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mf_newspaces • Show schema
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{'Nk2': 768, 'analytic_conductor': 1.5331277188085835, 'char_conductor': 24, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 2, 'char_parity': 1, 'char_values': [192, 2, [127, 133, 65], [1, 1, 1]], 'conrey_index': 95, 'cusp_dim': 20, 'dim': 8, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 343630938304, 'hecke_orbit_dims': [4, 4], 'label': '192.2.f', 'level': 192, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 44, 'mf_new_dim': 8, 'num_forms': 2, 'prim_orbit_index': 6, 'relative_dim': 8, 'sturm_bound': 64, 'trace_bound': 9, 'trace_display': [0, 0, 0, 0], 'traces': [8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, 72, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 64, 0, 0, 0, 0, 0, 0, 0, 48, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 40, 0, 0, 0, 0, 0, 0, 0, -72, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -144, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -88, 0, 0, 0, 0, 0, 0, 0, 72, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 112, 0, 0, 0, 0, 0, 0, 0, 24, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, -144, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, -120, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 48, 0, 0, 0, 0, 0, 0, 0, 192, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 136, 0, 0, 0, 0, 0, 0, 0, 72, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 224, 0, 0, 0, 0, 0, 0, 0, -120, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -224, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -104, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 96, 0, 0, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -112, 0, 0, 0, 0, 0, 0, 0, -120, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -64, 0, 0, 0, 0, 0, 0, 0, -144, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -112, 0, 0, 0, 0, 0, 0, 0, 240, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 192, 0, 0, 0, 0, 0, 0, 0, 168, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 48, 0, 0, 0, 0, 0, 0, 0, -72, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -184, 0, 0, 0, 0, 0, 0, 0, 168, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 32, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 112, 0, 0, 0, 0, 0, 0, 0, -144, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 56, 0, 0, 0, 0, 0, 0, 0, -168, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 144, 0, 0, 0, 0, 0, 0, 0, 288, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -64, 0, 0, 0, 0, 0, 0, 0, 72, 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, 0, 0, 0, 0, 0, 0, 0, 0, -208, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -336, 0, 0, 0, 0, 0, 0, 0, -216, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 112, 0, 0, 0, 0, 0, 0, 0, -192, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -192, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 144, 0, 0, 0, 0, 0, 0, 0, -168, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 200, 0, 0, 0, 0, 0, 0, 0, 72, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 240, 0, 0, 0, 0, 0, 0, 0, 144, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 496, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -240, 0, 0, 0, 0, 0, 0, 0, 216, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 128, 0, 0, 0, 0, 0, 0, 0, -144, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -216, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -336, 0, 0, 0, 0, 0, 0, 0, -120, 0, 0, 0, 0, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 150225
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 95, 'conrey_indexes': [95], 'label': '192.2.f', 'level': 192, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 95, 'sub_conrey_indexes': [95], 'sub_dim': 8, 'sub_label': '192.2.f', 'sub_level': 192, 'sub_mult': 1, 'weight': 2}
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id: 150226
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 95, 'conrey_indexes': [95], 'label': '192.2.f', 'level': 192, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 11, 'sub_conrey_indexes': [11], 'sub_dim': 2, 'sub_label': '24.2.f', 'sub_level': 24, 'sub_mult': 4, 'weight': 2}
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id: 150227
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 95, 'conrey_indexes': [95], 'label': '192.2.f', 'level': 192, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 47, 'sub_conrey_indexes': [47], 'sub_dim': 2, 'sub_label': '96.2.f', 'sub_level': 96, 'sub_mult': 2, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 6, 'label': '192.2.f', 'level': 192, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
-
id: 54158000
{'hecke_orbit_code': 343630938304, 'n': 1, 'trace_an': 8}
