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mf_newspaces • Show schema
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{'Nk2': 1035, 'analytic_conductor': 3.133523040143414, 'char_conductor': 115, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [115, 2, [47, 51], [1, 1]], 'conrey_index': 114, 'cusp_dim': 22, 'dim': 22, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [2, 7], 'hecke_orbit_code': 137489285235, 'hecke_orbit_dims': [1, 1, 20], 'label': '115.3.c', 'level': 115, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 23], 'level_radical': 115, 'mf_dim': 26, 'mf_new_dim': 26, 'num_forms': 3, 'prim_orbit_index': 3, 'relative_dim': 22, 'sturm_bound': 36, 'trace_bound': 5, 'trace_display': [0, 0, 0, 0], 'traces': [22, 0, 0, -48, 0, -8, 0, 0, -54, 0, 0, 0, 0, 0, 0, 120, 0, 0, 0, 0, 0, 0, 0, 44, 38, -56, 0, 0, -114, 0, 130, 0, 0, 0, 2, 40, 0, 0, -168, 0, 58, 0, 0, 0, 0, -248, 0, 0, 152, 200, 0, 0, 0, -196, 268, 0, 0, 0, 62, 0, 0, 0, 0, 100, 0, 0, 0, 0, 376, -636, -142, 0, 0, 0, 428, 0, 0, 0, 0, 0, -826, 0, 0, 0, -174, 0, 0, 0, 0, 0, 0, 0, 0, 276, 184, -264, 0, 0, 0, -692, -42, 0, 0, 1508, -140, 0, 0, 0, 0, -884, 0, 0, 0, 0, 214, 1204, 0, 0, -334, 0, -270, 0, 0, -696, 0, 0, 0, 0, 0, 0, 212, 0, 0, 0, 0, 0, 0, 0, -154, 36, -328, 0, 0, -888, 0, 1860, 0, 0, 0, 332, 592, 0, 0, 1104, 0, 1972, 0, 0, 0, 0, -1390, 0, 0, -1536, 1180, 0, 0, 0, 10, 352, 0, 0, 0, -1300, 0, 0, 0, 0, -1284, 0, 0, 0, 0, 1004, -954, -1700, 0, 0, 0, 1408, 0, 0, 0, 0, 0, -3996, 0, 0, 0, -1864, 0, 0, 0, 0, 0, 0, 0, 0, 1864, 3520, -194, 0, 0, 0, -1464, 1304, 0, 0, 2032, -236, 0, 0, 0, 0, -106, 0, 0, 0, 0, 508, 2300, 0, 0, -2200, 0, 432, 0, 0, -1218, 0, 0, 0, 0, 0, 0, -1336, 0, 0, 0, 0, 0, 0, 0, -1188, -1160, -1512, 0, 0, -374, 0, -202, 0, 0, 0, 10, 3292, 0, 0, 2790, 0, 2386, 0, 0, 0, 0, -1876, 0, 0, -2626, 4128, 0, 0, 0, 1368, 440, 0, 0, 0, -1264, 0, 0, 0, 0, -2788, 0, 0, 0, 0, 2368, -2520, -2708, 0, 0, 0, -56, 0, 0, 0, 0, 0, -324, 0, 0, 0, -2162, 0, 0, 0, 0, 0, 0, 0, 0, 6768, 3932, -1664, 0, 0, 0, -2900, 1678, 0, 0, 7640, -1954, 0, 0, 0, 0, -1912, 0, 0, 0, 0, -920, 1732, 0, 0, -3722, 0, 284, 0, 0, -3560, 0, 0, 0, 0, 0, 0, -326, 0, 0, 0, 0, 0, 0, 0, 906, -3028, -862, 0, 0, -5828, 0, -448, 0, 0, 0, -4188, 3192, 0, 0, 6224, 0, 4060, 0, 0, 0, 0, -1358, 0, 0, -5136, 3736, 0, 0, 0, 3220, 208, 0, 0, 0, -4632, 0, 0, 0, 0, -638, 0, 0, 0, 0, 3372, -2618, -3312, 0, 0, 0, 6580, 0, 0, 0, 0, 0, -7496, 0, 0, 0, -1648, 0, 0, 0, 0, 0, 0, 0, 0, 5480, 8432, 