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mf_newspaces • Show schema
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{'Nk2': 784, 'analytic_conductor': 2.89109359028129, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [49, 3, [3], [2]], 'conrey_index': 18, 'cusp_dim': 20, 'dim': 16, 'eis_dim': 16, 'eis_new_dim': 8, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 137506062385, 'hecke_orbit_dims': [2, 2, 2, 2, 8], 'label': '49.4.c', 'level': 49, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [7], 'level_radical': 7, 'mf_dim': 36, 'mf_new_dim': 24, 'num_forms': 5, 'prim_orbit_index': 3, 'relative_dim': 8, 'sturm_bound': 18, 'trace_bound': 3, 'trace_display': [3, 7, 7, 0], 'traces': [16, 3, 7, -33, 7, -28, 0, 54, 11, 14, -11, -28, 28, 0, -158, 19, -21, 145, 49, 56, 0, 12, -249, -168, 67, -28, 70, 0, -136, 390, 147, 277, -35, 84, 0, -550, -389, 98, -742, -168, -700, 0, 984, 564, 154, -482, 525, 224, 0, 3154, -65, 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0, -134064, -123124, -1540, -80287, 23520, -46774, 0, 201722, 74676, 24871, -90222, -7665, -67536], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 112528
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 18, 'conrey_indexes': [18, 30], 'label': '49.4.c', 'level': 49, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 2, 'sub_conrey_indexes': [2, 4], 'sub_dim': 2, 'sub_label': '7.4.c', 'sub_level': 7, 'sub_mult': 2, 'weight': 4}
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id: 112527
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 18, 'conrey_indexes': [18, 30], 'label': '49.4.c', 'level': 49, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 18, 'sub_conrey_indexes': [18, 30], 'sub_dim': 16, 'sub_label': '49.4.c', 'sub_level': 49, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '49.4.c', 'level': 49, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 30664000
{'hecke_orbit_code': 137506062385, 'n': 1, 'trace_an': 16}
-
id: 30664001
{'hecke_orbit_code': 137506062385, 'n': 2, 'trace_an': 3}
-
id: 30664002
{'hecke_orbit_code': 137506062385, 'n': 3, 'trace_an': 7}
-
id: 30664003
{'hecke_orbit_code': 137506062385, 'n': 4, 'trace_an': -33}
-
id: 30664004
{'hecke_orbit_code': 137506062385, 'n': 5, 'trace_an': 7}
-
id: 30664005
{'hecke_orbit_code': 137506062385, 'n': 6, 'trace_an': -28}
-
id: 30664006
{'hecke_orbit_code': 137506062385, 'n': 7, 'trace_an': 0}
-
id: 30664007
{'hecke_orbit_code': 137506062385, 'n': 8, 'trace_an': 54}
-
id: 30664008
{'hecke_orbit_code': 137506062385, 'n': 9, 'trace_an': 11}
-
id: 30664009
{'hecke_orbit_code': 137506062385, 'n': 10, 'trace_an': 14}
-
id: 30664010
{'hecke_orbit_code': 137506062385, 'n': 11, 'trace_an': -11}
-
id: 30664011
{'hecke_orbit_code': 137506062385, 'n': 12, 'trace_an': -28}
-
id: 30664012
{'hecke_orbit_code': 137506062385, 'n': 13, 'trace_an': 28}
-
id: 30664013
{'hecke_orbit_code': 137506062385, 'n': 14, 'trace_an': 0}
-
id: 30664014
{'hecke_orbit_code': 137506062385, 'n': 15, 'trace_an': -158}
-
id: 30664015
{'hecke_orbit_code': 137506062385, 'n': 16, 'trace_an': 19}
-
id: 30664016
{'hecke_orbit_code': 137506062385, 'n': 17, 'trace_an': -21}
-
id: 30664017
{'hecke_orbit_code': 137506062385, 'n': 18, 'trace_an': 145}
-
id: 30664018
{'hecke_orbit_code': 137506062385, 'n': 19, 'trace_an': 49}
-
id: 30664019
{'hecke_orbit_code': 137506062385, 'n': 20, 'trace_an': 56}
-
id: 30664020
{'hecke_orbit_code': 137506062385, 'n': 21, 'trace_an': 0}
-
id: 30664021
{'hecke_orbit_code': 137506062385, 'n': 22, 'trace_an': 12}
-
id: 30664022
{'hecke_orbit_code': 137506062385, 'n': 23, 'trace_an': -249}
-
id: 30664023
{'hecke_orbit_code': 137506062385, 'n': 24, 'trace_an': -168}
-
id: 30664024
{'hecke_orbit_code': 137506062385, 'n': 25, 'trace_an': 67}
