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mf_newspaces • Show schema
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{'Nk2': 270, 'analytic_conductor': 0.8174407930808907, 'char_conductor': 5, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 4, 'char_parity': -1, 'char_values': [30, 4, [11, 7], [4, 1]], 'conrey_index': 7, 'cusp_dim': 16, 'dim': 4, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 343647715358, 'hecke_orbit_dims': [4], 'label': '30.3.f', 'level': 30, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 32, 'mf_new_dim': 4, 'num_forms': 1, 'prim_orbit_index': 3, 'relative_dim': 2, 'sturm_bound': 18, 'trace_bound': 0, 'trace_display': [4, 0, 0, -16], 'traces': [4, 4, 0, 0, 0, 0, -16, -8, 0, 4, -16, 0, 12, 0, -24, -16, 44, 12, 0, 8, 48, -16, -16, 0, 92, 24, 0, 32, 0, -48, -80, -16, -48, 0, -112, 24, -108, -64, 0, 8, 32, 48, 48, 0, -12, -32, 96, 0, 0, 92, 48, 24, 100, 0, 192, 64, 48, 64, 0, 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2412, 688, 0, -768, -2464, 372, 2368, 0, -480, 1824, -2304, 0, 0, 928, 144, 768, -960, 0, 16, -256, -48, -1976, 0, 552, 472, -512, 1536, 0, 768, 768, -3632, -800, 0, 1248, 4768, -192, -2112, 0, 384, -960, 1792, 144, 0, -64, -144, -1096, -192, 0, -2484, -3104, 96, -256, 0, 960, 1088, -936, -1488, 0, 2128, 144, -4196, 1600, 0, -384, -2040, 0, 448, 0, -144, 1536, -3296, -1248, 0, -1856, -3408, 320, 1068, 0, 576, 768, 960, 1696, 0, 192, -708, -648, 240, 0, 1380, -1536, 3424, 72, 0, 264, 592, 0, -1216, 0, 288, 384, -300, 240, 0, -3072, -1560, -1328, -4592, 0, -1980, 1792, 1728, -1152, 0, 624, 2032, 320, 480, 0, -48, 672, 3724, 3136, 0, 568], 'weight': 3, 'weight_parity': -1}
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mf_subspaces • Show schema
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id: 107550
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 7, 'conrey_indexes': [7, 13], 'label': '30.3.f', 'level': 30, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 3, 'sub_conrey_indexes': [3, 7], 'sub_dim': 2, 'sub_label': '10.3.c', 'sub_level': 10, 'sub_mult': 2, 'weight': 3}
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id: 107551
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 7, 'conrey_indexes': [7, 13], 'label': '30.3.f', 'level': 30, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 7, 'sub_conrey_indexes': [7, 13], 'sub_dim': 4, 'sub_label': '15.3.f', 'sub_level': 15, 'sub_mult': 2, 'weight': 3}
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id: 107552
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 7, 'conrey_indexes': [7, 13], 'label': '30.3.f', 'level': 30, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 7, 'sub_conrey_indexes': [7, 13], 'sub_dim': 4, 'sub_label': '30.3.f', 'sub_level': 30, 'sub_mult': 1, 'weight': 3}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 6, 'label': '30.3.f', 'level': 30, 'portrait': 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', 'weight': 3}