1436, 0, 0, 0, 592, 4632, 0, 0, 2578, 2068, 0, 0, 0, 0, -1112, 0, 0, 0, 0, -3768, -140, 0, 0, -6804, 0, 2876, 0, 0, -5814, 0, 0, 0, 0, 0, 0, -6000, 0, 0, 0, 0, 0, 0, 0, 2956, -1496, 472, 0, 0, -7128, 0, -1530, 0, 0, 0, -5048, 4064, 0, 0, 702, 0, 552, 0, 0, 0, 0, -2372, 0, 0, -5596, 7500, 0, 0, 0, 4276, 5056, 0, 0, 0, -2668, 0, 0, 0, 0, 2076, 0, 0, 0, 0, 4142, 2620, -3818, 0, 0, 0, 3346, 0, 0, 0, 0, 0, -1068, 0, 0, 0, -1800, 0, 0, 0, 0, 0, 0, 0, 0, 5100, 4540, 4764, 0, 0, 0, -5880, 3640, 0, 0, 18492, 970, 0, 0, 0, 0, -2140, 0, 0, 0, 0, -2496, -3784, 0, 0, -10072, 0, 7226, 0, 0, -9496, 0, 0, 0, 0, 0, 0, -92, 0, 0, 0, 0, 0, 0, 0, 960, -9752, 1746, 0, 0, -14760, 0, -2760, 0, 0, 0, -6712, 776, 0, 0, 12452, 0, -1832, 0, 0, 0, 0, -1248, 0, 0, -17124, 4630, 0, 0, 0, 4074, 3016, 0, 0, 0, -6700, 0, 0, 0, 0, 162, 0, 0, 0, 0, 11364, -4360, 616, 0, 0, 0, 8180, 0, 0, 0, 0, 0, -3800, 0, 0, 0, -6100, 0, 0, 0, 0, 0, 0, 0, 0, 13512, 5892, 2964, 0, 0, 0, 252, 5032, 0, 0, 7228, 3184, 0, 0, 0, 0, 3332, 0, 0, 0, 0, -8100, 92, 0, 0, -16676, 0, 4640, 0, 0, -7208, 0, 0, 0, 0, 0, 0, -5404, 0, 0, 0, 0, 0, 0, 0, 6940, -5588, 12884, 0, 0, -4822, 0, -7748, 0, 0, 0, -9046, -3848, 0, 0, 5178, 0, -6540, 0, 0, 0, 0, 496, 0, 0, -8274, 6448, 0, 0, 0, 12840, 5216, 0, 0, 0, 1906, 0, 0, 0, 0, -844, 0, 0, 0, 0, 5860, -324, -8990, 0, 0, 0, 3694, 0, 0, 0, 0, 0, -152, 0, 0, 0, -8002, 0, 0, 0, 0, 0, 0, 0, 0, 18812, 6378, 14764, 0, 0, 0, -6428, -5342, 0, 0, 12408, 4440, 0, 0, 0, 0, 3956, 0, 0, 0, 0, -2876, -9776, 0, 0, -5846, 0, 2174, 0, 0, -5568, 0, 0, 0, 0, 0, 0, -2708, 0, 0, 0, 0, 0, 0, 0, 3342, -13976, 13248, 0, 0, -16116, 0, 1392, 0, 0, 0, -17020, -2012, 0, 0, 13792, 0, 328, 0, 0, 0, 0, -9378, 0, 0, -27688, 9436, 0, 0, 0, 8606, 12648, 0, 0, 0, -7372, 0, 0, 0, 0, 1336, 0, 0, 0, 0, 3004, 3826, -4204, 0, 0, 0, 10320, 0, 0, 0, 0, 0, -8448, 0, 0, 0, -6916, 0, 0, 0, 0, 0, 0, 0, 0, 8570, 10732, 6298, 0, 0, 0, -2684, 1024, 0, 0, 12486, 15736, 0, 0, 0, 0, 8800, 0, 0, 0, 0, -9044, 2492, 0, 0, -33620, 0, 1992, 0, 0, -6026, 0, 0, 0, 0, 0, 0, -5896, 0, 0, 0, 0, 0, 0, 0, 1536, -8960, 19192, 0, 0, -8264, 0, -12728, 0, 0, 0, -10028, -3932, 0, 0, 14200, 0, -5056, 0, 0, 0, 0, 7600, 0, 0, -22420, 8108, 0, 0, 0, 6092, 7532, 0, 0, 0, -7168, 0, 0, 0, 0, -2412, 0, 0, 0, 0, 8244, 2844, -4638, 0, 0, 0, 5596, 0, 0, 0, 0, 0], 'weight': 3, 'weight_parity': -1}
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mf_subspaces • Show schema
