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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [17, 1]], 2, 1]], 'ALdims': [0, 0, 2, 0], 'Nk2': 272, 'analytic_conductor': 0.5429827337447066, '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': [68, 1, [35, 37], [1, 1]], 'conrey_index': 1, 'cusp_dim': 7, 'dim': 2, 'eis_dim': 5, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 33554500, 'hecke_orbit_dims': [2], 'label': '68.2.a', 'level': 68, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 17], 'level_radical': 34, 'mf_dim': 12, 'mf_new_dim': 2, 'num_forms': 1, 'plus_dim': 0, 'prim_orbit_index': 1, 'relative_dim': 2, 'sturm_bound': 18, 'trace_bound': 0, 'trace_display': [0, 2, 0, -2], 'traces': [2, 0, 2, 0, 0, 0, -2, 0, 2, 0, -6, 0, 4, 0, -12, 0, -2, 0, 4, 0, -8, 0, -6, 0, 14, 0, 8, 0, 0, 0, -2, 0, 0, 0, 12, 0, 16, 0, 16, 0, -12, 0, 4, 0, -24, 0, 0, 0, -6, 0, -2, 0, 12, 0, -12, 0, -8, 0, 12, 0, -8, 0, -14, 0, -24, 0, 16, 0, 0, 0, -6, 0, 4, 0, 14, 0, 0, 0, -14, 0, 2, 0, -12, 0, 0, 0, 12, 0, 12, 0, -16, 0, 16, 0, 24, 0, 4, 0, 6, 0, -12, 0, -8, 0, 24, 0, 18, 0, -8, 0, 4, 0, 12, 0, -12, 0, 28, 0, 2, 0, 2, 0, -12, 0, 0, 0, -20, 0, -32, 0, -6, 0, 8, 0, 0, 0, 12, 0, -26, 0, -24, 0, 0, 0, -24, 0, 6, 0, 12, 0, -20, 0, -2, 0, -36, 0, 4, 0, 36, 0, 0, 0, 10, 0, 24, 0, -6, 0, 6, 0, -20, 0, -24, 0, -14, 0, 0, 0, 36, 0, 16, 0, 4, 0, 24, 0, 6, 0, -8, 0, 24, 0, 28, 0, -48, 0, 0, 0, -2, 0, 40, 0, -12, 0, 0, 0, 6, 0, -24, 0, 22, 0, -24, 0, 72, 0, -16, 0, 4, 0, -4, 0, 4, 0, 14, 0, -30, 0, -20, 0, 12, 0, 12, 0, 48, 0, -32, 0, 0, 0, 4, 0, -34, 0, -24, 0, -16, 0, 0, 0, 0, 0, 24, 0, 12, 0, -36, 0, -4, 0, 24, 0, -12, 0, -48, 0, 0, 0, -48, 0, 16, 0, -40, 0, -42, 0, -8, 0, 34, 0, -12, 0, 10, 0, 0, 0, 12, 0, 2, 0, -20, 0, 60, 0, 24, 0, -24, 0, 0, 0, 32, 0, 0, 0, -24, 0, -8, 0, -32, 0, 18, 0, 28, 0, 36, 0, 24, 0, 12, 0, 24, 0, -4, 0, 28, 0, -44, 0, 24, 0, 4, 0, -8, 0, -48, 0, 28, 0, 60, 0, 24, 0, 8, 0, 24, 0, -30, 0, -20, 0, 16, 0, -12, 0, 36, 0, 8, 0, -12, 0, -6, 0, -34, 0, 0, 0, 22, 0, -12, 0, -36, 0, 4, 0, -24, 0, 24, 0, -14, 0, 16, 0, -12, 0, -24, 0, -68, 0, 12, 0, 6, 0, 24, 0, 36, 0, -32, 0, 8, 0, 36, 0, 32, 0, 24, 0, -60, 0, -20, 0, 0, 0, 0, 0, -24, 0, -32, 0, -18, 0, 4, 0, -48, 0, -14, 0, -4, 0, -24, 0, 18, 0, 28, 0, -24, 0, -24, 0, -38, 0, 18, 0, 0, 0, 24, 0, 12, 0, 12, 0, 36, 0, -32, 0, 48, 0, -20, 0, -8, 0, 12, 0, -32, 0, -24, 0, 36, 0, -40, 0, 4, 0, -48, 0, 28, 0, 60, 0, -18, 0, 8, 0, 12, 0, 48, 0, -26, 0, 64, 0, -12, 0, 0, 0, 60, 0, 24, 0, -2, 0, 24, 0, 30, 0, -24, 0, 54, 0, 12, 0, -4, 0, 16, 0, 48, 0, -24, 0, -36, 0, -12, 0, 16, 0, -56, 0, 2, 0, -22, 0, -12, 0, -24, 0, -12, 0, 24, 0, 30, 0, 16, 0, 4, 0, 72, 0, 82, 0, 16, 0, -24, 0, 32, 0, -72, 0, -60, 0, -64, 0, 0, 0, -36, 0, -96, 0, 10, 0, 12, 0, -2, 0, 24, 0, -42, 0, -20, 0, 52, 0, 0, 0, -12, 0, -72, 0, 36, 0, -40, 0, 12, 0, -36, 0, -12, 0, 16, 0, 0, 0, -20, 0, 64, 0, 72, 0, -74, 0, -24, 0, -48, 0, -68, 0, 72, 0, 12, 0, 34, 0, -24, 0, 0, 0, -22, 0, 24, 0, -16, 0, 76, 0, -8, 0, -72, 0, 12, 0, -42, 0, -12, 0, 34, 0, 48, 0, 48, 0, -48, 0, -28, 0, 0, 0, -60, 0, 4, 0, 72, 0, -44, 0, -16, 0, 0, 0, 12, 0, 40, 0, 36, 0, 28, 0, 56, 0, 0, 0, 20, 0, -48, 0, -54, 0, 24, 0, -56, 0, 72, 0, -62, 0, 24, 0, 12, 0, 12, 0, 12, 0, -12, 0, 56, 0, 48, 0, 0, 0, 16, 0, -50, 0, 24, 0, 48, 0, 72, 0, 42, 0, 32, 0, 4, 0, 0, 0, -32, 0, -46, 0, -4, 0, 4, 0, 12, 0, -24, 0, 4, 0, -16, 0, -18, 0, 0, 0, 12, 0, -24, 0, 34, 0, 24, 0, 24, 0, 28, 0, -12, 0, 12, 0, 44, 0, 24, 0, 0, 0, -20, 0, -72, 0, -36, 0, -14, 0, -40, 0, -24, 0, 0, 0, 0, 0, 0, 0, 22, 0, 48, 0, -60, 0, 8, 0, -120, 0, 36, 0, 0, 0, -12, 0, -12, 0, -24, 0, -60, 0, 12, 0, -2, 0, -8, 0, -108, 0, 80, 0, -64, 0, 0, 0, -14, 0, 0, 0, 6, 0, 52, 0, 28, 0, 6, 0, -60, 0, -8, 0, 54, 0, -34, 0, -60, 0, -96, 0, 34, 0, 64, 0, -60, 0, -32, 0, -24, 0, -36, 0, -20, 0, 48, 0, 48, 0, 24, 0, 2, 0, 24, 0, 80, 0, -44, 0, 24, 0, 40, 0, 60, 0, -36, 0, 40, 0, -48, 0, 54, 0, -16, 0, -18, 0, 48, 0, 24, 0, -24, 0, 36, 0, -12, 0, 56, 0, 24, 0, 10, 0, 12, 0, -42, 0, 48, 0, 24, 0, -24, 0, -104, 0, -80, 0, -48, 0, 112, 0, -56, 0, 36, 0, -36, 0, -24, 0, 12, 0, 28, 0, 52, 0, 48, 0, 36, 0, 48, 0, 102, 0, 8, 0, 12, 0, -36, 0, 0, 0, -24, 0, 0, 0, -6, 0, 30, 0, -48, 0, 76, 0, 8, 0, -36, 0, 32, 0, 112, 0, -84, 0, -48, 0, -80, 0, -6, 0, -24, 0, 48, 0, -48, 0, 10, 0, 64, 0, -36, 0, 64, 0, 64, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 117455
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '68.2.a', 'level': 68, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '17.2.a', 'sub_level': 17, 'sub_mult': 3, 'weight': 2}
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id: 117456
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '68.2.a', 'level': 68, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '34.2.a', 'sub_level': 34, 'sub_mult': 2, 'weight': 2}
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id: 117457
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '68.2.a', 'level': 68, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '68.2.a', 'sub_level': 68, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '68.2.a', 'level': 68, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 49000
{'hecke_orbit_code': 33554500, 'n': 1, 'trace_an': 2}
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id: 49001
{'hecke_orbit_code': 33554500, 'n': 2, 'trace_an': 0}
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id: 49002
{'hecke_orbit_code': 33554500, 'n': 3, 'trace_an': 2}
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id: 49003
