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mf_newspaces • Show schema
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{'Nk2': 1932, 'analytic_conductor': 3.8567744176278427, 'char_conductor': 161, 'char_degree': 10, 'char_is_real': False, 'char_orbit_index': 18, 'char_orbit_label': 'r', 'char_order': 22, 'char_parity': 1, 'char_values': [483, 22, [323, 346, 442], [22, 11, 9]], 'conrey_index': 34, 'cusp_dim': 600, 'dim': 320, 'eis_dim': 80, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 1168264659427, 'hecke_orbit_dims': [320], 'label': '483.2.r', 'level': 483, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 7, 23], 'level_radical': 483, 'mf_dim': 680, 'mf_new_dim': 320, 'num_forms': 1, 'prim_orbit_index': 11, 'relative_dim': 32, 'sturm_bound': 128, 'trace_bound': 0, 'trace_display': [4, 0, 0, 0], 'traces': [320, 4, 0, -36, 0, 0, 0, 12, 32, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 52, 0, -68, 0, 0, -88, 0, 0, 0, 24, 0, 0, 28, 14, -44, 0, 0, 0, 0, 110, -44, -154, 0, 40, 0, 0, -16, -166, -44, 0, 0, 0, 0, 110, -44, -62, 0, 0, 0, 0, 0, -84, 0, 0, 0, 0, 0, 72, -40, -12, 0, 22, 0, 0, 72, -8, -88, 0, -32, 0, 0, 0, -304, 0, 0, 330, 0, 0, 0, -412, 24, 0, 148, 0, 0, -60, 44, -60, 0, -176, 0, 0, -66, -308, 0, 0, -44, 0, 0, -176, 264, 0, 0, -368, 0, 0, -116, 352, -116, 0, -96, 0, 0, -44, 120, 84, 0, -176, 0, 0, -222, 176, 0, 0, 0, 0, 0, 212, 68, 368, 0, 44, 0, 0, 24, 176, 220, 0, 144, 0, 0, 20, 88, 80, 0, 242, 0, 0, -166, 4, 124, 0, -180, 0, 0, -154, 96, 388, 0, 506, 0, 0, -110, 176, 96, 0, -20, 0, 0, -154, 0, 588, 0, -360, 0, 0, 0, 192, 308, 0, -240, 0, 0, -96, -208, 22, 0, -216, 0, 0, -132, 0, -176, 0, -52, 0, 0, -200, -48, -682, 0, 0, 0, 0, 220, 0, 32, 0, 0, 0, 0, 484, -20, -704, 0, 132, 0, 0, 12, -172, -320, 0, 88, 0, 0, 484, -156, 0, 0, 68, 0, 0, 220, -256, -440, 0, 88, 0, 0, 0, -108, -384, 0, -180, 0, 0, -80, -792, 0, 0, 308, 0, 0, 20, -132, 0, 0, 44, 0, 0, 0, 616, 0, 0, -400, 0, 0, -616, -132, -208, 0, -248, 0, 0, -88, -46, 120, 0, 176, 0, 0, 18, 352, 704, 0, 0, 0, 0, -144, -94, 340, 0, 488, 0, 0, 314, 88, 748, 0, 348, 0, 0, 104, 352, 456, 0, 176, 0, 0, -272, 160, -36, 0, 1044, 0, 0, 88, 320, 152, 0, 88, 0, 0, 352, -88, 68, 0, 148, 0, 0, 396, 0, 304, 0, 496, 0, 0, 836, 0, 286, 0, 200, 0, 0, 14, -394, -880, 0, -164, 0, 0, 418, -440, -264, 0, 152, 0, 0, 434, -72, -484, 0, 0, 0, 0, 0, -748, -1064, 0, -22, 0, 0, 616, -450, -44, 0, 0, 0, 0, 540, 84, -290, 0, 0, 0, 0, 156, 188, -484, 0, -72, 0, 0, -110, 248, -528, 0, -528, 0, 0, 0, -40, 48, 0, -40, 0, 0, 154, 484, -240, 0, -374, 0, 0, -100, 880, -88, 0, -484, 0, 0, -748, 0, 0, 0, -152, 0, 0, -116, 352, -80, 0, -340, 0, 0, -638, 308, 12, 0, -528, 0, 0, -810, 0, 132, 0, 0, 0, 0, -416, 228, -102, 0, -434, 0, 0, -456, 440, 0, 0, -220, 0, 0, -918, 0, 994, 0, 0, 0, 0, -220, -364, -52, 0, -372, 0, 0, -308, 56, -116, 0, -616, 0, 0, -528, -88, 452, 0, 36, 0, 0, 132, 0, 434, 0, -298, 0, 0, -22, -180, 0, 0, -560, 0, 0, -92, 48, 352, 0, -48, 