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mf_newspaces • Show schema
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{'Nk2': 7220, 'analytic_conductor': 14.41299756484111, 'char_conductor': 95, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 12, 'char_orbit_label': 'l', 'char_order': 12, 'char_parity': 1, 'char_values': [1805, 12, [362, 1446], [9, 2]], 'conrey_index': 293, 'cusp_dim': 680, 'dim': 616, 'eis_dim': 160, 'eis_new_dim': 128, 'hecke_orbit_code': 755947800333, 'label': '1805.2.l', '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': 840, 'mf_new_dim': 744, 'prim_orbit_index': 12, 'relative_dim': 154, 'sturm_bound': 380, 'trace_display': [6, 6, 6, 16], 'traces': [616, 6, 6, 0, 6, 8, 16, 0, 0, 6, 8, 0, 6, 0, 24, 204, -8, 0, 0, -88, -12, -6, 22, 0, 6, -64, 0, -36, 0, -28, 0, 36, 0, 0, -24, -64, 0, 0, 0, 72, 48, -30, -14, 0, 16, 0, -26, -48, 0, 0, -60, 18, -12, 0, 4, 0, 0, -4, 0, -114, -36, -4, -20, 0, 0, 116, -18, 124, 0, -18, 12, -132, 20, 0, 0, 0, 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mf_subspaces • Show schema
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id: 526861
{'char_orbit_index': 12, 'char_orbit_label': 'l', 'conrey_index': 293, 'conrey_indexes': [293, 1152, 1513, 1737], 'label': '1805.2.l', 'level': 1805, 'sub_char_orbit_index': 12, 'sub_char_orbit_label': 'l', 'sub_conrey_index': 8, 'sub_conrey_indexes': [8, 12, 27, 88], 'sub_dim': 32, 'sub_label': '95.2.l', 'sub_level': 95, 'sub_mult': 2, 'weight': 2}
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id: 526860
{'char_orbit_index': 12, 'char_orbit_label': 'l', 'conrey_index': 293, 'conrey_indexes': [293, 1152, 1513, 1737], 'label': '1805.2.l', 'level': 1805, 'sub_char_orbit_index': 12, 'sub_char_orbit_label': 'l', 'sub_conrey_index': 293, 'sub_conrey_indexes': [293, 1152, 1513, 1737], 'sub_dim': 616, 'sub_label': '1805.2.l', 'sub_level': 1805, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 12, 'label': '1805.2.l', '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: 101510000
{'hecke_orbit_code': 755947800333, 'n': 1, 'trace_an': 616}
-
id: 101510001
{'hecke_orbit_code': 755947800333, 'n': 2, 'trace_an': 6}
-
id: 101510002
{'hecke_orbit_code': 755947800333, 'n': 3, 'trace_an': 6}
-
id: 101510003
{'hecke_orbit_code': 755947800333, 'n': 4, 'trace_an': 0}
-
id: 101510004
{'hecke_orbit_code': 755947800333, 'n': 5, 'trace_an': 6}
-
id: 101510005
{'hecke_orbit_code': 755947800333, 'n': 6, 'trace_an': 8}
-
id: 101510006
{'hecke_orbit_code': 755947800333, 'n': 7, 'trace_an': 16}
-
id: 101510007
{'hecke_orbit_code': 755947800333, 'n': 8, 'trace_an': 0}
-
id: 101510008
{'hecke_orbit_code': 755947800333, 'n': 9, 'trace_an': 0}
-
id: 101510009
{'hecke_orbit_code': 755947800333, 'n': 10, 'trace_an': 6}
-
id: 101510010
{'hecke_orbit_code': 755947800333, 'n': 11, 'trace_an': 8}
-
id: 101510011
{'hecke_orbit_code': 755947800333, 'n': 12, 'trace_an': 0}
-
id: 101510012
{'hecke_orbit_code': 755947800333, 'n': 13, 'trace_an': 6}
-
id: 101510013
{'hecke_orbit_code': 755947800333, 'n': 14, 'trace_an': 0}
-
id: 101510014
{'hecke_orbit_code': 755947800333, 'n': 15, 'trace_an': 24}
-
id: 101510015
{'hecke_orbit_code': 755947800333, 'n': 16, 'trace_an': 204}
-
id: 101510016
{'hecke_orbit_code': 755947800333, 'n': 17, 'trace_an': -8}
-
id: 101510017
{'hecke_orbit_code': 755947800333, 'n': 18, 'trace_an': 0}
-
id: 101510018
{'hecke_orbit_code': 755947800333, 'n': 19, 'trace_an': 0}
-
id: 101510019
{'hecke_orbit_code': 755947800333, 'n': 20, 'trace_an': -88}
-
id: 101510020
{'hecke_orbit_code': 755947800333, 'n': 21, 'trace_an': -12}
-
id: 101510021
{'hecke_orbit_code': 755947800333, 'n': 22, 'trace_an': -6}
-
id: 101510022
{'hecke_orbit_code': 755947800333, 'n': 23, 'trace_an': 22}
-
id: 101510023
{'hecke_orbit_code': 755947800333, 'n': 24, 'trace_an': 0}
-
id: 101510024
{'hecke_orbit_code': 755947800333, 'n': 25, 'trace_an': 6}
-
id: 101510025
{'hecke_orbit_code': 755947800333, 'n': 26, 'trace_an': -64}
-
id: 101510026
