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mf_newspaces • Show schema
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{'Nk2': 1444, 'analytic_conductor': 2.882599512968222, 'char_conductor': 361, 'char_degree': 108, 'char_is_real': False, 'char_orbit_index': 11, 'char_orbit_label': 'k', 'char_order': 171, 'char_parity': 1, 'char_values': [361, 171, [2], [1]], 'conrey_index': 4, 'cusp_dim': 3348, 'dim': 3348, 'eis_dim': 216, 'eis_new_dim': 216, 'hecke_cutter_primes': [], 'hecke_orbit_code': 687228322153, 'hecke_orbit_dims': [3348], 'label': '361.2.k', 'level': 361, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [19], 'level_radical': 19, 'mf_dim': 3564, 'mf_new_dim': 3564, 'num_forms': 1, 'prim_orbit_index': 11, 'relative_dim': 31, 'sturm_bound': 63, 'trace_bound': 0, 'trace_display': [-108, -111, -108, -111], 'traces': [3348, -108, -111, -114, -108, -117, -111, -120, -117, -123, -111, -117, -111, -111, -117, -96, -3, -108, -102, -132, -114, 0, -120, -129, -114, -105, -63, -120, -111, -90, -123, -123, 9, -114, -120, -90, 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mf_subspaces • Show schema
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{'char_orbit_index': 11, 'char_orbit_label': 'k', 'conrey_index': 4, 'conrey_indexes': [4, 5, 6, 9, 16, 17, 23, 24, 25, 35, 36, 42, 43, 44, 47, 55, 61, 63, 66, 73, 74, 80, 81, 82, 85, 92, 93, 100, 101, 104, 111, 112, 118, 119, 120, 123, 130, 131, 137, 138, 139, 142, 149, 150, 156, 157, 158, 161, 168, 169, 175, 176, 177, 180, 187, 188, 194, 195, 196, 199, 206, 207, 213, 214, 215, 218, 225, 226, 232, 233, 237, 244, 251, 252, 253, 256, 263, 264, 270, 271, 272, 275, 282, 283, 289, 290, 291, 294, 301, 302, 308, 309, 310, 313, 320, 321, 327, 328, 329, 332, 339, 340, 346, 347, 348, 351, 358, 359], 'label': '361.2.k', 'level': 361, 'sub_char_orbit_index': 11, 'sub_char_orbit_label': 'k', 'sub_conrey_index': 4, 'sub_conrey_indexes': [4, 5, 6, 9, 16, 17, 23, 24, 25, 35, 36, 42, 43, 44, 47, 55, 61, 63, 66, 73, 74, 80, 81, 82, 85, 92, 93, 100, 101, 104, 111, 112, 118, 119, 120, 123, 130, 131, 137, 138, 139, 142, 149, 150, 156, 157, 158, 161, 168, 169, 175, 176, 177, 180, 187, 188, 194, 195, 196, 199, 206, 207, 213, 214, 215, 218, 225, 226, 232, 233, 237, 244, 251, 252, 253, 256, 263, 264, 270, 271, 272, 275, 282, 283, 289, 290, 291, 294, 301, 302, 308, 309, 310, 313, 320, 321, 327, 328, 329, 332, 339, 340, 346, 347, 348, 351, 358, 359], 'sub_dim': 3348, 'sub_label': '361.2.k', 'sub_level': 361, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 11, 'label': '361.2.k', 'level': 361, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 93819000
{'hecke_orbit_code': 687228322153, 'n': 1, 'trace_an': 3348}
-
id: 93819001
{'hecke_orbit_code': 687228322153, 'n': 2, 'trace_an': -108}
