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mf_newspaces • Show schema
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{'Nk2': 27900, 'analytic_conductor': 84.46888195169204, 'char_conductor': 775, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 27, 'char_orbit_label': 'ba', 'char_order': 10, 'char_parity': -1, 'char_values': [3100, 10, [1551, 2977, 1801], [10, 6, 3]], 'conrey_index': 1021, 'cusp_dim': 3816, 'dim': 640, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_orbit_code': 1786756729884, 'label': '3100.3.ba', 'level': 3100, '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': [2, 5, 31], 'level_radical': 310, 'mf_dim': 3864, 'mf_new_dim': 640, 'prim_orbit_index': 19, 'relative_dim': 160, 'sturm_bound': 1440, 'trace_display': [0, 0, -6, -4], 'traces': [640, 0, 0, 0, -6, 0, -4, 0, -1890, 0, 0, 0, 0, 0, 20, 0, 0, 0, 0, 0, 0, 0, -55, 0, 48, 0, 0, 0, 0, 0, 90, 0, -102, 0, 87, 0, -205, 0, 0, 0, 60, 0, -90, 0, 183, 0, 18, 0, -1140, 0, -35, 0, -50, 0, -200, 0, 0, 0, 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0, -1411, 0, 0, 0, 5900, 0, 30, 0, 5836, 0, 930, 0, -1450, 0, -4825, 0, 1000, 0, 180, 0, 6915, 0, -4460, 0, 1505, 0, -2625, 0, 2120, 0, -3441, 0, 2067, 0, -5075, 0, -600, 0, 571, 0, -5379, 0, -545, 0, -1430, 0, -1035, 0, 4300, 0, -11252, 0, -2940, 0, -5500, 0, 0, 0, 7544, 0, 8915, 0, 2782, 0, -1425, 0, -1775, 0, -6437, 0, -616, 0, -845, 0, -6075, 0, 0, 0, -7830, 0, 1762, 0, 2035, 0, -825, 0, 2275, 0, -10550, 0, 5425, 0, -2923, 0, 1445, 0, 5430, 0, 0, 0, 1586, 0, -5681, 0, 13700, 0, 3735, 0, 3748, 0, 1136, 0, 3387, 0, 0, 0, 0, 0, 5630, 0, 460, 0, 1480, 0, -5, 0, 0, 0, 3779, 0, -3492, 0, 186, 0, 1375, 0, 1450, 0, -3205, 0, 9915, 0, -4381, 0, -12400, 0, 0, 0, 5870, 0, 2940, 0, 15215, 0, -795, 0, 5955, 0, 5930, 0, 13840, 0, 3249, 0, 5100, 0, 2275, 0, 792, 0, 783, 0, 2613, 0, 2740, 0, -2200, 0, 0, 0, -4235, 0, -684, 0, -6600, 0, -13210, 0, 2550, 0, -5162, 0, -5606, 0, -790, 0, 1625, 0, 10070, 0, -13280, 0, -6730, 0, 3245, 0, -1775, 0, -10340, 0, 1015, 0, -8950, 0, -17725, 0, 9960, 0, 286, 0, -11607, 0, 8785, 0, -5470, 0, 1960, 0, 8640, 0, -9960, 0, -10309, 0, 4700, 0, -2130, 0, -10180, 0, 10400, 0, 12140, 0, 1790, 0, 6900, 0, 10384, 0, -1170, 0, -8419, 0, -4350, 0], 'weight': 3, 'weight_parity': -1}
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mf_subspaces • Show schema
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id: 774280
{'char_orbit_index': 27, 'char_orbit_label': 'ba', 'conrey_index': 1021, 'conrey_indexes': [1021, 2681, 2941, 3061], 'label': '3100.3.ba', 'level': 3100, 'sub_char_orbit_index': 19, 'sub_char_orbit_label': 's', 'sub_conrey_index': 246, 'sub_conrey_indexes': [246, 356, 616, 736], 'sub_dim': 632, 'sub_label': '775.3.s', 'sub_level': 775, 'sub_mult': 3, 'weight': 3}
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id: 774278
{'char_orbit_index': 27, 'char_orbit_label': 'ba', 'conrey_index': 1021, 'conrey_indexes': [1021, 2681, 2941, 3061], 'label': '3100.3.ba', 'level': 3100, 'sub_char_orbit_index': 17, 'sub_char_orbit_label': 'q', 'sub_conrey_index': 1021, 'sub_conrey_indexes': [1021, 1131, 1391, 1511], 'sub_dim': 640, 'sub_label': '1550.3.q', 'sub_level': 1550, 'sub_mult': 2, 'weight': 3}
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id: 774279
{'char_orbit_index': 27, 'char_orbit_label': 'ba', 'conrey_index': 1021, 'conrey_indexes': [1021, 2681, 2941, 3061], 'label': '3100.3.ba', 'level': 3100, 'sub_char_orbit_index': 27, 'sub_char_orbit_label': 'ba', 'sub_conrey_index': 1021, 'sub_conrey_indexes': [1021, 2681, 2941, 3061], 'sub_dim': 640, 'sub_label': '3100.3.ba', 'sub_level': 3100, 'sub_mult': 1, 'weight': 3}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 27, 'label': '3100.3.ba', 'level': 3100, 'portrait': 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', 'weight': 3}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 181509000
{'hecke_orbit_code': 1786756729884, 'n': 1, 'trace_an': 640}
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id: 181509001
{'hecke_orbit_code': 1786756729884, 'n': 2, 'trace_an': 0}
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id: 181509002
{'hecke_orbit_code': 1786756729884, 'n': 3, 'trace_an': 0}
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id: 181509003
{'hecke_orbit_code': 1786756729884, 'n': 4, 'trace_an': 0}
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id: 181509004
{'hecke_orbit_code': 1786756729884, 'n': 5, 'trace_an': -6}
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id: 181509005
{'hecke_orbit_code': 1786756729884, 'n': 6, 'trace_an': 0}
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id: 181509006
{'hecke_orbit_code': 1786756729884, 'n': 7, 'trace_an': -4}
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id: 181509007
{'hecke_orbit_code': 1786756729884, 'n': 8, 'trace_an': 0}
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id: 181509008
{'hecke_orbit_code': 1786756729884, 'n': 9, 'trace_an': -1890}
-
id: 181509009
{'hecke_orbit_code': 1786756729884, 'n': 10, 'trace_an': 0}
-
id: 181509010
{'hecke_orbit_code': 1786756729884, 'n': 11, 'trace_an': 0}
-
id: 181509011
{'hecke_orbit_code': 1786756729884, 'n': 12, 'trace_an': 0}
-
id: 181509012
{'hecke_orbit_code': 1786756729884, 'n': 13, 'trace_an': 0}
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id: 181509013
{'hecke_orbit_code': 1786756729884, 'n': 14, 'trace_an': 0}
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id: 181509014
{'hecke_orbit_code': 1786756729884, 'n': 15, 'trace_an': 20}
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