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mf_newspaces • Show schema
Hide schema
{'Nk2': 17280, 'analytic_conductor': 34.49537367319313, 'char_conductor': 24, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [4320, 2, [2431, 3781, 2081, 3457], [1, 1, 1, 2]], 'conrey_index': 431, 'cusp_dim': 816, 'dim': 64, 'eis_dim': 96, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 23], 'hecke_orbit_code': 68753035488, 'hecke_orbit_dims': [16, 16, 16, 16], 'label': '4320.2.b', 'level': 4320, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 912, 'mf_new_dim': 64, 'num_forms': 4, 'prim_orbit_index': 6, 'relative_dim': 64, 'sturm_bound': 1728, 'trace_bound': 19, 'trace_display': [0, 0, 0, 0], 'traces': [64, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 64, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -80, 0, 0, 0, 0, 0, 0, 0, 0, 0, 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mf_subspaces • Show schema
Hide schema
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id: 996243
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 431, 'conrey_indexes': [431], 'label': '4320.2.b', 'level': 4320, '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': 18, 'weight': 2}
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id: 996248
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 431, 'conrey_indexes': [431], 'label': '4320.2.b', 'level': 4320, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 35, 'sub_conrey_indexes': [35], 'sub_dim': 4, 'sub_label': '72.2.f', 'sub_level': 72, 'sub_mult': 12, 'weight': 2}
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id: 996250
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 431, 'conrey_indexes': [431], 'label': '4320.2.b', 'level': 4320, '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': 6, 'weight': 2}
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id: 996240
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 431, 'conrey_indexes': [431], 'label': '4320.2.b', 'level': 4320, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 11, 'sub_conrey_indexes': [11], 'sub_dim': 16, 'sub_label': '120.2.b', 'sub_level': 120, 'sub_mult': 9, 'weight': 2}
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id: 996242
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 431, 'conrey_indexes': [431], 'label': '4320.2.b', 'level': 4320, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 107, 'sub_conrey_indexes': [107], 'sub_dim': 16, 'sub_label': '216.2.f', 'sub_level': 216, 'sub_mult': 6, 'weight': 2}
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id: 996244
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 431, 'conrey_indexes': [431], 'label': '4320.2.b', 'level': 4320, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 143, 'sub_conrey_indexes': [143], 'sub_dim': 4, 'sub_label': '288.2.f', 'sub_level': 288, 'sub_mult': 4, 'weight': 2}
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id: 996245
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 431, 'conrey_indexes': [431], 'label': '4320.2.b', 'level': 4320, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 251, 'sub_conrey_indexes': [251], 'sub_dim': 16, 'sub_label': '360.2.b', 'sub_level': 360, 'sub_mult': 6, 'weight': 2}
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id: 996247
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 431, 'conrey_indexes': [431], 'label': '4320.2.b', 'level': 4320, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 431, 'sub_conrey_indexes': [431], 'sub_dim': 16, 'sub_label': '480.2.b', 'sub_level': 480, 'sub_mult': 3, 'weight': 2}
