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{'AL_dims': [[[[2, -1], [3, -1], [13, -1]], 13, 10], [[[2, 1], [3, -1], [13, 1]], 13, 7], [[[2, 1], [3, -1], [13, -1]], 14, 6], [[[2, -1], [3, -1], [13, 1]], 14, 10], [[[2, -1], [3, 1], [13, -1]], 10, 4], [[[2, 1], [3, 1], [13, -1]], 8, 2], [[[2, -1], [3, 1], [13, 1]], 8, 4], [[[2, 1], [3, 1], [13, 1]], 10, 2]], 'ALdims': [10, 8, 13, 14, 8, 10, 14, 13], 'Nk2': 29952, 'analytic_conductor': 110.45157553074642, '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': [1872, 1, [703, 469, 209, 145], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 984, 'dim': 90, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 67110736, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 4, 4, 4, 4, 5, 5], 'label': '1872.4.a', 'level': 1872, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 13], 'level_radical': 78, 'mf_dim': 1032, 'mf_new_dim': 90, 'num_forms': 45, 'plus_dim': 48, 'prim_orbit_index': 1, 'relative_dim': 90, 'sturm_bound': 1344, 'trace_bound': 7, 'trace_display': [0, 0, 0, 14], 'traces': [90, 0, 0, 0, 0, 0, 14, 0, 0, 0, 46, 0, 0, 0, 0, 0, 76, 0, -138, 0, 0, 0, -248, 0, 2082, 0, 0, 0, -144, 0, 450, 0, 0, 0, 576, 0, -8, 0, 0, 0, 20, 0, -620, 0, 0, 0, -1838, 0, 4818, 0, 0, 0, 572, 0, 1140, 0, 0, 0, 1062, 0, 1012, 0, 0, 0, 0, 0, -1122, 0, 0, 0, -2394, 0, 1812, 0, 0, 0, 860, 0, 1476, 0, 0, 0, 4562, 0, -1536, 0, 0, 0, 1364, 0, -546, 0, 0, 0, -4644, 0, 708, 0, 0, 0, 1404, 0, -1416, 0, 0, 0, -652, 0, 184, 0, 0, 0, -3512, 0, -4104, 0, 0, 0, -2380, 0, 8798, 0, 0, 0, -2904, 0, 336, 0, 0, 0, -3336, 0, -4148, 0, 0, 0, 3556, 0, 5856, 0, 0, 0, -1430, 0, 4048, 0, 0, 0, 2664, 0, 1638, 0, 0, 0, -388, 0, 2504, 0, 0, 0, 232, 0, 6378, 0, 0, 0, 194, 0, 15210, 0, 0, 0, -4492, 0, -1678, 0, 0, 0, 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mf_subspaces • Show schema
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id: 540174
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1872.4.a', 'level': 1872, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '6.4.a', 'sub_level': 6, 'sub_mult': 16, 'weight': 4}
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id: 540175
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1872.4.a', 'level': 1872, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '8.4.a', 'sub_level': 8, 'sub_mult': 12, 'weight': 4}
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id: 540176
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1872.4.a', 'level': 1872, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '9.4.a', 'sub_level': 9, 'sub_mult': 10, 'weight': 4}
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id: 540153
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1872.4.a', 'level': 1872, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '12.4.a', 'sub_level': 12, 'sub_mult': 12, 'weight': 4}
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id: 540154
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1872.4.a', 'level': 1872, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '13.4.a', 'sub_level': 13, 'sub_mult': 15, 'weight': 4}
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id: 540157
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1872.4.a', 'level': 1872, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '16.4.a', 'sub_level': 16, 'sub_mult': 6, 'weight': 4}
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id: 540158
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1872.4.a', 'level': 1872, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '18.4.a', 'sub_level': 18, 'sub_mult': 8, 'weight': 4}
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id: 540162
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1872.4.a', 'level': 1872, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '24.4.a', 'sub_level': 24, 'sub_mult': 8, 'weight': 4}
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id: 540163
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1872.4.a', 'level': 1872, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '26.4.a', 'sub_level': 26, 'sub_mult': 12, 'weight': 4}
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id: 540165
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1872.4.a', 'level': 1872, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '36.4.a', 'sub_level': 36, 'sub_mult': 6, 'weight': 4}
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id: 540166
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1872.4.a', 'level': 1872, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '39.4.a', 'sub_level': 39, 'sub_mult': 10, 'weight': 4}
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id: 540168
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1872.4.a', 'level': 1872, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '48.4.a', 'sub_level': 48, 'sub_mult': 4, 'weight': 4}
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id: 540169
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1872.4.a', 'level': 1872, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '52.4.a', 'sub_level': 52, 'sub_mult': 9, 'weight': 4}
