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{'AL_dims': [[[[2, 1], [3, -1], [5, 1]], 2, 2], [[[2, -1], [3, -1], [5, -1]], 2, 2], [[[2, 1], [3, -1], [5, -1]], 3, 3], [[[2, -1], [3, 1], [5, 1]], 1, 1], [[[2, -1], [3, 1], [5, -1]], 2, 2], [[[2, 1], [3, 1], [5, -1]], 1, 1], [[[2, 1], [3, 1], [5, 1]], 2, 2], [[[2, -1], [3, -1], [5, 1]], 2, 2]], 'ALdims': [2, 1, 2, 3, 1, 2, 2, 2], 'Nk2': 5760, 'analytic_conductor': 21.24068760206662, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [360, 1, [271, 181, 281, 217], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 200, 'dim': 15, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11], 'hecke_orbit_code': 67109224, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], 'label': '360.4.a', 'level': 360, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 232, 'mf_new_dim': 15, 'num_forms': 15, 'plus_dim': 9, 'prim_orbit_index': 1, 'relative_dim': 15, 'sturm_bound': 288, 'trace_bound': 11, 'trace_display': [0, 0, 5, 36], 'traces': [15, 0, 0, 0, 5, 0, 36, 0, 0, 0, -64, 0, -62, 0, 0, 0, 178, 0, 124, 0, 0, 0, -76, 0, 375, 0, 0, 0, 182, 0, 248, 0, 0, 0, -80, 0, 346, 0, 0, 0, -114, 0, 744, 0, 0, 0, 716, 0, 695, 0, 0, 0, 222, 0, -180, 0, 0, 0, 40, 0, 1218, 0, 0, 0, 50, 0, 1544, 0, 0, 0, 2328, 0, 1414, 0, 0, 0, -416, 0, -1072, 0, 0, 0, -2312, 0, -170, 0, 0, 0, 318, 0, -2416, 0, 0, 0, 20, 0, 62, 0, 0, 0, -354, 0, 2396, 0, 0, 0, -2136, 0, 3106, 0, 0, 0, 2586, 0, 660, 0, 0, 0, -400, 0, -3109, 0, 0, 0, 125, 0, -6276, 0, 0, 0, 1536, 0, -6576, 0, 0, 0, 818, 0, 3340, 0, 0, 0, -6208, 0, 410, 0, 0, 0, 2494, 0, -5616, 0, 0, 0, -2080, 0, -5614, 0, 0, 0, -9560, 0, -4928, 0, 0, 0, 924, 0, -3095, 0, 0, 0, 2566, 0, 900, 0, 0, 0, 3808, 0, 11106, 0, 0, 0, 2850, 0, -1960, 0, 0, 0, 7600, 0, -10210, 0, 0, 0, -754, 0, -5512, 0, 0, 0, -5744, 0, -490, 0, 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mf_subspaces • Show schema
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id: 193695
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '360.4.a', 'level': 360, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '5.4.a', 'sub_level': 5, 'sub_mult': 12, 'weight': 4}
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id: 193696
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '360.4.a', 'level': 360, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '6.4.a', 'sub_level': 6, 'sub_mult': 12, 'weight': 4}
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id: 193697
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '360.4.a', 'level': 360, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '8.4.a', 'sub_level': 8, 'sub_mult': 6, 'weight': 4}
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id: 193698
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '360.4.a', 'level': 360, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '9.4.a', 'sub_level': 9, 'sub_mult': 8, 'weight': 4}
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id: 193679
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '360.4.a', 'level': 360, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '10.4.a', 'sub_level': 10, 'sub_mult': 9, 'weight': 4}
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id: 193681
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '360.4.a', 'level': 360, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '12.4.a', 'sub_level': 12, 'sub_mult': 8, 'weight': 4}
