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mf_newspaces • Show schema
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{'Nk2': 728, 'analytic_conductor': 1.453277316787303, 'char_conductor': 13, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 13, 'char_orbit_label': 'm', 'char_order': 6, 'char_parity': 1, 'char_values': [182, 6, [157, 15], [6, 1]], 'conrey_index': 43, 'cusp_dim': 48, 'dim': 16, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 824667275446, 'hecke_orbit_dims': [4, 12], 'label': '182.2.m', 'level': 182, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 7, 13], 'level_radical': 182, 'mf_dim': 64, 'mf_new_dim': 16, 'num_forms': 2, 'prim_orbit_index': 5, 'relative_dim': 8, 'sturm_bound': 56, 'trace_bound': 1, 'trace_display': [0, 0, 0, 0], 'traces': [16, 0, 0, 8, 0, 0, 0, 0, -8, -4, -12, 0, -8, 8, -12, -8, -4, 0, 0, 0, 0, -4, 0, 0, -8, 0, 24, 0, -4, 16, 0, 0, 24, 0, 0, 8, 12, 16, -48, -8, -36, -4, 12, 0, 60, -12, 0, 0, 8, -12, -40, -4, 56, -36, -4, 4, 0, 24, 0, 0, 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2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 147439
{'char_orbit_index': 13, 'char_orbit_label': 'm', 'conrey_index': 43, 'conrey_indexes': [43, 127], 'label': '182.2.m', 'level': 182, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 4, 'sub_conrey_indexes': [4, 10], 'sub_dim': 2, 'sub_label': '13.2.e', 'sub_level': 13, 'sub_mult': 4, 'weight': 2}
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id: 147441
{'char_orbit_index': 13, 'char_orbit_label': 'm', 'conrey_index': 43, 'conrey_indexes': [43, 127], 'label': '182.2.m', 'level': 182, 'sub_char_orbit_index': 17, 'sub_char_orbit_label': 'q', 'sub_conrey_index': 36, 'sub_conrey_indexes': [36, 43], 'sub_dim': 12, 'sub_label': '91.2.q', 'sub_level': 91, 'sub_mult': 2, 'weight': 2}
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id: 147440
{'char_orbit_index': 13, 'char_orbit_label': 'm', 'conrey_index': 43, 'conrey_indexes': [43, 127], 'label': '182.2.m', 'level': 182, 'sub_char_orbit_index': 13, 'sub_char_orbit_label': 'm', 'sub_conrey_index': 43, 'sub_conrey_indexes': [43, 127], 'sub_dim': 16, 'sub_label': '182.2.m', 'sub_level': 182, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 13, 'label': '182.2.m', 'level': 182, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 107798000
{'hecke_orbit_code': 824667275446, 'n': 1, 'trace_an': 16}
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id: 107798001
{'hecke_orbit_code': 824667275446, 'n': 2, 'trace_an': 0}
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id: 107798002
{'hecke_orbit_code': 824667275446, 'n': 3, 'trace_an': 0}
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id: 107798003
{'hecke_orbit_code': 824667275446, 'n': 4, 'trace_an': 8}
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id: 107798004
{'hecke_orbit_code': 824667275446, 'n': 5, 'trace_an': 0}
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id: 107798005
{'hecke_orbit_code': 824667275446, 'n': 6, 'trace_an': 0}
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id: 107798006
{'hecke_orbit_code': 824667275446, 'n': 7, 'trace_an': 0}
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id: 107798007
{'hecke_orbit_code': 824667275446, 'n': 8, 'trace_an': 0}
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id: 107798008
{'hecke_orbit_code': 824667275446, 'n': 9, 'trace_an': -8}
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id: 107798009
{'hecke_orbit_code': 824667275446, 'n': 10, 'trace_an': -4}
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id: 107798010
{'hecke_orbit_code': 824667275446, 'n': 11, 'trace_an': -12}
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id: 107798011
{'hecke_orbit_code': 824667275446, 'n': 12, 'trace_an': 0}
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id: 107798012
{'hecke_orbit_code': 824667275446, 'n': 13, 'trace_an': -8}
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id: 107798013
{'hecke_orbit_code': 824667275446, 'n': 14, 'trace_an': 8}
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id: 107798014
{'hecke_orbit_code': 824667275446, 'n': 15, 'trace_an': -12}
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id: 107798015
{'hecke_orbit_code': 824667275446, 'n': 16, 'trace_an': -8}
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id: 107798016
{'hecke_orbit_code': 824667275446, 'n': 17, 'trace_an': -4}
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id: 107798017
{'hecke_orbit_code': 824667275446, 'n': 18, 'trace_an': 0}
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id: 107798018
{'hecke_orbit_code': 824667275446, 'n': 19, 'trace_an': 0}
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id: 107798019
{'hecke_orbit_code': 824667275446, 'n': 20, 'trace_an': 0}
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id: 107798020
{'hecke_orbit_code': 824667275446, 'n': 21, 'trace_an': 0}
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id: 107798021
{'hecke_orbit_code': 824667275446, 'n': 22, 'trace_an': -4}
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id: 107798022
{'hecke_orbit_code': 824667275446, 'n': 23, 'trace_an': 0}
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id: 107798023
{'hecke_orbit_code': 824667275446, 'n': 24, 'trace_an': 0}
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id: 107798024
{'hecke_orbit_code': 824667275446, 'n': 25, 'trace_an': -8}
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id: 107798025
{'hecke_orbit_code': 824667275446, 'n': 26, 'trace_an': 0}
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id: 107798026
{'hecke_orbit_code': 824667275446, 'n': 27, 'trace_an': 24}
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id: 107798027
{'hecke_orbit_code': 824667275446, 'n': 28, 'trace_an': 0}
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id: 107798028
{'hecke_orbit_code': 824667275446, 'n': 29, 'trace_an': -4}
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id: 107798029
{'hecke_orbit_code': 824667275446, 'n': 30, 'trace_an': 16}
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id: 107798030
{'hecke_orbit_code': 824667275446, 'n': 31, 'trace_an': 0}
-
id: 107798031
{'hecke_orbit_code': 824667275446, 'n': 32, 'trace_an': 0}
-
id: 107798032
{'hecke_orbit_code': 824667275446, 'n': 33, 'trace_an': 24}
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id: 107798033
{'hecke_orbit_code': 824667275446, 'n': 34, 'trace_an': 0}
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id: 107798034
{'hecke_orbit_code': 824667275446, 'n': 35, 'trace_an': 0}
-
id: 107798035
{'hecke_orbit_code': 824667275446, 'n': 36, 'trace_an': 8}
-
id: 107798036
{'hecke_orbit_code': 824667275446, 'n': 37, 'trace_an': 12}
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id: 107798037
{'hecke_orbit_code': 824667275446, 'n': 38, 'trace_an': 16}
-
id: 107798038
{'hecke_orbit_code': 824667275446, 'n': 39, 'trace_an': -48}
-
id: 107798039
{'hecke_orbit_code': 824667275446, 'n': 40, 'trace_an': -8}
-
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