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mf_newspaces • Show schema
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{'Nk2': 3267, 'analytic_conductor': 9.891033596278778, 'char_conductor': 3, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [363, 2, [122, 244], [1, 2]], 'conrey_index': 122, 'cusp_dim': 76, 'dim': 64, 'eis_dim': 24, 'eis_new_dim': 18, 'hecke_cutter_primes': [2, 5, 7], 'hecke_orbit_code': 68769808747, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 4, 4, 4, 4, 6, 6, 8, 8, 12], 'label': '363.3.b', 'level': 363, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 11], 'level_radical': 33, 'mf_dim': 100, 'mf_new_dim': 82, 'num_forms': 14, 'prim_orbit_index': 2, 'relative_dim': 64, 'sturm_bound': 132, 'trace_bound': 7, 'trace_display': [0, 0, 0, 12], 'traces': [64, 0, 0, -108, 0, 2, 12, 0, -16, -36, 0, 10, 0, 0, 10, 172, 0, -38, 48, 0, 86, 0, 0, -24, -204, 0, -66, -48, 0, 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0, -2402, -204, 0, 6924, 276, 0, -2518, 1624, 0, -2454, -1404, 0, 2682, 0, 0, -936, -3088, 0, -1834, -552, 0, -506, 20, 0, 0, 9720, 0, 3688, 1876, 0, 1500, 3504, 0, 1660, 936, 0, 2136, 5916, 0, -3796, -1208, 0, -1558, 3936, 0, 536, 0, 0, 174, -3536, 0, -4664, 3432, 0, -508, -6060, 0, 0, -1000, 0, 2822, 4436, 0, 1248, -624, 0, 666, -3960, 0, -3924, -1020, 0, -2328, 5916, 0, -936, 1500, 0, 1014, 0, 0, -1290, 72, 0, 4254, -1152, 0, -3344, -560, 0, 0, -13836, 0, 1464, 3744, 0, -2858, 3540, 0, 10982, -3768, 0, -4966, 1176, 0, 7636, -5472, 0, 1278, -6084, 0, 640, 0, 0, -4224, -14276, 0, -7780, -4200, 0, -1142, 4952, 0, 0, 200, 0, -3116, 8824, 0, -1008, 3312, 0, -8326, -2016, 0, -1756, 1716, 0, 1736, -3404, 0, -3338, 5028, 0, 1972, 0, 0, 352, -16, 0, 692, 1824, 0, -554, -1332, 0, 0, -6008, 0, 9828, 3428, 0, 3050, -576, 0, 740, 2760, 0, 1860, -2736, 0, 7328, 12276, 0, -1926, 4200, 0, 4448, 0, 0, 2264, 3512, 0, -10728, 3372, 0, 252, 3904, 0, 0, 140, 0, 9136, -1032, 0, -176, -1308, 0, 3198, 3648, 0, -1000, 2112, 0, -5038, -13564, 0, -2312, -1416, 0, -876, 0, 0, 174, 1948, 0, 5598, -3612, 0, 1464, -4940, 0, 0, 6384, 0, -8140, -11028, 0, -1760, 132, 0, -6726, -6384, 0, -1392, 3264, 0, 11748, 3140, 0, 494, 1920, 0, 2952, 0, 0, -912, 13000, 0, -4474, 1428, 0, -2684, 6228, 0, 0, 2020, 0, -1580, 1524, 0, 3482, 432, 0, -3724, -3948, 0, -13092, -4728, 0, 2622, 9252, 0, -926, -2640, 0, -352, 0, 0, -2272, -6236, 0, -1074, -768, 0, -1248, 720, 0, 0, 1728, 0, -2100, -6640, 0, -738, 2424, 0, 7124, -216, 0, 1982, -2292, 0, 3604, 2552, 0, 1792, -3552, 0, -1444, 0, 0, 5398, -10092, 0, 3566, -1212, 0, -1640, -17160, 0, 0, -2896, 0, -2492, 3164, 0, 1104, -2868, 0, -1468, 2400], 'weight': 3, 'weight_parity': -1}
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mf_subspaces • Show schema
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id: 194624
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 122, 'conrey_indexes': [122], 'label': '363.3.b', 'level': 363, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 23, 'sub_conrey_indexes': [23], 'sub_dim': 6, 'sub_label': '33.3.b', 'sub_level': 33, 'sub_mult': 2, 'weight': 3}
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id: 194625
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 122, 'conrey_indexes': [122], 'label': '363.3.b', 'level': 363, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 122, 'sub_conrey_indexes': [122], 'sub_dim': 64, 'sub_label': '363.3.b', 'sub_level': 363, 'sub_mult': 1, 'weight': 3}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 2, 'label': '363.3.b', 'level': 363, 'portrait': 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', 'weight': 3}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 19239000
{'hecke_orbit_code': 68769808747, 'n': 1, 'trace_an': 64}
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id: 19239001
{'hecke_orbit_code': 68769808747, 'n': 2, 'trace_an': 0}
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id: 19239002
{'hecke_orbit_code': 68769808747, 'n': 3, 'trace_an': 0}
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id: 19239003
{'hecke_orbit_code': 68769808747, 'n': 4, 'trace_an': -108}
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id: 19239004
{'hecke_orbit_code': 68769808747, 'n': 5, 'trace_an': 0}
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id: 19239005
{'hecke_orbit_code': 68769808747, 'n': 6, 'trace_an': 2}
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id: 19239006
{'hecke_orbit_code': 68769808747, 'n': 7, 'trace_an': 12}
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id: 19239007
{'hecke_orbit_code': 68769808747, 'n': 8, 'trace_an': 0}
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id: 19239008
{'hecke_orbit_code': 68769808747, 'n': 9, 'trace_an': -16}
-
id: 19239009
{'hecke_orbit_code': 68769808747, 'n': 10, 'trace_an': -36}
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id: 19239010
{'hecke_orbit_code': 68769808747, 'n': 11, 'trace_an': 0}
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id: 19239011
{'hecke_orbit_code': 68769808747, 'n': 12, 'trace_an': 10}
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id: 19239012
{'hecke_orbit_code': 68769808747, 'n': 13, 'trace_an': 0}
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id: 19239013
{'hecke_orbit_code': 68769808747, 'n': 14, 'trace_an': 0}
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id: 19239014
{'hecke_orbit_code': 68769808747, 'n': 15, 'trace_an': 10}
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id: 19239015
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