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{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 114, 'conrey_indexes': [114], 'label': '115.3.c', 'level': 115, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 114, 'sub_conrey_indexes': [114], 'sub_dim': 22, 'sub_label': '115.3.c', 'sub_level': 115, 'sub_mult': 1, 'weight': 3}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '115.3.c', 'level': 115, 'portrait': 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', 'weight': 3}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 28944000
{'hecke_orbit_code': 137489285235, 'n': 1, 'trace_an': 22}
-
id: 28944001
{'hecke_orbit_code': 137489285235, 'n': 2, 'trace_an': 0}
-
id: 28944002
{'hecke_orbit_code': 137489285235, 'n': 3, 'trace_an': 0}
-
id: 28944003
{'hecke_orbit_code': 137489285235, 'n': 4, 'trace_an': -48}
-
id: 28944004
{'hecke_orbit_code': 137489285235, 'n': 5, 'trace_an': 0}
-
id: 28944005
{'hecke_orbit_code': 137489285235, 'n': 6, 'trace_an': -8}
-
id: 28944006
{'hecke_orbit_code': 137489285235, 'n': 7, 'trace_an': 0}
-
id: 28944007
{'hecke_orbit_code': 137489285235, 'n': 8, 'trace_an': 0}
-
id: 28944008
{'hecke_orbit_code': 137489285235, 'n': 9, 'trace_an': -54}
-
id: 28944009
{'hecke_orbit_code': 137489285235, 'n': 10, 'trace_an': 0}
-
id: 28944010
{'hecke_orbit_code': 137489285235, 'n': 11, 'trace_an': 0}
-
id: 28944011
{'hecke_orbit_code': 137489285235, 'n': 12, 'trace_an': 0}
-
id: 28944012
{'hecke_orbit_code': 137489285235, 'n': 13, 'trace_an': 0}
-
id: 28944013
{'hecke_orbit_code': 137489285235, 'n': 14, 'trace_an': 0}
-
id: 28944014
{'hecke_orbit_code': 137489285235, 'n': 15, 'trace_an': 0}
-
id: 28944015
{'hecke_orbit_code': 137489285235, 'n': 16, 'trace_an': 120}
-
id: 28944016
{'hecke_orbit_code': 137489285235, 'n': 17, 'trace_an': 0}
-
id: 28944017
{'hecke_orbit_code': 137489285235, 'n': 18, 'trace_an': 0}
-
id: 28944018
{'hecke_orbit_code': 137489285235, 'n': 19, 'trace_an': 0}
-
id: 28944019
{'hecke_orbit_code': 137489285235, 'n': 20, 'trace_an': 0}
-
id: 28944020
{'hecke_orbit_code': 137489285235, 'n': 21, 'trace_an': 0}
-
id: 28944021
{'hecke_orbit_code': 137489285235, 'n': 22, 'trace_an': 0}
-
id: 28944022
{'hecke_orbit_code': 137489285235, 'n': 23, 'trace_an': 0}
-
id: 28944023
{'hecke_orbit_code': 137489285235, 'n': 24, 'trace_an': 44}
-
id: 28944024
{'hecke_orbit_code': 137489285235, 'n': 25, 'trace_an': 38}
-
id: 28944025
{'hecke_orbit_code': 137489285235, 'n': 26, 'trace_an': -56}
-
id: 28944026
