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mf_newspaces • Show schema
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{'Nk2': 6480, 'analytic_conductor': 23.89577355232495, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [405, 3, [326, 82], [2, 3]], 'conrey_indexes': [136, 271], 'cusp_dim': 300, 'dim': 96, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 7], 'hecke_orbit_code': 274945016213, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 6, 6, 6, 6, 6, 6, 12, 12], 'label': '405.4.e', 'level': 405, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 348, 'mf_new_dim': 96, 'num_forms': 24, 'prim_orbit_index': 3, 'relative_dim': 48, 'sturm_bound': 216, 'trace_bound': 7, 'trace_display': [0, 0, 0, -60], 'traces': [96, 0, 0, -192, 0, 0, -60, 0, 0, 0, 0, 0, 120, 0, 0, -768, 0, 0, -960, 0, 0, 72, 0, 0, -1200, 0, 0, 1920, 0, 0, -600, 0, 0, -1350, 0, 0, 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161748, 0, 0, -112446, 0, 0, 284952, 0, 0, 4320, 0, 0, -210528, 0, 0, -17928, 0, 0, 69036, 0, 0, 379980, 0, 0, -106560, 0, 0, 208836, 0, 0, 47988, 0, 0, -962124, 0, 0, -62412, 0, 0, -203040, 0, 0, -122952, 0, 0, -151530, 0, 0, 87048, 0, 0, -30816, 0, 0, -87120, 0, 0, 401892, 0, 0, 251400, 0, 0, 231480, 0, 0, 163596, 0, 0, 22500], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 206086
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_indexes': [136, 271], 'label': '405.4.e', 'level': 405, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_indexes': [4, 7], 'sub_dim': 4, 'sub_label': '9.4.c', 'sub_level': 9, 'sub_mult': 6, 'weight': 4}
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id: 206082
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_indexes': [136, 271], 'label': '405.4.e', 'level': 405, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_indexes': [10, 19], 'sub_dim': 4, 'sub_label': '27.4.c', 'sub_level': 27, 'sub_mult': 4, 'weight': 4}
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id: 206084
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_indexes': [136, 271], 'label': '405.4.e', 'level': 405, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_indexes': [16, 31], 'sub_dim': 24, 'sub_label': '45.4.e', 'sub_level': 45, 'sub_mult': 3, 'weight': 4}
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id: 206085
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_indexes': [136, 271], 'label': '405.4.e', 'level': 405, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_indexes': [28, 55], 'sub_dim': 22, 'sub_label': '81.4.c', 'sub_level': 81, 'sub_mult': 2, 'weight': 4}
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id: 206081
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_indexes': [136, 271], 'label': '405.4.e', 'level': 405, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_indexes': [46, 91], 'sub_dim': 24, 'sub_label': '135.4.e', 'sub_level': 135, 'sub_mult': 2, 'weight': 4}
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id: 206083