{'hecke_orbit_code': 33554500, 'n': 4, 'trace_an': 0}
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id: 49004
{'hecke_orbit_code': 33554500, 'n': 5, 'trace_an': 0}
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id: 49005
{'hecke_orbit_code': 33554500, 'n': 6, 'trace_an': 0}
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id: 49006
{'hecke_orbit_code': 33554500, 'n': 7, 'trace_an': -2}
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id: 49007
{'hecke_orbit_code': 33554500, 'n': 8, 'trace_an': 0}
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id: 49008
{'hecke_orbit_code': 33554500, 'n': 9, 'trace_an': 2}
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id: 49009
{'hecke_orbit_code': 33554500, 'n': 10, 'trace_an': 0}
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id: 49010
{'hecke_orbit_code': 33554500, 'n': 11, 'trace_an': -6}
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id: 49011
{'hecke_orbit_code': 33554500, 'n': 12, 'trace_an': 0}
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id: 49012
{'hecke_orbit_code': 33554500, 'n': 13, 'trace_an': 4}
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id: 49013
{'hecke_orbit_code': 33554500, 'n': 14, 'trace_an': 0}
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id: 49014
{'hecke_orbit_code': 33554500, 'n': 15, 'trace_an': -12}
-
id: 49015
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id: 49016
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id: 49018
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id: 49019
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id: 49020
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id: 49021
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id: 49022
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id: 49023
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id: 49024
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id: 49025
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id: 49026
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id: 49027
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id: 49028
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id: 49029
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id: 49030
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id: 49031
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id: 49032
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id: 49033
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id: 49034
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id: 49035
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id: 49036
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id: 49037
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id: 49038
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id: 49039
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id: 49040
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id: 49041
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id: 49042
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id: 49043
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id: 49044
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id: 49045
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id: 49046
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id: 49047
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id: 49048
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id: 49049
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id: 49050
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id: 49051
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id: 49052
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id: 49053
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id: 49054
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id: 49055
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id: 49056
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id: 49057
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id: 49058
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id: 49059
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id: 49060
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id: 49061
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id: 49062
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id: 49063
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id: 49064
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id: 49065
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id: 49066
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id: 49067
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id: 49068
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id: 49069
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id: 49070
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id: 49071
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id: 49072
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id: 49073
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id: 49074
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id: 49075
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id: 49076
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id: 49077
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id: 49078
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id: 49079
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id: 49080
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id: 49081
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id: 49082
