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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [5, -1], [13, -1]], 2, 2], [[[3, 1], [5, 1], [13, -1]], 3, 1], [[[3, -1], [5, 1], [13, 1]], 1, 1], [[[3, 1], [5, -1], [13, 1]], 1, 1]], 'ALdims': [0, 3, 1, 0, 1, 0, 0, 2], 'Nk2': 780, 'analytic_conductor': 1.5570828394149674, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [195, 1, [131, 157, 106], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 25, 'dim': 7, 'eis_dim': 7, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 7], 'hecke_orbit_code': 33554627, 'hecke_orbit_dims': [1, 1, 1, 1, 3], 'label': '195.2.a', 'level': 195, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 5, 13], 'level_radical': 195, 'mf_dim': 32, 'mf_new_dim': 7, 'num_forms': 5, 'plus_dim': 0, 'prim_orbit_index': 1, 'relative_dim': 7, 'sturm_bound': 56, 'trace_bound': 5, 'trace_display': [5, -1, -1, 0], 'traces': 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80, -36, -62, 8, 4, -14, -96, -56, 4, 36, 0, 72, -112, -31, -160, -111, 14, -42, 26, 61, 96, -16, 7, -6, -64, -146, -70, 224, 11, -152, -80, 18, -44, 6, -4, 24, 72, -120, -34, -2, -4, -72, 112, -3, -52, -256, 28, 22, 32, 16, 58, -12, 72, 60, -122, 32, -160, -32, 14, -80, -28, -63, -186, 24, 86, -118, -6, 44, -8, -62, -80, -18, -80, 13, 4, -96, -6, 53, 2, 4, 180, 86, -56, -72, 48, -4, -22, -2, 10, -88, 82, -32, 24, -7, 6, 146, -120, -100, 20, 40, -6, 166, -10, 1, -28, -256, -72, 96, -60, 34, -64, 50, -4, -22, -6, -14, 32, -104, 4, 96, 4, -8, 34, -12, 10, 45, -74, 52, 48, -64, -8, 68, -40, -16, 17, 142, -50, -76, -1, 0, 0, -34, 4, -30, 32, 120, -46, 136, -4, 12, -10, -20, 48, -4, 12, -208, 16, -35, 2, 42, 29, -144, 64, 22, -12, 62, -10, -16, 0, -22, 42, -136, 10, 76, -10, 13, 84, 42, -28, 36, -16, 94, 48, -62, 4, 56, 32, 102, 4, -144, 8, 26, 48, 13, 72, 168, 32, -174, -38, -112, -12, 148, 2, -8, 160, 28, -8, -134, -22, 62, 48, 18, 92, 104, 28, 6, 0, 24, 34, 128, -16, 62, -18, 40, 68, -78, 72, -84, 40, 9, -34, 128, 46, 48, 50, 78, -64, -68, -4, -144, 108, -96, -10, -36, -78, 96, -10, 22, 16, 48, -56, 8, -56, 45, -41, -82, -20, -22, 14, -40, -16, 45, 0, 42, -44, -7, 80, -24, -1, 118, -50, 116, 148, 81, 18, -4, 104, -86, -22, -52, -16, 28, -152, -20, -52, 296, 60, -104, 40, 68, 42, 44, -14, -3], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 150941
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '195.2.a', 'level': 195, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '15.2.a', 'sub_level': 15, 'sub_mult': 2, 'weight': 2}
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id: 150943
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '195.2.a', 'level': 195, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '39.2.a', 'sub_level': 39, 'sub_mult': 2, 'weight': 2}
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id: 150944
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '195.2.a', 'level': 195, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '65.2.a', 'sub_level': 65, 'sub_mult': 2, 'weight': 2}
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id: 150942
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '195.2.a', 'level': 195, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '195.2.a', 'sub_level': 195, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '195.2.a', 'level': 195, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 176000
{'hecke_orbit_code': 33554627, 'n': 1, 'trace_an': 7}
-
id: 176001
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id: 176105
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id: 176106
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id: 176107
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id: 176108
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id: 176109
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id: 176110
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id: 176111
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id: 176112
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id: 176113
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id: 176114
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id: 176115
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id: 176116
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id: 176117
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id: 176118
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id: 176119
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id: 176120
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id: 176121
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id: 176122
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id: 176123
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id: 176124
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id: 176125
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id: 176126
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id: 176127
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id: 176128
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id: 176129
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id: 176130
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id: 176131
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id: 176132
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id: 176133
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id: 176134
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id: 176135
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id: 176136
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id: 176137
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id: 176138
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id: 176139
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id: 176140
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id: 176141
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id: 176142
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id: 176143
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id: 176144
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id: 176145
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id: 176146
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id: 176147
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id: 176148
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id: 176149
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id: 176150
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id: 176151
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id: 176152
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id: 176153
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id: 176154
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id: 176155
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id: 176156
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id: 176157
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id: 176158
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id: 176159
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id: 176160
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id: 176161
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id: 176162
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id: 176221
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id: 176927
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id: 176941
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id: 176944
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id: 176947
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id: 176995
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id: 176997
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id: 176998
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id: 176999
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