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mf_newspaces • Show schema
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{'Nk2': 5103, 'analytic_conductor': 15.449630989228835, 'char_conductor': 189, 'char_degree': 6, 'char_is_real': False, 'char_orbit_index': 32, 'char_orbit_label': 'bf', 'char_order': 18, 'char_parity': -1, 'char_values': [567, 18, [407, 325], [5, 6]], 'conrey_index': 44, 'cusp_dim': 828, 'dim': 276, 'eis_dim': 72, 'eis_new_dim': 24, 'hecke_orbit_code': 2130354111031, 'label': '567.3.bf', 'level': 567, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 900, 'mf_new_dim': 300, 'prim_orbit_index': 32, 'relative_dim': 46, 'sturm_bound': 216, 'trace_display': [3, 0, 3, -6], 'traces': [276, 3, 0, -3, 3, 0, -6, 18, 0, -6, -15, 0, -12, 15, 0, 9, 0, 0, -6, 24, 0, -12, -96, 0, -3, 0, 0, -12, -96, 0, -3, 189, 0, 0, -234, 0, 3, 141, 0, -120, 156, 0, -12, 9, 0, 3, -105, 0, -78, 375, 0, -27, -405, 0, -24, 627, 0, -3, -42, 0, 285, -873, 0, 762, 183, 0, -3, -396, 0, -456, -306, 0, -123, 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0, -3891, -6837, 0, -4893, 1314, 0, -6, -32022, 0, 879, 10389, 0, 3507, 0, 0, -6, 8034, 0, -3627, -7815, 0, -5499, -11412, 0, 1737, -33894, 0, -7941, -4503, 0, 2472, -15543, 0, 825, -17520, 0, -3963, -2751, 0, -1476, 15552, 0, 300, -54468, 0, -6447, -17613, 0, -4263, 0, 0, -774, 2208, 0, -11118, -29295, 0, 6507, 0, 0, -6, 15117, 0, 8517, -16008, 0, -4728, 0, 0, -24, 9183, 0, 5187, 12333, 0, -8784, -9378, 0, -6, 3318, 0, 6396, 6117, 0, 4065, 0, 0, -3786, 28137, 0, -3144, 37722, 0, -12675, 14904, 0, 168, -10119, 0, 24378, -4587, 0, 6759, 11511, 0, 1488, 14313, 0, -81, 32391, 0, -5049, 24390, 0, 552, -19962, 0, 279, -1731, 0, -8436, -24543, 0, -1392], 'weight': 3, 'weight_parity': -1}
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mf_subspaces • Show schema
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id: 246694
{'char_orbit_index': 32, 'char_orbit_label': 'bf', 'conrey_index': 44, 'conrey_indexes': [44, 116, 233, 305, 422, 494], 'label': '567.3.bf', 'level': 567, 'sub_char_orbit_index': 32, 'sub_char_orbit_label': 'bf', 'sub_conrey_index': 11, 'sub_conrey_indexes': [11, 23, 74, 86, 137, 149], 'sub_dim': 276, 'sub_label': '189.3.bf', 'sub_level': 189, 'sub_mult': 2, 'weight': 3}
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id: 246695
{'char_orbit_index': 32, 'char_orbit_label': 'bf', 'conrey_index': 44, 'conrey_indexes': [44, 116, 233, 305, 422, 494], 'label': '567.3.bf', 'level': 567, 'sub_char_orbit_index': 32, 'sub_char_orbit_label': 'bf', 'sub_conrey_index': 44, 'sub_conrey_indexes': [44, 116, 233, 305, 422, 494], 'sub_dim': 276, 'sub_label': '567.3.bf', 'sub_level': 567, 'sub_mult': 1, 'weight': 3}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 32, 'label': '567.3.bf', 'level': 567, 'portrait': 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', 'weight': 3}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 199236000
