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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [7, -1], [11, -1]], 30, 16], [[[3, 1], [7, -1], [11, -1]], 16, 6], [[[3, -1], [7, 1], [11, 1]], 28, 6], [[[3, 1], [7, -1], [11, 1]], 16, 6], [[[3, -1], [7, 1], [11, -1]], 20, 8], [[[3, -1], [7, -1], [11, 1]], 24, 10], [[[3, 1], [7, 1], [11, -1]], 19, 4], [[[3, 1], [7, 1], [11, 1]], 19, 4]], 'ALdims': [19, 19, 16, 16, 28, 20, 24, 30], 'Nk2': 19404, 'analytic_conductor': 38.73543002052311, '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': [4851, 1, [4313, 199, 442], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 641, 'dim': 172, 'eis_dim': 63, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5, 13, 17], 'hecke_orbit_code': 33559283, 'hecke_orbit_dims': [1, 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, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 6, 6, 6, 6, 10, 10, 10], 'label': '4851.2.a', 'level': 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mf_subspaces • Show schema
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id: 1062910
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4851.2.a', 'level': 4851, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 11, 'sub_label': '231.2.a', 'sub_level': 231, 'sub_mult': 4, 'weight': 2}
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id: 1062906
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4851.2.a', 'level': 4851, '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': 9, 'weight': 2}
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id: 1062909
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4851.2.a', 'level': 4851, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '21.2.a', 'sub_level': 21, 'sub_mult': 8, 'weight': 2}
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id: 1062911
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4851.2.a', 'level': 4851, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '33.2.a', 'sub_level': 33, 'sub_mult': 6, 'weight': 2}
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id: 1062914
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4851.2.a', 'level': 4851, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '49.2.a', 'sub_level': 49, 'sub_mult': 6, 'weight': 2}
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id: 1062916
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4851.2.a', 'level': 4851, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '63.2.a', 'sub_level': 63, 'sub_mult': 4, 'weight': 2}
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id: 1062918
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4851.2.a', 'level': 4851, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '77.2.a', 'sub_level': 77, 'sub_mult': 6, 'weight': 2}
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id: 1062919
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4851.2.a', 'level': 4851, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '99.2.a', 'sub_level': 99, 'sub_mult': 3, 'weight': 2}
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id: 1062907
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4851.2.a', 'level': 4851, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '147.2.a', 'sub_level': 147, 'sub_mult': 4, 'weight': 2}
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id: 1062912
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4851.2.a', 'level': 4851, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 14, 'sub_label': '441.2.a', 'sub_level': 441, 'sub_mult': 2, 'weight': 2}
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id: 1062915
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4851.2.a', 'level': 4851, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 34, 'sub_label': '539.2.a', 'sub_level': 539, 'sub_mult': 3, 'weight': 2}
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id: 1062917