{'hecke_orbit_code': 137489285235, 'n': 27, 'trace_an': 0}
-
id: 28944027
{'hecke_orbit_code': 137489285235, 'n': 28, 'trace_an': 0}
-
id: 28944028
{'hecke_orbit_code': 137489285235, 'n': 29, 'trace_an': -114}
-
id: 28944029
{'hecke_orbit_code': 137489285235, 'n': 30, 'trace_an': 0}
-
id: 28944030
{'hecke_orbit_code': 137489285235, 'n': 31, 'trace_an': 130}
-
id: 28944031
{'hecke_orbit_code': 137489285235, 'n': 32, 'trace_an': 0}
-
id: 28944032
{'hecke_orbit_code': 137489285235, 'n': 33, 'trace_an': 0}
-
id: 28944033
{'hecke_orbit_code': 137489285235, 'n': 34, 'trace_an': 0}
-
id: 28944034
{'hecke_orbit_code': 137489285235, 'n': 35, 'trace_an': 2}
-
id: 28944035
{'hecke_orbit_code': 137489285235, 'n': 36, 'trace_an': 40}
-
id: 28944036
{'hecke_orbit_code': 137489285235, 'n': 37, 'trace_an': 0}
-
id: 28944037
{'hecke_orbit_code': 137489285235, 'n': 38, 'trace_an': 0}
-
id: 28944038
{'hecke_orbit_code': 137489285235, 'n': 39, 'trace_an': -168}
-
id: 28944039
{'hecke_orbit_code': 137489285235, 'n': 40, 'trace_an': 0}
-
id: 28944040
{'hecke_orbit_code': 137489285235, 'n': 41, 'trace_an': 58}
-
id: 28944041
{'hecke_orbit_code': 137489285235, 'n': 42, 'trace_an': 0}
-
id: 28944042
{'hecke_orbit_code': 137489285235, 'n': 43, 'trace_an': 0}
-
id: 28944043
{'hecke_orbit_code': 137489285235, 'n': 44, 'trace_an': 0}
-
id: 28944044
{'hecke_orbit_code': 137489285235, 'n': 45, 'trace_an': 0}
-
id: 28944045
{'hecke_orbit_code': 137489285235, 'n': 46, 'trace_an': -248}
-
id: 28944046
{'hecke_orbit_code': 137489285235, 'n': 47, 'trace_an': 0}
-
id: 28944047
{'hecke_orbit_code': 137489285235, 'n': 48, 'trace_an': 0}
-
id: 28944048
{'hecke_orbit_code': 137489285235, 'n': 49, 'trace_an': 152}
-
id: 28944049
{'hecke_orbit_code': 137489285235, 'n': 50, 'trace_an': 200}
-
id: 28944050
{'hecke_orbit_code': 137489285235, 'n': 51, 'trace_an': 0}
-
id: 28944051
{'hecke_orbit_code': 137489285235, 'n': 52, 'trace_an': 0}
-
id: 28944052
{'hecke_orbit_code': 137489285235, 'n': 53, 'trace_an': 0}
-
id: 28944053
{'hecke_orbit_code': 137489285235, 'n': 54, 'trace_an': -196}
-
id: 28944054
{'hecke_orbit_code': 137489285235, 'n': 55, 'trace_an': 268}
-
id: 28944055
{'hecke_orbit_code': 137489285235, 'n': 56, 'trace_an': 0}
-
id: 28944056
{'hecke_orbit_code': 137489285235, 'n': 57, 'trace_an': 0}
-
id: 28944057
{'hecke_orbit_code': 137489285235, 'n': 58, 'trace_an': 0}
-
id: 28944058
{'hecke_orbit_code': 137489285235, 'n': 59, 'trace_an': 62}
-
id: 28944059
