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mf_newspaces • Show schema
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{'Nk2': 6400, 'analytic_conductor': 12.776064323404862, 'char_conductor': 20, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 14, 'char_orbit_label': 'n', 'char_order': 4, 'char_parity': 1, 'char_values': [1600, 4, [1151, 901, 577], [2, 4, 3]], 'conrey_index': 1343, 'cusp_dim': 408, 'dim': 68, 'eis_dim': 144, 'eis_new_dim': 8, 'hecke_cutter_primes': [3, 7, 11, 13], 'hecke_orbit_code': 893386753600, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 4, 8, 8], 'label': '1600.2.n', 'level': 1600, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 552, 'mf_new_dim': 76, 'num_forms': 22, 'prim_orbit_index': 5, 'relative_dim': 34, 'sturm_bound': 480, 'trace_bound': 21, 'trace_display': [0, 0, 0, 0], 'traces': [68, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 12, 0, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, -4, 0, 0, 0, -8, 0, 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mf_subspaces • Show schema
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id: 488139
{'char_orbit_index': 14, 'char_orbit_label': 'n', 'conrey_index': 1343, 'conrey_indexes': [1343, 1407], 'label': '1600.2.n', 'level': 1600, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 3, 'sub_conrey_indexes': [3, 7], 'sub_dim': 2, 'sub_label': '20.2.e', 'sub_level': 20, 'sub_mult': 10, 'weight': 2}
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id: 488143
{'char_orbit_index': 14, 'char_orbit_label': 'n', 'conrey_index': 1343, 'conrey_indexes': [1343, 1407], 'label': '1600.2.n', 'level': 1600, 'sub_char_orbit_index': 14, 'sub_char_orbit_label': 'n', 'sub_conrey_index': 47, 'sub_conrey_indexes': [47, 63], 'sub_dim': 6, 'sub_label': '80.2.n', 'sub_level': 80, 'sub_mult': 6, 'weight': 2}
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id: 488136
{'char_orbit_index': 14, 'char_orbit_label': 'n', 'conrey_index': 1343, 'conrey_indexes': [1343, 1407], 'label': '1600.2.n', 'level': 1600, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 7, 'sub_conrey_indexes': [7, 43], 'sub_dim': 14, 'sub_label': '100.2.e', 'sub_level': 100, 'sub_mult': 5, 'weight': 2}
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id: 488138
{'char_orbit_index': 14, 'char_orbit_label': 'n', 'conrey_index': 1343, 'conrey_indexes': [1343, 1407], 'label': '1600.2.n', 'level': 1600, 'sub_char_orbit_index': 14, 'sub_char_orbit_label': 'n', 'sub_conrey_index': 63, 'sub_conrey_indexes': [63, 127], 'sub_dim': 12, 'sub_label': '160.2.n', 'sub_level': 160, 'sub_mult': 4, 'weight': 2}
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id: 488140
{'char_orbit_index': 14, 'char_orbit_label': 'n', 'conrey_index': 1343, 'conrey_indexes': [1343, 1407], 'label': '1600.2.n', 'level': 1600, 'sub_char_orbit_index': 14, 'sub_char_orbit_label': 'n', 'sub_conrey_index': 63, 'sub_conrey_indexes': [63, 127], 'sub_dim': 20, 'sub_label': '320.2.n', 'sub_level': 320, 'sub_mult': 2, 'weight': 2}
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id: 488141
{'char_orbit_index': 14, 'char_orbit_label': 'n', 'conrey_index': 1343, 'conrey_indexes': [1343, 1407], 'label': '1600.2.n', 'level': 1600, 'sub_char_orbit_index': 14, 'sub_char_orbit_label': 'n', 'sub_conrey_index': 143, 'sub_conrey_indexes': [143, 207], 'sub_dim': 18, 'sub_label': '400.2.n', 'sub_level': 400, 'sub_mult': 3, 'weight': 2}
