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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [13, -1]], 1, 1], [[[2, 1], [13, 1]], 1, 1], [[[2, 1], [13, -1]], 2, 1], [[[2, -1], [13, 1]], 2, 2]], 'ALdims': [1, 2, 2, 1], 'Nk2': 832, 'analytic_conductor': 1.660888362042632, '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': [208, 1, [79, 53, 145], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 23, 'dim': 6, 'eis_dim': 11, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5], 'hecke_orbit_code': 33554640, 'hecke_orbit_dims': [1, 1, 1, 1, 2], 'label': '208.2.a', 'level': 208, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 13], 'level_radical': 26, 'mf_dim': 34, 'mf_new_dim': 6, 'num_forms': 5, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 6, 'sturm_bound': 56, 'trace_bound': 5, 'trace_display': [0, 0, 0, -2], 'traces': [6, 0, 0, 0, 0, 0, -2, 0, 2, 0, 2, 0, 0, 0, 8, 0, -4, 0, -2, 0, -8, 0, 8, 0, -2, 0, 12, 0, 0, 0, -14, 0, -8, 0, 0, 0, 8, 0, -4, 0, 4, 0, -12, 0, -8, 0, -10, 0, -2, 0, -28, 0, 4, 0, 4, 0, 0, 0, 18, 0, 12, 0, 6, 0, 0, 0, -26, 0, 8, 0, -6, 0, -20, 0, 12, 0, 4, 0, -28, 0, 6, 0, 22, 0, 0, 0, 8, 0, 4, 0, 6, 0, -16, 0, 36, 0, -4, 0, 34, 0, -12, 0, 40, 0, -4, 0, -20, 0, 8, 0, -24, 0, 8, 0, 8, 0, 0, 0, 52, 0, 18, 0, 8, 0, 24, 0, -16, 0, 12, 0, 24, 0, -12, 0, -48, 0, 20, 0, -16, 0, -8, 0, -10, 0, -16, 0, -36, 0, 24, 0, -26, 0, 0, 0, -44, 0, -8, 0, 32, 0, 8, 0, 34, 0, -32, 0, -26, 0, 6, 0, -74, 0, -20, 0, 2, 0, 48, 0, -12, 0, -8, 0, -56, 0, -20, 0, 68, 0, -24, 0, -12, 0, -20, 0, 12, 0, 40, 0, 40, 0, 8, 0, 36, 0, 0, 0, 80, 0, -20, 0, -32, 0, -8, 0, -48, 0, -36, 0, -24, 0, -4, 0, 82, 0, -42, 0, 38, 0, -32, 0, -16, 0, -8, 0, 80, 0, 40, 0, -38, 0, -20, 0, -4, 0, -16, 0, -6, 0, 24, 0, -72, 0, 0, 0, -32, 0, 8, 0, -48, 0, 0, 0, 28, 0, -8, 0, 24, 0, 16, 0, 6, 0, -12, 0, -90, 0, 36, 0, -22, 0, -36, 0, 0, 0, 24, 0, -68, 0, 38, 0, 96, 0, 64, 0, 12, 0, 8, 0, 24, 0, -16, 0, 40, 0, -16, 0, 2, 0, 40, 0, 64, 0, 12, 0, -12, 0, -16, 0, -44, 0, 48, 0, 4, 0, 16, 0, 104, 0, 40, 0, -18, 0, 64, 0, 12, 0, 4, 0, 80, 0, -52, 0, -76, 0, 40, 0, 24, 0, -16, 0, -16, 0, -20, 0, -48, 0, -24, 0, -66, 0, 2, 0, -80, 0, -8, 0, 28, 0, -12, 0, 76, 0, -16, 0, 16, 0, 4, 0, -98, 0, -72, 0, -38, 0, 48, 0, 24, 0, -56, 0, -56, 0, -52, 0, 16, 0, -48, 0, 56, 0, 20, 0, 6, 0, -16, 0, 116, 0, 52, 0, 64, 0, 28, 0, 84, 0, -4, 0, -40, 0, 8, 0, -66, 0, -72, 0, 36, 0, -16, 0, 74, 0, -16, 0, -8, 0, -96, 0, -32, 0, -50, 0, 48, 0, 40, 0, -104, 0, -60, 0, -28, 0, 56, 0, -20, 0, 44, 0, -28, 0, -64, 0, -82, 0, 0, 0, -104, 0, 12, 0, 32, 0, 0, 0, 50, 0, 92, 0, -10, 0, -8, 0, -104, 0, 64, 0, 2, 0, -72, 0, -20, 0, 8, 0, -60, 0, 40, 0, 86, 0, 48, 0, -20, 0, 32, 0, 0, 0, -32, 0, 20, 0, -64, 0, 40, 0, -60, 0, 64, 0, 44, 0, -60, 0, 0, 0, -68, 0, 86, 0, 10, 0, 0, 0, 72, 0, 60, 0, 66, 0, 64, 0, 0, 0, 44, 0, 80, 0, -20, 0, -20, 0, 48, 0, -20, 0, 16, 0, -16, 0, -72, 0, -108, 0, 104, 0, -2, 0, -32, 0, -100, 0, 16, 0, 32, 0, -20, 0, 0, 0, -108, 0, 44, 0, 12, 0, -50, 0, -28, 0, 24, 0, 68, 0, 44, 0, 32, 0, -28, 0, -60, 0, 102, 0, -88, 0, -4, 0, -24, 0, 30, 0, 96, 0, 32, 0, 44, 0, 74, 0, -40, 0, 36, 0, -10, 0, 0, 0, 16, 0, 22, 0, -52, 0, 56, 0, -20, 0, 98, 0, -80, 0, -18, 0, -72, 0, 32, 0, -44, 0, 64, 0, 48, 0, -88, 0, -84, 0, 20, 0, -24, 0, -16, 0, 24, 0, -16, 0, -8, 0, -20, 0, 28, 0, -72, 0, 4, 0, -4, 0, 48, 0, 82, 0, 56, 0, -56, 0, -8, 0, -42, 0, 52, 0, -40, 0, -112, 0, 20, 0, 72, 0, -76, 0, 92, 0, -60, 0, 64, 0, 28, 0, -16, 