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{'AL_dims': [[[[2, -1], [3, 1], [5, 1], [19, -1]], 1, 1], [[[2, -1], [3, 1], [5, 1], [19, 1]], 2, 1], [[[2, -1], [3, 1], [5, -1], [19, -1]], 3, 1], [[[2, -1], [3, -1], [5, 1], [19, -1]], 2, 2], [[[2, -1], [3, -1], [5, -1], [19, 1]], 3, 1], [[[2, -1], [3, -1], [5, 1], [19, 1]], 1, 1]], 'ALdims': [0, 0, 0, 0, 0, 0, 0, 0, 2, 1, 0, 3, 1, 2, 3, 0], 'Nk2': 4560, 'analytic_conductor': 9.102945830425965, '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': [1140, 1, [571, 761, 457, 781], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 229, 'dim': 12, 'eis_dim': 23, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11], 'hecke_orbit_code': 33555572, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 3, 3], 'label': '1140.2.a', 'level': 1140, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 19], 'level_radical': 570, 'mf_dim': 252, 'mf_new_dim': 12, 'num_forms': 7, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 12, 'sturm_bound': 480, 'trace_bound': 7, 'trace_display': [0, 0, 0, 0], 'traces': [12, 0, 0, 0, 0, 0, 0, 0, 12, 0, 8, 0, 8, 0, 0, 0, 8, 0, 0, 0, 0, 0, 8, 0, 12, 0, 0, 0, 8, 0, 16, 0, 8, 0, 8, 0, 8, 0, -8, 0, 24, 0, -8, 0, 0, 0, 8, 0, 44, 0, 0, 0, 32, 0, 0, 0, -4, 0, 0, 0, 24, 0, 0, 0, 8, 0, 0, 0, 16, 0, 48, 0, 16, 0, 0, 0, 8, 0, 0, 0, 12, 0, -8, 0, 0, 0, 16, 0, -24, 0, -16, 0, -16, 0, 0, 0, 8, 0, 8, 0, 48, 0, 32, 0, 8, 0, -32, 0, -8, 0, -16, 0, 64, 0, 8, 0, 8, 0, -24, 0, 28, 0, -16, 0, 0, 0, -32, 0, -16, 0, -32, 0, -8, 0, 0, 0, -16, 0, -32, 0, 16, 0, -48, 0, 0, 0, -32, 0, 8, 0, -32, 0, 8, 0, 0, 0, 0, 0, 8, 0, 24, 0, -32, 0, 8, 0, -64, 0, 20, 0, 0, 0, -48, 0, 0, 0, -8, 0, -80, 0, 56, 0, 0, 0, -8, 0, -104, 0, 0, 0, -8, 0, -72, 0, 0, 0, -8, 0, -64, 0, 8, 0, -64, 0, 32, 0, 8, 0, 0, 0, 16, 0, 8, 0, -16, 0, -16, 0, -32, 0, -16, 0, -16, 0, 12, 0, -48, 0, -8, 0, 16, 0, 32, 0, -24, 0, -32, 0, 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mf_subspaces • Show schema
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id: 384008
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1140.2.a', 'level': 1140, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '15.2.a', 'sub_level': 15, 'sub_mult': 6, 'weight': 2}
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id: 384010
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1140.2.a', 'level': 1140, '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': 12, 'weight': 2}
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id: 384011
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1140.2.a', 'level': 1140, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '20.2.a', 'sub_level': 20, 'sub_mult': 4, 'weight': 2}
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id: 384014
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1140.2.a', 'level': 1140, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '30.2.a', 'sub_level': 30, 'sub_mult': 4, 'weight': 2}
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id: 384016
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1140.2.a', 'level': 1140, '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': 8, 'weight': 2}
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id: 384018
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1140.2.a', 'level': 1140, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '57.2.a', 'sub_level': 57, 'sub_mult': 6, 'weight': 2}
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id: 384019
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1140.2.a', 'level': 1140, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '76.2.a', 'sub_level': 76, 'sub_mult': 4, 'weight': 2}
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id: 384020
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1140.2.a', 'level': 1140, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '95.2.a', 'sub_level': 95, 'sub_mult': 6, 'weight': 2}
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id: 384007
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1140.2.a', 'level': 1140, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '114.2.a', 'sub_level': 114, 'sub_mult': 4, 'weight': 2}
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id: 384009
