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mf_newspaces • Show schema
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{'Nk2': 1560, 'a4_dim': 0, 'a5_dim': 0, 'analytic_conductor': 0.7785414197074837, 'char_conductor': 1560, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 89, 'char_orbit_label': 'dk', 'char_order': 6, 'char_parity': -1, 'char_values': [1560, 6, [391, 781, 521, 937, 1081], [6, 3, 3, 3, 1]], 'conrey_index': 1109, 'cusp_dim': 8, 'dihedral_dim': 8, 'dim': 8, 'eis_dim': 16, 'eis_new_dim': 16, 'hecke_orbit_code': 6047330731544, 'hecke_orbit_dims': [4, 4], 'label': '1560.1.dk', 'level': 1560, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 13], 'level_radical': 390, 'mf_dim': 24, 'mf_new_dim': 24, 'num_forms': 2, 'prim_orbit_index': 89, 'relative_dim': 4, 's4_dim': 0, 'sturm_bound': 336, 'trace_bound': 3, 'trace_display': [0, 0, 0, 0], 'traces': [8, 0, 0, 4, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 4, 0, 0, 4, 0, 0, 0, 0, 0, 0, 12, 0, 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0], 'weight': 1, 'weight_parity': -1}
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mf_subspaces • Show schema
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{'char_orbit_index': 89, 'char_orbit_label': 'dk', 'conrey_index': 1109, 'conrey_indexes': [1109, 1349], 'label': '1560.1.dk', 'level': 1560, 'sub_char_orbit_index': 89, 'sub_char_orbit_label': 'dk', 'sub_conrey_index': 1109, 'sub_conrey_indexes': [1109, 1349], 'sub_dim': 8, 'sub_label': '1560.1.dk', 'sub_level': 1560, 'sub_mult': 1, 'weight': 1}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 89, 'label': '1560.1.dk', 'level': 1560, 'portrait': 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', 'weight': 1}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 298118000
{'hecke_orbit_code': 6047330731544, 'n': 1, 'trace_an': 8}
-
id: 298118001
{'hecke_orbit_code': 6047330731544, 'n': 2, 'trace_an': 0}
-
id: 298118002
{'hecke_orbit_code': 6047330731544, 'n': 3, 'trace_an': 0}
-
id: 298118003
{'hecke_orbit_code': 6047330731544, 'n': 4, 'trace_an': 4}
-
id: 298118004
{'hecke_orbit_code': 6047330731544, 'n': 5, 'trace_an': 0}
-
id: 298118005
{'hecke_orbit_code': 6047330731544, 'n': 6, 'trace_an': 0}
-
id: 298118006
{'hecke_orbit_code': 6047330731544, 'n': 7, 'trace_an': 0}
-
id: 298118007
{'hecke_orbit_code': 6047330731544, 'n': 8, 'trace_an': 0}
-
id: 298118008
{'hecke_orbit_code': 6047330731544, 'n': 9, 'trace_an': -4}
-
id: 298118009
{'hecke_orbit_code': 6047330731544, 'n': 10, 'trace_an': 0}
-
id: 298118010
{'hecke_orbit_code': 6047330731544, 'n': 11, 'trace_an': 0}
-
id: 298118011
{'hecke_orbit_code': 6047330731544, 'n': 12, 'trace_an': 0}
-
id: 298118012
{'hecke_orbit_code': 6047330731544, 'n': 13, 'trace_an': 0}
-
id: 298118013
{'hecke_orbit_code': 6047330731544, 'n': 14, 'trace_an': 0}
-
id: 298118014
