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mf_newspaces • Show schema
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{'Nk2': 1035, 'analytic_conductor': 3.133523040143414, 'char_conductor': 23, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [115, 2, [47, 51], [2, 1]], 'conrey_index': 91, 'cusp_dim': 22, 'dim': 16, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 206208761971, 'hecke_orbit_dims': [6, 10], 'label': '115.3.d', 'level': 115, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 23], 'level_radical': 115, 'mf_dim': 26, 'mf_new_dim': 16, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 16, 'sturm_bound': 36, 'trace_bound': 1, 'trace_display': [-4, 0, 0, 0], 'traces': [16, -4, 0, 16, 0, 26, 0, 22, 32, 0, 0, -30, -12, 0, 0, -8, 0, -70, 0, 0, 0, 0, 34, 84, -80, -62, 96, 0, 26, 0, 10, -56, 0, 0, -50, -254, 0, 0, -76, 0, 58, 0, 0, 0, 0, 96, 224, -226, -254, 20, 0, 82, 0, -26, 40, 0, 0, 174, 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0, 4708, 0, 2064, 0, 0, 0, 0, -3192, 2784, -6480, -10008, 16, 0, 1580, 0, 7360, -5288, 0, 0, -1920, -5466, 0, 0, -4088, 0, -1142, 0, 0, 0, 0, 8440, 1896, -12082, -3420, 6200, 0, 732, 0, 1254, 380, 0, 0, -11930, 1328, 0, 0, -3514, 0, -1568, 0, 0, 0, 0, 3252, -3340, 2518, -1734, 11700, 0, 1900, 0, 708, 7734, 0, 0], 'weight': 3, 'weight_parity': -1}
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mf_subspaces • Show schema
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id: 129906
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 91, 'conrey_indexes': [91], 'label': '115.3.d', 'level': 115, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 22, 'sub_conrey_indexes': [22], 'sub_dim': 3, 'sub_label': '23.3.b', 'sub_level': 23, 'sub_mult': 2, 'weight': 3}
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id: 129905
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 91, 'conrey_indexes': [91], 'label': '115.3.d', 'level': 115, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 91, 'sub_conrey_indexes': [91], 'sub_dim': 16, 'sub_label': '115.3.d', 'sub_level': 115, 'sub_mult': 1, 'weight': 3}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 4, 'label': '115.3.d', 'level': 115, 'portrait': 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', 'weight': 3}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 38024000
{'hecke_orbit_code': 206208761971, 'n': 1, 'trace_an': 16}
-
id: 38024001
{'hecke_orbit_code': 206208761971, 'n': 2, 'trace_an': -4}
-
id: 38024002
{'hecke_orbit_code': 206208761971, 'n': 3, 'trace_an': 0}
-
id: 38024003
{'hecke_orbit_code': 206208761971, 'n': 4, 'trace_an': 16}
-
id: 38024004
{'hecke_orbit_code': 206208761971, 'n': 5, 'trace_an': 0}
-
id: 38024005
{'hecke_orbit_code': 206208761971, 'n': 6, 'trace_an': 26}
-
id: 38024006
{'hecke_orbit_code': 206208761971, 'n': 7, 'trace_an': 0}
-
id: 38024007
{'hecke_orbit_code': 206208761971, 'n': 8, 'trace_an': 22}
-
id: 38024008
{'hecke_orbit_code': 206208761971, 'n': 9, 'trace_an': 32}
-
id: 38024009
{'hecke_orbit_code': 206208761971, 'n': 10, 'trace_an': 0}
-
id: 38024010
{'hecke_orbit_code': 206208761971, 'n': 11, 'trace_an': 0}
-
id: 38024011
{'hecke_orbit_code': 206208761971, 'n': 12, 'trace_an': -30}
-
id: 38024012
{'hecke_orbit_code': 206208761971, 'n': 13, 'trace_an': -12}
-
id: 38024013
{'hecke_orbit_code': 206208761971, 'n': 14, 'trace_an': 0}
-
id: 38024014
{'hecke_orbit_code': 206208761971, 'n': 15, 'trace_an': 0}
-
id: 38024015
{'hecke_orbit_code': 206208761971, 'n': 16, 'trace_an': -8}
-
id: 38024016
{'hecke_orbit_code': 206208761971, 'n': 17, 'trace_an': 0}
-
id: 38024017
{'hecke_orbit_code': 206208761971, 'n': 18, 'trace_an': -70}
-
id: 38024018
{'hecke_orbit_code': 206208761971, 'n': 19, 'trace_an': 0}
-
id: 38024019
{'hecke_orbit_code': 206208761971, 'n': 20, 'trace_an': 0}
-
id: 38024020
{'hecke_orbit_code': 206208761971, 'n': 21, 'trace_an': 0}
-
id: 38024021
{'hecke_orbit_code': 206208761971, 'n': 22, 'trace_an': 0}
-
id: 38024022
{'hecke_orbit_code': 206208761971, 'n': 23, 'trace_an': 34}
-
id: 38024023
{'hecke_orbit_code': 206208761971, 'n': 24, 'trace_an': 84}
-
id: 38024024
{'hecke_orbit_code': 206208761971, 'n': 25, 'trace_an': -80}
-
id: 38024025
{'hecke_orbit_code': 206208761971, 'n': 26, 'trace_an': -62}
-
id: 38024026
{'hecke_orbit_code': 206208761971, 'n': 27, 'trace_an': 96}
-
id: 38024027
