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mf_newspaces • Show schema
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{'Nk2': 7220, 'analytic_conductor': 14.41299756484111, 'char_conductor': 95, 'char_degree': 6, 'char_is_real': False, 'char_orbit_index': 16, 'char_orbit_label': 'p', 'char_order': 18, 'char_parity': 1, 'char_values': [1805, 18, [362, 1446], [9, 4]], 'conrey_index': 54, 'cusp_dim': 1020, 'dim': 924, 'eis_dim': 240, 'eis_new_dim': 192, 'hecke_orbit_code': 1030825707277, 'label': '1805.2.p', 'level': 1805, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 19], 'level_radical': 95, 'mf_dim': 1260, 'mf_new_dim': 1116, 'prim_orbit_index': 16, 'relative_dim': 154, 'sturm_bound': 380, 'trace_display': [0, 0, 6, 0], 'traces': [924, 0, 0, 18, 6, 6, 0, 0, 12, 15, 18, 0, 0, -6, -3, 42, 0, 0, 0, -174, 54, 0, 0, -24, -12, -36, 0, 0, 0, -18, 42, 0, 0, 36, -6, -18, 0, 0, -168, -66, -6, 0, 0, 6, 24, 6, 0, 0, 120, 18, -108, 0, 0, -24, 0, -36, 0, 0, 36, 114, -48, 0, 0, 108, 18, -180, 0, 0, -66, 123, 24, 0, 0, -84, -72, 0, 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mf_subspaces • Show schema
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id: 526863
{'char_orbit_index': 16, 'char_orbit_label': 'p', 'conrey_index': 54, 'conrey_indexes': [54, 99, 234, 389, 784, 1689], 'label': '1805.2.p', 'level': 1805, 'sub_char_orbit_index': 16, 'sub_char_orbit_label': 'p', 'sub_conrey_index': 4, 'sub_conrey_indexes': [4, 9, 24, 44, 54, 74], 'sub_dim': 48, 'sub_label': '95.2.p', 'sub_level': 95, 'sub_mult': 2, 'weight': 2}
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id: 526862
{'char_orbit_index': 16, 'char_orbit_label': 'p', 'conrey_index': 54, 'conrey_indexes': [54, 99, 234, 389, 784, 1689], 'label': '1805.2.p', 'level': 1805, 'sub_char_orbit_index': 16, 'sub_char_orbit_label': 'p', 'sub_conrey_index': 54, 'sub_conrey_indexes': [54, 99, 234, 389, 784, 1689], 'sub_dim': 924, 'sub_label': '1805.2.p', 'sub_level': 1805, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 16, 'label': '1805.2.p', 'level': 1805, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 126858000
{'hecke_orbit_code': 1030825707277, 'n': 1, 'trace_an': 924}
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id: 126858001
{'hecke_orbit_code': 1030825707277, 'n': 2, 'trace_an': 0}
-
id: 126858002
{'hecke_orbit_code': 1030825707277, 'n': 3, 'trace_an': 0}
-
id: 126858003
{'hecke_orbit_code': 1030825707277, 'n': 4, 'trace_an': 18}
-
id: 126858004
{'hecke_orbit_code': 1030825707277, 'n': 5, 'trace_an': 6}
-
id: 126858005
{'hecke_orbit_code': 1030825707277, 'n': 6, 'trace_an': 6}
-
id: 126858006
{'hecke_orbit_code': 1030825707277, 'n': 7, 'trace_an': 0}
-
id: 126858007
{'hecke_orbit_code': 1030825707277, 'n': 8, 'trace_an': 0}
-
id: 126858008
