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mf_newspaces • Show schema
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{'Nk2': 1620, 'analytic_conductor': 7.2172718915841285, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [45, 2, [11, 37], [2, 1]], 'conrey_index': 19, 'cusp_dim': 26, 'dim': 12, 'eis_dim': 8, 'eis_new_dim': 2, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68820140077, 'hecke_orbit_dims': [2, 2, 4, 4], 'label': '45.6.b', 'level': 45, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 34, 'mf_new_dim': 14, 'num_forms': 4, 'prim_orbit_index': 2, 'relative_dim': 12, 'sturm_bound': 36, 'trace_bound': 4, 'trace_display': [0, 0, -30, 0], 'traces': [12, 0, 0, -204, -30, 0, 0, 0, 0, -360, -840, 0, 0, 2316, 0, 6996, 0, 0, -4032, 180, 0, 0, 0, 0, -2040, -5772, 0, 0, 6756, 0, -11664, 0, 0, -27912, -25320, 0, 0, 0, 0, 69900, -3228, 0, 0, 96084, 0, 22488, 0, 0, -69972, 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3133200, 0, 0, 0, 0, -10929600, 16650780, 0, 0, -81586092, 0, -27268704, 0, 0, -70526640, -28747680, 0, 0, 0, 0, 103880040, -83810508, 0, 0, 30515028, 0, -85366512, 0, 0, 29755296, -44260800, 0, 0, 0, 0, 55195200, 52703928, 0, 0, 100975296, 0, 70131468, 0, 0, 39478560, 84975600, 0, 0, 0, 0, 15769440, -78901128, 0, 0, 147689892, 0, 290219880, 0, 0, -224255088, -75233700, 0, 0, 0, 0, -134206740, 24202752, 0, 0, -57195096, 0, 152038944, 0, 0, -164592432, -56658480, 0, 0, 0, 0, -155444700], 'weight': 6, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 111574
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 19, 'conrey_indexes': [19], 'label': '45.6.b', 'level': 45, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 4, 'sub_conrey_indexes': [4], 'sub_dim': 2, 'sub_label': '5.6.b', 'sub_level': 5, 'sub_mult': 3, 'weight': 6}
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id: 111572
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 19, 'conrey_indexes': [19], 'label': '45.6.b', 'level': 45, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 4, 'sub_conrey_indexes': [4], 'sub_dim': 4, 'sub_label': '15.6.b', 'sub_level': 15, 'sub_mult': 2, 'weight': 6}
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id: 111573
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 19, 'conrey_indexes': [19], 'label': '45.6.b', 'level': 45, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 19, 'sub_conrey_indexes': [19], 'sub_dim': 12, 'sub_label': '45.6.b', 'sub_level': 45, 'sub_mult': 1, 'weight': 6}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 2, 'label': '45.6.b', 'level': 45, 'portrait': 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', 'weight': 6}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 23031000
{'hecke_orbit_code': 68820140077, 'n': 1, 'trace_an': 12}
-
id: 23031001
{'hecke_orbit_code': 68820140077, 'n': 2, 'trace_an': 0}
-
id: 23031002
{'hecke_orbit_code': 68820140077, 'n': 3, 'trace_an': 0}
-
id: 23031003
{'hecke_orbit_code': 68820140077, 'n': 4, 'trace_an': -204}
-
id: 23031004
{'hecke_orbit_code': 68820140077, 'n': 5, 'trace_an': -30}
-
id: 23031005
{'hecke_orbit_code': 68820140077, 'n': 6, 'trace_an': 0}
-
id: 23031006
{'hecke_orbit_code': 68820140077, 'n': 7, 'trace_an': 0}
-
id: 23031007
{'hecke_orbit_code': 68820140077, 'n': 8, 'trace_an': 0}
-
id: 23031008
{'hecke_orbit_code': 68820140077, 'n': 9, 'trace_an': 0}
-
id: 23031009
{'hecke_orbit_code': 68820140077, 'n': 10, 'trace_an': -360}
-
id: 23031010
{'hecke_orbit_code': 68820140077, 'n': 11, 'trace_an': -840}
-
id: 23031011
{'hecke_orbit_code': 68820140077, 'n': 12, 'trace_an': 0}
-
id: 23031012
{'hecke_orbit_code': 68820140077, 'n': 13, 'trace_an': 0}
-
id: 23031013
{'hecke_orbit_code': 68820140077, 'n': 14, 'trace_an': 2316}
-
id: 23031014
{'hecke_orbit_code': 68820140077, 'n': 15, 'trace_an': 0}
-
id: 23031015
{'hecke_orbit_code': 68820140077, 'n': 16, 'trace_an': 6996}
-
id: 23031016
{'hecke_orbit_code': 68820140077, 'n': 17, 'trace_an': 0}
-
id: 23031017
{'hecke_orbit_code': 68820140077, 'n': 18, 'trace_an': 0}