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_indexes': [136, 271], 'label': '405.4.e', 'level': 405, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_indexes': [136, 271], 'sub_dim': 96, 'sub_label': '405.4.e', 'sub_level': 405, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 5, 'label': '405.4.e', 'level': 405, 'portrait': 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', 'weight': 4}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 49241000
{'hecke_orbit_code': 274945016213, 'n': 1, 'trace_an': 96}
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id: 49241001
{'hecke_orbit_code': 274945016213, 'n': 2, 'trace_an': 0}
-
id: 49241002
{'hecke_orbit_code': 274945016213, 'n': 3, 'trace_an': 0}
-
id: 49241003
{'hecke_orbit_code': 274945016213, 'n': 4, 'trace_an': -192}
-
id: 49241004
{'hecke_orbit_code': 274945016213, 'n': 5, 'trace_an': 0}
-
id: 49241005
{'hecke_orbit_code': 274945016213, 'n': 6, 'trace_an': 0}
-
id: 49241006
{'hecke_orbit_code': 274945016213, 'n': 7, 'trace_an': -60}
-
id: 49241007
{'hecke_orbit_code': 274945016213, 'n': 8, 'trace_an': 0}
-
id: 49241008
{'hecke_orbit_code': 274945016213, 'n': 9, 'trace_an': 0}
-
id: 49241009
{'hecke_orbit_code': 274945016213, 'n': 10, 'trace_an': 0}
-
id: 49241010
{'hecke_orbit_code': 274945016213, 'n': 11, 'trace_an': 0}
-
id: 49241011
{'hecke_orbit_code': 274945016213, 'n': 12, 'trace_an': 0}
-
id: 49241012
{'hecke_orbit_code': 274945016213, 'n': 13, 'trace_an': 120}
-
id: 49241013
{'hecke_orbit_code': 274945016213, 'n': 14, 'trace_an': 0}
-
id: 49241014
{'hecke_orbit_code': 274945016213, 'n': 15, 'trace_an': 0}
-
id: 49241015
{'hecke_orbit_code': 274945016213, 'n': 16, 'trace_an': -768}
-
id: 49241016
{'hecke_orbit_code': 274945016213, 'n': 17, 'trace_an': 0}
-
id: 49241017
{'hecke_orbit_code': 274945016213, 'n': 18, 'trace_an': 0}
-
id: 49241018
{'hecke_orbit_code': 274945016213, 'n': 19, 'trace_an': -960}
-
id: 49241019
{'hecke_orbit_code': 274945016213, 'n': 20, 'trace_an': 0}
-
id: 49241020
{'hecke_orbit_code': 274945016213, 'n': 21, 'trace_an': 0}
-
id: 49241021
{'hecke_orbit_code': 274945016213, 'n': 22, 'trace_an': 72}
-
id: 49241022
{'hecke_orbit_code': 274945016213, 'n': 23, 'trace_an': 0}
-
id: 49241023
{'hecke_orbit_code': 274945016213, 'n': 24, 'trace_an': 0}
-
id: 49241024
{'hecke_orbit_code': 274945016213, 'n': 25, 'trace_an': -1200}
-
id: 49241025
{'hecke_orbit_code': 274945016213, 'n': 26, 'trace_an': 0}
-
id: 49241026
{'hecke_orbit_code': 274945016213, 'n': 27, 'trace_an': 0}
-
id: 49241027
{'hecke_orbit_code': 274945016213, 'n': 28, 'trace_an': 1920}
-
id: 49241028
{'hecke_orbit_code': 274945016213, 'n': 29, 'trace_an': 0}
-
id: 49241029
{'hecke_orbit_code': 274945016213, 'n': 30, 'trace_an': 0}
-
id: 49241030
{'hecke_orbit_code': 274945016213, 'n': 31, 'trace_an': -600}
-
id: 49241031
{'hecke_orbit_code': 274945016213, 'n': 32, 'trace_an': 0}
-
id: 49241032
{'hecke_orbit_code': 274945016213, 'n': 33, 'trace_an': 0}
-
id: 49241033
{'hecke_orbit_code': 274945016213, 'n': 34, 'trace_an': -1350}
-
id: 49241034
{'hecke_orbit_code': 274945016213, 'n': 35, 'trace_an': 0}
-
id: 49241035
{'hecke_orbit_code': 274945016213, 'n': 36, 'trace_an': 0}
-
id: 49241036
{'hecke_orbit_code': 274945016213, 'n': 37, 'trace_an': -1680}
-
id: 49241037
{'hecke_orbit_code': 274945016213, 'n': 38, 'trace_an': 0}
-
id: 49241038
