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mf_newspaces • Show schema
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{'Nk2': 64, 'analytic_conductor': 0.12776064323404862, 'char_conductor': 16, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 4, 'char_parity': 1, 'char_values': [16, 4, [15, 5], [4, 1]], 'conrey_index': 5, 'cusp_dim': 2, 'dim': 2, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [], 'hecke_orbit_code': 274911461392, 'hecke_orbit_dims': [2], 'label': '16.2.e', 'level': 16, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 6, 'mf_new_dim': 6, 'num_forms': 1, 'prim_orbit_index': 5, 'relative_dim': 1, 'sturm_bound': 4, 'trace_bound': 0, 'trace_display': [-2, -2, -2, 0], 'traces': [2, -2, -2, 0, -2, 4, 0, 4, 0, 0, 2, -4, -2, -4, 4, -8, -4, 2, 6, 4, 4, 0, 0, 0, 0, 4, -8, 8, 6, -4, -16, 8, -4, 4, -4, -4, 6, -12, 0, -8, 0, 0, 10, -4, 2, 12, 16, 8, 6, -6, 4, -4, -10, 0, 0, -8, 0, -12, -6, 0, -18, 16, 4, 0, 4, 4, -10, 0, -12, 8, 0, 4, 0, 0, 6, 12, 4, -4, 0, 8, 10, 0, -2, -8, 4, 0, 0, 8, 0, -4, 4, -24, 16, -16, -12, -16, -4, -6, -2, 12, 22, -8, 0, 0, 0, 0, -14, 16, 6, -4, -12, 0, -12, 12, 12, 12, -2, 0, 0, 8, 0, 36, 0, 0, -16, -4, 16, -16, -20, -4, 22, 0, -12, 20, 0, -8, 0, 0, -6, -8, -16, -20, -4, 0, -12, -8, -6, -12, 14, 0, 0, 0, 0, -8, 16, 8, 30, 0, 20, 0, 24, -10, -2, 0, 4, 4, 0, 16, 0, 0, 6, -20, -2, 12, -12, -8, 12, 8, -34, 4, -18, 0, 0, 24, 0, -32, -4, 0, -16, 12, -16, 16, 28, 4, -4, 0, -34, 4, 0, -12, 0, 0, -12, 8, 0, 12, -12, 8, 12, -8, -18, 20, 20, 0, 0, -32, 0, -12, 8, 8, 4, 12, 48, 16, 6, 12, 30, -24, 14, -24, 0, 0, 0, 0, -16, 12, 0, 8, 0, -16, -36, -18, 14, -36, -6, 0, 0, -32, 0, 32, 42, 0, -12, -16, -8, 32, -44, 20, 12, 0, 6, -44, 0, -8, 0, 0, -8, -20, 6, 16, -16, 16, -8, 16, 6, 24, 6, 0, 0, 0, 0, 32, -30, 40, 12, 4, 0, -8, -26, 12, 4, 16, 30, 12, 0, 24, 0, 0, -12, -12, 20, -20, -44, -24, 36, -4, -10, 8, -12, 0, 0, -8, 0, -60, -4, 0, -10, -20, 12, -16, 28, -24, -12, 0, 6, 4, 0, 0, 0, 0, 2, -4, -6, -4, 20, -16, 36, 22, 12, -8, -16, 0, 0, 40, 0, 4, 26, -24, 6, 12, 16, 0, -12, -12, -20, -16, -8, 68, 0, 0, 0, 0, 18, -8, -8, -36, 16, 0, 0, -12, -20, 32, -10, 0, 0, 32, 0, 32, -6, 0, -16, 16, -32, 0, -8, -28, -10, 0, -26, 8, 0, 12, 0, 0, 0, -4, -10, 28, 24, 0, -36, -20, 16, -44, -10, 0, 0, 0, 0, 0, -16, -24, -12, 12, 4, -16, 12, -12, 6, 16, -18, 36, 0, -40, 0, 0, 36, 28, 4, -20, 64, 32, 28, 32, 12, 12, 36, 0, 0, -8, 0, -8, -30, 0, 8, -48, -28, -32, 60, -6, 0, 0, 20, -60, 0, 24, 0, 0, 16, 24, 22, 8, -32, -24, -32, -8, -10, 4, 20, 0, 0, -24, 0, 0, -18, -16, 10, 0, -80, 16, -12, 36, -24, 36, 4, -28, 0, 0, 0, 0, -38, 0, -12, 12, 4, 64, -40, -4, 46, -32, 4, 0, 0, 8, 0, 24, -22, 0, 46, 