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mf_newspaces • Show schema
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{'Nk2': 3436, 'analytic_conductor': 6.859149533627985, 'char_conductor': 859, 'char_degree': 24, 'char_is_real': False, 'char_orbit_index': 10, 'char_orbit_label': 'j', 'char_order': 39, 'char_parity': 1, 'char_values': [859, 39, [2], [23]], 'conrey_index': 33, 'cusp_dim': 1704, 'dim': 1704, 'eis_dim': 48, 'eis_new_dim': 48, 'hecke_cutter_primes': [], 'hecke_orbit_code': 618508845915, 'hecke_orbit_dims': [1704], 'label': '859.2.j', 'level': 859, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [859], 'level_radical': 859, 'mf_dim': 1752, 'mf_new_dim': 1752, 'num_forms': 1, 'prim_orbit_index': 10, 'relative_dim': 71, 'sturm_bound': 143, 'trace_bound': 0, 'trace_display': [-26, -24, -49, -22], 'traces': [1704, -26, -24, 48, -49, -38, -22, -8, 49, -34, -62, -43, -54, -27, 121, 62, -20, -20, 46, -58, -24, -24, 9, 21, 28, -76, -150, -54, -43, 65, -37, -44, -22, 22, -58, -202, 97, -20, -105, 10, 0, -33, -41, -35, 76, 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-259, -2039, 65, -349, 648, -836, 934, -580, 813, -547, 289, -747, 1146, 371, 276, -241, -542, 1128, -1726, -2327, 136, -475, -1556, 1228, -367, -811], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 10, 'char_orbit_label': 'j', 'conrey_index': 33, 'conrey_indexes': [33, 112, 120, 144, 173, 212, 230, 276, 277, 278, 312, 316, 457, 501, 518, 529, 584, 656, 666, 676, 723, 833, 836, 847], 'label': '859.2.j', 'level': 859, 'sub_char_orbit_index': 10, 'sub_char_orbit_label': 'j', 'sub_conrey_index': 33, 'sub_conrey_indexes': [33, 112, 120, 144, 173, 212, 230, 276, 277, 278, 312, 316, 457, 501, 518, 529, 584, 656, 666, 676, 723, 833, 836, 847], 'sub_dim': 1704, 'sub_label': '859.2.j', 'sub_level': 859, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 10, 'label': '859.2.j', 'level': 859, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 86907000
{'hecke_orbit_code': 618508845915, 'n': 1, 'trace_an': 1704}
-
id: 86907001
{'hecke_orbit_code': 618508845915, 'n': 2, 'trace_an': -26}
-
id: 86907002
{'hecke_orbit_code': 618508845915, 'n': 3, 'trace_an': -24}
-
id: 86907003
{'hecke_orbit_code': 618508845915, 'n': 4, 'trace_an': 48}
-
id: 86907004
{'hecke_orbit_code': 618508845915, 'n': 5, 'trace_an': -49}
-
id: 86907005
{'hecke_orbit_code': 618508845915, 'n': 6, 'trace_an': -38}
-
id: 86907006
{'hecke_orbit_code': 618508845915, 'n': 7, 'trace_an': -22}
-
id: 86907007
{'hecke_orbit_code': 618508845915, 'n': 8, 'trace_an': -8}
-
id: 86907008
{'hecke_orbit_code': 618508845915, 'n': 9, 'trace_an': 49}
-
id: 86907009
{'hecke_orbit_code': 618508845915, 'n': 10, 'trace_an': -34}
-
id: 86907010
{'hecke_orbit_code': 618508845915, 'n': 11, 'trace_an': -62}
-
id: 86907011
{'hecke_orbit_code': 618508845915, 'n': 12, 'trace_an': -43}
-
id: 86907012
{'hecke_orbit_code': 618508845915, 'n': 13, 'trace_an': -54}
-
id: 86907013
{'hecke_orbit_code': 618508845915, 'n': 14, 'trace_an': -27}
-
id: 86907014
{'hecke_orbit_code': 618508845915, 'n': 15, 'trace_an': 121}
-
id: 86907015
{'hecke_orbit_code': 618508845915, 'n': 16, 'trace_an': 62}
-
id: 86907016
{'hecke_orbit_code': 618508845915, 'n': 17, 'trace_an': -20}
-
id: 86907017
{'hecke_orbit_code': 618508845915, 'n': 18, 'trace_an': -20}
-
id: 86907018
{'hecke_orbit_code': 618508845915, 'n': 19, 'trace_an': 46}
-
id: 86907019
{'hecke_orbit_code': 618508845915, 'n': 20, 'trace_an': -58}
-
id: 86907020
{'hecke_orbit_code': 618508845915, 'n': 21, 'trace_an': -24}
-
id: 86907021
{'hecke_orbit_code': 618508845915, 'n': 22, 'trace_an': -24}
-
id: 86907022
{'hecke_orbit_code': 618508845915, 'n': 23, 'trace_an': 9}
-
id: 86907023
{'hecke_orbit_code': 618508845915, 'n': 24, 'trace_an': 21}
-
id: 86907024
{'hecke_orbit_code': 618508845915, 'n': 25, 'trace_an': 28}
-
id: 86907025
{'hecke_orbit_code': 618508845915, 'n': 26, 'trace_an': -76}
