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mf_newspaces • Show schema
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{'Nk2': 10668, 'analytic_conductor': 21.29610221907548, 'char_conductor': 127, 'char_degree': 6, 'char_is_real': False, 'char_orbit_index': 44, 'char_orbit_label': 'br', 'char_order': 9, 'char_parity': 1, 'char_values': [2667, 9, [890, 1144, 2416], [9, 9, 1]], 'conrey_index': 22, 'cusp_dim': 2028, 'dim': 768, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_orbit_code': 2954971056747, 'label': '2667.2.br', 'level': 2667, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 7, 127], 'level_radical': 2667, 'mf_dim': 2076, 'mf_new_dim': 768, 'prim_orbit_index': 6, 'relative_dim': 128, 'sturm_bound': 682, 'trace_display': [0, 0, 0, 0], 'traces': [768, 0, 0, 768, 0, 0, 0, 12, 0, 0, 24, 0, 0, 6, 0, 816, 24, 6, 0, 0, 0, -42, -12, 0, -360, 0, 0, -12, 0, 24, -24, -96, -12, 0, -24, -12, 24, 60, 0, 168, 0, 0, 84, 144, 0, -78, -60, 48, 0, 0, 48, 48, -24, 0, 12, 12, 24, 78, 48, 0, -24, 0, -24, 948, 36, 0, 72, 180, 12, 0, -24, 12, 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mf_subspaces • Show schema
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id: 702799
{'char_orbit_index': 44, 'char_orbit_label': 'br', 'conrey_index': 22, 'conrey_indexes': [22, 484, 799, 988, 1576, 2227], 'label': '2667.2.br', 'level': 2667, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 22, 'sub_conrey_indexes': [22, 37, 52, 68, 99, 103], 'sub_dim': 60, 'sub_label': '127.2.f', 'sub_level': 127, 'sub_mult': 4, 'weight': 2}
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id: 702801
{'char_orbit_index': 44, 'char_orbit_label': 'br', 'conrey_index': 22, 'conrey_indexes': [22, 484, 799, 988, 1576, 2227], 'label': '2667.2.br', 'level': 2667, 'sub_char_orbit_index': 10, 'sub_char_orbit_label': 'j', 'sub_conrey_index': 22, 'sub_conrey_indexes': [22, 37, 52, 103, 226, 322], 'sub_dim': 126, 'sub_label': '381.2.j', 'sub_level': 381, 'sub_mult': 2, 'weight': 2}
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id: 702802
{'char_orbit_index': 44, 'char_orbit_label': 'br', 'conrey_index': 22, 'conrey_indexes': [22, 484, 799, 988, 1576, 2227], 'label': '2667.2.br', 'level': 2667, 'sub_char_orbit_index': 24, 'sub_char_orbit_label': 'x', 'sub_conrey_index': 22, 'sub_conrey_indexes': [22, 99, 449, 484, 687, 799], 'sub_dim': 384, 'sub_label': '889.2.x', 'sub_level': 889, 'sub_mult': 2, 'weight': 2}
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id: 702800
{'char_orbit_index': 44, 'char_orbit_label': 'br', 'conrey_index': 22, 'conrey_indexes': [22, 484, 799, 988, 1576, 2227], 'label': '2667.2.br', 'level': 2667, 'sub_char_orbit_index': 44, 'sub_char_orbit_label': 'br', 'sub_conrey_index': 22, 'sub_conrey_indexes': [22, 484, 799, 988, 1576, 2227], 'sub_dim': 768, 'sub_label': '2667.2.br', 'sub_level': 2667, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 44, 'label': '2667.2.br', 'level': 2667, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 233108000
{'hecke_orbit_code': 2954971056747, 'n': 1, 'trace_an': 768}
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id: 233108001
{'hecke_orbit_code': 2954971056747, 'n': 2, 'trace_an': 0}
-
id: 233108002