{'hecke_orbit_code': 1030825707277, 'n': 9, 'trace_an': 12}
-
id: 126858009
{'hecke_orbit_code': 1030825707277, 'n': 10, 'trace_an': 15}
-
id: 126858010
{'hecke_orbit_code': 1030825707277, 'n': 11, 'trace_an': 18}
-
id: 126858011
{'hecke_orbit_code': 1030825707277, 'n': 12, 'trace_an': 0}
-
id: 126858012
{'hecke_orbit_code': 1030825707277, 'n': 13, 'trace_an': 0}
-
id: 126858013
{'hecke_orbit_code': 1030825707277, 'n': 14, 'trace_an': -6}
-
id: 126858014
{'hecke_orbit_code': 1030825707277, 'n': 15, 'trace_an': -3}
-
id: 126858015
{'hecke_orbit_code': 1030825707277, 'n': 16, 'trace_an': 42}
-
id: 126858016
{'hecke_orbit_code': 1030825707277, 'n': 17, 'trace_an': 0}
-
id: 126858017
{'hecke_orbit_code': 1030825707277, 'n': 18, 'trace_an': 0}
-
id: 126858018
{'hecke_orbit_code': 1030825707277, 'n': 19, 'trace_an': 0}
-
id: 126858019
{'hecke_orbit_code': 1030825707277, 'n': 20, 'trace_an': -174}
-
id: 126858020
{'hecke_orbit_code': 1030825707277, 'n': 21, 'trace_an': 54}
-
id: 126858021
{'hecke_orbit_code': 1030825707277, 'n': 22, 'trace_an': 0}
-
id: 126858022
{'hecke_orbit_code': 1030825707277, 'n': 23, 'trace_an': 0}
-
id: 126858023
{'hecke_orbit_code': 1030825707277, 'n': 24, 'trace_an': -24}
-
id: 126858024
{'hecke_orbit_code': 1030825707277, 'n': 25, 'trace_an': -12}
-
id: 126858025
{'hecke_orbit_code': 1030825707277, 'n': 26, 'trace_an': -36}
-
id: 126858026
{'hecke_orbit_code': 1030825707277, 'n': 27, 'trace_an': 0}
-
id: 126858027
{'hecke_orbit_code': 1030825707277, 'n': 28, 'trace_an': 0}
-
id: 126858028
{'hecke_orbit_code': 1030825707277, 'n': 29, 'trace_an': 0}
-
id: 126858029
{'hecke_orbit_code': 1030825707277, 'n': 30, 'trace_an': -18}
-
id: 126858030
{'hecke_orbit_code': 1030825707277, 'n': 31, 'trace_an': 42}
-
id: 126858031
{'hecke_orbit_code': 1030825707277, 'n': 32, 'trace_an': 0}
-
id: 126858032
{'hecke_orbit_code': 1030825707277, 'n': 33, 'trace_an': 0}
-
id: 126858033
{'hecke_orbit_code': 1030825707277, 'n': 34, 'trace_an': 36}
-
id: 126858034
{'hecke_orbit_code': 1030825707277, 'n': 35, 'trace_an': -6}
-
id: 126858035
{'hecke_orbit_code': 1030825707277, 'n': 36, 'trace_an': -18}
-
id: 126858036
{'hecke_orbit_code': 1030825707277, 'n': 37, 'trace_an': 0}
-
id: 126858037
{'hecke_orbit_code': 1030825707277, 'n': 38, 'trace_an': 0}
-
id: 126858038
{'hecke_orbit_code': 1030825707277, 'n': 39, 'trace_an': -168}
-
id: 126858039
{'hecke_orbit_code': 1030825707277, 'n': 40, 'trace_an': -66}
-
id: 126858040
{'hecke_orbit_code': 1030825707277, 'n': 41, 'trace_an': -6}
-
id: 126858041
{'hecke_orbit_code': 1030825707277, 'n': 42, 'trace_an': 0}
-
id: 126858042
{'hecke_orbit_code': 1030825707277, 'n': 43, 'trace_an': 0}
-
id: 126858043
{'hecke_orbit_code': 1030825707277, 'n': 44, 'trace_an': 6}
-
id: 126858044
{'hecke_orbit_code': 1030825707277, 'n': 45, 'trace_an': 24}
-