-
mf_hecke_newspace_traces • Show schema
Hide schema
-
id: 56104000
{'hecke_orbit_code': 343647715358, 'n': 1, 'trace_an': 4}
-
id: 56104001
{'hecke_orbit_code': 343647715358, 'n': 2, 'trace_an': 4}
-
id: 56104002
{'hecke_orbit_code': 343647715358, 'n': 3, 'trace_an': 0}
-
id: 56104003
{'hecke_orbit_code': 343647715358, 'n': 4, 'trace_an': 0}
-
id: 56104004
{'hecke_orbit_code': 343647715358, 'n': 5, 'trace_an': 0}
-
id: 56104005
{'hecke_orbit_code': 343647715358, 'n': 6, 'trace_an': 0}
-
id: 56104006
{'hecke_orbit_code': 343647715358, 'n': 7, 'trace_an': -16}
-
id: 56104007
{'hecke_orbit_code': 343647715358, 'n': 8, 'trace_an': -8}
-
id: 56104008
{'hecke_orbit_code': 343647715358, 'n': 9, 'trace_an': 0}
-
id: 56104009
{'hecke_orbit_code': 343647715358, 'n': 10, 'trace_an': 4}
-
id: 56104010
{'hecke_orbit_code': 343647715358, 'n': 11, 'trace_an': -16}
-
id: 56104011
{'hecke_orbit_code': 343647715358, 'n': 12, 'trace_an': 0}
-
id: 56104012
{'hecke_orbit_code': 343647715358, 'n': 13, 'trace_an': 12}
-
id: 56104013
{'hecke_orbit_code': 343647715358, 'n': 14, 'trace_an': 0}
-
id: 56104014
{'hecke_orbit_code': 343647715358, 'n': 15, 'trace_an': -24}
-
id: 56104015
{'hecke_orbit_code': 343647715358, 'n': 16, 'trace_an': -16}
-
id: 56104016
{'hecke_orbit_code': 343647715358, 'n': 17, 'trace_an': 44}
-
id: 56104017
{'hecke_orbit_code': 343647715358, 'n': 18, 'trace_an': 12}
-
id: 56104018
{'hecke_orbit_code': 343647715358, 'n': 19, 'trace_an': 0}
-
id: 56104019
{'hecke_orbit_code': 343647715358, 'n': 20, 'trace_an': 8}
-
id: 56104020
{'hecke_orbit_code': 343647715358, 'n': 21, 'trace_an': 48}
-
id: 56104021
{'hecke_orbit_code': 343647715358, 'n': 22, 'trace_an': -16}
-
id: 56104022
{'hecke_orbit_code': 343647715358, 'n': 23, 'trace_an': -16}
-
id: 56104023
{'hecke_orbit_code': 343647715358, 'n': 24, 'trace_an': 0}
-
id: 56104024
{'hecke_orbit_code': 343647715358, 'n': 25, 'trace_an': 92}
-
id: 56104025
{'hecke_orbit_code': 343647715358, 'n': 26, 'trace_an': 24}
-
id: 56104026
{'hecke_orbit_code': 343647715358, 'n': 27, 'trace_an': 0}
-
id: 56104027
{'hecke_orbit_code': 343647715358, 'n': 28, 'trace_an': 32}
-
id: 56104028
{'hecke_orbit_code': 343647715358, 'n': 29, 'trace_an': 0}
-
id: 56104029
{'hecke_orbit_code': 343647715358, 'n': 30, 'trace_an': -48}
-
id: 56104030
{'hecke_orbit_code': 343647715358, 'n': 31, 'trace_an': -80}
-
id: 56104031
{'hecke_orbit_code': 343647715358, 'n': 32, 'trace_an': -16}
-
id: 56104032
{'hecke_orbit_code': 343647715358, 'n': 33, 'trace_an': -48}
-
id: 56104033
{'hecke_orbit_code': 343647715358, 'n': 34, 'trace_an': 0}
-
id: 56104034
{'hecke_orbit_code': 343647715358, 'n': 35, 'trace_an': -112}
-
id: 56104035
{'hecke_orbit_code': 343647715358, 'n': 36, 'trace_an': 24}