-
id: 30664025
{'hecke_orbit_code': 137506062385, 'n': 26, 'trace_an': -28}
-
id: 30664026
{'hecke_orbit_code': 137506062385, 'n': 27, 'trace_an': 70}
-
id: 30664027
{'hecke_orbit_code': 137506062385, 'n': 28, 'trace_an': 0}
-
id: 30664028
{'hecke_orbit_code': 137506062385, 'n': 29, 'trace_an': -136}
-
id: 30664029
{'hecke_orbit_code': 137506062385, 'n': 30, 'trace_an': 390}
-
id: 30664030
{'hecke_orbit_code': 137506062385, 'n': 31, 'trace_an': 147}
-
id: 30664031
{'hecke_orbit_code': 137506062385, 'n': 32, 'trace_an': 277}
-
id: 30664032
{'hecke_orbit_code': 137506062385, 'n': 33, 'trace_an': -35}
-
id: 30664033
{'hecke_orbit_code': 137506062385, 'n': 34, 'trace_an': 84}
-
id: 30664034
{'hecke_orbit_code': 137506062385, 'n': 35, 'trace_an': 0}
-
id: 30664035
{'hecke_orbit_code': 137506062385, 'n': 36, 'trace_an': -550}
-
id: 30664036
{'hecke_orbit_code': 137506062385, 'n': 37, 'trace_an': -389}
-
id: 30664037
{'hecke_orbit_code': 137506062385, 'n': 38, 'trace_an': 98}
-
id: 30664038
{'hecke_orbit_code': 137506062385, 'n': 39, 'trace_an': -742}
-
id: 30664039
{'hecke_orbit_code': 137506062385, 'n': 40, 'trace_an': -168}
-
id: 30664040
{'hecke_orbit_code': 137506062385, 'n': 41, 'trace_an': -700}
-
id: 30664041
{'hecke_orbit_code': 137506062385, 'n': 42, 'trace_an': 0}
-
id: 30664042
{'hecke_orbit_code': 137506062385, 'n': 43, 'trace_an': 984}
-
id: 30664043
{'hecke_orbit_code': 137506062385, 'n': 44, 'trace_an': 564}
-
id: 30664044
{'hecke_orbit_code': 137506062385, 'n': 45, 'trace_an': 154}
-
id: 30664045
{'hecke_orbit_code': 137506062385, 'n': 46, 'trace_an': -482}
-
id: 30664046
{'hecke_orbit_code': 137506062385, 'n': 47, 'trace_an': 525}
-
id: 30664047
{'hecke_orbit_code': 137506062385, 'n': 48, 'trace_an': 224}
-
id: 30664048
{'hecke_orbit_code': 137506062385, 'n': 49, 'trace_an': 0}
-
id: 30664049
{'hecke_orbit_code': 137506062385, 'n': 50, 'trace_an': 3154}
-
id: 30664050
{'hecke_orbit_code': 137506062385, 'n': 51, 'trace_an': -65}
-
id: 30664051
{'hecke_orbit_code': 137506062385, 'n': 52, 'trace_an': 56}
-
id: 30664052
{'hecke_orbit_code': 137506062385, 'n': 53, 'trace_an': -585}
-
id: 30664053
{'hecke_orbit_code': 137506062385, 'n': 54, 'trace_an': -70}
-
id: 30664054
{'hecke_orbit_code': 137506062385, 'n': 55, 'trace_an': 70}
-
id: 30664055
{'hecke_orbit_code': 137506062385, 'n': 56, 'trace_an': 0}
-
id: 30664056
{'hecke_orbit_code': 137506062385, 'n': 57, 'trace_an': -2202}
-
id: 30664057
{'hecke_orbit_code': 137506062385, 'n': 58, 'trace_an': -386}
-
id: 30664058
{'hecke_orbit_code': 137506062385, 'n': 59, 'trace_an': -105}
-
id: 30664059
{'hecke_orbit_code': 137506062385, 'n': 60, 'trace_an': 812}
-
id: 30664060
{'hecke_orbit_code': 137506062385, 'n': 61, 'trace_an': -413}
-
id: 30664061
{'hecke_orbit_code': 137506062385, 'n': 62, 'trace_an': -588}
-
id: 30664062
{'hecke_orbit_code': 137506062385, 'n': 63, 'trace_an': 0}
-
id: 30664063
{'hecke_orbit_code': 137506062385, 'n': 64, 'trace_an': -3702}
-
id: 30664064
{'hecke_orbit_code': 137506062385, 'n': 65, 'trace_an': -42}
-
id: 30664065
{'hecke_orbit_code': 137506062385, 'n': 66, 'trace_an': -70}
-
id: 30664066
{'hecke_orbit_code': 137506062385, 'n': 67, 'trace_an': 1781}
-
id: 30664067
{'hecke_orbit_code': 137506062385, 'n': 68, 'trace_an': 84}
-
id: 30664068
{'hecke_orbit_code': 137506062385, 'n': 69, 'trace_an': 2226}
-
id: 30664069
{'hecke_orbit_code': 137506062385, 'n': 70, 'trace_an': 0}
-
id: 30664070
{'hecke_orbit_code': 137506062385, 'n': 71, 'trace_an': 1936}
-
id: 30664071
{'hecke_orbit_code': 137506062385, 'n': 72, 'trace_an': -267}
-
id: 30664072
{'hecke_orbit_code': 137506062385, 'n': 73, 'trace_an': -1113}
-
id: 30664073
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