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id: 996249
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 431, 'conrey_indexes': [431], 'label': '4320.2.b', 'level': 4320, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 431, 'sub_conrey_indexes': [431], 'sub_dim': 16, 'sub_label': '864.2.f', 'sub_level': 864, 'sub_mult': 2, 'weight': 2}
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id: 996239
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 431, 'conrey_indexes': [431], 'label': '4320.2.b', 'level': 4320, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 971, 'sub_conrey_indexes': [971], 'sub_dim': 64, 'sub_label': '1080.2.b', 'sub_level': 1080, 'sub_mult': 3, 'weight': 2}
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id: 996241
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 431, 'conrey_indexes': [431], 'label': '4320.2.b', 'level': 4320, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 431, 'sub_conrey_indexes': [431], 'sub_dim': 16, 'sub_label': '1440.2.b', 'sub_level': 1440, 'sub_mult': 2, 'weight': 2}
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id: 996246
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 431, 'conrey_indexes': [431], 'label': '4320.2.b', 'level': 4320, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 431, 'sub_conrey_indexes': [431], 'sub_dim': 64, 'sub_label': '4320.2.b', 'sub_level': 4320, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 2, 'label': '4320.2.b', 'level': 4320, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 19005000
{'hecke_orbit_code': 68753035488, 'n': 1, 'trace_an': 64}
-
id: 19005001
{'hecke_orbit_code': 68753035488, 'n': 2, 'trace_an': 0}
-
id: 19005002
{'hecke_orbit_code': 68753035488, 'n': 3, 'trace_an': 0}
-
id: 19005003
{'hecke_orbit_code': 68753035488, 'n': 4, 'trace_an': 0}
-
id: 19005004
{'hecke_orbit_code': 68753035488, 'n': 5, 'trace_an': 0}
-
id: 19005005
{'hecke_orbit_code': 68753035488, 'n': 6, 'trace_an': 0}
-
id: 19005006
{'hecke_orbit_code': 68753035488, 'n': 7, 'trace_an': 0}
-
id: 19005007
{'hecke_orbit_code': 68753035488, 'n': 8, 'trace_an': 0}
-
id: 19005008
{'hecke_orbit_code': 68753035488, 'n': 9, 'trace_an': 0}
-
id: 19005009
{'hecke_orbit_code': 68753035488, 'n': 10, 'trace_an': 0}
-
id: 19005010
{'hecke_orbit_code': 68753035488, 'n': 11, 'trace_an': 0}
-
id: 19005011
{'hecke_orbit_code': 68753035488, 'n': 12, 'trace_an': 0}
-
id: 19005012
{'hecke_orbit_code': 68753035488, 'n': 13, 'trace_an': 0}
-
id: 19005013
{'hecke_orbit_code': 68753035488, 'n': 14, 'trace_an': 0}
-
id: 19005014
{'hecke_orbit_code': 68753035488, 'n': 15, 'trace_an': 0}
-
id: 19005015
{'hecke_orbit_code': 68753035488, 'n': 16, 'trace_an': 0}
-
id: 19005016
{'hecke_orbit_code': 68753035488, 'n': 17, 'trace_an': 0}
-
id: 19005017
{'hecke_orbit_code': 68753035488, 'n': 18, 'trace_an': 0}
-
id: 19005018
{'hecke_orbit_code': 68753035488, 'n': 19, 'trace_an': 8}
-
id: 19005019
{'hecke_orbit_code': 68753035488, 'n': 20, 'trace_an': 0}
-
id: 19005020
{'hecke_orbit_code': 68753035488, 'n': 21, 'trace_an': 0}
-
id: 19005021
{'hecke_orbit_code': 68753035488, 'n': 22, 'trace_an': 0}
-
id: 19005022
{'hecke_orbit_code': 68753035488, 'n': 23, 'trace_an': 0}
-
id: 19005023
{'hecke_orbit_code': 68753035488, 'n': 24, 'trace_an': 0}
-
id: 19005024
{'hecke_orbit_code': 68753035488, 'n': 25, 'trace_an': 64}
-
id: 19005025
{'hecke_orbit_code': 68753035488, 'n': 26, 'trace_an': 0}
-
id: 19005026
{'hecke_orbit_code': 68753035488, 'n': 27, 'trace_an': 0}
-
id: 19005027
{'hecke_orbit_code': 68753035488, 'n': 28, 'trace_an': 0}
-
id: 19005028