-
id: 56104036
{'hecke_orbit_code': 343647715358, 'n': 37, 'trace_an': -108}
-
id: 56104037
{'hecke_orbit_code': 343647715358, 'n': 38, 'trace_an': -64}
-
id: 56104038
{'hecke_orbit_code': 343647715358, 'n': 39, 'trace_an': 0}
-
id: 56104039
{'hecke_orbit_code': 343647715358, 'n': 40, 'trace_an': 8}
-
id: 56104040
{'hecke_orbit_code': 343647715358, 'n': 41, 'trace_an': 32}
-
id: 56104041
{'hecke_orbit_code': 343647715358, 'n': 42, 'trace_an': 48}
-
id: 56104042
{'hecke_orbit_code': 343647715358, 'n': 43, 'trace_an': 48}
-
id: 56104043
{'hecke_orbit_code': 343647715358, 'n': 44, 'trace_an': 0}
-
id: 56104044
{'hecke_orbit_code': 343647715358, 'n': 45, 'trace_an': -12}
-
id: 56104045
{'hecke_orbit_code': 343647715358, 'n': 46, 'trace_an': -32}
-
id: 56104046
{'hecke_orbit_code': 343647715358, 'n': 47, 'trace_an': 96}
-
id: 56104047
{'hecke_orbit_code': 343647715358, 'n': 48, 'trace_an': 0}
-
id: 56104048
{'hecke_orbit_code': 343647715358, 'n': 49, 'trace_an': 0}
-
id: 56104049
{'hecke_orbit_code': 343647715358, 'n': 50, 'trace_an': 92}
-
id: 56104050
{'hecke_orbit_code': 343647715358, 'n': 51, 'trace_an': 48}
-
id: 56104051
{'hecke_orbit_code': 343647715358, 'n': 52, 'trace_an': 24}
-
id: 56104052
{'hecke_orbit_code': 343647715358, 'n': 53, 'trace_an': 100}
-
id: 56104053
{'hecke_orbit_code': 343647715358, 'n': 54, 'trace_an': 0}
-
id: 56104054
{'hecke_orbit_code': 343647715358, 'n': 55, 'trace_an': 192}
-
id: 56104055
{'hecke_orbit_code': 343647715358, 'n': 56, 'trace_an': 64}
-
id: 56104056
{'hecke_orbit_code': 343647715358, 'n': 57, 'trace_an': 48}
-
id: 56104057
{'hecke_orbit_code': 343647715358, 'n': 58, 'trace_an': 64}
-
id: 56104058
{'hecke_orbit_code': 343647715358, 'n': 59, 'trace_an': 0}
-
id: 56104059
{'hecke_orbit_code': 343647715358, 'n': 60, 'trace_an': -48}
-
id: 56104060
{'hecke_orbit_code': 343647715358, 'n': 61, 'trace_an': -96}
-
id: 56104061
{'hecke_orbit_code': 343647715358, 'n': 62, 'trace_an': -80}
-
id: 56104062
{'hecke_orbit_code': 343647715358, 'n': 63, 'trace_an': -48}
-
id: 56104063
{'hecke_orbit_code': 343647715358, 'n': 64, 'trace_an': 0}
-
id: 56104064
{'hecke_orbit_code': 343647715358, 'n': 65, 'trace_an': -204}
-
id: 56104065
{'hecke_orbit_code': 343647715358, 'n': 66, 'trace_an': -96}
-
id: 56104066
{'hecke_orbit_code': 343647715358, 'n': 67, 'trace_an': -16}
-
id: 56104067
{'hecke_orbit_code': 343647715358, 'n': 68, 'trace_an': -88}
-
id: 56104068
{'hecke_orbit_code': 343647715358, 'n': 69, 'trace_an': 0}
-
id: 56104069
{'hecke_orbit_code': 343647715358, 'n': 70, 'trace_an': -32}
-
id: 56104070
{'hecke_orbit_code': 343647715358, 'n': 71, 'trace_an': 64}
-
id: 56104071
{'hecke_orbit_code': 343647715358, 'n': 72, 'trace_an': 24}
-
id: 56104072
{'hecke_orbit_code': 343647715358, 'n': 73, 'trace_an': -188}
-
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