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id: 488142
{'char_orbit_index': 14, 'char_orbit_label': 'n', 'conrey_index': 1343, 'conrey_indexes': [1343, 1407], 'label': '1600.2.n', 'level': 1600, 'sub_char_orbit_index': 14, 'sub_char_orbit_label': 'n', 'sub_conrey_index': 543, 'sub_conrey_indexes': [543, 607], 'sub_dim': 36, 'sub_label': '800.2.n', 'sub_level': 800, 'sub_mult': 2, 'weight': 2}
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id: 488137
{'char_orbit_index': 14, 'char_orbit_label': 'n', 'conrey_index': 1343, 'conrey_indexes': [1343, 1407], 'label': '1600.2.n', 'level': 1600, 'sub_char_orbit_index': 14, 'sub_char_orbit_label': 'n', 'sub_conrey_index': 1343, 'sub_conrey_indexes': [1343, 1407], 'sub_dim': 68, 'sub_label': '1600.2.n', 'sub_level': 1600, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 14, 'label': '1600.2.n', 'level': 1600, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 114601000
{'hecke_orbit_code': 893386753600, 'n': 1, 'trace_an': 68}
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id: 114601001
{'hecke_orbit_code': 893386753600, 'n': 2, 'trace_an': 0}
-
id: 114601002
{'hecke_orbit_code': 893386753600, 'n': 3, 'trace_an': 0}
-
id: 114601003
{'hecke_orbit_code': 893386753600, 'n': 4, 'trace_an': 0}
-
id: 114601004
{'hecke_orbit_code': 893386753600, 'n': 5, 'trace_an': 0}
-
id: 114601005
{'hecke_orbit_code': 893386753600, 'n': 6, 'trace_an': 0}
-
id: 114601006
{'hecke_orbit_code': 893386753600, 'n': 7, 'trace_an': 0}
-
id: 114601007
{'hecke_orbit_code': 893386753600, 'n': 8, 'trace_an': 0}
-
id: 114601008
{'hecke_orbit_code': 893386753600, 'n': 9, 'trace_an': 0}
-
id: 114601009
{'hecke_orbit_code': 893386753600, 'n': 10, 'trace_an': 0}
-
id: 114601010
{'hecke_orbit_code': 893386753600, 'n': 11, 'trace_an': 0}
-
id: 114601011
{'hecke_orbit_code': 893386753600, 'n': 12, 'trace_an': 0}
-
id: 114601012
{'hecke_orbit_code': 893386753600, 'n': 13, 'trace_an': -4}
-
id: 114601013
{'hecke_orbit_code': 893386753600, 'n': 14, 'trace_an': 0}
-
id: 114601014
{'hecke_orbit_code': 893386753600, 'n': 15, 'trace_an': 0}
-
id: 114601015
{'hecke_orbit_code': 893386753600, 'n': 16, 'trace_an': 0}
-
id: 114601016
{'hecke_orbit_code': 893386753600, 'n': 17, 'trace_an': 12}
-
id: 114601017
{'hecke_orbit_code': 893386753600, 'n': 18, 'trace_an': 0}
-
id: 114601018
{'hecke_orbit_code': 893386753600, 'n': 19, 'trace_an': 0}
-
id: 114601019
{'hecke_orbit_code': 893386753600, 'n': 20, 'trace_an': 0}
-
id: 114601020
{'hecke_orbit_code': 893386753600, 'n': 21, 'trace_an': 8}
-
id: 114601021
{'hecke_orbit_code': 893386753600, 'n': 22, 'trace_an': 0}
-
id: 114601022
{'hecke_orbit_code': 893386753600, 'n': 23, 'trace_an': 0}
-
id: 114601023
{'hecke_orbit_code': 893386753600, 'n': 24, 'trace_an': 0}
-
id: 114601024
{'hecke_orbit_code': 893386753600, 'n': 25, 'trace_an': 0}
-
id: 114601025
{'hecke_orbit_code': 893386753600, 'n': 26, 'trace_an': 0}
-
id: 114601026
{'hecke_orbit_code': 893386753600, 'n': 27, 'trace_an': 0}
-
id: 114601027
{'hecke_orbit_code': 893386753600, 'n': 28, 'trace_an': 0}
-
id: 114601028
{'hecke_orbit_code': 893386753600, 'n': 29, 'trace_an': 0}
-
id: 114601029
{'hecke_orbit_code': 893386753600, 'n': 30, 'trace_an': 0}
-
id: 114601030
{'hecke_orbit_code': 893386753600, 'n': 31, 'trace_an': 0}
-
id: 114601031
{'hecke_orbit_code': 893386753600, 'n': 32, 'trace_an': 0}
-
id: 114601032