-
id: 93819002
{'hecke_orbit_code': 687228322153, 'n': 3, 'trace_an': -111}
-
id: 93819003
{'hecke_orbit_code': 687228322153, 'n': 4, 'trace_an': -114}
-
id: 93819004
{'hecke_orbit_code': 687228322153, 'n': 5, 'trace_an': -108}
-
id: 93819005
{'hecke_orbit_code': 687228322153, 'n': 6, 'trace_an': -117}
-
id: 93819006
{'hecke_orbit_code': 687228322153, 'n': 7, 'trace_an': -111}
-
id: 93819007
{'hecke_orbit_code': 687228322153, 'n': 8, 'trace_an': -120}
-
id: 93819008
{'hecke_orbit_code': 687228322153, 'n': 9, 'trace_an': -117}
-
id: 93819009
{'hecke_orbit_code': 687228322153, 'n': 10, 'trace_an': -123}
-
id: 93819010
{'hecke_orbit_code': 687228322153, 'n': 11, 'trace_an': -111}
-
id: 93819011
{'hecke_orbit_code': 687228322153, 'n': 12, 'trace_an': -117}
-
id: 93819012
{'hecke_orbit_code': 687228322153, 'n': 13, 'trace_an': -111}
-
id: 93819013
{'hecke_orbit_code': 687228322153, 'n': 14, 'trace_an': -111}
-
id: 93819014
{'hecke_orbit_code': 687228322153, 'n': 15, 'trace_an': -117}
-
id: 93819015
{'hecke_orbit_code': 687228322153, 'n': 16, 'trace_an': -96}
-
id: 93819016
{'hecke_orbit_code': 687228322153, 'n': 17, 'trace_an': -3}
-
id: 93819017
{'hecke_orbit_code': 687228322153, 'n': 18, 'trace_an': -108}
-
id: 93819018
{'hecke_orbit_code': 687228322153, 'n': 19, 'trace_an': -102}
-
id: 93819019
{'hecke_orbit_code': 687228322153, 'n': 20, 'trace_an': -132}
-
id: 93819020
{'hecke_orbit_code': 687228322153, 'n': 21, 'trace_an': -114}
-
id: 93819021
{'hecke_orbit_code': 687228322153, 'n': 22, 'trace_an': 0}
-
id: 93819022
{'hecke_orbit_code': 687228322153, 'n': 23, 'trace_an': -120}
-
id: 93819023
{'hecke_orbit_code': 687228322153, 'n': 24, 'trace_an': -129}
-
id: 93819024
{'hecke_orbit_code': 687228322153, 'n': 25, 'trace_an': -114}
-
id: 93819025
{'hecke_orbit_code': 687228322153, 'n': 26, 'trace_an': -105}
-
id: 93819026
{'hecke_orbit_code': 687228322153, 'n': 27, 'trace_an': -63}
-
id: 93819027
{'hecke_orbit_code': 687228322153, 'n': 28, 'trace_an': -120}
-
id: 93819028
{'hecke_orbit_code': 687228322153, 'n': 29, 'trace_an': -111}
-
id: 93819029
{'hecke_orbit_code': 687228322153, 'n': 30, 'trace_an': -90}
-
id: 93819030
{'hecke_orbit_code': 687228322153, 'n': 31, 'trace_an': -123}
-
id: 93819031
{'hecke_orbit_code': 687228322153, 'n': 32, 'trace_an': -123}
-
id: 93819032
{'hecke_orbit_code': 687228322153, 'n': 33, 'trace_an': 9}
-
id: 93819033
{'hecke_orbit_code': 687228322153, 'n': 34, 'trace_an': -114}
-
id: 93819034
{'hecke_orbit_code': 687228322153, 'n': 35, 'trace_an': -120}
-
id: 93819035
{'hecke_orbit_code': 687228322153, 'n': 36, 'trace_an': -90}
-
id: 93819036
{'hecke_orbit_code': 687228322153, 'n': 37, 'trace_an': -114}
-
id: 93819037
{'hecke_orbit_code': 687228322153, 'n': 38, 'trace_an': -42}
-
id: 93819038