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1140.2.a', 'level': 1140, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '190.2.a', 'sub_level': 190, 'sub_mult': 4, 'weight': 2}
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id: 384012
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1140.2.a', 'level': 1140, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '228.2.a', 'sub_level': 228, 'sub_mult': 2, 'weight': 2}
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id: 384013
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1140.2.a', 'level': 1140, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 11, 'sub_label': '285.2.a', 'sub_level': 285, 'sub_mult': 3, 'weight': 2}
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id: 384015
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1140.2.a', 'level': 1140, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '380.2.a', 'sub_level': 380, 'sub_mult': 2, 'weight': 2}
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id: 384017
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1140.2.a', 'level': 1140, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 13, 'sub_label': '570.2.a', 'sub_level': 570, 'sub_mult': 2, 'weight': 2}
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id: 384006
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1140.2.a', 'level': 1140, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 12, 'sub_label': '1140.2.a', 'sub_level': 1140, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '1140.2.a', 'level': 1140, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 1121000
{'hecke_orbit_code': 33555572, 'n': 1, 'trace_an': 12}
-
id: 1121001
{'hecke_orbit_code': 33555572, 'n': 2, 'trace_an': 0}
-
id: 1121002
{'hecke_orbit_code': 33555572, 'n': 3, 'trace_an': 0}
-
id: 1121003
{'hecke_orbit_code': 33555572, 'n': 4, 'trace_an': 0}
-
id: 1121004
{'hecke_orbit_code': 33555572, 'n': 5, 'trace_an': 0}
-
id: 1121005
{'hecke_orbit_code': 33555572, 'n': 6, 'trace_an': 0}
-
id: 1121006
{'hecke_orbit_code': 33555572, 'n': 7, 'trace_an': 0}
-
id: 1121007
{'hecke_orbit_code': 33555572, 'n': 8, 'trace_an': 0}
-
id: 1121008
{'hecke_orbit_code': 33555572, 'n': 9, 'trace_an': 12}
-
id: 1121009
{'hecke_orbit_code': 33555572, 'n': 10, 'trace_an': 0}
-
id: 1121010
{'hecke_orbit_code': 33555572, 'n': 11, 'trace_an': 8}
-
id: 1121011
{'hecke_orbit_code': 33555572, 'n': 12, 'trace_an': 0}
-
id: 1121012
{'hecke_orbit_code': 33555572, 'n': 13, 'trace_an': 8}
-
id: 1121013
{'hecke_orbit_code': 33555572, 'n': 14, 'trace_an': 0}
-
id: 1121014
{'hecke_orbit_code': 33555572, 'n': 15, 'trace_an': 0}
-
id: 1121015
{'hecke_orbit_code': 33555572, 'n': 16, 'trace_an': 0}
-
id: 1121016
{'hecke_orbit_code': 33555572, 'n': 17, 'trace_an': 8}
-
id: 1121017
{'hecke_orbit_code': 33555572, 'n': 18, 'trace_an': 0}
-
id: 1121018
{'hecke_orbit_code': 33555572, 'n': 19, 'trace_an': 0}
-
id: 1121019
{'hecke_orbit_code': 33555572, 'n': 20, 'trace_an': 0}
-
id: 1121020
{'hecke_orbit_code': 33555572, 'n': 21, 'trace_an': 0}
-
id: 1121021
{'hecke_orbit_code': 33555572, 'n': 22, 'trace_an': 0}
-
id: 1121022
{'hecke_orbit_code': 33555572, 'n': 23, 'trace_an': 8}
-
id: 1121023
{'hecke_orbit_code': 33555572, 'n': 24, 'trace_an': 0}
-
id: 1121024
{'hecke_orbit_code': 33555572, 'n': 25, 'trace_an': 12}
-
id: 1121025
{'hecke_orbit_code': 33555572, 'n': 26, 'trace_an': 0}
-
id: 1121026
{'hecke_orbit_code': 33555572, 'n': 27, 'trace_an': 0}
-
id: 1121027
{'hecke_orbit_code': 33555572, 'n': 28, 'trace_an': 0}
-
id: 1121028
{'hecke_orbit_code': 33555572, 'n': 29, 'trace_an': 8}
-
id: 1121029
{'hecke_orbit_code': 33555572, 'n': 30, 'trace_an': 0}
-
id: 1121030
{'hecke_orbit_code': 33555572, 'n': 31, 'trace_an': 16}
-
id: 1121031
{'hecke_orbit_code': 33555572, 'n': 32, 'trace_an': 0}
-
id: 1121032
{'hecke_orbit_code': 33555572, 'n': 33, 'trace_an': 8}
-
id: 1121033
{'hecke_orbit_code': 33555572, 'n': 34, 'trace_an': 0}
-
id: 1121034
{'hecke_orbit_code': 33555572, 'n': 35, 'trace_an': 8}
-
id: 1121035
{'hecke_orbit_code': 33555572, 'n': 36, 'trace_an': 0}
-
id: 1121036
{'hecke_orbit_code': 33555572, 'n': 37, 'trace_an': 8}
-
id: 1121037
{'hecke_orbit_code': 33555572, 'n': 38, 'trace_an': 0}
-
id: 1121038
{'hecke_orbit_code': 33555572, 'n': 39, 'trace_an': -8}