{'hecke_orbit_code': 893386753600, 'n': 33, 'trace_an': -8}
-
id: 114601033
{'hecke_orbit_code': 893386753600, 'n': 34, 'trace_an': 0}
-
id: 114601034
{'hecke_orbit_code': 893386753600, 'n': 35, 'trace_an': 0}
-
id: 114601035
{'hecke_orbit_code': 893386753600, 'n': 36, 'trace_an': 0}
-
id: 114601036
{'hecke_orbit_code': 893386753600, 'n': 37, 'trace_an': -4}
-
id: 114601037
{'hecke_orbit_code': 893386753600, 'n': 38, 'trace_an': 0}
-
id: 114601038
{'hecke_orbit_code': 893386753600, 'n': 39, 'trace_an': 0}
-
id: 114601039
{'hecke_orbit_code': 893386753600, 'n': 40, 'trace_an': 0}
-
id: 114601040
{'hecke_orbit_code': 893386753600, 'n': 41, 'trace_an': -8}
-
id: 114601041
{'hecke_orbit_code': 893386753600, 'n': 42, 'trace_an': 0}
-
id: 114601042
{'hecke_orbit_code': 893386753600, 'n': 43, 'trace_an': 0}
-
id: 114601043
{'hecke_orbit_code': 893386753600, 'n': 44, 'trace_an': 0}
-
id: 114601044
{'hecke_orbit_code': 893386753600, 'n': 45, 'trace_an': 0}
-
id: 114601045
{'hecke_orbit_code': 893386753600, 'n': 46, 'trace_an': 0}
-
id: 114601046
{'hecke_orbit_code': 893386753600, 'n': 47, 'trace_an': 0}
-
id: 114601047
{'hecke_orbit_code': 893386753600, 'n': 48, 'trace_an': 0}
-
id: 114601048
{'hecke_orbit_code': 893386753600, 'n': 49, 'trace_an': 0}
-
id: 114601049
{'hecke_orbit_code': 893386753600, 'n': 50, 'trace_an': 0}
-
id: 114601050
{'hecke_orbit_code': 893386753600, 'n': 51, 'trace_an': 0}
-
id: 114601051
{'hecke_orbit_code': 893386753600, 'n': 52, 'trace_an': 0}
-
id: 114601052
{'hecke_orbit_code': 893386753600, 'n': 53, 'trace_an': -52}
-
id: 114601053
{'hecke_orbit_code': 893386753600, 'n': 54, 'trace_an': 0}
-
id: 114601054
{'hecke_orbit_code': 893386753600, 'n': 55, 'trace_an': 0}
-
id: 114601055
{'hecke_orbit_code': 893386753600, 'n': 56, 'trace_an': 0}
-
id: 114601056
{'hecke_orbit_code': 893386753600, 'n': 57, 'trace_an': 16}
-
id: 114601057
{'hecke_orbit_code': 893386753600, 'n': 58, 'trace_an': 0}
-
id: 114601058
{'hecke_orbit_code': 893386753600, 'n': 59, 'trace_an': 0}
-
id: 114601059
{'hecke_orbit_code': 893386753600, 'n': 60, 'trace_an': 0}
-
id: 114601060
{'hecke_orbit_code': 893386753600, 'n': 61, 'trace_an': 72}
-
id: 114601061
{'hecke_orbit_code': 893386753600, 'n': 62, 'trace_an': 0}
-
id: 114601062
{'hecke_orbit_code': 893386753600, 'n': 63, 'trace_an': 0}
-
id: 114601063
{'hecke_orbit_code': 893386753600, 'n': 64, 'trace_an': 0}
-
id: 114601064
{'hecke_orbit_code': 893386753600, 'n': 65, 'trace_an': 0}
-
id: 114601065
{'hecke_orbit_code': 893386753600, 'n': 66, 'trace_an': 0}
-
id: 114601066
{'hecke_orbit_code': 893386753600, 'n': 67, 'trace_an': 0}
-
id: 114601067
{'hecke_orbit_code': 893386753600, 'n': 68, 'trace_an': 0}
-
id: 114601068
{'hecke_orbit_code': 893386753600, 'n': 69, 'trace_an': 0}
-
id: 114601069
{'hecke_orbit_code': 893386753600, 'n': 70, 'trace_an': 0}
-
id: 114601070
{'hecke_orbit_code': 893386753600, 'n': 71, 'trace_an': 0}
-
id: 114601071
{'hecke_orbit_code': 893386753600, 'n': 72, 'trace_an': 0}
-
id: 114601072
{'hecke_orbit_code': 893386753600, 'n': 73, 'trace_an': 12}
-
id: 114601073
{'hecke_orbit_code': 893386753600, 'n': 74, 'trace_an': 0}
-
id: 114601074
{'hecke_orbit_code': 893386753600, 'n': 75, 'trace_an': 0}
-
id: 114601075
{'hecke_orbit_code': 893386753600, 'n': 76, 'trace_an': 0}
-
id: 114601076
{'hecke_orbit_code': 893386753600, 'n': 77, 'trace_an': 72}
-
id: 114601077
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