{'hecke_orbit_code': 687228322153, 'n': 39, 'trace_an': -126}
-
id: 93819039
{'hecke_orbit_code': 687228322153, 'n': 40, 'trace_an': -114}
-
id: 93819040
{'hecke_orbit_code': 687228322153, 'n': 41, 'trace_an': -135}
-
id: 93819041
{'hecke_orbit_code': 687228322153, 'n': 42, 'trace_an': -111}
-
id: 93819042
{'hecke_orbit_code': 687228322153, 'n': 43, 'trace_an': 3}
-
id: 93819043
{'hecke_orbit_code': 687228322153, 'n': 44, 'trace_an': -123}
-
id: 93819044
{'hecke_orbit_code': 687228322153, 'n': 45, 'trace_an': -84}
-
id: 93819045
{'hecke_orbit_code': 687228322153, 'n': 46, 'trace_an': -96}
-
id: 93819046
{'hecke_orbit_code': 687228322153, 'n': 47, 'trace_an': -111}
-
id: 93819047
{'hecke_orbit_code': 687228322153, 'n': 48, 'trace_an': 516}
-
id: 93819048
{'hecke_orbit_code': 687228322153, 'n': 49, 'trace_an': -24}
-
id: 93819049
{'hecke_orbit_code': 687228322153, 'n': 50, 'trace_an': -99}
-
id: 93819050
{'hecke_orbit_code': 687228322153, 'n': 51, 'trace_an': -117}
-
id: 93819051
{'hecke_orbit_code': 687228322153, 'n': 52, 'trace_an': -129}
-
id: 93819052
{'hecke_orbit_code': 687228322153, 'n': 53, 'trace_an': -111}
-
id: 93819053
{'hecke_orbit_code': 687228322153, 'n': 54, 'trace_an': 483}
-
id: 93819054
{'hecke_orbit_code': 687228322153, 'n': 55, 'trace_an': -132}
-
id: 93819055
{'hecke_orbit_code': 687228322153, 'n': 56, 'trace_an': -108}
-
id: 93819056
{'hecke_orbit_code': 687228322153, 'n': 57, 'trace_an': -138}
-
id: 93819057
{'hecke_orbit_code': 687228322153, 'n': 58, 'trace_an': -174}
-
id: 93819058
{'hecke_orbit_code': 687228322153, 'n': 59, 'trace_an': -126}
-
id: 93819059
{'hecke_orbit_code': 687228322153, 'n': 60, 'trace_an': -108}
-
id: 93819060
{'hecke_orbit_code': 687228322153, 'n': 61, 'trace_an': -102}
-
id: 93819061
{'hecke_orbit_code': 687228322153, 'n': 62, 'trace_an': -102}
-
id: 93819062
{'hecke_orbit_code': 687228322153, 'n': 63, 'trace_an': -126}
-
id: 93819063
{'hecke_orbit_code': 687228322153, 'n': 64, 'trace_an': 6}
-
id: 93819064
{'hecke_orbit_code': 687228322153, 'n': 65, 'trace_an': -102}
-
id: 93819065
{'hecke_orbit_code': 687228322153, 'n': 66, 'trace_an': -105}
-
id: 93819066
{'hecke_orbit_code': 687228322153, 'n': 67, 'trace_an': -84}
-
id: 93819067
{'hecke_orbit_code': 687228322153, 'n': 68, 'trace_an': -12}
-
id: 93819068
{'hecke_orbit_code': 687228322153, 'n': 69, 'trace_an': 411}
-
id: 93819069
{'hecke_orbit_code': 687228322153, 'n': 70, 'trace_an': 351}
-
id: 93819070
{'hecke_orbit_code': 687228322153, 'n': 71, 'trace_an': -108}
-
id: 93819071
{'hecke_orbit_code': 687228322153, 'n': 72, 'trace_an': -102}
-
id: 93819072
{'hecke_orbit_code': 687228322153, 'n': 73, 'trace_an': -102}
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id: 93819073
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