{'hecke_orbit_code': 2130354111031, 'n': 1, 'trace_an': 276}
-
id: 199236001
{'hecke_orbit_code': 2130354111031, 'n': 2, 'trace_an': 3}
-
id: 199236002
{'hecke_orbit_code': 2130354111031, 'n': 3, 'trace_an': 0}
-
id: 199236003
{'hecke_orbit_code': 2130354111031, 'n': 4, 'trace_an': -3}
-
id: 199236004
{'hecke_orbit_code': 2130354111031, 'n': 5, 'trace_an': 3}
-
id: 199236005
{'hecke_orbit_code': 2130354111031, 'n': 6, 'trace_an': 0}
-
id: 199236006
{'hecke_orbit_code': 2130354111031, 'n': 7, 'trace_an': -6}
-
id: 199236007
{'hecke_orbit_code': 2130354111031, 'n': 8, 'trace_an': 18}
-
id: 199236008
{'hecke_orbit_code': 2130354111031, 'n': 9, 'trace_an': 0}
-
id: 199236009
{'hecke_orbit_code': 2130354111031, 'n': 10, 'trace_an': -6}
-
id: 199236010
{'hecke_orbit_code': 2130354111031, 'n': 11, 'trace_an': -15}
-
id: 199236011
{'hecke_orbit_code': 2130354111031, 'n': 12, 'trace_an': 0}
-
id: 199236012
{'hecke_orbit_code': 2130354111031, 'n': 13, 'trace_an': -12}
-
id: 199236013
{'hecke_orbit_code': 2130354111031, 'n': 14, 'trace_an': 15}
-
id: 199236014
{'hecke_orbit_code': 2130354111031, 'n': 15, 'trace_an': 0}
-
id: 199236015
{'hecke_orbit_code': 2130354111031, 'n': 16, 'trace_an': 9}
-
id: 199236016
{'hecke_orbit_code': 2130354111031, 'n': 17, 'trace_an': 0}
-
id: 199236017
{'hecke_orbit_code': 2130354111031, 'n': 18, 'trace_an': 0}
-
id: 199236018
{'hecke_orbit_code': 2130354111031, 'n': 19, 'trace_an': -6}
-
id: 199236019
{'hecke_orbit_code': 2130354111031, 'n': 20, 'trace_an': 24}
-
id: 199236020
{'hecke_orbit_code': 2130354111031, 'n': 21, 'trace_an': 0}
-
id: 199236021
{'hecke_orbit_code': 2130354111031, 'n': 22, 'trace_an': -12}
-
id: 199236022
{'hecke_orbit_code': 2130354111031, 'n': 23, 'trace_an': -96}
-
id: 199236023
{'hecke_orbit_code': 2130354111031, 'n': 24, 'trace_an': 0}
-
id: 199236024
{'hecke_orbit_code': 2130354111031, 'n': 25, 'trace_an': -3}
-
id: 199236025
{'hecke_orbit_code': 2130354111031, 'n': 26, 'trace_an': 0}
-
id: 199236026
{'hecke_orbit_code': 2130354111031, 'n': 27, 'trace_an': 0}
-
id: 199236027
{'hecke_orbit_code': 2130354111031, 'n': 28, 'trace_an': -12}
-
id: 199236028
{'hecke_orbit_code': 2130354111031, 'n': 29, 'trace_an': -96}
-
id: 199236029
{'hecke_orbit_code': 2130354111031, 'n': 30, 'trace_an': 0}
-
id: 199236030
{'hecke_orbit_code': 2130354111031, 'n': 31, 'trace_an': -3}
-
id: 199236031
{'hecke_orbit_code': 2130354111031, 'n': 32, 'trace_an': 189}
-
id: 199236032
{'hecke_orbit_code': 2130354111031, 'n': 33, 'trace_an': 0}
-
id: 199236033
{'hecke_orbit_code': 2130354111031, 'n': 34, 'trace_an': 0}
-
id: 199236034
{'hecke_orbit_code': 2130354111031, 'n': 35, 'trace_an': -234}
-
id: 199236035
