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mf_newspaces • Show schema
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{'AL_dims': [[[[83, -1]], 6, 1], [[[83, 1]], 1, 1]], 'ALdims': [1, 6], 'Nk2': 332, 'analytic_conductor': 0.6627583367766272, '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': [83, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 7, 'dim': 7, 'eis_dim': 1, 'eis_new_dim': 1, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 33554515, 'hecke_orbit_dims': [1, 6], 'label': '83.2.a', 'level': 83, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [83], 'level_radical': 83, 'mf_dim': 8, 'mf_new_dim': 8, 'num_forms': 2, 'plus_dim': 1, 'prim_orbit_index': 1, 'relative_dim': 7, 'sturm_bound': 14, 'trace_bound': 1, 'trace_display': [0, 0, 0, 0], 'traces': [7, 0, 0, 6, 0, -6, 0, 6, 1, -4, 0, -8, 8, -12, -4, 0, 0, -10, -2, -18, 1, -4, -9, -20, 13, 4, 15, 12, -8, 16, 8, 12, -1, 10, -4, -6, 28, -8, -2, -24, -3, 14, -16, 24, 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-108, 42, -48, 28, 148, -38, -40, 82, -2, -79, -166, -104, -116, -22, 102, -88, 18, 5, -138, 66, -60, -4, 142, 42, -8, -48, -22, 84, -96, 79, 140, -40, -10, 80, 36, -20, -64, -140, -52, -54, 108, 28, -14, 138, 0, -28, -80, 33, 76, -52, 116, 118, 134, -68, -68, 4, -32, 93, -128, 48, 112, -35, -84, -62, -120, -36, 26, -104, 120, -92, 48, 34, 68, 24, 36, -146, 0, 42, 112, 86, 48, -80, -126, 150, -52, 16, 16, 48, 90, -58, -36, -68, 104, 48, 172, 9, 64, -52, 46, 28, -8, 8, -22, -9, -156, -96, -134, 59, 112, 44, -124, 23, -104, -6, -22, -116, 24, 56, 12, -52, -14, 92, 92, -40, 168, 60, -60, 12, -128, 92, 144, -93, 10, 24, -26, -30, 40, 72, 58, 26, 0, 96, -98, 42, 76, 12, -106, 136, 40, -80, -18, -12, -18, 38, -10, -50, 166, 2, -24, -69, 120, -9, 70, -24, -12, 92, -60, 88, -40, -31, -26, -38, 82, 10, -102, 0, -22, -64, 200, -10, 96, -16, 26, -6, 32, 170, -122, 48, -82, 4, 80, -70, -48, -96, 58, 116, -8, 80, 56, 52, -152, 66, -10, 34, -36, 52, 20, 80, -240, 9, -88, -132, -28, -11, -140, 64, 48, 6, 94, 84, -236, -71, 44, -8, -16, 32, -64, -66, -44, 138, 30, -51, -32, -58, 96, -30, -162, 6, -52, 92, 40, -128, -26, 48, -168, -106, 152, -4, -96, 28, 72, -19, 72, 180, 60, -36, -62, -150, -36, 48, 36, -36, -142, 70, 36, 18, -10, -64, 42, -5, -180], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '83.2.a', 'level': 83, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '83.2.a', 'sub_level': 83, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '83.2.a', 'level': 83, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 64000
{'hecke_orbit_code': 33554515, 'n': 1, 'trace_an': 7}
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id: 64001
{'hecke_orbit_code': 33554515, 'n': 2, 'trace_an': 0}
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id: 64002
{'hecke_orbit_code': 33554515, 'n': 3, 'trace_an': 0}
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id: 64003
{'hecke_orbit_code': 33554515, 'n': 4, 'trace_an': 6}
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id: 64004
{'hecke_orbit_code': 33554515, 'n': 5, 'trace_an': 0}
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id: 64005
{'hecke_orbit_code': 33554515, 'n': 6, 'trace_an': -6}
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id: 64006
{'hecke_orbit_code': 33554515, 'n': 7, 'trace_an': 0}
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id: 64007
{'hecke_orbit_code': 33554515, 'n': 8, 'trace_an': 6}
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id: 64008
{'hecke_orbit_code': 33554515, 'n': 9, 'trace_an': 1}
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id: 64009
{'hecke_orbit_code': 33554515, 'n': 10, 'trace_an': -4}
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id: 64010
{'hecke_orbit_code': 33554515, 'n': 11, 'trace_an': 0}
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id: 64011
{'hecke_orbit_code': 33554515, 'n': 12, 'trace_an': -8}
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id: 64012
{'hecke_orbit_code': 33554515, 'n': 13, 'trace_an': 8}
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id: 64013
{'hecke_orbit_code': 33554515, 'n': 14, 'trace_an': -12}
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id: 64014
{'hecke_orbit_code': 33554515, 'n': 15, 'trace_an': -4}
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id: 64015
{'hecke_orbit_code': 33554515, 'n': 16, 'trace_an': 0}
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id: 64016
{'hecke_orbit_code': 33554515, 'n': 17, 'trace_an': 0}
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id: 64017
{'hecke_orbit_code': 33554515, 'n': 18, 'trace_an': -10}
-
id: 64018
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id: 64019
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id: 64020
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id: 64021
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id: 64022
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id: 64023
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id: 64024
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id: 64025
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id: 64026
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id: 64027
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id: 64028
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id: 64029
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id: 64030
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id: 64031
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id: 64032
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id: 64033
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id: 64034
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id: 64035
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id: 64036
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id: 64037
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id: 64038
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id: 64039
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id: 64040
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id: 64041
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id: 64042
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id: 64043
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id: 64044
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id: 64045
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id: 64046
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id: 64047
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id: 64048
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id: 64049
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id: 64050
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id: 64051
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id: 64052
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id: 64053
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id: 64054
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id: 64055
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id: 64056
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id: 64057
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id: 64058
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id: 64059
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id: 64060
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id: 64061
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id: 64062
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id: 64063
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id: 64064
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id: 64065
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id: 64066
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id: 64067
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id: 64068
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id: 64069
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id: 64070
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id: 64071
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id: 64072
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id: 64073
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id: 64074
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id: 64075
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id: 64076
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id: 64077
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id: 64078
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id: 64079
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id: 64080
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id: 64081
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id: 64082
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id: 64083
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id: 64084
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id: 64085
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id: 64086
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id: 64087
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id: 64088
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id: 64089
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id: 64090
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id: 64091
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id: 64092
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id: 64093
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id: 64094
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id: 64095
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id: 64096
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id: 64097
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id: 64098
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id: 64099
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id: 64100
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id: 64101
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id: 64102
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id: 64103
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id: 64104
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id: 64105
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id: 64106
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id: 64107
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id: 64108
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id: 64109
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id: 64110
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id: 64111
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id: 64112
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id: 64113
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id: 64114
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id: 64115
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id: 64116
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id: 64117
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id: 64118
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id: 64119
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id: 64120