{'hecke_orbit_code': 206208761971, 'n': 28, 'trace_an': 0}
-
id: 38024028
{'hecke_orbit_code': 206208761971, 'n': 29, 'trace_an': 26}
-
id: 38024029
{'hecke_orbit_code': 206208761971, 'n': 30, 'trace_an': 0}
-
id: 38024030
{'hecke_orbit_code': 206208761971, 'n': 31, 'trace_an': 10}
-
id: 38024031
{'hecke_orbit_code': 206208761971, 'n': 32, 'trace_an': -56}
-
id: 38024032
{'hecke_orbit_code': 206208761971, 'n': 33, 'trace_an': 0}
-
id: 38024033
{'hecke_orbit_code': 206208761971, 'n': 34, 'trace_an': 0}
-
id: 38024034
{'hecke_orbit_code': 206208761971, 'n': 35, 'trace_an': -50}
-
id: 38024035
{'hecke_orbit_code': 206208761971, 'n': 36, 'trace_an': -254}
-
id: 38024036
{'hecke_orbit_code': 206208761971, 'n': 37, 'trace_an': 0}
-
id: 38024037
{'hecke_orbit_code': 206208761971, 'n': 38, 'trace_an': 0}
-
id: 38024038
{'hecke_orbit_code': 206208761971, 'n': 39, 'trace_an': -76}
-
id: 38024039
{'hecke_orbit_code': 206208761971, 'n': 40, 'trace_an': 0}
-
id: 38024040
{'hecke_orbit_code': 206208761971, 'n': 41, 'trace_an': 58}
-
id: 38024041
{'hecke_orbit_code': 206208761971, 'n': 42, 'trace_an': 0}
-
id: 38024042
{'hecke_orbit_code': 206208761971, 'n': 43, 'trace_an': 0}
-
id: 38024043
{'hecke_orbit_code': 206208761971, 'n': 44, 'trace_an': 0}
-
id: 38024044
{'hecke_orbit_code': 206208761971, 'n': 45, 'trace_an': 0}
-
id: 38024045
{'hecke_orbit_code': 206208761971, 'n': 46, 'trace_an': 96}
-
id: 38024046
{'hecke_orbit_code': 206208761971, 'n': 47, 'trace_an': 224}
-
id: 38024047
{'hecke_orbit_code': 206208761971, 'n': 48, 'trace_an': -226}
-
id: 38024048
{'hecke_orbit_code': 206208761971, 'n': 49, 'trace_an': -254}
-
id: 38024049
{'hecke_orbit_code': 206208761971, 'n': 50, 'trace_an': 20}
-
id: 38024050
{'hecke_orbit_code': 206208761971, 'n': 51, 'trace_an': 0}
-
id: 38024051
{'hecke_orbit_code': 206208761971, 'n': 52, 'trace_an': 82}
-
id: 38024052
{'hecke_orbit_code': 206208761971, 'n': 53, 'trace_an': 0}
-
id: 38024053
{'hecke_orbit_code': 206208761971, 'n': 54, 'trace_an': -26}
-
id: 38024054
{'hecke_orbit_code': 206208761971, 'n': 55, 'trace_an': 40}
-
id: 38024055
{'hecke_orbit_code': 206208761971, 'n': 56, 'trace_an': 0}
-
id: 38024056
{'hecke_orbit_code': 206208761971, 'n': 57, 'trace_an': 0}
-
id: 38024057
{'hecke_orbit_code': 206208761971, 'n': 58, 'trace_an': 174}
-
id: 38024058
{'hecke_orbit_code': 206208761971, 'n': 59, 'trace_an': -26}
-
id: 38024059
{'hecke_orbit_code': 206208761971, 'n': 60, 'trace_an': 0}
-
id: 38024060
{'hecke_orbit_code': 206208761971, 'n': 61, 'trace_an': 0}
-
id: 38024061
{'hecke_orbit_code': 206208761971, 'n': 62, 'trace_an': -130}
-
id: 38024062
{'hecke_orbit_code': 206208761971, 'n': 63, 'trace_an': 0}
-
id: 38024063
{'hecke_orbit_code': 206208761971, 'n': 64, 'trace_an': -146}
-
id: 38024064
{'hecke_orbit_code': 206208761971, 'n': 65, 'trace_an': 0}
-
id: 38024065
{'hecke_orbit_code': 206208761971, 'n': 66, 'trace_an': 0}
-
id: 38024066
{'hecke_orbit_code': 206208761971, 'n': 67, 'trace_an': 0}
-
id: 38024067
{'hecke_orbit_code': 206208761971, 'n': 68, 'trace_an': 0}
-
id: 38024068
{'hecke_orbit_code': 206208761971, 'n': 69, 'trace_an': 280}
-
id: 38024069
{'hecke_orbit_code': 206208761971, 'n': 70, 'trace_an': 120}
-
id: 38024070
{'hecke_orbit_code': 206208761971, 'n': 71, 'trace_an': 18}
-
id: 38024071
{'hecke_orbit_code': 206208761971, 'n': 72, 'trace_an': -70}
-
id: 38024072
{'hecke_orbit_code': 206208761971, 'n': 73, 'trace_an': 168}
-
id: 38024073
{'hecke_orbit_code': 206208761971, 'n': 74, 'trace_an': 0}
-
id: 38024074
{'hecke_orbit_code': 206208761971, 'n': 75, 'trace_an': 0}
-
id: 38024075
{'hecke_orbit_code': 206208761971, 'n': 76, 'trace_an': 0}
-
id: 38024076
{'hecke_orbit_code': 206208761971, 'n': 77, 'trace_an': 484}
-
id: 38024077
{'hecke_orbit_code': 206208761971, 'n': 78, 'trace_an': -106}
-
id: 38024078
{'hecke_orbit_code': 206208761971, 'n': 79, 'trace_an': 0}
-
id: 38024079
{'hecke_orbit_code': 206208761971, 'n': 80, 'trace_an': 0}
-
id: 38024080
{'hecke_orbit_code': 206208761971, 'n': 81, 'trace_an': 96}
-
id: 38024081
{'hecke_orbit_code': 206208761971, 'n': 82, 'trace_an': -2}
-
id: 38024082
{'hecke_orbit_code': 206208761971, 'n': 83, 'trace_an': 0}
-
id: 38024083
{'hecke_orbit_code': 206208761971, 'n': 84, 'trace_an': 0}
-
id: 38024084
{'hecke_orbit_code': 206208761971, 'n': 85, 'trace_an': 130}
-
id: 38024085
{'hecke_orbit_code': 206208761971, 'n': 86, 'trace_an': 0}