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id: 49083
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id: 49084
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id: 49085
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id: 49086
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id: 49087
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id: 49088
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id: 49089
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id: 49090
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id: 49091
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id: 49092
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id: 49093
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id: 49094
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id: 49095
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id: 49096
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id: 49097
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id: 49098
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id: 49099
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id: 49100
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id: 49101
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id: 49102
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id: 49103
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id: 49104
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id: 49105
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id: 49106
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id: 49107
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id: 49108
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id: 49109
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id: 49110
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id: 49111
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id: 49112
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id: 49113
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id: 49114
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id: 49115
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id: 49116
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id: 49117
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id: 49118
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id: 49119
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id: 49120
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id: 49121
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id: 49122
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id: 49123
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id: 49124
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id: 49125
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id: 49126
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id: 49127
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id: 49128
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id: 49129
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id: 49130
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id: 49131
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id: 49132
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id: 49133
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id: 49134
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id: 49135
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id: 49136
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id: 49137
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id: 49138
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id: 49139
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id: 49140
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id: 49141
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id: 49142
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id: 49143
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id: 49144
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id: 49145
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id: 49146
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id: 49147
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id: 49148
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id: 49149
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id: 49150
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id: 49151
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id: 49152
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id: 49153
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id: 49154
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id: 49155
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id: 49156
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id: 49157
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id: 49158
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id: 49159
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id: 49160
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id: 49162
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id: 49163
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id: 49164
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id: 49165
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id: 49166
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id: 49167
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id: 49168
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id: 49170
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id: 49171