{'hecke_orbit_code': 755947800333, 'n': 27, 'trace_an': 0}
-
id: 101510027
{'hecke_orbit_code': 755947800333, 'n': 28, 'trace_an': -36}
-
id: 101510028
{'hecke_orbit_code': 755947800333, 'n': 29, 'trace_an': 0}
-
id: 101510029
{'hecke_orbit_code': 755947800333, 'n': 30, 'trace_an': -28}
-
id: 101510030
{'hecke_orbit_code': 755947800333, 'n': 31, 'trace_an': 0}
-
id: 101510031
{'hecke_orbit_code': 755947800333, 'n': 32, 'trace_an': 36}
-
id: 101510032
{'hecke_orbit_code': 755947800333, 'n': 33, 'trace_an': 0}
-
id: 101510033
{'hecke_orbit_code': 755947800333, 'n': 34, 'trace_an': 0}
-
id: 101510034
{'hecke_orbit_code': 755947800333, 'n': 35, 'trace_an': -24}
-
id: 101510035
{'hecke_orbit_code': 755947800333, 'n': 36, 'trace_an': -64}
-
id: 101510036
{'hecke_orbit_code': 755947800333, 'n': 37, 'trace_an': 0}
-
id: 101510037
{'hecke_orbit_code': 755947800333, 'n': 38, 'trace_an': 0}
-
id: 101510038
{'hecke_orbit_code': 755947800333, 'n': 39, 'trace_an': 0}
-
id: 101510039
{'hecke_orbit_code': 755947800333, 'n': 40, 'trace_an': 72}
-
id: 101510040
{'hecke_orbit_code': 755947800333, 'n': 41, 'trace_an': 48}
-
id: 101510041
{'hecke_orbit_code': 755947800333, 'n': 42, 'trace_an': -30}
-
id: 101510042
{'hecke_orbit_code': 755947800333, 'n': 43, 'trace_an': -14}
-
id: 101510043
{'hecke_orbit_code': 755947800333, 'n': 44, 'trace_an': 0}
-
id: 101510044
{'hecke_orbit_code': 755947800333, 'n': 45, 'trace_an': 16}
-
id: 101510045
{'hecke_orbit_code': 755947800333, 'n': 46, 'trace_an': 0}
-
id: 101510046
{'hecke_orbit_code': 755947800333, 'n': 47, 'trace_an': -26}
-
id: 101510047
{'hecke_orbit_code': 755947800333, 'n': 48, 'trace_an': -48}
-
id: 101510048
{'hecke_orbit_code': 755947800333, 'n': 49, 'trace_an': 0}
-
id: 101510049
{'hecke_orbit_code': 755947800333, 'n': 50, 'trace_an': 0}
-
id: 101510050
{'hecke_orbit_code': 755947800333, 'n': 51, 'trace_an': -60}
-
id: 101510051
{'hecke_orbit_code': 755947800333, 'n': 52, 'trace_an': 18}
-
id: 101510052
{'hecke_orbit_code': 755947800333, 'n': 53, 'trace_an': -12}
-
id: 101510053
{'hecke_orbit_code': 755947800333, 'n': 54, 'trace_an': 0}
-
id: 101510054
{'hecke_orbit_code': 755947800333, 'n': 55, 'trace_an': 4}
-
id: 101510055
{'hecke_orbit_code': 755947800333, 'n': 56, 'trace_an': 0}
-
id: 101510056
{'hecke_orbit_code': 755947800333, 'n': 57, 'trace_an': 0}
-
id: 101510057
{'hecke_orbit_code': 755947800333, 'n': 58, 'trace_an': -4}
-
id: 101510058
{'hecke_orbit_code': 755947800333, 'n': 59, 'trace_an': 0}
-
id: 101510059
{'hecke_orbit_code': 755947800333, 'n': 60, 'trace_an': -114}
-
id: 101510060
{'hecke_orbit_code': 755947800333, 'n': 61, 'trace_an': -36}
-
id: 101510061
{'hecke_orbit_code': 755947800333, 'n': 62, 'trace_an': -4}
-
id: 101510062
{'hecke_orbit_code': 755947800333, 'n': 63, 'trace_an': -20}
-
id: 101510063
{'hecke_orbit_code': 755947800333, 'n': 64, 'trace_an': 0}
-
id: 101510064
{'hecke_orbit_code': 755947800333, 'n': 65, 'trace_an': 0}
-
id: 101510065
{'hecke_orbit_code': 755947800333, 'n': 66, 'trace_an': 116}
-
id: 101510066
{'hecke_orbit_code': 755947800333, 'n': 67, 'trace_an': -18}
-
id: 101510067
{'hecke_orbit_code': 755947800333, 'n': 68, 'trace_an': 124}
-
id: 101510068
{'hecke_orbit_code': 755947800333, 'n': 69, 'trace_an': 0}
-
id: 101510069
{'hecke_orbit_code': 755947800333, 'n': 70, 'trace_an': -18}
-
id: 101510070
{'hecke_orbit_code': 755947800333, 'n': 71, 'trace_an': 12}
-
id: 101510071
{'hecke_orbit_code': 755947800333, 'n': 72, 'trace_an': -132}
-
id: 101510072
{'hecke_orbit_code': 755947800333, 'n': 73, 'trace_an': 20}
-
id: 101510073
{'hecke_orbit_code': 755947800333, 'n': 74, 'trace_an': 0}
-
id: 101510074
{'hecke_orbit_code': 755947800333, 'n': 75, 'trace_an': 0}
-
id: 101510075
{'hecke_orbit_code': 755947800333, 'n': 76, 'trace_an': 0}
-
id: 101510076
{'hecke_orbit_code': 755947800333, 'n': 77, 'trace_an': -128}
-
id: 101510077
{'hecke_orbit_code': 755947800333, 'n': 78, 'trace_an': -84}
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