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4851.2.a', 'level': 4851, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 24, 'sub_label': '693.2.a', 'sub_level': 693, 'sub_mult': 2, 'weight': 2}
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id: 1062908
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4851.2.a', 'level': 4851, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 68, 'sub_label': '1617.2.a', 'sub_level': 1617, 'sub_mult': 2, 'weight': 2}
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id: 1062913
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4851.2.a', 'level': 4851, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 172, 'sub_label': '4851.2.a', 'sub_level': 4851, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '4851.2.a', 'level': 4851, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 4832000
{'hecke_orbit_code': 33559283, 'n': 1, 'trace_an': 172}
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id: 4832001
{'hecke_orbit_code': 33559283, 'n': 2, 'trace_an': 1}
-
id: 4832002
{'hecke_orbit_code': 33559283, 'n': 3, 'trace_an': 0}
-
id: 4832003
{'hecke_orbit_code': 33559283, 'n': 4, 'trace_an': 171}
-
id: 4832004
{'hecke_orbit_code': 33559283, 'n': 5, 'trace_an': 5}
-
id: 4832005
{'hecke_orbit_code': 33559283, 'n': 6, 'trace_an': 0}
-
id: 4832006
{'hecke_orbit_code': 33559283, 'n': 7, 'trace_an': 0}
-
id: 4832007
{'hecke_orbit_code': 33559283, 'n': 8, 'trace_an': -9}
-
id: 4832008
{'hecke_orbit_code': 33559283, 'n': 9, 'trace_an': 0}
-
id: 4832009
{'hecke_orbit_code': 33559283, 'n': 10, 'trace_an': -8}
-
id: 4832010
{'hecke_orbit_code': 33559283, 'n': 11, 'trace_an': -2}
-
id: 4832011
{'hecke_orbit_code': 33559283, 'n': 12, 'trace_an': 0}
-
id: 4832012
{'hecke_orbit_code': 33559283, 'n': 13, 'trace_an': 10}
-
id: 4832013
{'hecke_orbit_code': 33559283, 'n': 14, 'trace_an': 0}
-
id: 4832014
{'hecke_orbit_code': 33559283, 'n': 15, 'trace_an': 0}
-
id: 4832015
{'hecke_orbit_code': 33559283, 'n': 16, 'trace_an': 165}
-
id: 4832016
{'hecke_orbit_code': 33559283, 'n': 17, 'trace_an': 16}
-
id: 4832017
{'hecke_orbit_code': 33559283, 'n': 18, 'trace_an': 0}
-
id: 4832018
{'hecke_orbit_code': 33559283, 'n': 19, 'trace_an': 0}
-
id: 4832019
{'hecke_orbit_code': 33559283, 'n': 20, 'trace_an': -12}
-
id: 4832020
{'hecke_orbit_code': 33559283, 'n': 21, 'trace_an': 0}
-
id: 4832021
{'hecke_orbit_code': 33559283, 'n': 22, 'trace_an': 1}
-
id: 4832022
{'hecke_orbit_code': 33559283, 'n': 23, 'trace_an': 1}
-
id: 4832023
{'hecke_orbit_code': 33559283, 'n': 24, 'trace_an': 0}
-
id: 4832024
{'hecke_orbit_code': 33559283, 'n': 25, 'trace_an': 185}
-
id: 4832025
{'hecke_orbit_code': 33559283, 'n': 26, 'trace_an': -6}
-
id: 4832026
{'hecke_orbit_code': 33559283, 'n': 27, 'trace_an': 0}
-
id: 4832027
{'hecke_orbit_code': 33559283, 'n': 28, 'trace_an': 0}
-
id: 4832028
{'hecke_orbit_code': 33559283, 'n': 29, 'trace_an': 14}
-
id: 4832029
{'hecke_orbit_code': 33559283, 'n': 30, 'trace_an': 0}
-
id: 4832030
{'hecke_orbit_code': 33559283, 'n': 31, 'trace_an': -13}
-
id: 4832031
{'hecke_orbit_code': 33559283, 'n': 32, 'trace_an': 3}
-
id: 4832032
{'hecke_orbit_code': 33559283, 'n': 33, 'trace_an': 0}
-
id: 4832033
{'hecke_orbit_code': 33559283, 'n': 34, 'trace_an': 22}
-
id: 4832034
{'hecke_orbit_code': 33559283, 'n': 35, 'trace_an': 0}
-
id: 4832035
{'hecke_orbit_code': 33559283, 'n': 36, 'trace_an': 0}
-
id: 4832036
{'hecke_orbit_code': 33559283, 'n': 37, 'trace_an': -3}
-
id: 4832037
{'hecke_orbit_code': 33559283, 'n': 38, 'trace_an': -16}
-
id: 4832038
{'hecke_orbit_code': 33559283, 'n': 39, 'trace_an': 0}
-
id: 4832039
{'hecke_orbit_code': 33559283, 'n': 40, 'trace_an': 30}
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id: 4832950
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id: 4832951
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id: 4832998
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id: 4832999
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