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mf_newspaces • Show schema
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{'Nk2': 924, 'analytic_conductor': 1.8445442866915769, 'char_conductor': 33, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 19, 'char_orbit_label': 's', 'char_order': 10, 'char_parity': 1, 'char_values': [231, 10, [155, 199, 211], [5, 10, 3]], 'conrey_index': 8, 'cusp_dim': 112, 'dim': 96, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 1236984135911, 'hecke_orbit_dims': [96], 'label': '231.2.s', 'level': 231, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 7, 11], 'level_radical': 231, 'mf_dim': 144, 'mf_new_dim': 96, 'num_forms': 1, 'prim_orbit_index': 6, 'relative_dim': 24, 'sturm_bound': 64, 'trace_bound': 0, 'trace_display': [0, 6, 0, 0], 'traces': [96, 0, 6, -24, 0, -10, 0, 0, -20, 0, 0, -20, 0, 0, 0, -32, 0, -10, -60, 0, 0, 0, 0, 30, 12, 0, 0, -40, 0, 60, 40, 0, -44, 8, 0, 2, 16, 0, -10, 0, 0, 0, 0, 0, -96, -40, 0, 48, 24, 0, -30, -40, 0, 0, 28, 0, 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460, 0, 66, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 160573
{'char_orbit_index': 19, 'char_orbit_label': 's', 'conrey_index': 8, 'conrey_indexes': [8, 29, 50, 134], 'label': '231.2.s', 'level': 231, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 2, 'sub_conrey_indexes': [2, 8, 17, 29], 'sub_dim': 8, 'sub_label': '33.2.f', 'sub_level': 33, 'sub_mult': 2, 'weight': 2}
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id: 160572
{'char_orbit_index': 19, 'char_orbit_label': 's', 'conrey_index': 8, 'conrey_indexes': [8, 29, 50, 134], 'label': '231.2.s', 'level': 231, 'sub_char_orbit_index': 19, 'sub_char_orbit_label': 's', 'sub_conrey_index': 8, 'sub_conrey_indexes': [8, 29, 50, 134], 'sub_dim': 96, 'sub_label': '231.2.s', 'sub_level': 231, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 19, 'label': '231.2.s', 'level': 231, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 142860000
{'hecke_orbit_code': 1236984135911, 'n': 1, 'trace_an': 96}
-
id: 142860001
{'hecke_orbit_code': 1236984135911, 'n': 2, 'trace_an': 0}
-
id: 142860002
{'hecke_orbit_code': 1236984135911, 'n': 3, 'trace_an': 6}
-
id: 142860003
{'hecke_orbit_code': 1236984135911, 'n': 4, 'trace_an': -24}
-
id: 142860004
{'hecke_orbit_code': 1236984135911, 'n': 5, 'trace_an': 0}
-
id: 142860005
{'hecke_orbit_code': 1236984135911, 'n': 6, 'trace_an': -10}
-
id: 142860006
{'hecke_orbit_code': 1236984135911, 'n': 7, 'trace_an': 0}
-
id: 142860007
{'hecke_orbit_code': 1236984135911, 'n': 8, 'trace_an': 0}
-
id: 142860008
{'hecke_orbit_code': 1236984135911, 'n': 9, 'trace_an': -20}
-
id: 142860009
{'hecke_orbit_code': 1236984135911, 'n': 10, 'trace_an': 0}
-
id: 142860010
{'hecke_orbit_code': 1236984135911, 'n': 11, 'trace_an': 0}
-
id: 142860011
{'hecke_orbit_code': 1236984135911, 'n': 12, 'trace_an': -20}
-
id: 142860012
{'hecke_orbit_code': 1236984135911, 'n': 13, 'trace_an': 0}
-
id: 142860013
{'hecke_orbit_code': 1236984135911, 'n': 14, 'trace_an': 0}
-
id: 142860014
{'hecke_orbit_code': 1236984135911, 'n': 15, 'trace_an': 0}
-
id: 142860015
{'hecke_orbit_code': 1236984135911, 'n': 16, 'trace_an': -32}
-
id: 142860016
{'hecke_orbit_code': 1236984135911, 'n': 17, 'trace_an': 0}
-
id: 142860017
{'hecke_orbit_code': 1236984135911, 'n': 18, 'trace_an': -10}
-
id: 142860018
{'hecke_orbit_code': 1236984135911, 'n': 19, 'trace_an': -60}
-
id: 142860019