{'hecke_orbit_code': 68753035488, 'n': 29, 'trace_an': 0}
-
id: 19005029
{'hecke_orbit_code': 68753035488, 'n': 30, 'trace_an': 0}
-
id: 19005030
{'hecke_orbit_code': 68753035488, 'n': 31, 'trace_an': 0}
-
id: 19005031
{'hecke_orbit_code': 68753035488, 'n': 32, 'trace_an': 0}
-
id: 19005032
{'hecke_orbit_code': 68753035488, 'n': 33, 'trace_an': 0}
-
id: 19005033
{'hecke_orbit_code': 68753035488, 'n': 34, 'trace_an': 0}
-
id: 19005034
{'hecke_orbit_code': 68753035488, 'n': 35, 'trace_an': 0}
-
id: 19005035
{'hecke_orbit_code': 68753035488, 'n': 36, 'trace_an': 0}
-
id: 19005036
{'hecke_orbit_code': 68753035488, 'n': 37, 'trace_an': 0}
-
id: 19005037
{'hecke_orbit_code': 68753035488, 'n': 38, 'trace_an': 0}
-
id: 19005038
{'hecke_orbit_code': 68753035488, 'n': 39, 'trace_an': 0}
-
id: 19005039
{'hecke_orbit_code': 68753035488, 'n': 40, 'trace_an': 0}
-
id: 19005040
{'hecke_orbit_code': 68753035488, 'n': 41, 'trace_an': 0}
-
id: 19005041
{'hecke_orbit_code': 68753035488, 'n': 42, 'trace_an': 0}
-
id: 19005042
{'hecke_orbit_code': 68753035488, 'n': 43, 'trace_an': 0}
-
id: 19005043
{'hecke_orbit_code': 68753035488, 'n': 44, 'trace_an': 0}
-
id: 19005044
{'hecke_orbit_code': 68753035488, 'n': 45, 'trace_an': 0}
-
id: 19005045
{'hecke_orbit_code': 68753035488, 'n': 46, 'trace_an': 0}
-
id: 19005046
{'hecke_orbit_code': 68753035488, 'n': 47, 'trace_an': 0}
-
id: 19005047
{'hecke_orbit_code': 68753035488, 'n': 48, 'trace_an': 0}
-
id: 19005048
{'hecke_orbit_code': 68753035488, 'n': 49, 'trace_an': -80}
-
id: 19005049
{'hecke_orbit_code': 68753035488, 'n': 50, 'trace_an': 0}
-
id: 19005050
{'hecke_orbit_code': 68753035488, 'n': 51, 'trace_an': 0}
-
id: 19005051
{'hecke_orbit_code': 68753035488, 'n': 52, 'trace_an': 0}
-
id: 19005052
{'hecke_orbit_code': 68753035488, 'n': 53, 'trace_an': 0}
-
id: 19005053
{'hecke_orbit_code': 68753035488, 'n': 54, 'trace_an': 0}
-
id: 19005054
{'hecke_orbit_code': 68753035488, 'n': 55, 'trace_an': 0}
-
id: 19005055
{'hecke_orbit_code': 68753035488, 'n': 56, 'trace_an': 0}
-
id: 19005056
{'hecke_orbit_code': 68753035488, 'n': 57, 'trace_an': 0}
-
id: 19005057
{'hecke_orbit_code': 68753035488, 'n': 58, 'trace_an': 0}
-
id: 19005058
{'hecke_orbit_code': 68753035488, 'n': 59, 'trace_an': 0}
-
id: 19005059
{'hecke_orbit_code': 68753035488, 'n': 60, 'trace_an': 0}
-
id: 19005060
{'hecke_orbit_code': 68753035488, 'n': 61, 'trace_an': 0}
-
id: 19005061
{'hecke_orbit_code': 68753035488, 'n': 62, 'trace_an': 0}
-
id: 19005062
{'hecke_orbit_code': 68753035488, 'n': 63, 'trace_an': 0}
-
id: 19005063
{'hecke_orbit_code': 68753035488, 'n': 64, 'trace_an': 0}
-
id: 19005064
{'hecke_orbit_code': 68753035488, 'n': 65, 'trace_an': 0}
-
id: 19005065
{'hecke_orbit_code': 68753035488, 'n': 66, 'trace_an': 0}
-
id: 19005066
{'hecke_orbit_code': 68753035488, 'n': 67, 'trace_an': -128}
-
id: 19005067
{'hecke_orbit_code': 68753035488, 'n': 68, 'trace_an': 0}
-
id: 19005068
{'hecke_orbit_code': 68753035488, 'n': 69, 'trace_an': 0}
-
id: 19005069
{'hecke_orbit_code': 68753035488, 'n': 70, 'trace_an': 0}
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id: 19005070
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id: 19005950
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id: 19005951
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id: 19005988
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id: 19005990
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id: 19005992
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id: 19005998
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id: 19005999
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