-
id: 38024086
{'hecke_orbit_code': 206208761971, 'n': 87, 'trace_an': -44}
-
id: 38024087
{'hecke_orbit_code': 206208761971, 'n': 88, 'trace_an': 0}
-
id: 38024088
{'hecke_orbit_code': 206208761971, 'n': 89, 'trace_an': 0}
-
id: 38024089
{'hecke_orbit_code': 206208761971, 'n': 90, 'trace_an': 0}
-
id: 38024090
{'hecke_orbit_code': 206208761971, 'n': 91, 'trace_an': 0}
-
id: 38024091
{'hecke_orbit_code': 206208761971, 'n': 92, 'trace_an': -152}
-
id: 38024092
{'hecke_orbit_code': 206208761971, 'n': 93, 'trace_an': -76}
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id: 38024093
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id: 38024954
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id: 38024955
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id: 38024956
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id: 38024957
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id: 38024958
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id: 38024959
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id: 38024960
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id: 38024961
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id: 38024962
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id: 38024963
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id: 38024964
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id: 38024965
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id: 38024966
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id: 38024967
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id: 38024968
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id: 38024969
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id: 38024970
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id: 38024971
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id: 38024972
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id: 38024973
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id: 38024974
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id: 38024975
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id: 38024976
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id: 38024977
{'hecke_orbit_code': 206208761971, 'n': 978, 'trace_an': -11930}
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id: 38024978
{'hecke_orbit_code': 206208761971, 'n': 979, 'trace_an': 1328}
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id: 38024979
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id: 38024980
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id: 38024981
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id: 38024982
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id: 38024983
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id: 38024984
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id: 38024985
{'hecke_orbit_code': 206208761971, 'n': 986, 'trace_an': 0}
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id: 38024986
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id: 38024987
{'hecke_orbit_code': 206208761971, 'n': 988, 'trace_an': 0}
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id: 38024988
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id: 38024989
{'hecke_orbit_code': 206208761971, 'n': 990, 'trace_an': -3340}
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id: 38024990
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id: 38024991
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id: 38024992
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id: 38024993
{'hecke_orbit_code': 206208761971, 'n': 994, 'trace_an': 0}
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id: 38024994
{'hecke_orbit_code': 206208761971, 'n': 995, 'trace_an': 1900}
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id: 38024995
{'hecke_orbit_code': 206208761971, 'n': 996, 'trace_an': 0}
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id: 38024996
{'hecke_orbit_code': 206208761971, 'n': 997, 'trace_an': 708}
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id: 38024997
{'hecke_orbit_code': 206208761971, 'n': 998, 'trace_an': 7734}
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id: 38024998
{'hecke_orbit_code': 206208761971, 'n': 999, 'trace_an': 0}
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id: 38024999
{'hecke_orbit_code': 206208761971, 'n': 1000, 'trace_an': 0}