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mf_newspaces • Show schema
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{'Nk2': 12084, 'analytic_conductor': 24.122806450628804, 'char_conductor': 53, 'char_degree': 12, 'char_is_real': False, 'char_orbit_index': 39, 'char_orbit_label': 'bm', 'char_order': 26, 'char_parity': 1, 'char_values': [3021, 26, [2015, 1750, 2281], [26, 26, 17]], 'conrey_index': 115, 'cusp_dim': 4272, 'dim': 1968, 'eis_dim': 96, 'eis_new_dim': 0, 'hecke_orbit_code': 2611373673421, 'label': '3021.2.bm', 'level': 3021, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 19, 53], 'level_radical': 3021, 'mf_dim': 4368, 'mf_new_dim': 1968, 'prim_orbit_index': 5, 'relative_dim': 164, 'sturm_bound': 720, 'trace_display': [0, 0, 0, 16], 'traces': [1968, 0, 0, 176, 0, 4, 16, 104, 164, -8, -8, 0, 0, 0, 8, -184, 32, 0, 0, 0, 0, 0, 0, -12, 172, 0, 0, -32, 24, 0, 52, 0, 156, 0, 0, -176, -48, 0, 0, 4, -52, 20, 104, -272, 0, -12, -28, 0, -140, -208, 0, 328, 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mf_subspaces • Show schema
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id: 759857
{'char_orbit_index': 39, 'char_orbit_label': 'bm', 'conrey_index': 115, 'conrey_indexes': [115, 229, 343, 400, 514, 799, 1312, 1597, 1654, 2110, 2338, 2794], 'label': '3021.2.bm', 'level': 3021, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 4, 'sub_conrey_indexes': [4, 6, 7, 9, 11, 17, 25, 29, 37, 38, 40, 43], 'sub_dim': 48, 'sub_label': '53.2.e', 'sub_level': 53, 'sub_mult': 4, 'weight': 2}
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id: 759855
{'char_orbit_index': 39, 'char_orbit_label': 'bm', 'conrey_index': 115, 'conrey_indexes': [115, 229, 343, 400, 514, 799, 1312, 1597, 1654, 2110, 2338, 2794], 'label': '3021.2.bm', 'level': 3021, 'sub_char_orbit_index': 9, 'sub_char_orbit_label': 'i', 'sub_conrey_index': 4, 'sub_conrey_indexes': [4, 7, 25, 37, 40, 43, 64, 70, 82, 91, 112, 115], 'sub_dim': 96, 'sub_label': '159.2.i', 'sub_level': 159, 'sub_mult': 2, 'weight': 2}
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id: 759854
{'char_orbit_index': 39, 'char_orbit_label': 'bm', 'conrey_index': 115, 'conrey_indexes': [115, 229, 343, 400, 514, 799, 1312, 1597, 1654, 2110, 2338, 2794], 'label': '3021.2.bm', 'level': 3021, 'sub_char_orbit_index': 20, 'sub_char_orbit_label': 't', 'sub_conrey_index': 96, 'sub_conrey_indexes': [96, 115, 229, 305, 324, 343, 400, 514, 590, 647, 780, 799], 'sub_dim': 960, 'sub_label': '1007.2.t', 'sub_level': 1007, 'sub_mult': 2, 'weight': 2}
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id: 759856
{'char_orbit_index': 39, 'char_orbit_label': 'bm', 'conrey_index': 115, 'conrey_indexes': [115, 229, 343, 400, 514, 799, 1312, 1597, 1654, 2110, 2338, 2794], 'label': '3021.2.bm', 'level': 3021, 'sub_char_orbit_index': 39, 'sub_char_orbit_label': 'bm', 'sub_conrey_index': 115, 'sub_conrey_indexes': [115, 229, 343, 400, 514, 799, 1312, 1597, 1654, 2110, 2338, 2794], 'sub_dim': 1968, 'sub_label': '3021.2.bm', 'sub_level': 3021, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 39, 'label': '3021.2.bm', 'level': 3021, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 220448000