0, 0, 132, -176, 0, 0, -132, 0, 0, -158, -376, -220, 0, -22, 0, 0, -88, 0, -540, 0, 0, 0, 0, 176, -732, -22, 0, 198, 0, 0, 504, -524, -12, 0, -88, 0, 0, 48, 128, -704, 0, -140, 0, 0, 0, -880, -88, 0, -132, 0, 0, 0, 208, -268, 0, -760, 0, 0, -144, 748, -668, 0, -264, 0, 0, -540, -220, 0, 0, -88, 0, 0, 132, 550, 0, 0, 416, 0, 0, -360, 176, 88, 0, -496, 0, 0, -176, 496, 920, 0, 572, 0, 0, -282, 660, 44, 0, 0, 0, 0, 90, 872, 1292, 0, -236, 0, 0, -182, 352, 1540, 0, 712, 0, 0, 378, 1430, 40, 0, 880, 0, 0, -264, -80, 1092, 0, -32, 0, 0, -176, 350, 508, 0, 528, 0, 0, 638, 352, 424, 0, 700, 0, 0, 462, 0, 724, 0, -256, 0, 0, -352, 316, 968, 0, 660, 0, 0, 580, -24, 352, 0, 624, 0, 0, 220, -352, -1056, 0, 144, 0, 0, -72, -1182, -176, 0, 308, 0, 0, 968, -880, 52, 0, -44, 0, 0, 66, -780, -440, 0, 0, 0, 0, 160, -448, -552, 0, -308, 0, 0, 350, -1472, 0, 0, 192, 0, 0, 550, 32, -1232, 0, 440, 0, 0, 0, -120, -496, 0, 264, 0, 0, 0, -1144, -192, 0, 484, 0, 0, -102, -836, -220, 0, 440, 0, 0, 0, -572, 0, 0, -48, 0, 0, -124, -528, -92, 0, 820, 0, 0, -528, -604, 862, 0, 418, 0, 0, 64, 176, 528, 0, 0, 0, 0, -432, -492, 648, 0, 794, 0, 0, -144, 132, 132, 0, 360, 0, 0, 392, 352, 1976, 0, -264, 0, 0, -368, 472, 424, 0, 852, 0, 0, 682, 56, 106, 0, 880, 0, 0, 110, -220, -524, 0, 376, 0, 0, 132, 0, 456, 0, 1096, 0, 0, 660, 160, -176, 0, -24, 0, 0, 672, -348, -440, 0, 58, 0, 0, 594, -44, -264, 0, 416, 0, 0, 1468, 28, -1364, 0, 264, 0, 0, 352, -176, -704, 0, -176, 0, 0, -242, -40, -1320, 0, -1012, 0, 0, -256, 312, -216, 0, 0, 0, 0, -28, 804, -2024, 0, -734, 0, 0, -176, 1596, -88, 0, -1320, 0, 0, 0, -128, -720, 0, 60, 0, 0, 144, 528, -976, 0, -1672, 0, 0, -1014, 1408, -616, 0, -1892, 0, 0, -660, 0, 0, 0, -24, 0, 0, 244, 1144, -440, 0, -472, 0, 0, -770, 1884, -156, 0, -2244, 0, 0, -1474, 0, 1320, 0, 0, 0, 0, 0, 1304, 184, 0, -740, 0, 0, -550, 1144, -22, 0, -1648, 0, 0, -710, -352, 692, 0, 0, 0, 0, 324, 728, -62, 0, -460, 0, 0, -572, 1010, -232, 0, -704, 0, 0, -550, -132, 734, 0, 128, 0, 0, 154, 0, 0, 0, 92, 0, 0, 330, -768, -572, 0, 76, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 225975
{'char_orbit_index': 18, 'char_orbit_label': 'r', 'conrey_index': 34, 'conrey_indexes': [34, 76, 97, 181, 244, 286, 412, 433, 454, 475], 'label': '483.2.r', 'level': 483, 'sub_char_orbit_index': 11, 'sub_char_orbit_label': 'k', 'sub_conrey_index': 20, 'sub_conrey_indexes': [20, 34, 76, 83, 90, 97, 111, 125, 132, 153], 'sub_dim': 140, 'sub_label': '161.2.k', 'sub_level': 161, 'sub_mult': 2, 'weight': 2}
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id: 225976
{'char_orbit_index': 18, 'char_orbit_label': 'r', 'conrey_index': 34, 'conrey_indexes': [34, 76, 97, 181, 244, 286, 412, 433, 454, 475], 'label': '483.2.r', 'level': 483, 'sub_char_orbit_index': 18, 'sub_char_orbit_label': 'r', 'sub_conrey_index': 34, 'sub_conrey_indexes': [34, 76, 97, 181, 244, 286, 412, 433, 454, 475], 'sub_dim': 320, 'sub_label': '483.2.r', 'sub_level': 483, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 18, 'label': '483.2.r', 'level': 483, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
