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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [3, 1], [7, 1], [23, 1]], 4, 1], [[[2, -1], [3, -1], [7, -1], [23, -1]], 2, 1], [[[2, 1], [3, 1], [7, -1], [23, -1]], 5, 2], [[[2, 1], [3, 1], [7, -1], [23, 1]], 3, 1], [[[2, -1], [3, -1], [7, -1], [23, 1]], 7, 3], [[[2, -1], [3, 1], [7, -1], [23, -1]], 5, 2], [[[2, 1], [3, -1], [7, -1], [23, -1]], 5, 2], [[[2, -1], [3, -1], [7, 1], [23, -1]], 6, 1], [[[2, 1], [3, -1], [7, 1], [23, -1]], 4, 2], [[[2, 1], [3, -1], [7, -1], [23, 1]], 3, 1], [[[2, -1], [3, 1], [7, -1], [23, 1]], 4, 1], [[[2, 1], [3, -1], [7, 1], [23, 1]], 4, 1], [[[2, -1], [3, 1], [7, 1], [23, -1]], 3, 1], [[[2, -1], [3, -1], [7, 1], [23, 1]], 3, 1], [[[2, 1], [3, 1], [7, 1], [23, -1]], 4, 3], [[[2, -1], [3, 1], [7, 1], [23, 1]], 6, 1]], 'ALdims': [4, 4, 3, 5, 4, 4, 3, 5, 6, 3, 4, 5, 3, 6, 7, 2], 'Nk2': 15456, 'analytic_conductor': 30.85419534102274, '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': [3864, 1, [967, 1933, 1289, 2761, 2857], [1, 1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 753, 'dim': 68, 'eis_dim': 31, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11], 'hecke_orbit_code': 33558296, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 5, 6, 6], 'label': '3864.2.a', 'level': 3864, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7, 23], 'level_radical': 966, 'mf_dim': 784, 'mf_new_dim': 68, 'num_forms': 24, 'plus_dim': 28, 'prim_orbit_index': 1, 'relative_dim': 68, 'sturm_bound': 1536, 'trace_bound': 11, 'trace_display': [0, 0, -8, 0], 'traces': [68, 0, 0, 0, -8, 0, 0, 0, 68, 0, 0, 0, -8, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 68, 0, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 8, 0, 0, 0, -8, 0, 16, 0, 68, 0, 0, 0, -8, 0, 16, 0, 0, 0, 16, 0, 8, 0, 0, 0, -16, 0, 16, 0, 0, 0, 32, 0, -8, 0, 0, 0, 0, 0, 32, 0, 68, 0, 16, 0, 0, 0, 16, 0, 40, 0, 0, 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mf_subspaces • Show schema
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id: 910777
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3864.2.a', 'level': 3864, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '14.2.a', 'sub_level': 14, 'sub_mult': 12, 'weight': 2}
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id: 910782
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3864.2.a', 'level': 3864, '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: 910783
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3864.2.a', 'level': 3864, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '23.2.a', 'sub_level': 23, 'sub_mult': 16, 'weight': 2}
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id: 910784
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3864.2.a', 'level': 3864, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '24.2.a', 'sub_level': 24, 'sub_mult': 4, 'weight': 2}
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id: 910788
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3864.2.a', 'level': 3864, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '42.2.a', 'sub_level': 42, 'sub_mult': 6, 'weight': 2}
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id: 910789
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3864.2.a', 'level': 3864, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '46.2.a', 'sub_level': 46, 'sub_mult': 12, 'weight': 2}
-
id: 910792
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3864.2.a', 'level': 3864, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '56.2.a', 'sub_level': 56, 'sub_mult': 4, 'weight': 2}
-
id: 910794