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id: 64121
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id: 64122
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id: 64123
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id: 64124
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id: 64125
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id: 64126
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id: 64127
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id: 64128
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id: 64129
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id: 64130
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id: 64131
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id: 64132
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id: 64133
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id: 64134
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id: 64135
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id: 64136
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id: 64137
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id: 64138
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id: 64139
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id: 64140
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id: 64141
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id: 64142
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id: 64143
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id: 64144
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id: 64145
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id: 64146
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id: 64147
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id: 64148
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id: 64149
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id: 64150
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id: 64151
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id: 64152
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id: 64153
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id: 64154
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id: 64155
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id: 64156
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id: 64157
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id: 64158
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id: 64159
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id: 64160
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id: 64161
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id: 64162
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id: 64163
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id: 64164
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id: 64165
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id: 64166
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id: 64168
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id: 64169
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id: 64170
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id: 64171
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id: 64172
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id: 64173
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id: 64174
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id: 64175
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id: 64176
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id: 64177
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id: 64178
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id: 64179
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id: 64180
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id: 64181
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id: 64182
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id: 64183
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id: 64184
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id: 64188
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id: 64189
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id: 64190
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id: 64204
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id: 64240
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id: 64602
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id: 64603
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id: 64608
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id: 64609
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id: 64897
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id: 64899
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id: 64900
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id: 64901
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id: 64902
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id: 64903
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id: 64904
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id: 64905
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id: 64906
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id: 64907
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id: 64908
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id: 64909
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id: 64910
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id: 64911
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id: 64912
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id: 64913
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id: 64914
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id: 64915
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id: 64916
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id: 64917
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id: 64918
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id: 64919
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id: 64920
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id: 64921
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id: 64922
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id: 64923
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id: 64924
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id: 64925
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id: 64926
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id: 64927
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id: 64928
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id: 64929
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id: 64930
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id: 64931
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id: 64932
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id: 64933
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id: 64934
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id: 64935
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id: 64936
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id: 64937
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id: 64938
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id: 64939
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id: 64940
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id: 64941
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id: 64942
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id: 64943
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id: 64944
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id: 64945
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id: 64946
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id: 64947
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id: 64948
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id: 64949
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id: 64950
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id: 64951
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id: 64952
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id: 64953
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id: 64954
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id: 64955
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id: 64956
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id: 64957
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id: 64958
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id: 64959
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id: 64960
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id: 64961
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id: 64962
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id: 64963
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id: 64964
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id: 64965
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id: 64966
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id: 64967
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id: 64968
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id: 64969
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id: 64970
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id: 64971
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id: 64972
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id: 64973
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id: 64974
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id: 64975
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id: 64976
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id: 64977
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id: 64978
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id: 64979
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id: 64980
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id: 64981
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id: 64982
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id: 64983
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id: 64984
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id: 64985
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id: 64986
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id: 64987
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id: 64988
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id: 64989
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id: 64990
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id: 64991
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id: 64992
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id: 64993
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id: 64994
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id: 64995
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id: 64996
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id: 64997
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id: 64998
{'hecke_orbit_code': 33554515, 'n': 999, 'trace_an': -5}
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id: 64999
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