{'hecke_orbit_code': 1236984135911, 'n': 20, 'trace_an': 0}
-
id: 142860020
{'hecke_orbit_code': 1236984135911, 'n': 21, 'trace_an': 0}
-
id: 142860021
{'hecke_orbit_code': 1236984135911, 'n': 22, 'trace_an': 0}
-
id: 142860022
{'hecke_orbit_code': 1236984135911, 'n': 23, 'trace_an': 0}
-
id: 142860023
{'hecke_orbit_code': 1236984135911, 'n': 24, 'trace_an': 30}
-
id: 142860024
{'hecke_orbit_code': 1236984135911, 'n': 25, 'trace_an': 12}
-
id: 142860025
{'hecke_orbit_code': 1236984135911, 'n': 26, 'trace_an': 0}
-
id: 142860026
{'hecke_orbit_code': 1236984135911, 'n': 27, 'trace_an': 0}
-
id: 142860027
{'hecke_orbit_code': 1236984135911, 'n': 28, 'trace_an': -40}
-
id: 142860028
{'hecke_orbit_code': 1236984135911, 'n': 29, 'trace_an': 0}
-
id: 142860029
{'hecke_orbit_code': 1236984135911, 'n': 30, 'trace_an': 60}
-
id: 142860030
{'hecke_orbit_code': 1236984135911, 'n': 31, 'trace_an': 40}
-
id: 142860031
{'hecke_orbit_code': 1236984135911, 'n': 32, 'trace_an': 0}
-
id: 142860032
{'hecke_orbit_code': 1236984135911, 'n': 33, 'trace_an': -44}
-
id: 142860033
{'hecke_orbit_code': 1236984135911, 'n': 34, 'trace_an': 8}
-
id: 142860034
{'hecke_orbit_code': 1236984135911, 'n': 35, 'trace_an': 0}
-
id: 142860035
{'hecke_orbit_code': 1236984135911, 'n': 36, 'trace_an': 2}
-
id: 142860036
{'hecke_orbit_code': 1236984135911, 'n': 37, 'trace_an': 16}
-
id: 142860037
{'hecke_orbit_code': 1236984135911, 'n': 38, 'trace_an': 0}
-
id: 142860038
{'hecke_orbit_code': 1236984135911, 'n': 39, 'trace_an': -10}
-
id: 142860039
{'hecke_orbit_code': 1236984135911, 'n': 40, 'trace_an': 0}
-
id: 142860040
{'hecke_orbit_code': 1236984135911, 'n': 41, 'trace_an': 0}
-
id: 142860041
{'hecke_orbit_code': 1236984135911, 'n': 42, 'trace_an': 0}
-
id: 142860042
{'hecke_orbit_code': 1236984135911, 'n': 43, 'trace_an': 0}
-
id: 142860043
{'hecke_orbit_code': 1236984135911, 'n': 44, 'trace_an': 0}
-
id: 142860044
{'hecke_orbit_code': 1236984135911, 'n': 45, 'trace_an': -96}
-
id: 142860045
{'hecke_orbit_code': 1236984135911, 'n': 46, 'trace_an': -40}
-
id: 142860046
{'hecke_orbit_code': 1236984135911, 'n': 47, 'trace_an': 0}
-
id: 142860047
{'hecke_orbit_code': 1236984135911, 'n': 48, 'trace_an': 48}
-
id: 142860048
{'hecke_orbit_code': 1236984135911, 'n': 49, 'trace_an': 24}
-
id: 142860049
{'hecke_orbit_code': 1236984135911, 'n': 50, 'trace_an': 0}
-
id: 142860050
{'hecke_orbit_code': 1236984135911, 'n': 51, 'trace_an': -30}
-
id: 142860051
{'hecke_orbit_code': 1236984135911, 'n': 52, 'trace_an': -40}
-
id: 142860052
{'hecke_orbit_code': 1236984135911, 'n': 53, 'trace_an': 0}
-
id: 142860053
{'hecke_orbit_code': 1236984135911, 'n': 54, 'trace_an': 0}
-
id: 142860054
{'hecke_orbit_code': 1236984135911, 'n': 55, 'trace_an': 28}
-
id: 142860055
{'hecke_orbit_code': 1236984135911, 'n': 56, 'trace_an': 0}
-
id: 142860056
{'hecke_orbit_code': 1236984135911, 'n': 57, 'trace_an': -30}
-
id: 142860057
{'hecke_orbit_code': 1236984135911, 'n': 58, 'trace_an': 36}
-
id: 142860058
{'hecke_orbit_code': 1236984135911, 'n': 59, 'trace_an': 0}
-
id: 142860059
{'hecke_orbit_code': 1236984135911, 'n': 60, 'trace_an': -32}
-
id: 142860060
{'hecke_orbit_code': 1236984135911, 'n': 61, 'trace_an': 40}
-
id: 142860061
{'hecke_orbit_code': 1236984135911, 'n': 62, 'trace_an': 0}
-
id: 142860062
{'hecke_orbit_code': 1236984135911, 'n': 63, 'trace_an': 0}
-
id: 142860063
{'hecke_orbit_code': 1236984135911, 'n': 64, 'trace_an': -28}
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