-
id: 54158001
{'hecke_orbit_code': 343630938304, 'n': 2, 'trace_an': 0}
-
id: 54158002
{'hecke_orbit_code': 343630938304, 'n': 3, 'trace_an': 0}
-
id: 54158003
{'hecke_orbit_code': 343630938304, 'n': 4, 'trace_an': 0}
-
id: 54158004
{'hecke_orbit_code': 343630938304, 'n': 5, 'trace_an': 0}
-
id: 54158005
{'hecke_orbit_code': 343630938304, 'n': 6, 'trace_an': 0}
-
id: 54158006
{'hecke_orbit_code': 343630938304, 'n': 7, 'trace_an': 0}
-
id: 54158007
{'hecke_orbit_code': 343630938304, 'n': 8, 'trace_an': 0}
-
id: 54158008
{'hecke_orbit_code': 343630938304, 'n': 9, 'trace_an': 0}
-
id: 54158009
{'hecke_orbit_code': 343630938304, 'n': 10, 'trace_an': 0}
-
id: 54158010
{'hecke_orbit_code': 343630938304, 'n': 11, 'trace_an': 0}
-
id: 54158011
{'hecke_orbit_code': 343630938304, 'n': 12, 'trace_an': 0}
-
id: 54158012
{'hecke_orbit_code': 343630938304, 'n': 13, 'trace_an': 0}
-
id: 54158013
{'hecke_orbit_code': 343630938304, 'n': 14, 'trace_an': 0}
-
id: 54158014
{'hecke_orbit_code': 343630938304, 'n': 15, 'trace_an': 0}
-
id: 54158015
{'hecke_orbit_code': 343630938304, 'n': 16, 'trace_an': 0}
-
id: 54158016
{'hecke_orbit_code': 343630938304, 'n': 17, 'trace_an': 0}
-
id: 54158017
{'hecke_orbit_code': 343630938304, 'n': 18, 'trace_an': 0}
-
id: 54158018
{'hecke_orbit_code': 343630938304, 'n': 19, 'trace_an': 0}
-
id: 54158019
{'hecke_orbit_code': 343630938304, 'n': 20, 'trace_an': 0}
-
id: 54158020
{'hecke_orbit_code': 343630938304, 'n': 21, 'trace_an': 0}
-
id: 54158021
{'hecke_orbit_code': 343630938304, 'n': 22, 'trace_an': 0}
-
id: 54158022
{'hecke_orbit_code': 343630938304, 'n': 23, 'trace_an': 0}
-
id: 54158023
{'hecke_orbit_code': 343630938304, 'n': 24, 'trace_an': 0}
-
id: 54158024
{'hecke_orbit_code': 343630938304, 'n': 25, 'trace_an': 8}
-
id: 54158025
{'hecke_orbit_code': 343630938304, 'n': 26, 'trace_an': 0}
-
id: 54158026
{'hecke_orbit_code': 343630938304, 'n': 27, 'trace_an': 0}
-
id: 54158027
{'hecke_orbit_code': 343630938304, 'n': 28, 'trace_an': 0}
-
id: 54158028
{'hecke_orbit_code': 343630938304, 'n': 29, 'trace_an': 0}
-
id: 54158029
{'hecke_orbit_code': 343630938304, 'n': 30, 'trace_an': 0}
-
id: 54158030
{'hecke_orbit_code': 343630938304, 'n': 31, 'trace_an': 0}
-
id: 54158031
{'hecke_orbit_code': 343630938304, 'n': 32, 'trace_an': 0}
-
id: 54158032
{'hecke_orbit_code': 343630938304, 'n': 33, 'trace_an': -24}
-
id: 54158033
{'hecke_orbit_code': 343630938304, 'n': 34, 'trace_an': 0}
-
id: 54158034
{'hecke_orbit_code': 343630938304, 'n': 35, 'trace_an': 0}
-
id: 54158035
{'hecke_orbit_code': 343630938304, 'n': 36, 'trace_an': 0}
-
id: 54158036
{'hecke_orbit_code': 343630938304, 'n': 37, 'trace_an': 0}
-
id: 54158037
{'hecke_orbit_code': 343630938304, 'n': 38, 'trace_an': 0}
-
id: 54158038
{'hecke_orbit_code': 343630938304, 'n': 39, 'trace_an': 0}
-
id: 54158039
{'hecke_orbit_code': 343630938304, 'n': 40, 'trace_an': 0}
-
id: 54158040
{'hecke_orbit_code': 343630938304, 'n': 41, 'trace_an': 0}
-
id: 54158041
{'hecke_orbit_code': 343630938304, 'n': 42, 'trace_an': 0}
-
id: 54158042
{'hecke_orbit_code': 343630938304, 'n': 43, 'trace_an': 0}
-
id: 54158043
{'hecke_orbit_code': 343630938304, 'n': 44, 'trace_an': 0}
-
id: 54158044
{'hecke_orbit_code': 343630938304, 'n': 45, 'trace_an': 0}
-
id: 54158045
{'hecke_orbit_code': 343630938304, 'n': 46, 'trace_an': 0}
-
id: 54158046
{'hecke_orbit_code': 343630938304, 'n': 47, 'trace_an': 0}
-
id: 54158047
{'hecke_orbit_code': 343630938304, 'n': 48, 'trace_an': 0}
-
id: 54158048
{'hecke_orbit_code': 343630938304, 'n': 49, 'trace_an': -24}
-
id: 54158049
{'hecke_orbit_code': 343630938304, 'n': 50, 'trace_an': 0}
-
id: 54158050
{'hecke_orbit_code': 343630938304, 'n': 51, 'trace_an': 0}
-
id: 54158051
{'hecke_orbit_code': 343630938304, 'n': 52, 'trace_an': 0}
-
id: 54158052
{'hecke_orbit_code': 343630938304, 'n': 53, 'trace_an': 0}
-
id: 54158053
{'hecke_orbit_code': 343630938304, 'n': 54, 'trace_an': 0}
-
id: 54158054
{'hecke_orbit_code': 343630938304, 'n': 55, 'trace_an': 0}
-
id: 54158055
{'hecke_orbit_code': 343630938304, 'n': 56, 'trace_an': 0}
-
id: 54158056
{'hecke_orbit_code': 343630938304, 'n': 57, 'trace_an': -24}
-
id: 54158057
{'hecke_orbit_code': 343630938304, 'n': 58, 'trace_an': 0}
-
id: 54158058
{'hecke_orbit_code': 343630938304, 'n': 59, 'trace_an': 0}
-
id: 54158059
{'hecke_orbit_code': 343630938304, 'n': 60, 'trace_an': 0}
-
id: 54158060
{'hecke_orbit_code': 343630938304, 'n': 61, 'trace_an': 0}
-
id: 54158061
{'hecke_orbit_code': 343630938304, 'n': 62, 'trace_an': 0}
-
id: 54158062
{'hecke_orbit_code': 343630938304, 'n': 63, 'trace_an': 0}
-
id: 54158063
{'hecke_orbit_code': 343630938304, 'n': 64, 'trace_an': 0}
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id: 54158064
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