-
id: 86907026
{'hecke_orbit_code': 618508845915, 'n': 27, 'trace_an': -150}
-
id: 86907027
{'hecke_orbit_code': 618508845915, 'n': 28, 'trace_an': -54}
-
id: 86907028
{'hecke_orbit_code': 618508845915, 'n': 29, 'trace_an': -43}
-
id: 86907029
{'hecke_orbit_code': 618508845915, 'n': 30, 'trace_an': 65}
-
id: 86907030
{'hecke_orbit_code': 618508845915, 'n': 31, 'trace_an': -37}
-
id: 86907031
{'hecke_orbit_code': 618508845915, 'n': 32, 'trace_an': -44}
-
id: 86907032
{'hecke_orbit_code': 618508845915, 'n': 33, 'trace_an': -22}
-
id: 86907033
{'hecke_orbit_code': 618508845915, 'n': 34, 'trace_an': 22}
-
id: 86907034
{'hecke_orbit_code': 618508845915, 'n': 35, 'trace_an': -58}
-
id: 86907035
{'hecke_orbit_code': 618508845915, 'n': 36, 'trace_an': -202}
-
id: 86907036
{'hecke_orbit_code': 618508845915, 'n': 37, 'trace_an': 97}
-
id: 86907037
{'hecke_orbit_code': 618508845915, 'n': 38, 'trace_an': -20}
-
id: 86907038
{'hecke_orbit_code': 618508845915, 'n': 39, 'trace_an': -105}
-
id: 86907039
{'hecke_orbit_code': 618508845915, 'n': 40, 'trace_an': 10}
-
id: 86907040
{'hecke_orbit_code': 618508845915, 'n': 41, 'trace_an': 0}
-
id: 86907041
{'hecke_orbit_code': 618508845915, 'n': 42, 'trace_an': -33}
-
id: 86907042
{'hecke_orbit_code': 618508845915, 'n': 43, 'trace_an': -41}
-
id: 86907043
{'hecke_orbit_code': 618508845915, 'n': 44, 'trace_an': -35}
-
id: 86907044
{'hecke_orbit_code': 618508845915, 'n': 45, 'trace_an': 76}
-
id: 86907045
{'hecke_orbit_code': 618508845915, 'n': 46, 'trace_an': -4}
-
id: 86907046
{'hecke_orbit_code': 618508845915, 'n': 47, 'trace_an': 4}
-
id: 86907047
{'hecke_orbit_code': 618508845915, 'n': 48, 'trace_an': 40}
-
id: 86907048
{'hecke_orbit_code': 618508845915, 'n': 49, 'trace_an': 59}
-
id: 86907049
{'hecke_orbit_code': 618508845915, 'n': 50, 'trace_an': 64}
-
id: 86907050
{'hecke_orbit_code': 618508845915, 'n': 51, 'trace_an': -62}
-
id: 86907051
{'hecke_orbit_code': 618508845915, 'n': 52, 'trace_an': -83}
-
id: 86907052
{'hecke_orbit_code': 618508845915, 'n': 53, 'trace_an': -43}
-
id: 86907053
{'hecke_orbit_code': 618508845915, 'n': 54, 'trace_an': -218}
-
id: 86907054
{'hecke_orbit_code': 618508845915, 'n': 55, 'trace_an': -42}
-
id: 86907055
{'hecke_orbit_code': 618508845915, 'n': 56, 'trace_an': 335}
-
id: 86907056
{'hecke_orbit_code': 618508845915, 'n': 57, 'trace_an': 230}
-
id: 86907057
{'hecke_orbit_code': 618508845915, 'n': 58, 'trace_an': -36}
-
id: 86907058
{'hecke_orbit_code': 618508845915, 'n': 59, 'trace_an': 98}
-
id: 86907059
{'hecke_orbit_code': 618508845915, 'n': 60, 'trace_an': 311}
-
id: 86907060
{'hecke_orbit_code': 618508845915, 'n': 61, 'trace_an': -24}
-
id: 86907061
{'hecke_orbit_code': 618508845915, 'n': 62, 'trace_an': 8}
-
id: 86907062
{'hecke_orbit_code': 618508845915, 'n': 63, 'trace_an': -34}
-
id: 86907063
{'hecke_orbit_code': 618508845915, 'n': 64, 'trace_an': -440}
-
id: 86907064
{'hecke_orbit_code': 618508845915, 'n': 65, 'trace_an': -154}
-
id: 86907065
{'hecke_orbit_code': 618508845915, 'n': 66, 'trace_an': -236}
-
id: 86907066
{'hecke_orbit_code': 618508845915, 'n': 67, 'trace_an': -3}
-
id: 86907067
{'hecke_orbit_code': 618508845915, 'n': 68, 'trace_an': -54}
-
id: 86907068
{'hecke_orbit_code': 618508845915, 'n': 69, 'trace_an': 54}
-
id: 86907069
{'hecke_orbit_code': 618508845915, 'n': 70, 'trace_an': -55}
-
id: 86907070
{'hecke_orbit_code': 618508845915, 'n': 71, 'trace_an': -12}
-
id: 86907071
{'hecke_orbit_code': 618508845915, 'n': 72, 'trace_an': -39}
-
id: 86907072
{'hecke_orbit_code': 618508845915, 'n': 73, 'trace_an': 105}
-
id: 86907073
{'hecke_orbit_code': 618508845915, 'n': 74, 'trace_an': -58}
-
id: 86907074
{'hecke_orbit_code': 618508845915, 'n': 75, 'trace_an': -323}
-
id: 86907075
{'hecke_orbit_code': 618508845915, 'n': 76, 'trace_an': 209}
-
id: 86907076
{'hecke_orbit_code': 618508845915, 'n': 77, 'trace_an': 134}
-
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