{'hecke_orbit_code': 137489285235, 'n': 60, 'trace_an': 0}
-
id: 28944060
{'hecke_orbit_code': 137489285235, 'n': 61, 'trace_an': 0}
-
id: 28944061
{'hecke_orbit_code': 137489285235, 'n': 62, 'trace_an': 0}
-
id: 28944062
{'hecke_orbit_code': 137489285235, 'n': 63, 'trace_an': 0}
-
id: 28944063
{'hecke_orbit_code': 137489285235, 'n': 64, 'trace_an': 100}
-
id: 28944064
{'hecke_orbit_code': 137489285235, 'n': 65, 'trace_an': 0}
-
id: 28944065
{'hecke_orbit_code': 137489285235, 'n': 66, 'trace_an': 0}
-
id: 28944066
{'hecke_orbit_code': 137489285235, 'n': 67, 'trace_an': 0}
-
id: 28944067
{'hecke_orbit_code': 137489285235, 'n': 68, 'trace_an': 0}
-
id: 28944068
{'hecke_orbit_code': 137489285235, 'n': 69, 'trace_an': 376}
-
id: 28944069
{'hecke_orbit_code': 137489285235, 'n': 70, 'trace_an': -636}
-
id: 28944070
{'hecke_orbit_code': 137489285235, 'n': 71, 'trace_an': -142}
-
id: 28944071
{'hecke_orbit_code': 137489285235, 'n': 72, 'trace_an': 0}
-
id: 28944072
{'hecke_orbit_code': 137489285235, 'n': 73, 'trace_an': 0}
-
id: 28944073
{'hecke_orbit_code': 137489285235, 'n': 74, 'trace_an': 0}
-
id: 28944074
{'hecke_orbit_code': 137489285235, 'n': 75, 'trace_an': 428}
-
id: 28944075
{'hecke_orbit_code': 137489285235, 'n': 76, 'trace_an': 0}
-
id: 28944076
{'hecke_orbit_code': 137489285235, 'n': 77, 'trace_an': 0}
-
id: 28944077
{'hecke_orbit_code': 137489285235, 'n': 78, 'trace_an': 0}
-
id: 28944078
{'hecke_orbit_code': 137489285235, 'n': 79, 'trace_an': 0}
-
id: 28944079
{'hecke_orbit_code': 137489285235, 'n': 80, 'trace_an': 0}
-
id: 28944080
{'hecke_orbit_code': 137489285235, 'n': 81, 'trace_an': -826}
-
id: 28944081
{'hecke_orbit_code': 137489285235, 'n': 82, 'trace_an': 0}
-
id: 28944082
{'hecke_orbit_code': 137489285235, 'n': 83, 'trace_an': 0}
-
id: 28944083
{'hecke_orbit_code': 137489285235, 'n': 84, 'trace_an': 0}
-
id: 28944084
{'hecke_orbit_code': 137489285235, 'n': 85, 'trace_an': -174}
-
id: 28944085
{'hecke_orbit_code': 137489285235, 'n': 86, 'trace_an': 0}
-
id: 28944086
{'hecke_orbit_code': 137489285235, 'n': 87, 'trace_an': 0}
-
id: 28944087
{'hecke_orbit_code': 137489285235, 'n': 88, 'trace_an': 0}
-
id: 28944088
{'hecke_orbit_code': 137489285235, 'n': 89, 'trace_an': 0}
-
id: 28944089
{'hecke_orbit_code': 137489285235, 'n': 90, 'trace_an': 0}
-
id: 28944090
{'hecke_orbit_code': 137489285235, 'n': 91, 'trace_an': 0}
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id: 28944091
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