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mf_newspaces • Show schema
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{'Nk2': 5520, 'analytic_conductor': 11.019355478936694, 'char_conductor': 69, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 2, 'char_parity': 1, 'char_values': [1380, 2, [691, 461, 277, 1201], [2, 1, 2, 1]], 'conrey_index': 1241, 'cusp_dim': 276, 'dim': 32, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [11], 'hecke_orbit_code': 549789369700, 'hecke_orbit_dims': [16, 16], 'label': '1380.2.i', 'level': 1380, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 23], 'level_radical': 690, 'mf_dim': 300, 'mf_new_dim': 32, 'num_forms': 2, 'prim_orbit_index': 3, 'relative_dim': 32, 'sturm_bound': 576, 'trace_bound': 5, 'trace_display': [0, 0, 0, 0], 'traces': [32, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 32, 0, -24, 0, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, -28, 0, 0, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 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mf_subspaces • Show schema
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id: 436573
{'char_orbit_index': 9, 'char_orbit_label': 'i', 'conrey_index': 1241, 'conrey_indexes': [1241], 'label': '1380.2.i', 'level': 1380, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 137, 'sub_conrey_indexes': [137], 'sub_dim': 8, 'sub_label': '138.2.d', 'sub_level': 138, 'sub_mult': 4, 'weight': 2}
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id: 436577
{'char_orbit_index': 9, 'char_orbit_label': 'i', 'conrey_index': 1241, 'conrey_indexes': [1241], 'label': '1380.2.i', 'level': 1380, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 68, 'sub_conrey_indexes': [68], 'sub_dim': 6, 'sub_label': '69.2.c', 'sub_level': 69, 'sub_mult': 6, 'weight': 2}
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id: 436574
{'char_orbit_index': 9, 'char_orbit_label': 'i', 'conrey_index': 1241, 'conrey_indexes': [1241], 'label': '1380.2.i', 'level': 1380, 'sub_char_orbit_index': 7, 'sub_char_orbit_label': 'g', 'sub_conrey_index': 137, 'sub_conrey_indexes': [137], 'sub_dim': 8, 'sub_label': '276.2.g', 'sub_level': 276, 'sub_mult': 2, 'weight': 2}
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id: 436575
{'char_orbit_index': 9, 'char_orbit_label': 'i', 'conrey_index': 1241, 'conrey_indexes': [1241], 'label': '1380.2.i', 'level': 1380, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 206, 'sub_conrey_indexes': [206], 'sub_dim': 32, 'sub_label': '345.2.c', 'sub_level': 345, 'sub_mult': 3, 'weight': 2}
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id: 436576
{'char_orbit_index': 9, 'char_orbit_label': 'i', 'conrey_index': 1241, 'conrey_indexes': [1241], 'label': '1380.2.i', 'level': 1380, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 551, 'sub_conrey_indexes': [551], 'sub_dim': 32, 'sub_label': '690.2.e', 'sub_level': 690, 'sub_mult': 2, 'weight': 2}
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id: 436572
{'char_orbit_index': 9, 'char_orbit_label': 'i', 'conrey_index': 1241, 'conrey_indexes': [1241], 'label': '1380.2.i', 'level': 1380, 'sub_char_orbit_index': 9, 'sub_char_orbit_label': 'i', 'sub_conrey_index': 1241, 'sub_conrey_indexes': [1241], 'sub_dim': 32, 'sub_label': '1380.2.i', 'sub_level': 1380, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 9, 'label': '1380.2.i', 'level': 1380, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 79822000
{'hecke_orbit_code': 549789369700, 'n': 1, 'trace_an': 32}
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id: 79822001
{'hecke_orbit_code': 549789369700, 'n': 2, 'trace_an': 0}
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id: 79822002
{'hecke_orbit_code': 549789369700, 'n': 3, 'trace_an': 0}
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id: 79822003
{'hecke_orbit_code': 549789369700, 'n': 4, 'trace_an': 0}
-
id: 79822004
{'hecke_orbit_code': 549789369700, 'n': 5, 'trace_an': 0}
-
id: 79822005
{'hecke_orbit_code': 549789369700, 'n': 6, 'trace_an': 0}
-
id: 79822006
{'hecke_orbit_code': 549789369700, 'n': 7, 'trace_an': 0}
-
id: 79822007
{'hecke_orbit_code': 549789369700, 'n': 8, 'trace_an': 0}
-
id: 79822008
{'hecke_orbit_code': 549789369700, 'n': 9, 'trace_an': 4}
-
id: 79822009
{'hecke_orbit_code': 549789369700, 'n': 10, 'trace_an': 0}
-
id: 79822010
{'hecke_orbit_code': 549789369700, 'n': 11, 'trace_an': 0}
-
id: 79822011
{'hecke_orbit_code': 549789369700, 'n': 12, 'trace_an': 0}
-
id: 79822012
{'hecke_orbit_code': 549789369700, 'n': 13, 'trace_an': 0}