{'hecke_orbit_code': 6047330731544, 'n': 15, 'trace_an': 0}
-
id: 298118015
{'hecke_orbit_code': 6047330731544, 'n': 16, 'trace_an': -4}
-
id: 298118016
{'hecke_orbit_code': 6047330731544, 'n': 17, 'trace_an': 0}
-
id: 298118017
{'hecke_orbit_code': 6047330731544, 'n': 18, 'trace_an': 0}
-
id: 298118018
{'hecke_orbit_code': 6047330731544, 'n': 19, 'trace_an': 0}
-
id: 298118019
{'hecke_orbit_code': 6047330731544, 'n': 20, 'trace_an': 0}
-
id: 298118020
{'hecke_orbit_code': 6047330731544, 'n': 21, 'trace_an': 0}
-
id: 298118021
{'hecke_orbit_code': 6047330731544, 'n': 22, 'trace_an': 0}
-
id: 298118022
{'hecke_orbit_code': 6047330731544, 'n': 23, 'trace_an': 0}
-
id: 298118023
{'hecke_orbit_code': 6047330731544, 'n': 24, 'trace_an': 0}
-
id: 298118024
{'hecke_orbit_code': 6047330731544, 'n': 25, 'trace_an': -8}
-
id: 298118025
{'hecke_orbit_code': 6047330731544, 'n': 26, 'trace_an': 0}
-
id: 298118026
{'hecke_orbit_code': 6047330731544, 'n': 27, 'trace_an': 0}
-
id: 298118027
{'hecke_orbit_code': 6047330731544, 'n': 28, 'trace_an': 0}
-
id: 298118028
{'hecke_orbit_code': 6047330731544, 'n': 29, 'trace_an': 0}
-
id: 298118029
{'hecke_orbit_code': 6047330731544, 'n': 30, 'trace_an': -4}
-
id: 298118030
{'hecke_orbit_code': 6047330731544, 'n': 31, 'trace_an': 0}
-
id: 298118031
{'hecke_orbit_code': 6047330731544, 'n': 32, 'trace_an': 0}
-
id: 298118032
{'hecke_orbit_code': 6047330731544, 'n': 33, 'trace_an': 0}
-
id: 298118033
{'hecke_orbit_code': 6047330731544, 'n': 34, 'trace_an': 0}
-
id: 298118034
{'hecke_orbit_code': 6047330731544, 'n': 35, 'trace_an': 0}
-
id: 298118035
{'hecke_orbit_code': 6047330731544, 'n': 36, 'trace_an': 4}
-
id: 298118036
{'hecke_orbit_code': 6047330731544, 'n': 37, 'trace_an': 0}
-
id: 298118037
{'hecke_orbit_code': 6047330731544, 'n': 38, 'trace_an': 0}
-
id: 298118038
{'hecke_orbit_code': 6047330731544, 'n': 39, 'trace_an': 4}
-
id: 298118039
{'hecke_orbit_code': 6047330731544, 'n': 40, 'trace_an': 0}
-
id: 298118040
{'hecke_orbit_code': 6047330731544, 'n': 41, 'trace_an': 0}
-
id: 298118041
{'hecke_orbit_code': 6047330731544, 'n': 42, 'trace_an': 0}
-
id: 298118042
{'hecke_orbit_code': 6047330731544, 'n': 43, 'trace_an': 0}
-
id: 298118043
{'hecke_orbit_code': 6047330731544, 'n': 44, 'trace_an': 0}
-
id: 298118044
{'hecke_orbit_code': 6047330731544, 'n': 45, 'trace_an': 0}
-
id: 298118045
{'hecke_orbit_code': 6047330731544, 'n': 46, 'trace_an': 12}
-
id: 298118046
{'hecke_orbit_code': 6047330731544, 'n': 47, 'trace_an': 0}
-
id: 298118047
{'hecke_orbit_code': 6047330731544, 'n': 48, 'trace_an': 0}
-
id: 298118048
{'hecke_orbit_code': 6047330731544, 'n': 49, 'trace_an': 4}
-
id: 298118049
{'hecke_orbit_code': 6047330731544, 'n': 50, 'trace_an': 0}
-
id: 298118050
{'hecke_orbit_code': 6047330731544, 'n': 51, 'trace_an': 0}
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id: 298118051
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