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3864.2.a', 'level': 3864, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '69.2.a', 'sub_level': 69, 'sub_mult': 8, 'weight': 2}
-
id: 910795
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3864.2.a', 'level': 3864, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '84.2.a', 'sub_level': 84, 'sub_mult': 4, 'weight': 2}
-
id: 910796
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3864.2.a', 'level': 3864, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '92.2.a', 'sub_level': 92, 'sub_mult': 8, 'weight': 2}
-
id: 910776
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3864.2.a', 'level': 3864, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '138.2.a', 'sub_level': 138, 'sub_mult': 6, 'weight': 2}
-
id: 910778
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3864.2.a', 'level': 3864, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 11, 'sub_label': '161.2.a', 'sub_level': 161, 'sub_mult': 8, 'weight': 2}
-
id: 910779
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3864.2.a', 'level': 3864, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '168.2.a', 'sub_level': 168, 'sub_mult': 2, 'weight': 2}
-
id: 910780
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3864.2.a', 'level': 3864, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '184.2.a', 'sub_level': 184, 'sub_mult': 4, 'weight': 2}
-
id: 910785
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3864.2.a', 'level': 3864, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '276.2.a', 'sub_level': 276, 'sub_mult': 4, 'weight': 2}
-
id: 910786
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3864.2.a', 'level': 3864, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 11, 'sub_label': '322.2.a', 'sub_level': 322, 'sub_mult': 6, 'weight': 2}
-
id: 910790
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3864.2.a', 'level': 3864, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 23, 'sub_label': '483.2.a', 'sub_level': 483, 'sub_mult': 4, 'weight': 2}
-
id: 910791
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3864.2.a', 'level': 3864, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 10, 'sub_label': '552.2.a', 'sub_level': 552, 'sub_mult': 2, 'weight': 2}
-
id: 910793
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3864.2.a', 'level': 3864, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 12, 'sub_label': '644.2.a', 'sub_level': 644, 'sub_mult': 4, 'weight': 2}
-
id: 910797
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3864.2.a', 'level': 3864, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 21, 'sub_label': '966.2.a', 'sub_level': 966, 'sub_mult': 3, 'weight': 2}
-
id: 910775
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3864.2.a', 'level': 3864, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 32, 'sub_label': '1288.2.a', 'sub_level': 1288, 'sub_mult': 2, 'weight': 2}
-
id: 910781
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3864.2.a', 'level': 3864, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 20, 'sub_label': '1932.2.a', 'sub_level': 1932, 'sub_mult': 2, 'weight': 2}
-
id: 910787
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3864.2.a', 'level': 3864, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 68, 'sub_label': '3864.2.a', 'sub_level': 3864, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '3864.2.a', 'level': 3864, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
-
id: 3845000
{'hecke_orbit_code': 33558296, 'n': 1, 'trace_an': 68}
-
id: 3845001
{'hecke_orbit_code': 33558296, 'n': 2, 'trace_an': 0}
-
id: 3845002
{'hecke_orbit_code': 33558296, 'n': 3, 'trace_an': 0}
-
id: 3845003
{'hecke_orbit_code': 33558296, 'n': 4, 'trace_an': 0}
-
id: 3845004