-
id: 23031018
{'hecke_orbit_code': 68820140077, 'n': 19, 'trace_an': -4032}
-
id: 23031019
{'hecke_orbit_code': 68820140077, 'n': 20, 'trace_an': 180}
-
id: 23031020
{'hecke_orbit_code': 68820140077, 'n': 21, 'trace_an': 0}
-
id: 23031021
{'hecke_orbit_code': 68820140077, 'n': 22, 'trace_an': 0}
-
id: 23031022
{'hecke_orbit_code': 68820140077, 'n': 23, 'trace_an': 0}
-
id: 23031023
{'hecke_orbit_code': 68820140077, 'n': 24, 'trace_an': 0}
-
id: 23031024
{'hecke_orbit_code': 68820140077, 'n': 25, 'trace_an': -2040}
-
id: 23031025
{'hecke_orbit_code': 68820140077, 'n': 26, 'trace_an': -5772}
-
id: 23031026
{'hecke_orbit_code': 68820140077, 'n': 27, 'trace_an': 0}
-
id: 23031027
{'hecke_orbit_code': 68820140077, 'n': 28, 'trace_an': 0}
-
id: 23031028
{'hecke_orbit_code': 68820140077, 'n': 29, 'trace_an': 6756}
-
id: 23031029
{'hecke_orbit_code': 68820140077, 'n': 30, 'trace_an': 0}
-
id: 23031030
{'hecke_orbit_code': 68820140077, 'n': 31, 'trace_an': -11664}
-
id: 23031031
{'hecke_orbit_code': 68820140077, 'n': 32, 'trace_an': 0}
-
id: 23031032
{'hecke_orbit_code': 68820140077, 'n': 33, 'trace_an': 0}
-
id: 23031033
{'hecke_orbit_code': 68820140077, 'n': 34, 'trace_an': -27912}
-
id: 23031034
{'hecke_orbit_code': 68820140077, 'n': 35, 'trace_an': -25320}
-
id: 23031035
{'hecke_orbit_code': 68820140077, 'n': 36, 'trace_an': 0}
-
id: 23031036
{'hecke_orbit_code': 68820140077, 'n': 37, 'trace_an': 0}
-
id: 23031037
{'hecke_orbit_code': 68820140077, 'n': 38, 'trace_an': 0}
-
id: 23031038
{'hecke_orbit_code': 68820140077, 'n': 39, 'trace_an': 0}
-
id: 23031039
{'hecke_orbit_code': 68820140077, 'n': 40, 'trace_an': 69900}
-
id: 23031040
{'hecke_orbit_code': 68820140077, 'n': 41, 'trace_an': -3228}
-
id: 23031041
{'hecke_orbit_code': 68820140077, 'n': 42, 'trace_an': 0}
-
id: 23031042
{'hecke_orbit_code': 68820140077, 'n': 43, 'trace_an': 0}
-
id: 23031043
{'hecke_orbit_code': 68820140077, 'n': 44, 'trace_an': 96084}
-
id: 23031044
{'hecke_orbit_code': 68820140077, 'n': 45, 'trace_an': 0}
-
id: 23031045
{'hecke_orbit_code': 68820140077, 'n': 46, 'trace_an': 22488}
-
id: 23031046
{'hecke_orbit_code': 68820140077, 'n': 47, 'trace_an': 0}
-
id: 23031047
{'hecke_orbit_code': 68820140077, 'n': 48, 'trace_an': 0}
-
id: 23031048
{'hecke_orbit_code': 68820140077, 'n': 49, 'trace_an': -69972}
-
id: 23031049
{'hecke_orbit_code': 68820140077, 'n': 50, 'trace_an': -93000}
-
id: 23031050
{'hecke_orbit_code': 68820140077, 'n': 51, 'trace_an': 0}
-
id: 23031051
{'hecke_orbit_code': 68820140077, 'n': 52, 'trace_an': 0}
-
id: 23031052
{'hecke_orbit_code': 68820140077, 'n': 53, 'trace_an': 0}
-
id: 23031053
{'hecke_orbit_code': 68820140077, 'n': 54, 'trace_an': 0}
-
id: 23031054
{'hecke_orbit_code': 68820140077, 'n': 55, 'trace_an': 88200}
-
id: 23031055
{'hecke_orbit_code': 68820140077, 'n': 56, 'trace_an': -78780}
-
id: 23031056
{'hecke_orbit_code': 68820140077, 'n': 57, 'trace_an': 0}
-
id: 23031057
{'hecke_orbit_code': 68820140077, 'n': 58, 'trace_an': 0}
-
id: 23031058
{'hecke_orbit_code': 68820140077, 'n': 59, 'trace_an': 163992}
-
id: 23031059
{'hecke_orbit_code': 68820140077, 'n': 60, 'trace_an': 0}
-
id: 23031060
{'hecke_orbit_code': 68820140077, 'n': 61, 'trace_an': 83376}
-
id: 23031061
{'hecke_orbit_code': 68820140077, 'n': 62, 'trace_an': 0}
-
id: 23031062
{'hecke_orbit_code': 68820140077, 'n': 63, 'trace_an': 0}
-
id: 23031063
{'hecke_orbit_code': 68820140077, 'n': 64, 'trace_an': -369324}
-
id: 23031064
{'hecke_orbit_code': 68820140077, 'n': 65, 'trace_an': -82680}
-
id: 23031065
{'hecke_orbit_code': 68820140077, 'n': 66, 'trace_an': 0}
-
id: 23031066
{'hecke_orbit_code': 68820140077, 'n': 67, 'trace_an': 0}
-
id: 23031067
{'hecke_orbit_code': 68820140077, 'n': 68, 'trace_an': 0}
-
id: 23031068
{'hecke_orbit_code': 68820140077, 'n': 69, 'trace_an': 0}
-
id: 23031069
{'hecke_orbit_code': 68820140077, 'n': 70, 'trace_an': 72720}
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id: 23031070
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