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id: 49172
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id: 49173
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id: 49174
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id: 49175
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id: 49176
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id: 49178
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id: 49179
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id: 49180
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id: 49181
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id: 49182
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id: 49184
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id: 49185
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id: 49188
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id: 49189
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id: 49190
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id: 49232
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id: 49233
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id: 49234
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id: 49235
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id: 49236
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id: 49239
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id: 49240
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id: 49333
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id: 49347
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id: 49348
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id: 49350
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id: 49351
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id: 49354
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id: 49355
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id: 49356
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id: 49357
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id: 49358
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id: 49359
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id: 49360
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id: 49361
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id: 49364
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id: 49368
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id: 49375
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id: 49381
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id: 49382
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id: 49383
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id: 49384
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id: 49385
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id: 49388
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id: 49389
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id: 49390
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id: 49391
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id: 49392
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id: 49393
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id: 49394
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id: 49395
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id: 49398
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id: 49400
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id: 49402
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id: 49403
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id: 49404
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id: 49405
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id: 49406
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id: 49407
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id: 49408
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id: 49409
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id: 49410
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id: 49461
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id: 49464
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id: 49688
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id: 49714
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id: 49733
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id: 49735
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id: 49748
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id: 49749
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id: 49755
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id: 49758
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id: 49764
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id: 49765
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id: 49776
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id: 49777
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id: 49778
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id: 49779
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id: 49780
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id: 49786
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id: 49787
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id: 49788
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id: 49789
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id: 49790
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id: 49791
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id: 49792
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id: 49795