{'hecke_orbit_code': 2611373673421, 'n': 1, 'trace_an': 1968}
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id: 220448001
{'hecke_orbit_code': 2611373673421, 'n': 2, 'trace_an': 0}
-
id: 220448002
{'hecke_orbit_code': 2611373673421, 'n': 3, 'trace_an': 0}
-
id: 220448003
{'hecke_orbit_code': 2611373673421, 'n': 4, 'trace_an': 176}
-
id: 220448004
{'hecke_orbit_code': 2611373673421, 'n': 5, 'trace_an': 0}
-
id: 220448005
{'hecke_orbit_code': 2611373673421, 'n': 6, 'trace_an': 4}
-
id: 220448006
{'hecke_orbit_code': 2611373673421, 'n': 7, 'trace_an': 16}
-
id: 220448007
{'hecke_orbit_code': 2611373673421, 'n': 8, 'trace_an': 104}
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id: 220448008
{'hecke_orbit_code': 2611373673421, 'n': 9, 'trace_an': 164}
-
id: 220448009
{'hecke_orbit_code': 2611373673421, 'n': 10, 'trace_an': -8}
-
id: 220448010
{'hecke_orbit_code': 2611373673421, 'n': 11, 'trace_an': -8}
-
id: 220448011
{'hecke_orbit_code': 2611373673421, 'n': 12, 'trace_an': 0}
-
id: 220448012
{'hecke_orbit_code': 2611373673421, 'n': 13, 'trace_an': 0}
-
id: 220448013
{'hecke_orbit_code': 2611373673421, 'n': 14, 'trace_an': 0}
-
id: 220448014
{'hecke_orbit_code': 2611373673421, 'n': 15, 'trace_an': 8}
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id: 220448015
{'hecke_orbit_code': 2611373673421, 'n': 16, 'trace_an': -184}
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id: 220448016
{'hecke_orbit_code': 2611373673421, 'n': 17, 'trace_an': 32}
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id: 220448017
{'hecke_orbit_code': 2611373673421, 'n': 18, 'trace_an': 0}
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id: 220448018
{'hecke_orbit_code': 2611373673421, 'n': 19, 'trace_an': 0}
-
id: 220448019
{'hecke_orbit_code': 2611373673421, 'n': 20, 'trace_an': 0}
-
id: 220448020
{'hecke_orbit_code': 2611373673421, 'n': 21, 'trace_an': 0}
-
id: 220448021
{'hecke_orbit_code': 2611373673421, 'n': 22, 'trace_an': 0}
-
id: 220448022
{'hecke_orbit_code': 2611373673421, 'n': 23, 'trace_an': 0}
-
id: 220448023
{'hecke_orbit_code': 2611373673421, 'n': 24, 'trace_an': -12}
-
id: 220448024
{'hecke_orbit_code': 2611373673421, 'n': 25, 'trace_an': 172}
-
id: 220448025
{'hecke_orbit_code': 2611373673421, 'n': 26, 'trace_an': 0}
-
id: 220448026
{'hecke_orbit_code': 2611373673421, 'n': 27, 'trace_an': 0}
-
id: 220448027
{'hecke_orbit_code': 2611373673421, 'n': 28, 'trace_an': -32}
-
id: 220448028
{'hecke_orbit_code': 2611373673421, 'n': 29, 'trace_an': 24}
-
id: 220448029
{'hecke_orbit_code': 2611373673421, 'n': 30, 'trace_an': 0}
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id: 220448030
{'hecke_orbit_code': 2611373673421, 'n': 31, 'trace_an': 52}
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id: 220448031
{'hecke_orbit_code': 2611373673421, 'n': 32, 'trace_an': 0}
-
id: 220448032
{'hecke_orbit_code': 2611373673421, 'n': 33, 'trace_an': 156}
-
id: 220448033
{'hecke_orbit_code': 2611373673421, 'n': 34, 'trace_an': 0}
-
id: 220448034
{'hecke_orbit_code': 2611373673421, 'n': 35, 'trace_an': 0}
-
id: 220448035
{'hecke_orbit_code': 2611373673421, 'n': 36, 'trace_an': -176}