id: 126858045
{'hecke_orbit_code': 1030825707277, 'n': 46, 'trace_an': 6}
-
id: 126858046
{'hecke_orbit_code': 1030825707277, 'n': 47, 'trace_an': 0}
-
id: 126858047
{'hecke_orbit_code': 1030825707277, 'n': 48, 'trace_an': 0}
-
id: 126858048
{'hecke_orbit_code': 1030825707277, 'n': 49, 'trace_an': 120}
-
id: 126858049
{'hecke_orbit_code': 1030825707277, 'n': 50, 'trace_an': 18}
-
id: 126858050
{'hecke_orbit_code': 1030825707277, 'n': 51, 'trace_an': -108}
-
id: 126858051
{'hecke_orbit_code': 1030825707277, 'n': 52, 'trace_an': 0}
-
id: 126858052
{'hecke_orbit_code': 1030825707277, 'n': 53, 'trace_an': 0}
-
id: 126858053
{'hecke_orbit_code': 1030825707277, 'n': 54, 'trace_an': -24}
-
id: 126858054
{'hecke_orbit_code': 1030825707277, 'n': 55, 'trace_an': 0}
-
id: 126858055
{'hecke_orbit_code': 1030825707277, 'n': 56, 'trace_an': -36}
-
id: 126858056
{'hecke_orbit_code': 1030825707277, 'n': 57, 'trace_an': 0}
-
id: 126858057
{'hecke_orbit_code': 1030825707277, 'n': 58, 'trace_an': 0}
-
id: 126858058
{'hecke_orbit_code': 1030825707277, 'n': 59, 'trace_an': 36}
-
id: 126858059
{'hecke_orbit_code': 1030825707277, 'n': 60, 'trace_an': 114}
-
id: 126858060
{'hecke_orbit_code': 1030825707277, 'n': 61, 'trace_an': -48}
-
id: 126858061
{'hecke_orbit_code': 1030825707277, 'n': 62, 'trace_an': 0}
-
id: 126858062
{'hecke_orbit_code': 1030825707277, 'n': 63, 'trace_an': 0}
-
id: 126858063
{'hecke_orbit_code': 1030825707277, 'n': 64, 'trace_an': 108}
-
id: 126858064
{'hecke_orbit_code': 1030825707277, 'n': 65, 'trace_an': 18}
-
id: 126858065
{'hecke_orbit_code': 1030825707277, 'n': 66, 'trace_an': -180}
-
id: 126858066
{'hecke_orbit_code': 1030825707277, 'n': 67, 'trace_an': 0}
-
id: 126858067
{'hecke_orbit_code': 1030825707277, 'n': 68, 'trace_an': 0}
-
id: 126858068
{'hecke_orbit_code': 1030825707277, 'n': 69, 'trace_an': -66}
-
id: 126858069
{'hecke_orbit_code': 1030825707277, 'n': 70, 'trace_an': 123}
-
id: 126858070
{'hecke_orbit_code': 1030825707277, 'n': 71, 'trace_an': 24}
-
id: 126858071
{'hecke_orbit_code': 1030825707277, 'n': 72, 'trace_an': 0}
-
id: 126858072
{'hecke_orbit_code': 1030825707277, 'n': 73, 'trace_an': 0}
-
id: 126858073
{'hecke_orbit_code': 1030825707277, 'n': 74, 'trace_an': -84}
-
id: 126858074
{'hecke_orbit_code': 1030825707277, 'n': 75, 'trace_an': -72}
-
id: 126858075
{'hecke_orbit_code': 1030825707277, 'n': 76, 'trace_an': 0}
-
id: 126858076
{'hecke_orbit_code': 1030825707277, 'n': 77, 'trace_an': 0}
-
id: 126858077
{'hecke_orbit_code': 1030825707277, 'n': 78, 'trace_an': 0}
-
id: 126858078
{'hecke_orbit_code': 1030825707277, 'n': 79, 'trace_an': -48}
-
id: 126858079
{'hecke_orbit_code': 1030825707277, 'n': 80, 'trace_an': 39}
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id: 126858080
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