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mf_newspaces • Show schema
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{'Nk2': 1890, 'analytic_conductor': 5.722085551566235, 'char_conductor': 7, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 2, 'char_parity': -1, 'char_values': [210, 2, [71, 127, 31], [2, 2, 1]], 'conrey_index': 181, 'cusp_dim': 88, 'dim': 8, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 343647715538, 'hecke_orbit_dims': [8], 'label': '210.3.f', 'level': 210, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 5, 7], 'level_radical': 210, 'mf_dim': 104, 'mf_new_dim': 8, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 8, 'sturm_bound': 144, 'trace_bound': 0, 'trace_display': [0, 0, 0, 0], 'traces': [8, 0, 0, 16, 0, 0, 0, 0, -24, 0, -16, 0, 0, 32, 0, 32, 0, 0, 0, 0, 0, 96, 0, 0, -40, 0, 0, 0, -144, 0, 0, 0, 0, 0, -80, -48, -48, 0, -48, 0, 0, -48, -64, -32, 0, 128, 0, 0, -24, 0, 0, 0, 128, 0, 0, 64, 144, 224, 0, 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0, 4224, 0, 0, 0, 576, 480, 0, 384, 0, 0, 1824, -768, 6208, 0, -256, 0, 0, -2896, -1520, -96, 0, -5824, 0, 0], 'weight': 3, 'weight_parity': -1}
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mf_subspaces • Show schema
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id: 155081
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 181, 'conrey_indexes': [181], 'label': '210.3.f', 'level': 210, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 6, 'sub_conrey_indexes': [6], 'sub_dim': 1, 'sub_label': '7.3.b', 'sub_level': 7, 'sub_mult': 8, 'weight': 3}
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id: 155077
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 181, 'conrey_indexes': [181], 'label': '210.3.f', 'level': 210, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 13, 'sub_conrey_indexes': [13], 'sub_dim': 2, 'sub_label': '21.3.d', 'sub_level': 21, 'sub_mult': 4, 'weight': 3}
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id: 155078
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 181, 'conrey_indexes': [181], 'label': '210.3.f', 'level': 210, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 6, 'sub_conrey_indexes': [6], 'sub_dim': 4, 'sub_label': '35.3.d', 'sub_level': 35, 'sub_mult': 4, 'weight': 3}
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id: 155079
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 181, 'conrey_indexes': [181], 'label': '210.3.f', 'level': 210, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 13, 'sub_conrey_indexes': [13], 'sub_dim': 4, 'sub_label': '42.3.c', 'sub_level': 42, 'sub_mult': 2, 'weight': 3}
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id: 155080
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 181, 'conrey_indexes': [181], 'label': '210.3.f', 'level': 210, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 41, 'sub_conrey_indexes': [41], 'sub_dim': 8, 'sub_label': '70.3.b', 'sub_level': 70, 'sub_mult': 2, 'weight': 3}
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id: 155075
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 181, 'conrey_indexes': [181], 'label': '210.3.f', 'level': 210, 'sub_char_orbit_index': 8, 'sub_char_orbit_label': 'h', 'sub_conrey_index': 76, 'sub_conrey_indexes': [76], 'sub_dim': 12, 'sub_label': '105.3.h', 'sub_level': 105, 'sub_mult': 2, 'weight': 3}
