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mf_newspaces • Show schema
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{'Nk2': 1984, 'a4_dim': 0, 'a5_dim': 0, 'analytic_conductor': 0.9901449850638767, 'char_conductor': 31, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 2, 'char_parity': -1, 'char_values': [1984, 2, [63, 1861, 65], [2, 2, 1]], 'conrey_index': 1921, 'cusp_dim': 12, 'dihedral_dim': 2, 'dim': 2, 'eis_dim': 12, 'eis_new_dim': 2, 'hecke_orbit_code': 274894686144, 'hecke_orbit_dims': [1, 1], 'label': '1984.1.e', 'level': 1984, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 31], 'level_radical': 62, 'mf_dim': 24, 'mf_new_dim': 4, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 2, 's4_dim': 0, 'sturm_bound': 256, 'trace_bound': 7, 'trace_display': [0, 0, 2, 0], 'traces': [2, 0, 0, 0, 2, 0, 0, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2, 0, 0, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 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mf_subspaces • Show schema
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id: 562778
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 1921, 'conrey_indexes': [1921], 'label': '1984.1.e', 'level': 1984, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 30, 'sub_conrey_indexes': [30], 'sub_dim': 1, 'sub_label': '31.1.b', 'sub_level': 31, 'sub_mult': 7, 'weight': 1}
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id: 562779
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 1921, 'conrey_indexes': [1921], 'label': '1984.1.e', 'level': 1984, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 433, 'sub_conrey_indexes': [433], 'sub_dim': 1, 'sub_label': '496.1.e', 'sub_level': 496, 'sub_mult': 3, 'weight': 1}
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id: 562777
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 1921, 'conrey_indexes': [1921], 'label': '1984.1.e', 'level': 1984, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 1921, 'sub_conrey_indexes': [1921], 'sub_dim': 2, 'sub_label': '1984.1.e', 'sub_level': 1984, 'sub_mult': 1, 'weight': 1}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 5, 'label': '1984.1.e', 'level': 1984, 'portrait': 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', 'weight': 1}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 45078000
{'hecke_orbit_code': 274894686144, 'n': 1, 'trace_an': 2}
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id: 45078001
{'hecke_orbit_code': 274894686144, 'n': 2, 'trace_an': 0}
-
id: 45078002
{'hecke_orbit_code': 274894686144, 'n': 3, 'trace_an': 0}
-
id: 45078003
{'hecke_orbit_code': 274894686144, 'n': 4, 'trace_an': 0}
-
id: 45078004
{'hecke_orbit_code': 274894686144, 'n': 5, 'trace_an': 2}
-
id: 45078005
{'hecke_orbit_code': 274894686144, 'n': 6, 'trace_an': 0}
-
id: 45078006
{'hecke_orbit_code': 274894686144, 'n': 7, 'trace_an': 0}
-
id: 45078007
{'hecke_orbit_code': 274894686144, 'n': 8, 'trace_an': 0}
-
id: 45078008
{'hecke_orbit_code': 274894686144, 'n': 9, 'trace_an': 2}
-
id: 45078009
{'hecke_orbit_code': 274894686144, 'n': 10, 'trace_an': 0}
-
id: 45078010
{'hecke_orbit_code': 274894686144, 'n': 11, 'trace_an': 0}
-
id: 45078011