-
id: 137702000
{'hecke_orbit_code': 1168264659427, 'n': 1, 'trace_an': 320}
-
id: 137702001
{'hecke_orbit_code': 1168264659427, 'n': 2, 'trace_an': 4}
-
id: 137702002
{'hecke_orbit_code': 1168264659427, 'n': 3, 'trace_an': 0}
-
id: 137702003
{'hecke_orbit_code': 1168264659427, 'n': 4, 'trace_an': -36}
-
id: 137702004
{'hecke_orbit_code': 1168264659427, 'n': 5, 'trace_an': 0}
-
id: 137702005
{'hecke_orbit_code': 1168264659427, 'n': 6, 'trace_an': 0}
-
id: 137702006
{'hecke_orbit_code': 1168264659427, 'n': 7, 'trace_an': 0}
-
id: 137702007
{'hecke_orbit_code': 1168264659427, 'n': 8, 'trace_an': 12}
-
id: 137702008
{'hecke_orbit_code': 1168264659427, 'n': 9, 'trace_an': 32}
-
id: 137702009
{'hecke_orbit_code': 1168264659427, 'n': 10, 'trace_an': 0}
-
id: 137702010
{'hecke_orbit_code': 1168264659427, 'n': 11, 'trace_an': 0}
-
id: 137702011
{'hecke_orbit_code': 1168264659427, 'n': 12, 'trace_an': 0}
-
id: 137702012
{'hecke_orbit_code': 1168264659427, 'n': 13, 'trace_an': 0}
-
id: 137702013
{'hecke_orbit_code': 1168264659427, 'n': 14, 'trace_an': 0}
-
id: 137702014
{'hecke_orbit_code': 1168264659427, 'n': 15, 'trace_an': 0}
-
id: 137702015
{'hecke_orbit_code': 1168264659427, 'n': 16, 'trace_an': 0}
-
id: 137702016
{'hecke_orbit_code': 1168264659427, 'n': 17, 'trace_an': 0}
-
id: 137702017
{'hecke_orbit_code': 1168264659427, 'n': 18, 'trace_an': -4}
-
id: 137702018
{'hecke_orbit_code': 1168264659427, 'n': 19, 'trace_an': 0}
-
id: 137702019
{'hecke_orbit_code': 1168264659427, 'n': 20, 'trace_an': 0}
-
id: 137702020
{'hecke_orbit_code': 1168264659427, 'n': 21, 'trace_an': 0}
-
id: 137702021
{'hecke_orbit_code': 1168264659427, 'n': 22, 'trace_an': 0}
-
id: 137702022
{'hecke_orbit_code': 1168264659427, 'n': 23, 'trace_an': 52}
-
id: 137702023
{'hecke_orbit_code': 1168264659427, 'n': 24, 'trace_an': 0}
-
id: 137702024
{'hecke_orbit_code': 1168264659427, 'n': 25, 'trace_an': -68}
-
id: 137702025
{'hecke_orbit_code': 1168264659427, 'n': 26, 'trace_an': 0}
-
id: 137702026
{'hecke_orbit_code': 1168264659427, 'n': 27, 'trace_an': 0}
-
id: 137702027
{'hecke_orbit_code': 1168264659427, 'n': 28, 'trace_an': -88}
-
id: 137702028
{'hecke_orbit_code': 1168264659427, 'n': 29, 'trace_an': 0}
-
id: 137702029
{'hecke_orbit_code': 1168264659427, 'n': 30, 'trace_an': 0}
-
id: 137702030
{'hecke_orbit_code': 1168264659427, 'n': 31, 'trace_an': 0}
-
id: 137702031
{'hecke_orbit_code': 1168264659427, 'n': 32, 'trace_an': 24}
-
id: 137702032
{'hecke_orbit_code': 1168264659427, 'n': 33, 'trace_an': 0}
-
id: 137702033
{'hecke_orbit_code': 1168264659427, 'n': 34, 'trace_an': 0}
-
id: 137702034
{'hecke_orbit_code': 1168264659427, 'n': 35, 'trace_an': 28}
-
id: 137702035
{'hecke_orbit_code': 1168264659427, 'n': 36, 'trace_an': 14}
-
id: 137702036
{'hecke_orbit_code': 1168264659427, 'n': 37, 'trace_an': -44}
-