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id: 155076
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 181, 'conrey_indexes': [181], 'label': '210.3.f', 'level': 210, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 181, 'sub_conrey_indexes': [181], 'sub_dim': 8, 'sub_label': '210.3.f', 'sub_level': 210, 'sub_mult': 1, 'weight': 3}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 6, 'label': '210.3.f', 'level': 210, 'portrait': 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', 'weight': 3}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 56195000
{'hecke_orbit_code': 343647715538, 'n': 1, 'trace_an': 8}
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id: 56195001
{'hecke_orbit_code': 343647715538, 'n': 2, 'trace_an': 0}
-
id: 56195002
{'hecke_orbit_code': 343647715538, 'n': 3, 'trace_an': 0}
-
id: 56195003
{'hecke_orbit_code': 343647715538, 'n': 4, 'trace_an': 16}
-
id: 56195004
{'hecke_orbit_code': 343647715538, 'n': 5, 'trace_an': 0}
-
id: 56195005
{'hecke_orbit_code': 343647715538, 'n': 6, 'trace_an': 0}
-
id: 56195006
{'hecke_orbit_code': 343647715538, 'n': 7, 'trace_an': 0}
-
id: 56195007
{'hecke_orbit_code': 343647715538, 'n': 8, 'trace_an': 0}
-
id: 56195008
{'hecke_orbit_code': 343647715538, 'n': 9, 'trace_an': -24}
-
id: 56195009
{'hecke_orbit_code': 343647715538, 'n': 10, 'trace_an': 0}
-
id: 56195010
{'hecke_orbit_code': 343647715538, 'n': 11, 'trace_an': -16}
-
id: 56195011
{'hecke_orbit_code': 343647715538, 'n': 12, 'trace_an': 0}
-
id: 56195012
{'hecke_orbit_code': 343647715538, 'n': 13, 'trace_an': 0}
-
id: 56195013
{'hecke_orbit_code': 343647715538, 'n': 14, 'trace_an': 32}
-
id: 56195014
{'hecke_orbit_code': 343647715538, 'n': 15, 'trace_an': 0}
-
id: 56195015
{'hecke_orbit_code': 343647715538, 'n': 16, 'trace_an': 32}
-
id: 56195016
{'hecke_orbit_code': 343647715538, 'n': 17, 'trace_an': 0}
-
id: 56195017
{'hecke_orbit_code': 343647715538, 'n': 18, 'trace_an': 0}
-
id: 56195018
{'hecke_orbit_code': 343647715538, 'n': 19, 'trace_an': 0}
-
id: 56195019
{'hecke_orbit_code': 343647715538, 'n': 20, 'trace_an': 0}
-
id: 56195020
{'hecke_orbit_code': 343647715538, 'n': 21, 'trace_an': 0}
-
id: 56195021
{'hecke_orbit_code': 343647715538, 'n': 22, 'trace_an': 96}
-
id: 56195022
{'hecke_orbit_code': 343647715538, 'n': 23, 'trace_an': 0}
-
id: 56195023
{'hecke_orbit_code': 343647715538, 'n': 24, 'trace_an': 0}
-
id: 56195024
{'hecke_orbit_code': 343647715538, 'n': 25, 'trace_an': -40}
-
id: 56195025
{'hecke_orbit_code': 343647715538, 'n': 26, 'trace_an': 0}
-
id: 56195026
{'hecke_orbit_code': 343647715538, 'n': 27, 'trace_an': 0}
-
id: 56195027
{'hecke_orbit_code': 343647715538, 'n': 28, 'trace_an': 0}
-
id: 56195028
{'hecke_orbit_code': 343647715538, 'n': 29, 'trace_an': -144}
-
id: 56195029
{'hecke_orbit_code': 343647715538, 'n': 30, 'trace_an': 0}
-
id: 56195030
{'hecke_orbit_code': 343647715538, 'n': 31, 'trace_an': 0}
-
id: 56195031
{'hecke_orbit_code': 343647715538, 'n': 32, 'trace_an': 0}
-
id: 56195032
{'hecke_orbit_code': 343647715538, 'n': 33, 'trace_an': 0}
-
id: 56195033
{'hecke_orbit_code': 343647715538, 'n': 34, 'trace_an': 0}
-
id: 56195034
{'hecke_orbit_code': 343647715538, 'n': 35, 'trace_an': -80}
-
id: 56195035
{'hecke_orbit_code': 343647715538, 'n': 36, 'trace_an': -48}
-
id: 56195036