-
id: 1121039
{'hecke_orbit_code': 33555572, 'n': 40, 'trace_an': 0}
-
id: 1121040
{'hecke_orbit_code': 33555572, 'n': 41, 'trace_an': 24}
-
id: 1121041
{'hecke_orbit_code': 33555572, 'n': 42, 'trace_an': 0}
-
id: 1121042
{'hecke_orbit_code': 33555572, 'n': 43, 'trace_an': -8}
-
id: 1121043
{'hecke_orbit_code': 33555572, 'n': 44, 'trace_an': 0}
-
id: 1121044
{'hecke_orbit_code': 33555572, 'n': 45, 'trace_an': 0}
-
id: 1121045
{'hecke_orbit_code': 33555572, 'n': 46, 'trace_an': 0}
-
id: 1121046
{'hecke_orbit_code': 33555572, 'n': 47, 'trace_an': 8}
-
id: 1121047
{'hecke_orbit_code': 33555572, 'n': 48, 'trace_an': 0}
-
id: 1121048
{'hecke_orbit_code': 33555572, 'n': 49, 'trace_an': 44}
-
id: 1121049
{'hecke_orbit_code': 33555572, 'n': 50, 'trace_an': 0}
-
id: 1121050
{'hecke_orbit_code': 33555572, 'n': 51, 'trace_an': 0}
-
id: 1121051
{'hecke_orbit_code': 33555572, 'n': 52, 'trace_an': 0}
-
id: 1121052
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id: 1121950
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id: 1121951
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id: 1121952
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id: 1121953
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id: 1121954
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id: 1121955
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id: 1121956
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id: 1121957
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id: 1121958
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id: 1121959
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id: 1121960
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id: 1121961
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id: 1121962
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id: 1121963
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id: 1121964
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id: 1121965
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id: 1121966
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id: 1121967
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id: 1121968
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id: 1121969
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id: 1121970
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id: 1121971
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id: 1121972
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id: 1121973
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id: 1121974
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id: 1121975
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id: 1121976
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id: 1121977
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id: 1121978
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id: 1121979
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id: 1121980
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id: 1121981
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id: 1121982
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id: 1121983
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id: 1121984
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id: 1121985
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id: 1121986
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id: 1121987
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id: 1121988
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id: 1121989
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id: 1121990
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id: 1121991
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id: 1121992
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id: 1121993
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id: 1121994
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id: 1121995
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id: 1121996
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id: 1121997
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id: 1121998
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id: 1121999
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