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id: 49796
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id: 49797
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id: 49798
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id: 49799
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id: 49800
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id: 49801
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id: 49802
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id: 49803
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id: 49807
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id: 49808
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id: 49809
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id: 49810
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id: 49811
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id: 49812
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id: 49813
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id: 49814
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id: 49815
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id: 49816
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id: 49817
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id: 49818
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id: 49819
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id: 49820
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id: 49821
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id: 49822
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id: 49823
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id: 49824
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id: 49825
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id: 49826
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id: 49827
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id: 49828
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id: 49829
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id: 49830
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id: 49831
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id: 49832
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id: 49833
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id: 49834
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id: 49835
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id: 49836
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id: 49837
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id: 49838
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id: 49839
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id: 49840
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id: 49841
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id: 49842
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id: 49843
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id: 49844
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id: 49845
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id: 49846
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id: 49847
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id: 49848
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id: 49849
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id: 49850
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id: 49851
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id: 49852
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id: 49853
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id: 49854
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id: 49855
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id: 49856
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id: 49857
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id: 49860
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id: 49861
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id: 49862
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id: 49863
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id: 49864
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id: 49865
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id: 49866
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id: 49867
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id: 49870
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id: 49897
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id: 49900
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id: 49904
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id: 49905
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id: 49906
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id: 49907
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id: 49908
{'hecke_orbit_code': 33554500, 'n': 909, 'trace_an': 12}
-
id: 49909
{'hecke_orbit_code': 33554500, 'n': 910, 'trace_an': 0}
-
id: 49910
{'hecke_orbit_code': 33554500, 'n': 911, 'trace_an': -42}
-
id: 49911
{'hecke_orbit_code': 33554500, 'n': 912, 'trace_an': 0}
-
id: 49912
{'hecke_orbit_code': 33554500, 'n': 913, 'trace_an': 48}
-
id: 49913
{'hecke_orbit_code': 33554500, 'n': 914, 'trace_an': 0}
-
id: 49914
{'hecke_orbit_code': 33554500, 'n': 915, 'trace_an': 24}
-
id: 49915
{'hecke_orbit_code': 33554500, 'n': 916, 'trace_an': 0}
-
id: 49916
{'hecke_orbit_code': 33554500, 'n': 917, 'trace_an': -24}
-
id: 49917
{'hecke_orbit_code': 33554500, 'n': 918, 'trace_an': 0}
-
id: 49918
{'hecke_orbit_code': 33554500, 'n': 919, 'trace_an': -104}
-
id: 49919
{'hecke_orbit_code': 33554500, 'n': 920, 'trace_an': 0}