{'hecke_orbit_code': 274945016213, 'n': 39, 'trace_an': 0}
-
id: 49241039
{'hecke_orbit_code': 274945016213, 'n': 40, 'trace_an': -450}
-
id: 49241040
{'hecke_orbit_code': 274945016213, 'n': 41, 'trace_an': 0}
-
id: 49241041
{'hecke_orbit_code': 274945016213, 'n': 42, 'trace_an': 0}
-
id: 49241042
{'hecke_orbit_code': 274945016213, 'n': 43, 'trace_an': 156}
-
id: 49241043
{'hecke_orbit_code': 274945016213, 'n': 44, 'trace_an': 0}
-
id: 49241044
{'hecke_orbit_code': 274945016213, 'n': 45, 'trace_an': 0}
-
id: 49241045
{'hecke_orbit_code': 274945016213, 'n': 46, 'trace_an': -1188}
-
id: 49241046
{'hecke_orbit_code': 274945016213, 'n': 47, 'trace_an': 0}
-
id: 49241047
{'hecke_orbit_code': 274945016213, 'n': 48, 'trace_an': 0}
-
id: 49241048
{'hecke_orbit_code': 274945016213, 'n': 49, 'trace_an': -756}
-
id: 49241049
{'hecke_orbit_code': 274945016213, 'n': 50, 'trace_an': 0}
-
id: 49241050
{'hecke_orbit_code': 274945016213, 'n': 51, 'trace_an': 0}
-
id: 49241051
{'hecke_orbit_code': 274945016213, 'n': 52, 'trace_an': 3756}
-
id: 49241052
{'hecke_orbit_code': 274945016213, 'n': 53, 'trace_an': 0}
-
id: 49241053
{'hecke_orbit_code': 274945016213, 'n': 54, 'trace_an': 0}
-
id: 49241054
{'hecke_orbit_code': 274945016213, 'n': 55, 'trace_an': 0}
-
id: 49241055
{'hecke_orbit_code': 274945016213, 'n': 56, 'trace_an': 0}
-
id: 49241056
{'hecke_orbit_code': 274945016213, 'n': 57, 'trace_an': 0}
-
id: 49241057
{'hecke_orbit_code': 274945016213, 'n': 58, 'trace_an': 1188}
-
id: 49241058
{'hecke_orbit_code': 274945016213, 'n': 59, 'trace_an': 0}
-
id: 49241059
{'hecke_orbit_code': 274945016213, 'n': 60, 'trace_an': 0}
-
id: 49241060
{'hecke_orbit_code': 274945016213, 'n': 61, 'trace_an': 84}
-
id: 49241061
{'hecke_orbit_code': 274945016213, 'n': 62, 'trace_an': 0}
-
id: 49241062
{'hecke_orbit_code': 274945016213, 'n': 63, 'trace_an': 0}
-
id: 49241063
{'hecke_orbit_code': 274945016213, 'n': 64, 'trace_an': 1644}
-
id: 49241064
{'hecke_orbit_code': 274945016213, 'n': 65, 'trace_an': 0}
-
id: 49241065
{'hecke_orbit_code': 274945016213, 'n': 66, 'trace_an': 0}
-
id: 49241066
{'hecke_orbit_code': 274945016213, 'n': 67, 'trace_an': -1464}
-
id: 49241067
{'hecke_orbit_code': 274945016213, 'n': 68, 'trace_an': 0}
-
id: 49241068
{'hecke_orbit_code': 274945016213, 'n': 69, 'trace_an': 0}
-
id: 49241069
{'hecke_orbit_code': 274945016213, 'n': 70, 'trace_an': -360}
-
id: 49241070
{'hecke_orbit_code': 274945016213, 'n': 71, 'trace_an': 0}
-
id: 49241071
{'hecke_orbit_code': 274945016213, 'n': 72, 'trace_an': 0}
-
id: 49241072
{'hecke_orbit_code': 274945016213, 'n': 73, 'trace_an': -5064}
-
id: 49241073
{'hecke_orbit_code': 274945016213, 'n': 74, 'trace_an': 0}
-
id: 49241074
{'hecke_orbit_code': 274945016213, 'n': 75, 'trace_an': 0}
-
id: 49241075
{'hecke_orbit_code': 274945016213, 'n': 76, 'trace_an': 9750}
-
id: 49241076
{'hecke_orbit_code': 274945016213, 'n': 77, 'trace_an': 0}
-
id: 49241077
{'hecke_orbit_code': 274945016213, 'n': 78, 'trace_an': 0}
-
id: 49241078
{'hecke_orbit_code': 274945016213, 'n': 79, 'trace_an': 3036}
-
id: 49241079
{'hecke_orbit_code': 274945016213, 'n': 80, 'trace_an': 0}
-
id: 49241080
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