0, 4, 0, -24, 0, 104, 0, -56, 0, 40, 0, 32, 0, 88, 0, -34, 0, -12, 0, -16, 0, -8, 0, 92, 0, -86, 0, 40, 0, 34, 0, 48, 0, -42, 0, 112, 0, 0, 0, 80, 0, 8, 0, -124, 0, -112, 0, 108, 0, -64, 0, -40, 0, -10, 0, -36, 0, -28, 0, 0, 0, 14, 0, -4, 0, 12, 0, 12, 0, 32, 0, 24, 0, 26, 0, -80, 0, -60, 0, 32, 0, -72, 0, -88, 0, 4, 0, 116, 0, -44, 0, -104, 0, -120, 0, -36, 0, 102, 0, -88, 0, -84, 0, -56, 0, 10, 0, -32, 0, -40, 0, 32, 0, -30, 0, 20, 0, 8, 0, -8, 0, 12, 0, 32, 0, -74, 0, -86, 0, -72, 0, 0, 0, 94, 0, -96, 0, 72, 0, -120, 0, -4, 0, 28, 0, -28, 0, 48, 0, 74, 0, -72, 0, -4, 0, 24, 0, 2, 0, 84, 0, -76, 0, -104, 0, -24, 0, -8, 0, 28, 0, -8, 0, 44, 0, 8, 0, 18, 0, 116, 0, 0, 0, -24, 0, -12, 0, 88, 0, 48, 0, -128, 0, 36, 0, 20, 0, 28, 0, 60, 0, 80, 0, 104, 0, 44, 0, -16, 0, 18, 0, -144, 0, -16, 0, -36, 0, 54, 0, -104, 0, 40, 0, -36, 0, -52, 0, 32, 0, 32, 0, 52, 0, 82, 0, 0, 0, -8, 0, 96, 0, 0, 0, 96, 0, 68, 0, -6, 0, 28, 0, 40, 0, -30, 0, 96, 0, 72, 0, -24, 0, 28, 0, -20, 0, 36, 0, 160, 0, -34, 0, 4, 0, -36, 0, -72, 0, -28, 0, -24, 0, 24, 0, -116, 0, 48, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 154349
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '208.2.a', 'level': 208, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '26.2.a', 'sub_level': 26, 'sub_mult': 4, 'weight': 2}
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id: 154350
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '208.2.a', 'level': 208, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '52.2.a', 'sub_level': 52, 'sub_mult': 3, 'weight': 2}
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id: 154347
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '208.2.a', 'level': 208, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '104.2.a', 'sub_level': 104, 'sub_mult': 2, 'weight': 2}
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id: 154348
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '208.2.a', 'level': 208, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '208.2.a', 'sub_level': 208, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '208.2.a', 'level': 208, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 189000
{'hecke_orbit_code': 33554640, 'n': 1, 'trace_an': 6}
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id: 189001
{'hecke_orbit_code': 33554640, 'n': 2, 'trace_an': 0}
-
id: 189002
{'hecke_orbit_code': 33554640, 'n': 3, 'trace_an': 0}
-
id: 189003
{'hecke_orbit_code': 33554640, 'n': 4, 'trace_an': 0}
-
id: 189004
{'hecke_orbit_code': 33554640, 'n': 5, 'trace_an': 0}
-
id: 189005
{'hecke_orbit_code': 33554640, 'n': 6, 'trace_an': 0}
-
id: 189006
{'hecke_orbit_code': 33554640, 'n': 7, 'trace_an': -2}
-
id: 189007
{'hecke_orbit_code': 33554640, 'n': 8, 'trace_an': 0}
-
id: 189008
{'hecke_orbit_code': 33554640, 'n': 9, 'trace_an': 2}
-
id: 189009
{'hecke_orbit_code': 33554640, 'n': 10, 'trace_an': 0}
-
id: 189010
{'hecke_orbit_code': 33554640, 'n': 11, 'trace_an': 2}
-
id: 189011
{'hecke_orbit_code': 33554640, 'n': 12, 'trace_an': 0}
-
id: 189012
{'hecke_orbit_code': 33554640, 'n': 13, 'trace_an': 0}
-
id: 189013
{'hecke_orbit_code': 33554640, 'n': 14, 'trace_an': 0}
-
id: 189014
{'hecke_orbit_code': 33554640, 'n': 15, 'trace_an': 8}
-
id: 189015
{'hecke_orbit_code': 33554640, 'n': 16, 'trace_an': 0}
-
id: 189016
{'hecke_orbit_code': 33554640, 'n': 17, 'trace_an': -4}
-
id: 189017
{'hecke_orbit_code': 33554640, 'n': 18, 'trace_an': 0}
-
id: 189018