8, -16, -32, -48, 44, 12, 0, 16, -24, 0, 8, 0, 0, 50, 44, 12, 12, 32, 16, -26, 20, 6, 24, 0, 0, 0, 0, 0, -12, 6, -32, -18, 16, 36, -16, -12, 8, -10, -32, -18, -12, 0, -48, 0, 0, 12, 12, -50, -16, -20, 16, 8, -40, 38, -32, 12, 0, 0, -40, 0, -24, 2, 0, 16, 0, 36, 16, 36, 26, -28, 0, 4, -8, 0, -16, 0, 0, -14, -12, -48, 12, 68, -24, 68, -16, 8, -28, -28, 0, 0, 24, 0, -40, -10, 40, -18, 44, -64, 48, 24, -36, -16, 8, -50, 20, 0, 0, 0, 0, 34, -32, 48, 60, 16, 0, 2, 32, -12, 60, -12, 0, 0, 0, 0, 20, -16, 0, -6, -12, 20, 32, -36, -28, -42, 0, 20, 24, 0, 20, 0, 0, -32, -4, 38, 12, -44, 0, 8, -32, -34, -8, -18, 0, 0, 0, 0, 12, 36, 8, -48, -20, -36, 0, 28, -36, -24, -44, 6, -24, 0, 16, 0, 0, 10, -12, 16, -40, -28, -40, 20, 24, -18, -4, 4, 0, 0, 24, 0, -12, 8, 0, 62, -16, 36, 16, 32, 12, 44, 0, 54, 40, 0, 16, 0, 0, 4, -68, 0, -52, 0, -8, 24, 2, 36, 36, -18, 0, 0, 16, 0, 16, -20, 72, -42, -16, 12, -48, -20, 0, 46, 24, -12, 40, 0, 0, 0, 0, -2, 8, -28, -32, 64, -64, -84, 12, -20, -32, 46, 0, 0, -24, 0, 32, -12, 0, -4, 32, 12, -32, -100, 8, 44, 0, -10, 20, 0, -8, 0, 0, 0, -8, 20, -24, -48, -24, -60, 44, 30, 68, -12, 0, 0, 0, 0, 20, -20, -56, -50, -24, -32, 24, -8, 36, 8, 40, -24, -32, 0, 88, 0, 0, -78, 24, 16, 12, 4, -16, 60, -32, -4, 0, 22, 0, 0, 24, 0, 24, 66, 0, 46, -4, -12, 16, -12, -12, -4, 0, 64, -12, 0, -16, 0, 0, 40, -36, 22, 16, -36, 40, 60, 12, -36, -40, -10, 0, 0, -56, 0, -8, -6, 40, 0, -64, 48, 0, 4, -28, 26, -64, 0, -24, 0, 0, 0, 0, 32, -16, -10, 28, -60, 0, 4, 6, -42, 8, -12, 0, 0, -24, 0, -16, 10, 0, 48, 28, 68, 32, 24, -60, -48, 0, 20, 0, 0, -24, 0, 0, -54, 60, -22, -8, -16, 0, -4, -64, -36, -28, -44, 0, 0, 0, 0, -44, 20, -16, 18, 32, -12, 48, 60, 32, 18, 16, -60, 20, 0, -8, 0, 0, -32, 32, -58, 60, 0, 24, 32, 20, -10, 0, 8, 0, 0, 16, 0, -20, 16, 0, -12, 80, 32, 0, 66, 12, 14, 0, -28, 48, 0, -36, 0, 0, -38, 28, -12, -4, -12, 72, -4, -4, -8, 12, 6, 0, 0, 0, 0, 24, 32, -24, -60, -4, 64, -64, -4, 40, 28, 8, -74, -92, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 5, 'conrey_indexes': [5, 13], 'label': '16.2.e', 'level': 16, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 5, 'sub_conrey_indexes': [5, 13], 'sub_dim': 2, 'sub_label': '16.2.e', 'sub_level': 16, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 5, 'label': '16.2.e', 'level': 16, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 45179000
{'hecke_orbit_code': 274911461392, 'n': 1, 'trace_an': 2}
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id: 45179001
{'hecke_orbit_code': 274911461392, 'n': 2, 'trace_an': -2}
-
id: 45179002
{'hecke_orbit_code': 274911461392, 'n': 3, 'trace_an': -2}
-
id: 45179003
{'hecke_orbit_code': 274911461392, 'n': 4, 'trace_an': 0}