-
id: 49920
{'hecke_orbit_code': 33554500, 'n': 921, 'trace_an': -80}
-
id: 49921
{'hecke_orbit_code': 33554500, 'n': 922, 'trace_an': 0}
-
id: 49922
{'hecke_orbit_code': 33554500, 'n': 923, 'trace_an': -48}
-
id: 49923
{'hecke_orbit_code': 33554500, 'n': 924, 'trace_an': 0}
-
id: 49924
{'hecke_orbit_code': 33554500, 'n': 925, 'trace_an': 112}
-
id: 49925
{'hecke_orbit_code': 33554500, 'n': 926, 'trace_an': 0}
-
id: 49926
{'hecke_orbit_code': 33554500, 'n': 927, 'trace_an': -56}
-
id: 49927
{'hecke_orbit_code': 33554500, 'n': 928, 'trace_an': 0}
-
id: 49928
{'hecke_orbit_code': 33554500, 'n': 929, 'trace_an': 36}
-
id: 49929
{'hecke_orbit_code': 33554500, 'n': 930, 'trace_an': 0}
-
id: 49930
{'hecke_orbit_code': 33554500, 'n': 931, 'trace_an': -36}
-
id: 49931
{'hecke_orbit_code': 33554500, 'n': 932, 'trace_an': 0}
-
id: 49932
{'hecke_orbit_code': 33554500, 'n': 933, 'trace_an': -24}
-
id: 49933
{'hecke_orbit_code': 33554500, 'n': 934, 'trace_an': 0}
-
id: 49934
{'hecke_orbit_code': 33554500, 'n': 935, 'trace_an': 12}
-
id: 49935
{'hecke_orbit_code': 33554500, 'n': 936, 'trace_an': 0}
-
id: 49936
{'hecke_orbit_code': 33554500, 'n': 937, 'trace_an': 28}
-
id: 49937
{'hecke_orbit_code': 33554500, 'n': 938, 'trace_an': 0}
-
id: 49938
{'hecke_orbit_code': 33554500, 'n': 939, 'trace_an': 52}
-
id: 49939
{'hecke_orbit_code': 33554500, 'n': 940, 'trace_an': 0}
-
id: 49940
{'hecke_orbit_code': 33554500, 'n': 941, 'trace_an': 48}
-
id: 49941
{'hecke_orbit_code': 33554500, 'n': 942, 'trace_an': 0}
-
id: 49942
{'hecke_orbit_code': 33554500, 'n': 943, 'trace_an': 36}
-
id: 49943
{'hecke_orbit_code': 33554500, 'n': 944, 'trace_an': 0}
-
id: 49944
{'hecke_orbit_code': 33554500, 'n': 945, 'trace_an': 48}
-
id: 49945
{'hecke_orbit_code': 33554500, 'n': 946, 'trace_an': 0}
-
id: 49946
{'hecke_orbit_code': 33554500, 'n': 947, 'trace_an': 102}
-
id: 49947
{'hecke_orbit_code': 33554500, 'n': 948, 'trace_an': 0}
-
id: 49948
{'hecke_orbit_code': 33554500, 'n': 949, 'trace_an': 8}
-
id: 49949
{'hecke_orbit_code': 33554500, 'n': 950, 'trace_an': 0}
-
id: 49950
{'hecke_orbit_code': 33554500, 'n': 951, 'trace_an': 12}
-
id: 49951
{'hecke_orbit_code': 33554500, 'n': 952, 'trace_an': 0}
-
id: 49952
{'hecke_orbit_code': 33554500, 'n': 953, 'trace_an': -36}
-
id: 49953
{'hecke_orbit_code': 33554500, 'n': 954, 'trace_an': 0}
-
id: 49954
{'hecke_orbit_code': 33554500, 'n': 955, 'trace_an': 0}
-
id: 49955
{'hecke_orbit_code': 33554500, 'n': 956, 'trace_an': 0}
-
id: 49956
{'hecke_orbit_code': 33554500, 'n': 957, 'trace_an': -24}
-
id: 49957
{'hecke_orbit_code': 33554500, 'n': 958, 'trace_an': 0}
-
id: 49958
{'hecke_orbit_code': 33554500, 'n': 959, 'trace_an': 0}
-
id: 49959
{'hecke_orbit_code': 33554500, 'n': 960, 'trace_an': 0}
-
id: 49960
{'hecke_orbit_code': 33554500, 'n': 961, 'trace_an': -6}
-
id: 49961
{'hecke_orbit_code': 33554500, 'n': 962, 'trace_an': 0}
-
id: 49962
{'hecke_orbit_code': 33554500, 'n': 963, 'trace_an': 30}
-
id: 49963
{'hecke_orbit_code': 33554500, 'n': 964, 'trace_an': 0}
-
id: 49964
{'hecke_orbit_code': 33554500, 'n': 965, 'trace_an': -48}
-
id: 49965
{'hecke_orbit_code': 33554500, 'n': 966, 'trace_an': 0}
-
id: 49966
{'hecke_orbit_code': 33554500, 'n': 967, 'trace_an': 76}
-
id: 49967
{'hecke_orbit_code': 33554500, 'n': 968, 'trace_an': 0}
-
id: 49968
{'hecke_orbit_code': 33554500, 'n': 969, 'trace_an': 8}
-
id: 49969
{'hecke_orbit_code': 33554500, 'n': 970, 'trace_an': 0}
-
id: 49970
{'hecke_orbit_code': 33554500, 'n': 971, 'trace_an': -36}
-
id: 49971
{'hecke_orbit_code': 33554500, 'n': 972, 'trace_an': 0}
-
id: 49972
{'hecke_orbit_code': 33554500, 'n': 973, 'trace_an': 32}
-
id: 49973
{'hecke_orbit_code': 33554500, 'n': 974, 'trace_an': 0}
-
id: 49974
{'hecke_orbit_code': 33554500, 'n': 975, 'trace_an': 112}
-
id: 49975
{'hecke_orbit_code': 33554500, 'n': 976, 'trace_an': 0}
-
id: 49976
{'hecke_orbit_code': 33554500, 'n': 977, 'trace_an': -84}
-
id: 49977
{'hecke_orbit_code': 33554500, 'n': 978, 'trace_an': 0}
-
id: 49978
{'hecke_orbit_code': 33554500, 'n': 979, 'trace_an': -48}
-
id: 49979
{'hecke_orbit_code': 33554500, 'n': 980, 'trace_an': 0}
-
id: 49980
{'hecke_orbit_code': 33554500, 'n': 981, 'trace_an': -80}
-
id: 49981
{'hecke_orbit_code': 33554500, 'n': 982, 'trace_an': 0}
-
id: 49982
{'hecke_orbit_code': 33554500, 'n': 983, 'trace_an': -6}
-
id: 49983
{'hecke_orbit_code': 33554500, 'n': 984, 'trace_an': 0}
-
id: 49984
{'hecke_orbit_code': 33554500, 'n': 985, 'trace_an': -24}
-
id: 49985
{'hecke_orbit_code': 33554500, 'n': 986, 'trace_an': 0}
-
id: 49986
{'hecke_orbit_code': 33554500, 'n': 987, 'trace_an': 48}
-
id: 49987
{'hecke_orbit_code': 33554500, 'n': 988, 'trace_an': 0}
-
id: 49988
{'hecke_orbit_code': 33554500, 'n': 989, 'trace_an': -48}
-
id: 49989
{'hecke_orbit_code': 33554500, 'n': 990, 'trace_an': 0}
-
id: 49990
{'hecke_orbit_code': 33554500, 'n': 991, 'trace_an': 10}
-
id: 49991
{'hecke_orbit_code': 33554500, 'n': 992, 'trace_an': 0}
-
id: 49992
{'hecke_orbit_code': 33554500, 'n': 993, 'trace_an': 64}
-
id: 49993
{'hecke_orbit_code': 33554500, 'n': 994, 'trace_an': 0}
-
id: 49994
{'hecke_orbit_code': 33554500, 'n': 995, 'trace_an': -36}
-
id: 49995
{'hecke_orbit_code': 33554500, 'n': 996, 'trace_an': 0}
-
id: 49996
{'hecke_orbit_code': 33554500, 'n': 997, 'trace_an': 64}
-
id: 49997
{'hecke_orbit_code': 33554500, 'n': 998, 'trace_an': 0}
-
id: 49998
{'hecke_orbit_code': 33554500, 'n': 999, 'trace_an': 64}
-
id: 49999
{'hecke_orbit_code': 33554500, 'n': 1000, 'trace_an': 0}