{'hecke_orbit_code': 33558296, 'n': 5, 'trace_an': -8}
-
id: 3845005
{'hecke_orbit_code': 33558296, 'n': 6, 'trace_an': 0}
-
id: 3845006
{'hecke_orbit_code': 33558296, 'n': 7, 'trace_an': 0}
-
id: 3845007
{'hecke_orbit_code': 33558296, 'n': 8, 'trace_an': 0}
-
id: 3845008
{'hecke_orbit_code': 33558296, 'n': 9, 'trace_an': 68}
-
id: 3845009
{'hecke_orbit_code': 33558296, 'n': 10, 'trace_an': 0}
-
id: 3845010
{'hecke_orbit_code': 33558296, 'n': 11, 'trace_an': 0}
-
id: 3845011
{'hecke_orbit_code': 33558296, 'n': 12, 'trace_an': 0}
-
id: 3845012
{'hecke_orbit_code': 33558296, 'n': 13, 'trace_an': -8}
-
id: 3845013
{'hecke_orbit_code': 33558296, 'n': 14, 'trace_an': 0}
-
id: 3845014
{'hecke_orbit_code': 33558296, 'n': 15, 'trace_an': 0}
-
id: 3845015
{'hecke_orbit_code': 33558296, 'n': 16, 'trace_an': 0}
-
id: 3845016
{'hecke_orbit_code': 33558296, 'n': 17, 'trace_an': -8}
-
id: 3845017
{'hecke_orbit_code': 33558296, 'n': 18, 'trace_an': 0}
-
id: 3845018
{'hecke_orbit_code': 33558296, 'n': 19, 'trace_an': 0}
-
id: 3845019
{'hecke_orbit_code': 33558296, 'n': 20, 'trace_an': 0}
-
id: 3845020
{'hecke_orbit_code': 33558296, 'n': 21, 'trace_an': 0}
-
id: 3845021
{'hecke_orbit_code': 33558296, 'n': 22, 'trace_an': 0}
-
id: 3845022
{'hecke_orbit_code': 33558296, 'n': 23, 'trace_an': 0}
-
id: 3845023
{'hecke_orbit_code': 33558296, 'n': 24, 'trace_an': 0}
-
id: 3845024
{'hecke_orbit_code': 33558296, 'n': 25, 'trace_an': 68}
-
id: 3845025
{'hecke_orbit_code': 33558296, 'n': 26, 'trace_an': 0}
-
id: 3845026
{'hecke_orbit_code': 33558296, 'n': 27, 'trace_an': 0}
-
id: 3845027
{'hecke_orbit_code': 33558296, 'n': 28, 'trace_an': 0}
-
id: 3845028
{'hecke_orbit_code': 33558296, 'n': 29, 'trace_an': 8}
-
id: 3845029
{'hecke_orbit_code': 33558296, 'n': 30, 'trace_an': 0}
-
id: 3845030
{'hecke_orbit_code': 33558296, 'n': 31, 'trace_an': 0}
-
id: 3845031
{'hecke_orbit_code': 33558296, 'n': 32, 'trace_an': 0}
-
id: 3845032
{'hecke_orbit_code': 33558296, 'n': 33, 'trace_an': 0}
-
id: 3845033
{'hecke_orbit_code': 33558296, 'n': 34, 'trace_an': 0}
-
id: 3845034
{'hecke_orbit_code': 33558296, 'n': 35, 'trace_an': 0}
-
id: 3845035
{'hecke_orbit_code': 33558296, 'n': 36, 'trace_an': 0}
-
id: 3845036
{'hecke_orbit_code': 33558296, 'n': 37, 'trace_an': -8}
-
id: 3845037
{'hecke_orbit_code': 33558296, 'n': 38, 'trace_an': 0}
-
id: 3845038
{'hecke_orbit_code': 33558296, 'n': 39, 'trace_an': 0}
-
id: 3845039
{'hecke_orbit_code': 33558296, 'n': 40, 'trace_an': 0}
-
id: 3845040
{'hecke_orbit_code': 33558296, 'n': 41, 'trace_an': 8}
-
id: 3845041
{'hecke_orbit_code': 33558296, 'n': 42, 'trace_an': 0}
-
id: 3845042
{'hecke_orbit_code': 33558296, 'n': 43, 'trace_an': 0}
-
id: 3845043
{'hecke_orbit_code': 33558296, 'n': 44, 'trace_an': 0}
-
id: 3845044
{'hecke_orbit_code': 33558296, 'n': 45, 'trace_an': -8}
-
id: 3845045
{'hecke_orbit_code': 33558296, 'n': 46, 'trace_an': 0}
-
id: 3845046
{'hecke_orbit_code': 33558296, 'n': 47, 'trace_an': 16}
-
id: 3845047
{'hecke_orbit_code': 33558296, 'n': 48, 'trace_an': 0}
-
id: 3845048
{'hecke_orbit_code': 33558296, 'n': 49, 'trace_an': 68}
-
id: 3845049
{'hecke_orbit_code': 33558296, 'n': 50, 'trace_an': 0}
-
id: 3845050
{'hecke_orbit_code': 33558296, 'n': 51, 'trace_an': 0}
-
id: 3845051
{'hecke_orbit_code': 33558296, 'n': 52, 'trace_an': 0}
-
id: 3845052
{'hecke_orbit_code': 33558296, 'n': 53, 'trace_an': -8}
-
id: 3845053
{'hecke_orbit_code': 33558296, 'n': 54, 'trace_an': 0}
-
id: 3845054
{'hecke_orbit_code': 33558296, 'n': 55, 'trace_an': 16}
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id: 3845055
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id: 3845999
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