id: 137702037
{'hecke_orbit_code': 1168264659427, 'n': 38, 'trace_an': 0}
-
id: 137702038
{'hecke_orbit_code': 1168264659427, 'n': 39, 'trace_an': 0}
-
id: 137702039
{'hecke_orbit_code': 1168264659427, 'n': 40, 'trace_an': 0}
-
id: 137702040
{'hecke_orbit_code': 1168264659427, 'n': 41, 'trace_an': 0}
-
id: 137702041
{'hecke_orbit_code': 1168264659427, 'n': 42, 'trace_an': 110}
-
id: 137702042
{'hecke_orbit_code': 1168264659427, 'n': 43, 'trace_an': -44}
-
id: 137702043
{'hecke_orbit_code': 1168264659427, 'n': 44, 'trace_an': -154}
-
id: 137702044
{'hecke_orbit_code': 1168264659427, 'n': 45, 'trace_an': 0}
-
id: 137702045
{'hecke_orbit_code': 1168264659427, 'n': 46, 'trace_an': 40}
-
id: 137702046
{'hecke_orbit_code': 1168264659427, 'n': 47, 'trace_an': 0}
-
id: 137702047
{'hecke_orbit_code': 1168264659427, 'n': 48, 'trace_an': 0}
-
id: 137702048
{'hecke_orbit_code': 1168264659427, 'n': 49, 'trace_an': -16}
-
id: 137702049
{'hecke_orbit_code': 1168264659427, 'n': 50, 'trace_an': -166}
-
id: 137702050
{'hecke_orbit_code': 1168264659427, 'n': 51, 'trace_an': -44}
-
id: 137702051
{'hecke_orbit_code': 1168264659427, 'n': 52, 'trace_an': 0}
-
id: 137702052
{'hecke_orbit_code': 1168264659427, 'n': 53, 'trace_an': 0}
-
id: 137702053
{'hecke_orbit_code': 1168264659427, 'n': 54, 'trace_an': 0}
-
id: 137702054
{'hecke_orbit_code': 1168264659427, 'n': 55, 'trace_an': 0}
-
id: 137702055
{'hecke_orbit_code': 1168264659427, 'n': 56, 'trace_an': 110}
-
id: 137702056
{'hecke_orbit_code': 1168264659427, 'n': 57, 'trace_an': -44}
-
id: 137702057
{'hecke_orbit_code': 1168264659427, 'n': 58, 'trace_an': -62}
-
id: 137702058
{'hecke_orbit_code': 1168264659427, 'n': 59, 'trace_an': 0}
-
id: 137702059
{'hecke_orbit_code': 1168264659427, 'n': 60, 'trace_an': 0}
-
id: 137702060
{'hecke_orbit_code': 1168264659427, 'n': 61, 'trace_an': 0}
-
id: 137702061
{'hecke_orbit_code': 1168264659427, 'n': 62, 'trace_an': 0}
-
id: 137702062
{'hecke_orbit_code': 1168264659427, 'n': 63, 'trace_an': 0}
-
id: 137702063
{'hecke_orbit_code': 1168264659427, 'n': 64, 'trace_an': -84}
-
id: 137702064
{'hecke_orbit_code': 1168264659427, 'n': 65, 'trace_an': 0}
-
id: 137702065
{'hecke_orbit_code': 1168264659427, 'n': 66, 'trace_an': 0}
-
id: 137702066
{'hecke_orbit_code': 1168264659427, 'n': 67, 'trace_an': 0}
-
id: 137702067
{'hecke_orbit_code': 1168264659427, 'n': 68, 'trace_an': 0}
-
id: 137702068
{'hecke_orbit_code': 1168264659427, 'n': 69, 'trace_an': 0}
-
id: 137702069
{'hecke_orbit_code': 1168264659427, 'n': 70, 'trace_an': 72}
-
id: 137702070
{'hecke_orbit_code': 1168264659427, 'n': 71, 'trace_an': -40}
-
id: 137702071
{'hecke_orbit_code': 1168264659427, 'n': 72, 'trace_an': -12}
-
id: 137702072
{'hecke_orbit_code': 1168264659427, 'n': 73, 'trace_an': 0}
-
id: 137702073
{'hecke_orbit_code': 1168264659427, 'n': 74, 'trace_an': 22}
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id: 137702074
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