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id: 193682
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '360.4.a', 'level': 360, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '15.4.a', 'sub_level': 15, 'sub_mult': 8, 'weight': 4}
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id: 193684
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '360.4.a', 'level': 360, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '18.4.a', 'sub_level': 18, 'sub_mult': 6, 'weight': 4}
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id: 193685
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '360.4.a', 'level': 360, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '20.4.a', 'sub_level': 20, 'sub_mult': 6, 'weight': 4}
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id: 193686
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '360.4.a', 'level': 360, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '24.4.a', 'sub_level': 24, 'sub_mult': 4, 'weight': 4}
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id: 193687
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '360.4.a', 'level': 360, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '30.4.a', 'sub_level': 30, 'sub_mult': 6, 'weight': 4}
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id: 193689
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '360.4.a', 'level': 360, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '36.4.a', 'sub_level': 36, 'sub_mult': 4, 'weight': 4}
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id: 193690
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '360.4.a', 'level': 360, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '40.4.a', 'sub_level': 40, 'sub_mult': 3, 'weight': 4}
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id: 193691
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '360.4.a', 'level': 360, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '45.4.a', 'sub_level': 45, 'sub_mult': 4, 'weight': 4}
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id: 193692
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '360.4.a', 'level': 360, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '60.4.a', 'sub_level': 60, 'sub_mult': 4, 'weight': 4}
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id: 193693
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '360.4.a', 'level': 360, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '72.4.a', 'sub_level': 72, 'sub_mult': 2, 'weight': 4}
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id: 193694
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '360.4.a', 'level': 360, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '90.4.a', 'sub_level': 90, 'sub_mult': 3, 'weight': 4}
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id: 193680
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '360.4.a', 'level': 360, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '120.4.a', 'sub_level': 120, 'sub_mult': 2, 'weight': 4}
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id: 193683
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '360.4.a', 'level': 360, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '180.4.a', 'sub_level': 180, 'sub_mult': 2, 'weight': 4}
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id: 193688