{'hecke_orbit_code': 2954971056747, 'n': 3, 'trace_an': 0}
-
id: 233108003
{'hecke_orbit_code': 2954971056747, 'n': 4, 'trace_an': 768}
-
id: 233108004
{'hecke_orbit_code': 2954971056747, 'n': 5, 'trace_an': 0}
-
id: 233108005
{'hecke_orbit_code': 2954971056747, 'n': 6, 'trace_an': 0}
-
id: 233108006
{'hecke_orbit_code': 2954971056747, 'n': 7, 'trace_an': 0}
-
id: 233108007
{'hecke_orbit_code': 2954971056747, 'n': 8, 'trace_an': 12}
-
id: 233108008
{'hecke_orbit_code': 2954971056747, 'n': 9, 'trace_an': 0}
-
id: 233108009
{'hecke_orbit_code': 2954971056747, 'n': 10, 'trace_an': 0}
-
id: 233108010
{'hecke_orbit_code': 2954971056747, 'n': 11, 'trace_an': 24}
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id: 233108011
{'hecke_orbit_code': 2954971056747, 'n': 12, 'trace_an': 0}
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id: 233108012
{'hecke_orbit_code': 2954971056747, 'n': 13, 'trace_an': 0}
-
id: 233108013
{'hecke_orbit_code': 2954971056747, 'n': 14, 'trace_an': 6}
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id: 233108014
{'hecke_orbit_code': 2954971056747, 'n': 15, 'trace_an': 0}
-
id: 233108015
{'hecke_orbit_code': 2954971056747, 'n': 16, 'trace_an': 816}
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id: 233108016
{'hecke_orbit_code': 2954971056747, 'n': 17, 'trace_an': 24}
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id: 233108017
{'hecke_orbit_code': 2954971056747, 'n': 18, 'trace_an': 6}
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id: 233108018
{'hecke_orbit_code': 2954971056747, 'n': 19, 'trace_an': 0}
-
id: 233108019
{'hecke_orbit_code': 2954971056747, 'n': 20, 'trace_an': 0}
-
id: 233108020
{'hecke_orbit_code': 2954971056747, 'n': 21, 'trace_an': 0}
-
id: 233108021
{'hecke_orbit_code': 2954971056747, 'n': 22, 'trace_an': -42}
-
id: 233108022
{'hecke_orbit_code': 2954971056747, 'n': 23, 'trace_an': -12}
-
id: 233108023
{'hecke_orbit_code': 2954971056747, 'n': 24, 'trace_an': 0}
-
id: 233108024
{'hecke_orbit_code': 2954971056747, 'n': 25, 'trace_an': -360}
-
id: 233108025
{'hecke_orbit_code': 2954971056747, 'n': 26, 'trace_an': 0}
-
id: 233108026
{'hecke_orbit_code': 2954971056747, 'n': 27, 'trace_an': 0}
-
id: 233108027
{'hecke_orbit_code': 2954971056747, 'n': 28, 'trace_an': -12}
-
id: 233108028
{'hecke_orbit_code': 2954971056747, 'n': 29, 'trace_an': 0}
-
id: 233108029
{'hecke_orbit_code': 2954971056747, 'n': 30, 'trace_an': 24}
-
id: 233108030
{'hecke_orbit_code': 2954971056747, 'n': 31, 'trace_an': -24}
-
id: 233108031
{'hecke_orbit_code': 2954971056747, 'n': 32, 'trace_an': -96}
-
id: 233108032
{'hecke_orbit_code': 2954971056747, 'n': 33, 'trace_an': -12}
-
id: 233108033
{'hecke_orbit_code': 2954971056747, 'n': 34, 'trace_an': 0}
-
id: 233108034
{'hecke_orbit_code': 2954971056747, 'n': 35, 'trace_an': -24}
-
id: 233108035
{'hecke_orbit_code': 2954971056747, 'n': 36, 'trace_an': -12}
-
id: 233108036
{'hecke_orbit_code': 2954971056747, 'n': 37, 'trace_an': 24}
-
id: 233108037
{'hecke_orbit_code': 2954971056747, 'n': 38, 'trace_an': 60}
-
id: 233108038
{'hecke_orbit_code': 2954971056747, 'n': 39, 'trace_an': 0}
-
id: 233108039
{'hecke_orbit_code': 2954971056747, 'n': 40, 'trace_an': 168}
-
id: 233108040
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