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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [11, 1], [19, -1]], 23, 5], [[[2, -1], [11, -1], [19, -1]], 26, 9], [[[2, 1], [11, -1], [19, -1]], 19, 7], [[[2, 1], [11, -1], [19, 1]], 24, 14], [[[2, -1], [11, 1], [19, 1]], 25, 6], [[[2, 1], [11, 1], [19, 1]], 16, 3], [[[2, -1], [11, 1], [19, -1]], 14, 6], [[[2, -1], [11, -1], [19, 1]], 16, 6]], 'ALdims': [16, 23, 24, 19, 25, 14, 16, 26], 'Nk2': 18392, 'analytic_conductor': 36.71521484938472, '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': [4598, 1, [3269, 3631], [1, 1]], 'conrey_index': 1, 'cusp_dim': 637, 'dim': 163, 'eis_dim': 47, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5, 7, 13], 'hecke_orbit_code': 33559030, 'hecke_orbit_dims': [1, 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, 3, 3, 4, 4, 4, 4, 4, 4, 8, 8, 8, 8, 8, 8, 10, 10], 'label': '4598.2.a', 'level': 4598, 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mf_subspaces • Show schema
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id: 1036550
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4598.2.a', 'level': 4598, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '38.2.a', 'sub_level': 38, 'sub_mult': 3, 'weight': 2}
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id: 1036545
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4598.2.a', 'level': 4598, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '121.2.a', 'sub_level': 121, 'sub_mult': 4, 'weight': 2}
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id: 1036547
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4598.2.a', 'level': 4598, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 15, 'sub_label': '209.2.a', 'sub_level': 209, 'sub_mult': 4, 'weight': 2}
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id: 1036544
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4598.2.a', 'level': 4598, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '11.2.a', 'sub_level': 11, 'sub_mult': 8, 'weight': 2}
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id: 1036546
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4598.2.a', 'level': 4598, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '19.2.a', 'sub_level': 19, 'sub_mult': 6, 'weight': 2}
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id: 1036549
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4598.2.a', 'level': 4598, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 10, 'sub_label': '242.2.a', 'sub_level': 242, 'sub_mult': 2, 'weight': 2}
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id: 1036551
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4598.2.a', 'level': 4598, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 15, 'sub_label': '418.2.a', 'sub_level': 418, 'sub_mult': 2, 'weight': 2}
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id: 1036548
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4598.2.a', 'level': 4598, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 164, 'sub_label': '2299.2.a', 'sub_level': 2299, 'sub_mult': 2, 'weight': 2}
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id: 1036552
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4598.2.a', 'level': 4598, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 163, 'sub_label': '4598.2.a', 'sub_level': 4598, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '4598.2.a', 'level': 4598, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 4579000
{'hecke_orbit_code': 33559030, 'n': 1, 'trace_an': 163}
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id: 4579001
{'hecke_orbit_code': 33559030, 'n': 2, 'trace_an': -1}
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id: 4579002
{'hecke_orbit_code': 33559030, 'n': 3, 'trace_an': 4}
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id: 4579003
{'hecke_orbit_code': 33559030, 'n': 4, 'trace_an': 163}
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id: 4579004
{'hecke_orbit_code': 33559030, 'n': 5, 'trace_an': 2}
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id: 4579005
{'hecke_orbit_code': 33559030, 'n': 6, 'trace_an': -2}
-
id: 4579006
{'hecke_orbit_code': 33559030, 'n': 7, 'trace_an': 6}
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id: 4579007
{'hecke_orbit_code': 33559030, 'n': 8, 'trace_an': -1}
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id: 4579008
{'hecke_orbit_code': 33559030, 'n': 9, 'trace_an': 169}
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id: 4579009
{'hecke_orbit_code': 33559030, 'n': 10, 'trace_an': -2}
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id: 4579010
{'hecke_orbit_code': 33559030, 'n': 11, 'trace_an': 0}
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id: 4579011
{'hecke_orbit_code': 33559030, 'n': 12, 'trace_an': 4}
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id: 4579012
{'hecke_orbit_code': 33559030, 'n': 13, 'trace_an': -2}
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id: 4579013
{'hecke_orbit_code': 33559030, 'n': 14, 'trace_an': -4}
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id: 4579014
{'hecke_orbit_code': 33559030, 'n': 15, 'trace_an': 20}
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id: 4579015
{'hecke_orbit_code': 33559030, 'n': 16, 'trace_an': 163}
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id: 4579016
{'hecke_orbit_code': 33559030, 'n': 17, 'trace_an': 8}
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id: 4579017
{'hecke_orbit_code': 33559030, 'n': 18, 'trace_an': 3}
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id: 4579018
{'hecke_orbit_code': 33559030, 'n': 19, 'trace_an': 1}
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id: 4579019
{'hecke_orbit_code': 33559030, 'n': 20, 'trace_an': 2}
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id: 4579020
{'hecke_orbit_code': 33559030, 'n': 21, 'trace_an': 20}
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id: 4579021
{'hecke_orbit_code': 33559030, 'n': 22, 'trace_an': 0}
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id: 4579022
{'hecke_orbit_code': 33559030, 'n': 23, 'trace_an': 22}
-
id: 4579023
{'hecke_orbit_code': 33559030, 'n': 24, 'trace_an': -2}
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id: 4579024
{'hecke_orbit_code': 33559030, 'n': 25, 'trace_an': 173}
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id: 4579025
{'hecke_orbit_code': 33559030, 'n': 26, 'trace_an': -4}
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id: 4579026
{'hecke_orbit_code': 33559030, 'n': 27, 'trace_an': 16}
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id: 4579027
{'hecke_orbit_code': 33559030, 'n': 28, 'trace_an': 6}
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id: 4579028
{'hecke_orbit_code': 33559030, 'n': 29, 'trace_an': -10}
-
id: 4579029
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