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '360.4.a', 'level': 360, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 15, 'sub_label': '360.4.a', 'sub_level': 360, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '360.4.a', 'level': 360, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 10337000
{'hecke_orbit_code': 67109224, 'n': 1, 'trace_an': 15}
-
id: 10337001
{'hecke_orbit_code': 67109224, 'n': 2, 'trace_an': 0}
-
id: 10337002
{'hecke_orbit_code': 67109224, 'n': 3, 'trace_an': 0}
-
id: 10337003
{'hecke_orbit_code': 67109224, 'n': 4, 'trace_an': 0}
-
id: 10337004
{'hecke_orbit_code': 67109224, 'n': 5, 'trace_an': 5}
-
id: 10337005
{'hecke_orbit_code': 67109224, 'n': 6, 'trace_an': 0}
-
id: 10337006
{'hecke_orbit_code': 67109224, 'n': 7, 'trace_an': 36}
-
id: 10337007
{'hecke_orbit_code': 67109224, 'n': 8, 'trace_an': 0}
-
id: 10337008
{'hecke_orbit_code': 67109224, 'n': 9, 'trace_an': 0}
-
id: 10337009
{'hecke_orbit_code': 67109224, 'n': 10, 'trace_an': 0}
-
id: 10337010
{'hecke_orbit_code': 67109224, 'n': 11, 'trace_an': -64}
-
id: 10337011
{'hecke_orbit_code': 67109224, 'n': 12, 'trace_an': 0}
-
id: 10337012
{'hecke_orbit_code': 67109224, 'n': 13, 'trace_an': -62}
-
id: 10337013
{'hecke_orbit_code': 67109224, 'n': 14, 'trace_an': 0}
-
id: 10337014
{'hecke_orbit_code': 67109224, 'n': 15, 'trace_an': 0}
-
id: 10337015
{'hecke_orbit_code': 67109224, 'n': 16, 'trace_an': 0}
-
id: 10337016
{'hecke_orbit_code': 67109224, 'n': 17, 'trace_an': 178}
-
id: 10337017
{'hecke_orbit_code': 67109224, 'n': 18, 'trace_an': 0}
-
id: 10337018
{'hecke_orbit_code': 67109224, 'n': 19, 'trace_an': 124}
-
id: 10337019
{'hecke_orbit_code': 67109224, 'n': 20, 'trace_an': 0}
-
id: 10337020
{'hecke_orbit_code': 67109224, 'n': 21, 'trace_an': 0}
-
id: 10337021
{'hecke_orbit_code': 67109224, 'n': 22, 'trace_an': 0}
-
id: 10337022
{'hecke_orbit_code': 67109224, 'n': 23, 'trace_an': -76}
-
id: 10337023
{'hecke_orbit_code': 67109224, 'n': 24, 'trace_an': 0}
-
id: 10337024
{'hecke_orbit_code': 67109224, 'n': 25, 'trace_an': 375}
-
id: 10337025
{'hecke_orbit_code': 67109224, 'n': 26, 'trace_an': 0}
-
id: 10337026
{'hecke_orbit_code': 67109224, 'n': 27, 'trace_an': 0}
-
id: 10337027
{'hecke_orbit_code': 67109224, 'n': 28, 'trace_an': 0}
-
id: 10337028
{'hecke_orbit_code': 67109224, 'n': 29, 'trace_an': 182}
-
id: 10337029
{'hecke_orbit_code': 67109224, 'n': 30, 'trace_an': 0}
-
id: 10337030
{'hecke_orbit_code': 67109224, 'n': 31, 'trace_an': 248}
-
id: 10337031
{'hecke_orbit_code': 67109224, 'n': 32, 'trace_an': 0}
-
id: 10337032
{'hecke_orbit_code': 67109224, 'n': 33, 'trace_an': 0}
-
id: 10337033
{'hecke_orbit_code': 67109224, 'n': 34, 'trace_an': 0}
-
id: 10337034
{'hecke_orbit_code': 67109224, 'n': 35, 'trace_an': -80}
-
id: 10337035
{'hecke_orbit_code': 67109224, 'n': 36, 'trace_an': 0}
-
id: 10337036
{'hecke_orbit_code': 67109224, 'n': 37, 'trace_an': 346}
-
id: 10337037
{'hecke_orbit_code': 67109224, 'n': 38, 'trace_an': 0}
-
id: 10337038
{'hecke_orbit_code': 67109224, 'n': 39, 'trace_an': 0}
-
id: 10337039
{'hecke_orbit_code': 67109224, 'n': 40, 'trace_an': 0}
-
id: 10337040
{'hecke_orbit_code': 67109224, 'n': 41, 'trace_an': -114}
-
id: 10337041
{'hecke_orbit_code': 67109224, 'n': 42, 'trace_an': 0}
-
id: 10337042
{'hecke_orbit_code': 67109224, 'n': 43, 'trace_an': 744}
-
id: 10337043
{'hecke_orbit_code': 67109224, 'n': 44, 'trace_an': 0}
-
id: 10337044
{'hecke_orbit_code': 67109224, 'n': 45, 'trace_an': 0}
-
id: 10337045
{'hecke_orbit_code': 67109224, 'n': 46, 'trace_an': 0}
