24, 'sturm_bound': 405504, 'trace_bound': 9, 'trace_display': [0, 20, 40, -32], 'traces': [60504, 0, 20, -60, 40, -130, -32, -168, -76, -186, 32, 306, 64, 0, -474, -260, -920, -534, -360, 760, 1444, 1552, 2200, 1060, 2708, -736, 824, -2780, -1120, -665, -2488, -680, -2252, 9484, 2700, 2330, 3744, 6484, -384, 2702, -456, -5506, -8144, -13244, -2124, -19180, -8240, -10366, -7552, -7468, -3872, 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2552376, 2334782, 932848, -390292, 2581664, 4473024, 2508192, 1100908, 1242188, -2718432, 2345152, 1924493, 456032, 1033708, 4091144, -2443376, -607308, 3179836, 5146752, -2328420, 5941456, -4449802, 3474504, 2215412, 1275016, -1649868, 1435340, -4188184, 2322296, -2191268, 2954424, -8008062, 3880680, -4670628, 2212080, -832332, -8426680, -5044864, 3127208, -9848912, -3550824, -4051368, -500792, -4867880, -233128, -7640948, -441344, 339674, -10944744, -3058732, -1806936, -9472362, -5928720, -3891402, -5314064, -2956756, -2932612, -6938092, -2505184, -3352932, -7524624, -7267236, -4863256, -2829596, -4566760, 76306, -1280920, -5333688, -6474576, -3669960, -1282648, -2586511, -3920632, -7096512, -4393064, -4695000, -2599692, -2904406, -2468672, -3626224, -7061292, -3776226, -1238512, -3833866, -4113864, -5158692, -204552, -1912164, -2403080, -3620636, -1800424, -3715910, -2248948, -4050848, -37760, -4960506, 2415120, -2510592, -1813360, -807020, 2762880, -3061209, -1382400, -810948, 324456, 2862020, 1564452, -2283804, 5481952, 3379660, -1029572, 11378056, 912112, -1684466, 3981768, 4075368, 3355828, 9686212, 1011224, -2228676, 7593872, 7709624, 2397864, 7351916, 4958440, 844942, 2345036, 5866320, 3093808, 11838484, -337344, 3726420, 7085968, 4853156, 3291544, 6842860, 624708, -3321106, 2111368, 2775608, 692052, 945974, 252112, -2807942, 1243288, 549076, 5204, -1186488, -1643960, -5534948, 2169544, -2187336, 6009340, -5632988, -871536, -6684484, -3482888, -5285468, 2160316, -4564104, -2593160, -5471073, -764744, -956048, 553332, -4783384, -2385336, -6023782, -1652656, -3120000, -1260960, -5655336, -1712464, 597040, -6593240, -243584, 151116, -5623688, -3342872, -2483936, -2043816, -1165096, -89724, -857068, -1362384, -1706192, -4209200, -3205920, -1820696, -8777168, -3948368, 3264496, -607936, -3279276, -1466868, -2415520, -1205536, 7866442, -3000696, -3204356, 694264, 8363866, -4460768, 5428368, -587976, -247764, 628736, 2559440, -1367992, 8091266, 1426736, -229624], '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: 373713
    {'label': '1380.4', 'level': 1380, 'sub_dim': 1, 'sub_level': 5, 'sub_mult': 12, 'weight': 4}
  • id: 373714
    {'label': '1380.4', 'level': 1380, 'sub_dim': 1, 'sub_level': 6, 'sub_mult': 8, 'weight': 4}
  • id: 373715
    {'label': '1380.4', 'level': 1380, 'sub_dim': 3, 'sub_level': 10, 'sub_mult': 8, 'weight': 4}
  • id: 373716
    {'label': '1380.4', 'level': 1380, 'sub_dim': 5, 'sub_level': 12, 'sub_mult': 4, 'weight': 4}
  • id: 373717
    {'label': '1380.4', 'level': 1380, 'sub_dim': 14, 'sub_level': 15, 'sub_mult': 6, 'weight': 4}
  • id: 373718
    {'label': '1380.4', 'level': 1380, 'sub_dim': 17, 'sub_level': 20, 'sub_mult': 4, 'weight': 4}
  • id: 373719
    {'label': '1380.4', 'level': 1380, 'sub_dim': 55, 'sub_level': 23, 'sub_mult': 12, 'weight': 4}
  • id: 373720
    {'label': '1380.4', 'level': 1380, 'sub_dim': 16, 'sub_level': 30, 'sub_mult': 4, 'weight': 4}
  • id: 373721
    {'label': '1380.4', 'level': 1380, 'sub_dim': 66, 'sub_level': 46, 'sub_mult': 8, 'weight': 4}
  • id: 373722
    {'label': '1380.4', 'level': 1380, 'sub_dim': 108, 'sub_level': 60, 'sub_mult': 2, 'weight': 4}
  • id: 373723
    {'label': '1380.4', 'level': 1380, 'sub_dim': 374, 'sub_level': 69, 'sub_mult': 6, 'weight': 4}
  • id: 373724
    {'label': '1380.4', 'level': 1380, 'sub_dim': 440, 'sub_level': 92, 'sub_mult': 4, 'weight': 4}
  • id: 373725
    {'label': '1380.4', 'level': 1380, 'sub_dim': 1384, 'sub_level': 115, 'sub_mult': 6, 'weight': 4}
  • id: 373726
    {'label': '1380.4', 'level': 1380, 'sub_dim': 394, 'sub_level': 138, 'sub_mult': 4, 'weight': 4}
  • id: 373727
    {'label': '1380.4', 'level': 1380, 'sub_dim': 1446, 'sub_level': 230, 'sub_mult': 4, 'weight': 4}
  • id: 373728
    {'label': '1380.4', 'level': 1380, 'sub_dim': 2718, 'sub_level': 276, 'sub_mult': 2, 'weight': 4}
  • id: 373729
    {'label': '1380.4', 'level': 1380, 'sub_dim': 8552, 'sub_level': 345, 'sub_mult': 3, 'weight': 4}
  • id: 373730
    {'label': '1380.4', 'level': 1380, 'sub_dim': 9998, 'sub_level': 460, 'sub_mult': 2, 'weight': 4}
  • id: 373731
    {'label': '1380.4', 'level': 1380, 'sub_dim': 8680, 'sub_level': 690, 'sub_mult': 2, 'weight': 4}
  • id: 373732
    {'label': '1380.4', 'level': 1380, 'sub_dim': 60504, 'sub_level': 1380, 'sub_mult': 1, 'weight': 4}
• mf_gamma1_portraits •

  Column	Type
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'label': '1380.4', 'level': 1380, 'portrait': 'data:image/png;base64,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', 'weight': 4}