-
id: 79822013
{'hecke_orbit_code': 549789369700, 'n': 14, 'trace_an': 0}
-
id: 79822014
{'hecke_orbit_code': 549789369700, 'n': 15, 'trace_an': 0}
-
id: 79822015
{'hecke_orbit_code': 549789369700, 'n': 16, 'trace_an': 0}
-
id: 79822016
{'hecke_orbit_code': 549789369700, 'n': 17, 'trace_an': 0}
-
id: 79822017
{'hecke_orbit_code': 549789369700, 'n': 18, 'trace_an': 0}
-
id: 79822018
{'hecke_orbit_code': 549789369700, 'n': 19, 'trace_an': 0}
-
id: 79822019
{'hecke_orbit_code': 549789369700, 'n': 20, 'trace_an': 0}
-
id: 79822020
{'hecke_orbit_code': 549789369700, 'n': 21, 'trace_an': 0}
-
id: 79822021
{'hecke_orbit_code': 549789369700, 'n': 22, 'trace_an': 0}
-
id: 79822022
{'hecke_orbit_code': 549789369700, 'n': 23, 'trace_an': 0}
-
id: 79822023
{'hecke_orbit_code': 549789369700, 'n': 24, 'trace_an': 0}
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id: 79822024
{'hecke_orbit_code': 549789369700, 'n': 25, 'trace_an': 32}
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id: 79822025
{'hecke_orbit_code': 549789369700, 'n': 26, 'trace_an': 0}
-
id: 79822026
{'hecke_orbit_code': 549789369700, 'n': 27, 'trace_an': -24}
-
id: 79822027
{'hecke_orbit_code': 549789369700, 'n': 28, 'trace_an': 0}
-
id: 79822028
{'hecke_orbit_code': 549789369700, 'n': 29, 'trace_an': 0}
-
id: 79822029
{'hecke_orbit_code': 549789369700, 'n': 30, 'trace_an': 0}
-
id: 79822030
{'hecke_orbit_code': 549789369700, 'n': 31, 'trace_an': 8}
-
id: 79822031
{'hecke_orbit_code': 549789369700, 'n': 32, 'trace_an': 0}
-
id: 79822032
{'hecke_orbit_code': 549789369700, 'n': 33, 'trace_an': 0}
-
id: 79822033
{'hecke_orbit_code': 549789369700, 'n': 34, 'trace_an': 0}
-
id: 79822034
{'hecke_orbit_code': 549789369700, 'n': 35, 'trace_an': 0}
-
id: 79822035
{'hecke_orbit_code': 549789369700, 'n': 36, 'trace_an': 0}
-
id: 79822036
{'hecke_orbit_code': 549789369700, 'n': 37, 'trace_an': 0}
-
id: 79822037
{'hecke_orbit_code': 549789369700, 'n': 38, 'trace_an': 0}
-
id: 79822038
{'hecke_orbit_code': 549789369700, 'n': 39, 'trace_an': -28}
-
id: 79822039
{'hecke_orbit_code': 549789369700, 'n': 40, 'trace_an': 0}
-
id: 79822040
{'hecke_orbit_code': 549789369700, 'n': 41, 'trace_an': 0}
-
id: 79822041
{'hecke_orbit_code': 549789369700, 'n': 42, 'trace_an': 0}
-
id: 79822042
{'hecke_orbit_code': 549789369700, 'n': 43, 'trace_an': 0}
-
id: 79822043
{'hecke_orbit_code': 549789369700, 'n': 44, 'trace_an': 0}
-
id: 79822044
{'hecke_orbit_code': 549789369700, 'n': 45, 'trace_an': 0}
-
id: 79822045
{'hecke_orbit_code': 549789369700, 'n': 46, 'trace_an': 0}
-
id: 79822046
{'hecke_orbit_code': 549789369700, 'n': 47, 'trace_an': 0}
-
id: 79822047
{'hecke_orbit_code': 549789369700, 'n': 48, 'trace_an': 0}
-
id: 79822048
{'hecke_orbit_code': 549789369700, 'n': 49, 'trace_an': 16}
-
id: 79822049
{'hecke_orbit_code': 549789369700, 'n': 50, 'trace_an': 0}
-
id: 79822050
{'hecke_orbit_code': 549789369700, 'n': 51, 'trace_an': 0}
-
id: 79822051
{'hecke_orbit_code': 549789369700, 'n': 52, 'trace_an': 0}
-
id: 79822052
{'hecke_orbit_code': 549789369700, 'n': 53, 'trace_an': 0}
-
id: 79822053
{'hecke_orbit_code': 549789369700, 'n': 54, 'trace_an': 0}
-
id: 79822054
{'hecke_orbit_code': 549789369700, 'n': 55, 'trace_an': 0}
-
id: 79822055
{'hecke_orbit_code': 549789369700, 'n': 56, 'trace_an': 0}
-
id: 79822056
{'hecke_orbit_code': 549789369700, 'n': 57, 'trace_an': 0}
-
id: 79822057
{'hecke_orbit_code': 549789369700, 'n': 58, 'trace_an': 0}
-
id: 79822058
{'hecke_orbit_code': 549789369700, 'n': 59, 'trace_an': 0}
-
id: 79822059
{'hecke_orbit_code': 549789369700, 'n': 60, 'trace_an': 0}
-
id: 79822060
{'hecke_orbit_code': 549789369700, 'n': 61, 'trace_an': 0}
-
id: 79822061
{'hecke_orbit_code': 549789369700, 'n': 62, 'trace_an': 0}
-
id: 79822062
{'hecke_orbit_code': 549789369700, 'n': 63, 'trace_an': 0}
-
id: 79822063
{'hecke_orbit_code': 549789369700, 'n': 64, 'trace_an': 0}
-
id: 79822064
{'hecke_orbit_code': 549789369700, 'n': 65, 'trace_an': 0}
-
id: 79822065
{'hecke_orbit_code': 549789369700, 'n': 66, 'trace_an': 0}
-
id: 79822066
{'hecke_orbit_code': 549789369700, 'n': 67, 'trace_an': 0}
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id: 79822067
{'hecke_orbit_code': 549789369700, 'n': 68, 'trace_an': 0}
-
id: 79822068
{'hecke_orbit_code': 549789369700, 'n': 69, 'trace_an': 8}
-
id: 79822069
{'hecke_orbit_code': 549789369700, 'n': 70, 'trace_an': 0}
-
id: 79822070
{'hecke_orbit_code': 549789369700, 'n': 71, 'trace_an': 0}
-
id: 79822071
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