-
id: 45179004
{'hecke_orbit_code': 274911461392, 'n': 5, 'trace_an': -2}
-
id: 45179005
{'hecke_orbit_code': 274911461392, 'n': 6, 'trace_an': 4}
-
id: 45179006
{'hecke_orbit_code': 274911461392, 'n': 7, 'trace_an': 0}
-
id: 45179007
{'hecke_orbit_code': 274911461392, 'n': 8, 'trace_an': 4}
-
id: 45179008
{'hecke_orbit_code': 274911461392, 'n': 9, 'trace_an': 0}
-
id: 45179009
{'hecke_orbit_code': 274911461392, 'n': 10, 'trace_an': 0}
-
id: 45179010
{'hecke_orbit_code': 274911461392, 'n': 11, 'trace_an': 2}
-
id: 45179011
{'hecke_orbit_code': 274911461392, 'n': 12, 'trace_an': -4}
-
id: 45179012
{'hecke_orbit_code': 274911461392, 'n': 13, 'trace_an': -2}
-
id: 45179013
{'hecke_orbit_code': 274911461392, 'n': 14, 'trace_an': -4}
-
id: 45179014
{'hecke_orbit_code': 274911461392, 'n': 15, 'trace_an': 4}
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id: 45179015
{'hecke_orbit_code': 274911461392, 'n': 16, 'trace_an': -8}
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id: 45179016
{'hecke_orbit_code': 274911461392, 'n': 17, 'trace_an': -4}
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id: 45179017
{'hecke_orbit_code': 274911461392, 'n': 18, 'trace_an': 2}
-
id: 45179018
{'hecke_orbit_code': 274911461392, 'n': 19, 'trace_an': 6}
-
id: 45179019
{'hecke_orbit_code': 274911461392, 'n': 20, 'trace_an': 4}
-
id: 45179020
{'hecke_orbit_code': 274911461392, 'n': 21, 'trace_an': 4}
-
id: 45179021
{'hecke_orbit_code': 274911461392, 'n': 22, 'trace_an': 0}
-
id: 45179022
{'hecke_orbit_code': 274911461392, 'n': 23, 'trace_an': 0}
-
id: 45179023
{'hecke_orbit_code': 274911461392, 'n': 24, 'trace_an': 0}
-
id: 45179024
{'hecke_orbit_code': 274911461392, 'n': 25, 'trace_an': 0}
-
id: 45179025
{'hecke_orbit_code': 274911461392, 'n': 26, 'trace_an': 4}
-
id: 45179026
{'hecke_orbit_code': 274911461392, 'n': 27, 'trace_an': -8}
-
id: 45179027
{'hecke_orbit_code': 274911461392, 'n': 28, 'trace_an': 8}
-
id: 45179028
{'hecke_orbit_code': 274911461392, 'n': 29, 'trace_an': 6}
-
id: 45179029
{'hecke_orbit_code': 274911461392, 'n': 30, 'trace_an': -4}
-
id: 45179030
{'hecke_orbit_code': 274911461392, 'n': 31, 'trace_an': -16}
-
id: 45179031
{'hecke_orbit_code': 274911461392, 'n': 32, 'trace_an': 8}
-
id: 45179032
{'hecke_orbit_code': 274911461392, 'n': 33, 'trace_an': -4}
-
id: 45179033
{'hecke_orbit_code': 274911461392, 'n': 34, 'trace_an': 4}
-
id: 45179034
{'hecke_orbit_code': 274911461392, 'n': 35, 'trace_an': -4}
-
id: 45179035
{'hecke_orbit_code': 274911461392, 'n': 36, 'trace_an': -4}
-
id: 45179036
{'hecke_orbit_code': 274911461392, 'n': 37, 'trace_an': 6}
-
id: 45179037
{'hecke_orbit_code': 274911461392, 'n': 38, 'trace_an': -12}