{'hecke_orbit_code': 2130354111031, 'n': 36, 'trace_an': 0}
-
id: 199236036
{'hecke_orbit_code': 2130354111031, 'n': 37, 'trace_an': 3}
-
id: 199236037
{'hecke_orbit_code': 2130354111031, 'n': 38, 'trace_an': 141}
-
id: 199236038
{'hecke_orbit_code': 2130354111031, 'n': 39, 'trace_an': 0}
-
id: 199236039
{'hecke_orbit_code': 2130354111031, 'n': 40, 'trace_an': -120}
-
id: 199236040
{'hecke_orbit_code': 2130354111031, 'n': 41, 'trace_an': 156}
-
id: 199236041
{'hecke_orbit_code': 2130354111031, 'n': 42, 'trace_an': 0}
-
id: 199236042
{'hecke_orbit_code': 2130354111031, 'n': 43, 'trace_an': -12}
-
id: 199236043
{'hecke_orbit_code': 2130354111031, 'n': 44, 'trace_an': 9}
-
id: 199236044
{'hecke_orbit_code': 2130354111031, 'n': 45, 'trace_an': 0}
-
id: 199236045
{'hecke_orbit_code': 2130354111031, 'n': 46, 'trace_an': 3}
-
id: 199236046
{'hecke_orbit_code': 2130354111031, 'n': 47, 'trace_an': -105}
-
id: 199236047
{'hecke_orbit_code': 2130354111031, 'n': 48, 'trace_an': 0}
-
id: 199236048
{'hecke_orbit_code': 2130354111031, 'n': 49, 'trace_an': -78}
-
id: 199236049
{'hecke_orbit_code': 2130354111031, 'n': 50, 'trace_an': 375}
-
id: 199236050
{'hecke_orbit_code': 2130354111031, 'n': 51, 'trace_an': 0}
-
id: 199236051
{'hecke_orbit_code': 2130354111031, 'n': 52, 'trace_an': -27}
-
id: 199236052
{'hecke_orbit_code': 2130354111031, 'n': 53, 'trace_an': -405}
-
id: 199236053
{'hecke_orbit_code': 2130354111031, 'n': 54, 'trace_an': 0}
-
id: 199236054
{'hecke_orbit_code': 2130354111031, 'n': 55, 'trace_an': -24}
-
id: 199236055
{'hecke_orbit_code': 2130354111031, 'n': 56, 'trace_an': 627}
-
id: 199236056
{'hecke_orbit_code': 2130354111031, 'n': 57, 'trace_an': 0}
-
id: 199236057
{'hecke_orbit_code': 2130354111031, 'n': 58, 'trace_an': -3}
-
id: 199236058
{'hecke_orbit_code': 2130354111031, 'n': 59, 'trace_an': -42}
-
id: 199236059
{'hecke_orbit_code': 2130354111031, 'n': 60, 'trace_an': 0}
-
id: 199236060
{'hecke_orbit_code': 2130354111031, 'n': 61, 'trace_an': 285}
-
id: 199236061
{'hecke_orbit_code': 2130354111031, 'n': 62, 'trace_an': -873}
-
id: 199236062
{'hecke_orbit_code': 2130354111031, 'n': 63, 'trace_an': 0}
-
id: 199236063
{'hecke_orbit_code': 2130354111031, 'n': 64, 'trace_an': 762}
-
id: 199236064
{'hecke_orbit_code': 2130354111031, 'n': 65, 'trace_an': 183}
-
id: 199236065
{'hecke_orbit_code': 2130354111031, 'n': 66, 'trace_an': 0}
-
id: 199236066
{'hecke_orbit_code': 2130354111031, 'n': 67, 'trace_an': -3}
-
id: 199236067
{'hecke_orbit_code': 2130354111031, 'n': 68, 'trace_an': -396}
-
id: 199236068
{'hecke_orbit_code': 2130354111031, 'n': 69, 'trace_an': 0}
-
id: 199236069
{'hecke_orbit_code': 2130354111031, 'n': 70, 'trace_an': -456}
-
id: 199236070
{'hecke_orbit_code': 2130354111031, 'n': 71, 'trace_an': -306}
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