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{'AL_dims': [[[[5, -1], [11, -1], [19, -1]], 20, 1], [[[5, 1], [11, 1], [19, -1]], 21, 2], [[[5, -1], [11, 1], [19, 1]], 22, 1], [[[5, 1], [11, 1], [19, 1]], 23, 1], [[[5, -1], [11, 1], [19, -1]], 24, 1], [[[5, -1], [11, -1], [19, 1]], 22, 1], [[[5, 1], [11, -1], [19, 1]], 23, 1], [[[5, 1], [11, -1], [19, -1]], 25, 1]], 'Nk2': 16720, 'analytic_conductor': 61.656995955998944, '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': [1045, 1, [837, 761, 496], [1, 1, 1]], 'conrey_indexes': [1], 'cusp_dim': 356, 'dim': 180, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 67109909, 'hecke_orbit_dims': [1, 20, 20, 22, 22, 23, 23, 24, 25], 'label': '1045.4.a', 'level': 1045, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 11, 19], 'level_radical': 1045, 'mf_dim': 364, 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mf_subspaces • Show schema
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id: 362078
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '1045.4.a', 'level': 1045, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '5.4.a', 'sub_level': 5, 'sub_mult': 4, 'weight': 4}
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id: 362073
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '1045.4.a', 'level': 1045, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '11.4.a', 'sub_level': 11, 'sub_mult': 4, 'weight': 4}
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id: 362074
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '1045.4.a', 'level': 1045, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '19.4.a', 'sub_level': 19, 'sub_mult': 4, 'weight': 4}
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id: 362076
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '1045.4.a', 'level': 1045, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 10, 'sub_label': '55.4.a', 'sub_level': 55, 'sub_mult': 2, 'weight': 4}
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id: 362077
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '1045.4.a', 'level': 1045, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 18, 'sub_label': '95.4.a', 'sub_level': 95, 'sub_mult': 2, 'weight': 4}
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id: 362075
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '1045.4.a', 'level': 1045, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 46, 'sub_label': '209.4.a', 'sub_level': 209, 'sub_mult': 2, 'weight': 4}
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id: 362072
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '1045.4.a', 'level': 1045, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 180, 'sub_label': '1045.4.a', 'sub_level': 1045, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '1045.4.a', 'level': 1045, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 11022000
{'hecke_orbit_code': 67109909, 'n': 1, 'trace_an': 180}
-
id: 11022001
{'hecke_orbit_code': 67109909, 'n': 2, 'trace_an': 0}
-
id: 11022002
{'hecke_orbit_code': 67109909, 'n': 3, 'trace_an': 0}
-
id: 11022003
{'hecke_orbit_code': 67109909, 'n': 4, 'trace_an': 720}
-
id: 11022004
{'hecke_orbit_code': 67109909, 'n': 5, 'trace_an': -20}
-
id: 11022005
{'hecke_orbit_code': 67109909, 'n': 6, 'trace_an': -136}
-
id: 11022006
{'hecke_orbit_code': 67109909, 'n': 7, 'trace_an': 0}
-
id: 11022007
{'hecke_orbit_code': 67109909, 'n': 8, 'trace_an': 24}
-
id: 11022008
{'hecke_orbit_code': 67109909, 'n': 9, 'trace_an': 1676}
-
id: 11022009
{'hecke_orbit_code': 67109909, 'n': 10, 'trace_an': 0}
-
id: 11022010
{'hecke_orbit_code': 67109909, 'n': 11, 'trace_an': 0}
-
id: 11022011
{'hecke_orbit_code': 67109909, 'n': 12, 'trace_an': -128}
-
id: 11022012
{'hecke_orbit_code': 67109909, 'n': 13, 'trace_an': 0}
-
id: 11022013
{'hecke_orbit_code': 67109909, 'n': 14, 'trace_an': -128}
-
id: 11022014
{'hecke_orbit_code': 67109909, 'n': 15, 'trace_an': 0}
-
id: 11022015
{'hecke_orbit_code': 67109909, 'n': 16, 'trace_an': 2824}
-
id: 11022016
{'hecke_orbit_code': 67109909, 'n': 17, 'trace_an': 0}
-
id: 11022017
{'hecke_orbit_code': 67109909, 'n': 18, 'trace_an': 1024}
-
id: 11022018
{'hecke_orbit_code': 67109909, 'n': 19, 'trace_an': 0}
-
id: 11022019
{'hecke_orbit_code': 67109909, 'n': 20, 'trace_an': -200}
-
id: 11022020
{'hecke_orbit_code': 67109909, 'n': 21, 'trace_an': -64}
-
id: 11022021
{'hecke_orbit_code': 67109909, 'n': 22, 'trace_an': 0}
-
id: 11022022
{'hecke_orbit_code': 67109909, 'n': 23, 'trace_an': -552}
-
id: 11022023
{'hecke_orbit_code': 67109909, 'n': 24, 'trace_an': -152}
-
id: 11022024
{'hecke_orbit_code': 67109909, 'n': 25, 'trace_an': 4500}
-
id: 11022025
{'hecke_orbit_code': 67109909, 'n': 26, 'trace_an': 1504}
-
id: 11022026
{'hecke_orbit_code': 67109909, 'n': 27, 'trace_an': -528}
-
id: 11022027
{'hecke_orbit_code': 67109909, 'n': 28, 'trace_an': 0}
-
id: 11022028
{'hecke_orbit_code': 67109909, 'n': 29, 'trace_an': -56}
-
id: 11022029
{'hecke_orbit_code': 67109909, 'n': 30, 'trace_an': 560}
-
id: 11022030
{'hecke_orbit_code': 67109909, 'n': 31, 'trace_an': -176}
-
id: 11022031
{'hecke_orbit_code': 67109909, 'n': 32, 'trace_an': 2152}
-
id: 11022032
{'hecke_orbit_code': 67109909, 'n': 33, 'trace_an': 0}
-
id: 11022033
{'hecke_orbit_code': 67109909, 'n': 34, 'trace_an': 376}
-
id: 11022034
{'hecke_orbit_code': 67109909, 'n': 35, 'trace_an': -80}
-
id: 11022035
{'hecke_orbit_code': 67109909, 'n': 36, 'trace_an': 9192}
-
id: 11022036
{'hecke_orbit_code': 67109909, 'n': 37, 'trace_an': 0}
-
id: 11022037
{'hecke_orbit_code': 67109909, 'n': 38, 'trace_an': -456}
-
id: 11022038
{'hecke_orbit_code': 67109909, 'n': 39, 'trace_an': 360}
-
id: 11022039
{'hecke_orbit_code': 67109909, 'n': 40, 'trace_an': 0}
-
id: 11022040
{'hecke_orbit_code': 67109909, 'n': 41, 'trace_an': 568}
-
id: 11022041
{'hecke_orbit_code': 67109909, 'n': 42, 'trace_an': 1864}
-
id: 11022042
{'hecke_orbit_code': 67109909, 'n': 43, 'trace_an': -1520}
-
id: 11022043
{'hecke_orbit_code': 67109909, 'n': 44, 'trace_an': 616}
-
id: 11022044
{'hecke_orbit_code': 67109909, 'n': 45, 'trace_an': 780}
-
id: 11022045
{'hecke_orbit_code': 67109909, 'n': 46, 'trace_an': -1968}
-
id: 11022046
{'hecke_orbit_code': 67109909, 'n': 47, 'trace_an': -2688}
-
id: 11022047
{'hecke_orbit_code': 67109909, 'n': 48, 'trace_an': 1880}
-
id: 11022048
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