-
id: 45179038
{'hecke_orbit_code': 274911461392, 'n': 39, 'trace_an': 0}
-
id: 45179039
{'hecke_orbit_code': 274911461392, 'n': 40, 'trace_an': -8}
-
id: 45179040
{'hecke_orbit_code': 274911461392, 'n': 41, 'trace_an': 0}
-
id: 45179041
{'hecke_orbit_code': 274911461392, 'n': 42, 'trace_an': 0}
-
id: 45179042
{'hecke_orbit_code': 274911461392, 'n': 43, 'trace_an': 10}
-
id: 45179043
{'hecke_orbit_code': 274911461392, 'n': 44, 'trace_an': -4}
-
id: 45179044
{'hecke_orbit_code': 274911461392, 'n': 45, 'trace_an': 2}
-
id: 45179045
{'hecke_orbit_code': 274911461392, 'n': 46, 'trace_an': 12}
-
id: 45179046
{'hecke_orbit_code': 274911461392, 'n': 47, 'trace_an': 16}
-
id: 45179047
{'hecke_orbit_code': 274911461392, 'n': 48, 'trace_an': 8}
-
id: 45179048
{'hecke_orbit_code': 274911461392, 'n': 49, 'trace_an': 6}
-
id: 45179049
{'hecke_orbit_code': 274911461392, 'n': 50, 'trace_an': -6}
-
id: 45179050
{'hecke_orbit_code': 274911461392, 'n': 51, 'trace_an': 4}
-
id: 45179051
{'hecke_orbit_code': 274911461392, 'n': 52, 'trace_an': -4}
-
id: 45179052
{'hecke_orbit_code': 274911461392, 'n': 53, 'trace_an': -10}
-
id: 45179053
{'hecke_orbit_code': 274911461392, 'n': 54, 'trace_an': 0}
-
id: 45179054
{'hecke_orbit_code': 274911461392, 'n': 55, 'trace_an': 0}
-
id: 45179055
{'hecke_orbit_code': 274911461392, 'n': 56, 'trace_an': -8}
-
id: 45179056
{'hecke_orbit_code': 274911461392, 'n': 57, 'trace_an': 0}
-
id: 45179057
{'hecke_orbit_code': 274911461392, 'n': 58, 'trace_an': -12}
-
id: 45179058
{'hecke_orbit_code': 274911461392, 'n': 59, 'trace_an': -6}
-
id: 45179059
{'hecke_orbit_code': 274911461392, 'n': 60, 'trace_an': 0}
-
id: 45179060
{'hecke_orbit_code': 274911461392, 'n': 61, 'trace_an': -18}
-
id: 45179061
{'hecke_orbit_code': 274911461392, 'n': 62, 'trace_an': 16}
-
id: 45179062
{'hecke_orbit_code': 274911461392, 'n': 63, 'trace_an': 4}
-
id: 45179063
{'hecke_orbit_code': 274911461392, 'n': 64, 'trace_an': 0}
-
id: 45179064
{'hecke_orbit_code': 274911461392, 'n': 65, 'trace_an': 4}
-
id: 45179065
{'hecke_orbit_code': 274911461392, 'n': 66, 'trace_an': 4}
-
id: 45179066
{'hecke_orbit_code': 274911461392, 'n': 67, 'trace_an': -10}
-
id: 45179067
{'hecke_orbit_code': 274911461392, 'n': 68, 'trace_an': 0}
-
id: 45179068
{'hecke_orbit_code': 274911461392, 'n': 69, 'trace_an': -12}
-
id: 45179069
{'hecke_orbit_code': 274911461392, 'n': 70, 'trace_an': 8}
-
id: 45179070
{'hecke_orbit_code': 274911461392, 'n': 71, 'trace_an': 0}
-
id: 45179071
{'hecke_orbit_code': 274911461392, 'n': 72, 'trace_an': 4}
-
id: 45179072
{'hecke_orbit_code': 274911461392, 'n': 73, 'trace_an': 0}
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