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id: 540171
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1872.4.a', 'level': 1872, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '72.4.a', 'sub_level': 72, 'sub_mult': 4, 'weight': 4}
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id: 540172
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1872.4.a', 'level': 1872, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '78.4.a', 'sub_level': 78, 'sub_mult': 8, 'weight': 4}
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id: 540151
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1872.4.a', 'level': 1872, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 9, 'sub_label': '104.4.a', 'sub_level': 104, 'sub_mult': 6, 'weight': 4}
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id: 540152
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1872.4.a', 'level': 1872, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 15, 'sub_label': '117.4.a', 'sub_level': 117, 'sub_mult': 5, 'weight': 4}
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id: 540155
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1872.4.a', 'level': 1872, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '144.4.a', 'sub_level': 144, 'sub_mult': 2, 'weight': 4}
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id: 540156
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1872.4.a', 'level': 1872, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '156.4.a', 'sub_level': 156, 'sub_mult': 6, 'weight': 4}
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id: 540160
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1872.4.a', 'level': 1872, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 18, 'sub_label': '208.4.a', 'sub_level': 208, 'sub_mult': 3, 'weight': 4}
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id: 540161
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1872.4.a', 'level': 1872, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 15, 'sub_label': '234.4.a', 'sub_level': 234, 'sub_mult': 4, 'weight': 4}
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id: 540164
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1872.4.a', 'level': 1872, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 18, 'sub_label': '312.4.a', 'sub_level': 312, 'sub_mult': 4, 'weight': 4}
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id: 540167
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1872.4.a', 'level': 1872, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 15, 'sub_label': '468.4.a', 'sub_level': 468, 'sub_mult': 3, 'weight': 4}
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id: 540170
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1872.4.a', 'level': 1872, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 36, 'sub_label': '624.4.a', 'sub_level': 624, 'sub_mult': 2, 'weight': 4}
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id: 540173
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1872.4.a', 'level': 1872, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 45, 'sub_label': '936.4.a', 'sub_level': 936, 'sub_mult': 2, 'weight': 4}
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id: 540159
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1872.4.a', 'level': 1872, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 90, 'sub_label': '1872.4.a', 'sub_level': 1872, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '1872.4.a', 'level': 1872, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 11849000
{'hecke_orbit_code': 67110736, 'n': 1, 'trace_an': 90}
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id: 11849001
{'hecke_orbit_code': 67110736, 'n': 2, 'trace_an': 0}
-
id: 11849002
{'hecke_orbit_code': 67110736, 'n': 3, 'trace_an': 0}
-
id: 11849003
{'hecke_orbit_code': 67110736, 'n': 4, 'trace_an': 0}
-
id: 11849004
{'hecke_orbit_code': 67110736, 'n': 5, 'trace_an': 0}
-
id: 11849005
{'hecke_orbit_code': 67110736, 'n': 6, 'trace_an': 0}
-
id: 11849006
{'hecke_orbit_code': 67110736, 'n': 7, 'trace_an': 14}
-
id: 11849007
{'hecke_orbit_code': 67110736, 'n': 8, 'trace_an': 0}
-
id: 11849008
{'hecke_orbit_code': 67110736, 'n': 9, 'trace_an': 0}
-
id: 11849009
{'hecke_orbit_code': 67110736, 'n': 10, 'trace_an': 0}
-
id: 11849010
{'hecke_orbit_code': 67110736, 'n': 11, 'trace_an': 46}
-
id: 11849011
{'hecke_orbit_code': 67110736, 'n': 12, 'trace_an': 0}
-
id: 11849012
{'hecke_orbit_code': 67110736, 'n': 13, 'trace_an': 0}
-
id: 11849013
{'hecke_orbit_code': 67110736, 'n': 14, 'trace_an': 0}
-
id: 11849014
{'hecke_orbit_code': 67110736, 'n': 15, 'trace_an': 0}
-
id: 11849015
{'hecke_orbit_code': 67110736, 'n': 16, 'trace_an': 0}
-
id: 11849016
{'hecke_orbit_code': 67110736, 'n': 17, 'trace_an': 76}
-
id: 11849017
{'hecke_orbit_code': 67110736, 'n': 18, 'trace_an': 0}
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id: 11849018
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