{'hecke_orbit_code': 343647715538, 'n': 37, 'trace_an': -48}
-
id: 56195037
{'hecke_orbit_code': 343647715538, 'n': 38, 'trace_an': 0}
-
id: 56195038
{'hecke_orbit_code': 343647715538, 'n': 39, 'trace_an': -48}
-
id: 56195039
{'hecke_orbit_code': 343647715538, 'n': 40, 'trace_an': 0}
-
id: 56195040
{'hecke_orbit_code': 343647715538, 'n': 41, 'trace_an': 0}
-
id: 56195041
{'hecke_orbit_code': 343647715538, 'n': 42, 'trace_an': -48}
-
id: 56195042
{'hecke_orbit_code': 343647715538, 'n': 43, 'trace_an': -64}
-
id: 56195043
{'hecke_orbit_code': 343647715538, 'n': 44, 'trace_an': -32}
-
id: 56195044
{'hecke_orbit_code': 343647715538, 'n': 45, 'trace_an': 0}
-
id: 56195045
{'hecke_orbit_code': 343647715538, 'n': 46, 'trace_an': 128}
-
id: 56195046
{'hecke_orbit_code': 343647715538, 'n': 47, 'trace_an': 0}
-
id: 56195047
{'hecke_orbit_code': 343647715538, 'n': 48, 'trace_an': 0}
-
id: 56195048
{'hecke_orbit_code': 343647715538, 'n': 49, 'trace_an': -24}
-
id: 56195049
{'hecke_orbit_code': 343647715538, 'n': 50, 'trace_an': 0}
-
id: 56195050
{'hecke_orbit_code': 343647715538, 'n': 51, 'trace_an': 0}
-
id: 56195051
{'hecke_orbit_code': 343647715538, 'n': 52, 'trace_an': 0}
-
id: 56195052
{'hecke_orbit_code': 343647715538, 'n': 53, 'trace_an': 128}
-
id: 56195053
{'hecke_orbit_code': 343647715538, 'n': 54, 'trace_an': 0}
-
id: 56195054
{'hecke_orbit_code': 343647715538, 'n': 55, 'trace_an': 0}
-
id: 56195055
{'hecke_orbit_code': 343647715538, 'n': 56, 'trace_an': 64}
-
id: 56195056
{'hecke_orbit_code': 343647715538, 'n': 57, 'trace_an': 144}
-
id: 56195057
{'hecke_orbit_code': 343647715538, 'n': 58, 'trace_an': 224}
-
id: 56195058
{'hecke_orbit_code': 343647715538, 'n': 59, 'trace_an': 0}
-
id: 56195059
{'hecke_orbit_code': 343647715538, 'n': 60, 'trace_an': 0}
-
id: 56195060
{'hecke_orbit_code': 343647715538, 'n': 61, 'trace_an': 0}
-
id: 56195061
{'hecke_orbit_code': 343647715538, 'n': 62, 'trace_an': 0}
-
id: 56195062
{'hecke_orbit_code': 343647715538, 'n': 63, 'trace_an': 0}
-
id: 56195063
{'hecke_orbit_code': 343647715538, 'n': 64, 'trace_an': 64}
-
id: 56195064
{'hecke_orbit_code': 343647715538, 'n': 65, 'trace_an': 80}
-
id: 56195065
{'hecke_orbit_code': 343647715538, 'n': 66, 'trace_an': 0}
-
id: 56195066
{'hecke_orbit_code': 343647715538, 'n': 67, 'trace_an': -192}
-
id: 56195067
{'hecke_orbit_code': 343647715538, 'n': 68, 'trace_an': 0}
-
id: 56195068
{'hecke_orbit_code': 343647715538, 'n': 69, 'trace_an': 0}
-
id: 56195069
{'hecke_orbit_code': 343647715538, 'n': 70, 'trace_an': 0}
-
id: 56195070
{'hecke_orbit_code': 343647715538, 'n': 71, 'trace_an': 176}
-
id: 56195071
{'hecke_orbit_code': 343647715538, 'n': 72, 'trace_an': 0}
-
id: 56195072
{'hecke_orbit_code': 343647715538, 'n': 73, 'trace_an': 0}
-
id: 56195073
{'hecke_orbit_code': 343647715538, 'n': 74, 'trace_an': -160}
-
id: 56195074
{'hecke_orbit_code': 343647715538, 'n': 75, 'trace_an': 0}
-
id: 56195075
{'hecke_orbit_code': 343647715538, 'n': 76, 'trace_an': 0}
-
id: 56195076
{'hecke_orbit_code': 343647715538, 'n': 77, 'trace_an': 192}
-
id: 56195077
{'hecke_orbit_code': 343647715538, 'n': 78, 'trace_an': -96}
-
id: 56195078
{'hecke_orbit_code': 343647715538, 'n': 79, 'trace_an': -288}
-
id: 56195079
{'hecke_orbit_code': 343647715538, 'n': 80, 'trace_an': 0}
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