-
id: 10337046
{'hecke_orbit_code': 67109224, 'n': 47, 'trace_an': 716}
-
id: 10337047
{'hecke_orbit_code': 67109224, 'n': 48, 'trace_an': 0}
-
id: 10337048
{'hecke_orbit_code': 67109224, 'n': 49, 'trace_an': 695}
-
id: 10337049
{'hecke_orbit_code': 67109224, 'n': 50, 'trace_an': 0}
-
id: 10337050
{'hecke_orbit_code': 67109224, 'n': 51, 'trace_an': 0}
-
id: 10337051
{'hecke_orbit_code': 67109224, 'n': 52, 'trace_an': 0}
-
id: 10337052
{'hecke_orbit_code': 67109224, 'n': 53, 'trace_an': 222}
-
id: 10337053
{'hecke_orbit_code': 67109224, 'n': 54, 'trace_an': 0}
-
id: 10337054
{'hecke_orbit_code': 67109224, 'n': 55, 'trace_an': -180}
-
id: 10337055
{'hecke_orbit_code': 67109224, 'n': 56, 'trace_an': 0}
-
id: 10337056
{'hecke_orbit_code': 67109224, 'n': 57, 'trace_an': 0}
-
id: 10337057
{'hecke_orbit_code': 67109224, 'n': 58, 'trace_an': 0}
-
id: 10337058
{'hecke_orbit_code': 67109224, 'n': 59, 'trace_an': 40}
-
id: 10337059
{'hecke_orbit_code': 67109224, 'n': 60, 'trace_an': 0}
-
id: 10337060
{'hecke_orbit_code': 67109224, 'n': 61, 'trace_an': 1218}
-
id: 10337061
{'hecke_orbit_code': 67109224, 'n': 62, 'trace_an': 0}
-
id: 10337062
{'hecke_orbit_code': 67109224, 'n': 63, 'trace_an': 0}
-
id: 10337063
{'hecke_orbit_code': 67109224, 'n': 64, 'trace_an': 0}
-
id: 10337064
{'hecke_orbit_code': 67109224, 'n': 65, 'trace_an': 50}
-
id: 10337065
{'hecke_orbit_code': 67109224, 'n': 66, 'trace_an': 0}
-
id: 10337066
{'hecke_orbit_code': 67109224, 'n': 67, 'trace_an': 1544}
-
id: 10337067
{'hecke_orbit_code': 67109224, 'n': 68, 'trace_an': 0}
-
id: 10337068
{'hecke_orbit_code': 67109224, 'n': 69, 'trace_an': 0}
-
id: 10337069
{'hecke_orbit_code': 67109224, 'n': 70, 'trace_an': 0}
-
id: 10337070
{'hecke_orbit_code': 67109224, 'n': 71, 'trace_an': 2328}
-
id: 10337071
{'hecke_orbit_code': 67109224, 'n': 72, 'trace_an': 0}
-
id: 10337072
{'hecke_orbit_code': 67109224, 'n': 73, 'trace_an': 1414}
-
id: 10337073
{'hecke_orbit_code': 67109224, 'n': 74, 'trace_an': 0}
-
id: 10337074
{'hecke_orbit_code': 67109224, 'n': 75, 'trace_an': 0}
-
id: 10337075
{'hecke_orbit_code': 67109224, 'n': 76, 'trace_an': 0}
-
id: 10337076
{'hecke_orbit_code': 67109224, 'n': 77, 'trace_an': -416}
-
id: 10337077
{'hecke_orbit_code': 67109224, 'n': 78, 'trace_an': 0}
-
id: 10337078
{'hecke_orbit_code': 67109224, 'n': 79, 'trace_an': -1072}
-
id: 10337079
{'hecke_orbit_code': 67109224, 'n': 80, 'trace_an': 0}
-
id: 10337080
{'hecke_orbit_code': 67109224, 'n': 81, 'trace_an': 0}
-
id: 10337081
{'hecke_orbit_code': 67109224, 'n': 82, 'trace_an': 0}
-
id: 10337082
{'hecke_orbit_code': 67109224, 'n': 83, 'trace_an': -2312}
-
id: 10337083
{'hecke_orbit_code': 67109224, 'n': 84, 'trace_an': 0}
-
id: 10337084
{'hecke_orbit_code': 67109224, 'n': 85, 'trace_an': -170}
-
id: 10337085
{'hecke_orbit_code': 67109224, 'n': 86, 'trace_an': 0}
-
id: 10337086
{'hecke_orbit_code': 67109224, 'n': 87, 'trace_an': 0}
-
id: 10337087
{'hecke_orbit_code': 67109224, 'n': 88, 'trace_an': 0}
-
id: 10337088
{'hecke_orbit_code': 67109224, 'n': 89, 'trace_an': 318}
-
id: 10337089
{'hecke_orbit_code': 67109224, 'n': 90, 'trace_an': 0}
-
id: 10337090
{'hecke_orbit_code': 67109224, 'n': 91, 'trace_an': -2416}
-
id: 10337091
{'hecke_orbit_code': 67109224, 'n': 92, 'trace_an': 0}
-
id: 10337092
{'hecke_orbit_code': 67109224, 'n': 93, 'trace_an': 0}
-
id: 10337093
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