-
id: 220448036
{'hecke_orbit_code': 2611373673421, 'n': 37, 'trace_an': -48}
-
id: 220448037
{'hecke_orbit_code': 2611373673421, 'n': 38, 'trace_an': 0}
-
id: 220448038
{'hecke_orbit_code': 2611373673421, 'n': 39, 'trace_an': 0}
-
id: 220448039
{'hecke_orbit_code': 2611373673421, 'n': 40, 'trace_an': 4}
-
id: 220448040
{'hecke_orbit_code': 2611373673421, 'n': 41, 'trace_an': -52}
-
id: 220448041
{'hecke_orbit_code': 2611373673421, 'n': 42, 'trace_an': 20}
-
id: 220448042
{'hecke_orbit_code': 2611373673421, 'n': 43, 'trace_an': 104}
-
id: 220448043
{'hecke_orbit_code': 2611373673421, 'n': 44, 'trace_an': -272}
-
id: 220448044
{'hecke_orbit_code': 2611373673421, 'n': 45, 'trace_an': 0}
-
id: 220448045
{'hecke_orbit_code': 2611373673421, 'n': 46, 'trace_an': -12}
-
id: 220448046
{'hecke_orbit_code': 2611373673421, 'n': 47, 'trace_an': -28}
-
id: 220448047
{'hecke_orbit_code': 2611373673421, 'n': 48, 'trace_an': 0}
-
id: 220448048
{'hecke_orbit_code': 2611373673421, 'n': 49, 'trace_an': -140}
-
id: 220448049
{'hecke_orbit_code': 2611373673421, 'n': 50, 'trace_an': -208}
-
id: 220448050
{'hecke_orbit_code': 2611373673421, 'n': 51, 'trace_an': 0}
-
id: 220448051
{'hecke_orbit_code': 2611373673421, 'n': 52, 'trace_an': 328}
-
id: 220448052
{'hecke_orbit_code': 2611373673421, 'n': 53, 'trace_an': 28}
-
id: 220448053
{'hecke_orbit_code': 2611373673421, 'n': 54, 'trace_an': 48}
-
id: 220448054
{'hecke_orbit_code': 2611373673421, 'n': 55, 'trace_an': 0}
-
id: 220448055
{'hecke_orbit_code': 2611373673421, 'n': 56, 'trace_an': 364}
-
id: 220448056
{'hecke_orbit_code': 2611373673421, 'n': 57, 'trace_an': 4}
-
id: 220448057
{'hecke_orbit_code': 2611373673421, 'n': 58, 'trace_an': -208}
-
id: 220448058
{'hecke_orbit_code': 2611373673421, 'n': 59, 'trace_an': -40}
-
id: 220448059
{'hecke_orbit_code': 2611373673421, 'n': 60, 'trace_an': -44}
-
id: 220448060
{'hecke_orbit_code': 2611373673421, 'n': 61, 'trace_an': -52}
-
id: 220448061
{'hecke_orbit_code': 2611373673421, 'n': 62, 'trace_an': 72}
-
id: 220448062
{'hecke_orbit_code': 2611373673421, 'n': 63, 'trace_an': -16}
-
id: 220448063
{'hecke_orbit_code': 2611373673421, 'n': 64, 'trace_an': 56}
-
id: 220448064
{'hecke_orbit_code': 2611373673421, 'n': 65, 'trace_an': 0}
-
id: 220448065
{'hecke_orbit_code': 2611373673421, 'n': 66, 'trace_an': -8}
-
id: 220448066
{'hecke_orbit_code': 2611373673421, 'n': 67, 'trace_an': -52}
-
id: 220448067
{'hecke_orbit_code': 2611373673421, 'n': 68, 'trace_an': 144}
-
id: 220448068
{'hecke_orbit_code': 2611373673421, 'n': 69, 'trace_an': 16}
-
id: 220448069
{'hecke_orbit_code': 2611373673421, 'n': 70, 'trace_an': 408}
-
id: 220448070
{'hecke_orbit_code': 2611373673421, 'n': 71, 'trace_an': 0}
-
id: 220448071
{'hecke_orbit_code': 2611373673421, 'n': 72, 'trace_an': 0}
-
id: 220448072
{'hecke_orbit_code': 2611373673421, 'n': 73, 'trace_an': 52}
-
id: 220448073
{'hecke_orbit_code': 2611373673421, 'n': 74, 'trace_an': 52}
-
id: 220448074
{'hecke_orbit_code': 2611373673421, 'n': 75, 'trace_an': 208}
-
id: 220448075
{'hecke_orbit_code': 2611373673421, 'n': 76, 'trace_an': 0}
-
id: 220448076
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