{'hecke_orbit_code': 274894686144, 'n': 12, 'trace_an': 0}
-
id: 45078012
{'hecke_orbit_code': 274894686144, 'n': 13, 'trace_an': 0}
-
id: 45078013
{'hecke_orbit_code': 274894686144, 'n': 14, 'trace_an': 0}
-
id: 45078014
{'hecke_orbit_code': 274894686144, 'n': 15, 'trace_an': 0}
-
id: 45078015
{'hecke_orbit_code': 274894686144, 'n': 16, 'trace_an': 0}
-
id: 45078016
{'hecke_orbit_code': 274894686144, 'n': 17, 'trace_an': 0}
-
id: 45078017
{'hecke_orbit_code': 274894686144, 'n': 18, 'trace_an': 0}
-
id: 45078018
{'hecke_orbit_code': 274894686144, 'n': 19, 'trace_an': 0}
-
id: 45078019
{'hecke_orbit_code': 274894686144, 'n': 20, 'trace_an': 0}
-
id: 45078020
{'hecke_orbit_code': 274894686144, 'n': 21, 'trace_an': 0}
-
id: 45078021
{'hecke_orbit_code': 274894686144, 'n': 22, 'trace_an': 0}
-
id: 45078022
{'hecke_orbit_code': 274894686144, 'n': 23, 'trace_an': 0}
-
id: 45078023
{'hecke_orbit_code': 274894686144, 'n': 24, 'trace_an': 0}
-
id: 45078024
{'hecke_orbit_code': 274894686144, 'n': 25, 'trace_an': 0}
-
id: 45078025
{'hecke_orbit_code': 274894686144, 'n': 26, 'trace_an': 0}
-
id: 45078026
{'hecke_orbit_code': 274894686144, 'n': 27, 'trace_an': 0}
-
id: 45078027
{'hecke_orbit_code': 274894686144, 'n': 28, 'trace_an': 0}
-
id: 45078028
{'hecke_orbit_code': 274894686144, 'n': 29, 'trace_an': 0}
-
id: 45078029
{'hecke_orbit_code': 274894686144, 'n': 30, 'trace_an': 0}
-
id: 45078030
{'hecke_orbit_code': 274894686144, 'n': 31, 'trace_an': 0}
-
id: 45078031
{'hecke_orbit_code': 274894686144, 'n': 32, 'trace_an': 0}
-
id: 45078032
{'hecke_orbit_code': 274894686144, 'n': 33, 'trace_an': 0}
-
id: 45078033
{'hecke_orbit_code': 274894686144, 'n': 34, 'trace_an': 0}
-
id: 45078034
{'hecke_orbit_code': 274894686144, 'n': 35, 'trace_an': 0}
-
id: 45078035
{'hecke_orbit_code': 274894686144, 'n': 36, 'trace_an': 0}
-
id: 45078036
{'hecke_orbit_code': 274894686144, 'n': 37, 'trace_an': 0}
-
id: 45078037
{'hecke_orbit_code': 274894686144, 'n': 38, 'trace_an': 0}
-
id: 45078038
{'hecke_orbit_code': 274894686144, 'n': 39, 'trace_an': 0}
-
id: 45078039
{'hecke_orbit_code': 274894686144, 'n': 40, 'trace_an': 0}
-
id: 45078040
{'hecke_orbit_code': 274894686144, 'n': 41, 'trace_an': -2}
-
id: 45078041
{'hecke_orbit_code': 274894686144, 'n': 42, 'trace_an': 0}
-
id: 45078042
{'hecke_orbit_code': 274894686144, 'n': 43, 'trace_an': 0}
-
id: 45078043
{'hecke_orbit_code': 274894686144, 'n': 44, 'trace_an': 0}
-
id: 45078044
{'hecke_orbit_code': 274894686144, 'n': 45, 'trace_an': 2}
-
id: 45078045
{'hecke_orbit_code': 274894686144, 'n': 46, 'trace_an': 0}
-
id: 45078046
{'hecke_orbit_code': 274894686144, 'n': 47, 'trace_an': 0}
-
id: 45078047
{'hecke_orbit_code': 274894686144, 'n': 48, 'trace_an': 0}
-
id: 45078048
{'hecke_orbit_code': 274894686144, 'n': 49, 'trace_an': 0}
-
id: 45078049
{'hecke_orbit_code': 274894686144, 'n': 50, 'trace_an': 0}
-
id: 45078050
{'hecke_orbit_code': 274894686144, 'n': 51, 'trace_an': 0}
-
id: 45078051
{'hecke_orbit_code': 274894686144, 'n': 52, 'trace_an': 0}
-
id: 45078052
{'hecke_orbit_code': 274894686144, 'n': 53, 'trace_an': 0}
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id: 45078053
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