{'hecke_orbit_code': 33554640, 'n': 19, 'trace_an': -2}
-
id: 189019
{'hecke_orbit_code': 33554640, 'n': 20, 'trace_an': 0}
-
id: 189020
{'hecke_orbit_code': 33554640, 'n': 21, 'trace_an': -8}
-
id: 189021
{'hecke_orbit_code': 33554640, 'n': 22, 'trace_an': 0}
-
id: 189022
{'hecke_orbit_code': 33554640, 'n': 23, 'trace_an': 8}
-
id: 189023
{'hecke_orbit_code': 33554640, 'n': 24, 'trace_an': 0}
-
id: 189024
{'hecke_orbit_code': 33554640, 'n': 25, 'trace_an': -2}
-
id: 189025
{'hecke_orbit_code': 33554640, 'n': 26, 'trace_an': 0}
-
id: 189026
{'hecke_orbit_code': 33554640, 'n': 27, 'trace_an': 12}
-
id: 189027
{'hecke_orbit_code': 33554640, 'n': 28, 'trace_an': 0}
-
id: 189028
{'hecke_orbit_code': 33554640, 'n': 29, 'trace_an': 0}
-
id: 189029
{'hecke_orbit_code': 33554640, 'n': 30, 'trace_an': 0}
-
id: 189030
{'hecke_orbit_code': 33554640, 'n': 31, 'trace_an': -14}
-
id: 189031
{'hecke_orbit_code': 33554640, 'n': 32, 'trace_an': 0}
-
id: 189032
{'hecke_orbit_code': 33554640, 'n': 33, 'trace_an': -8}
-
id: 189033
{'hecke_orbit_code': 33554640, 'n': 34, 'trace_an': 0}
-
id: 189034
{'hecke_orbit_code': 33554640, 'n': 35, 'trace_an': 0}
-
id: 189035
{'hecke_orbit_code': 33554640, 'n': 36, 'trace_an': 0}
-
id: 189036
{'hecke_orbit_code': 33554640, 'n': 37, 'trace_an': 8}
-
id: 189037
{'hecke_orbit_code': 33554640, 'n': 38, 'trace_an': 0}
-
id: 189038
{'hecke_orbit_code': 33554640, 'n': 39, 'trace_an': -4}
-
id: 189039
{'hecke_orbit_code': 33554640, 'n': 40, 'trace_an': 0}
-
id: 189040
{'hecke_orbit_code': 33554640, 'n': 41, 'trace_an': 4}
-
id: 189041
{'hecke_orbit_code': 33554640, 'n': 42, 'trace_an': 0}
-
id: 189042
{'hecke_orbit_code': 33554640, 'n': 43, 'trace_an': -12}
-
id: 189043
{'hecke_orbit_code': 33554640, 'n': 44, 'trace_an': 0}
-
id: 189044
{'hecke_orbit_code': 33554640, 'n': 45, 'trace_an': -8}
-
id: 189045
{'hecke_orbit_code': 33554640, 'n': 46, 'trace_an': 0}
-
id: 189046
{'hecke_orbit_code': 33554640, 'n': 47, 'trace_an': -10}
-
id: 189047
{'hecke_orbit_code': 33554640, 'n': 48, 'trace_an': 0}
-
id: 189048
{'hecke_orbit_code': 33554640, 'n': 49, 'trace_an': -2}
-
id: 189049
{'hecke_orbit_code': 33554640, 'n': 50, 'trace_an': 0}
-
id: 189050
{'hecke_orbit_code': 33554640, 'n': 51, 'trace_an': -28}
-
id: 189051
{'hecke_orbit_code': 33554640, 'n': 52, 'trace_an': 0}
-
id: 189052
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id: 189053
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id: 189054
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id: 189055
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id: 189056
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id: 189057
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id: 189058
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id: 189059
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id: 189060
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id: 189061
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id: 189062
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id: 189063
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id: 189064
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id: 189065
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id: 189066
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id: 189067
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id: 189068
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id: 189069
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id: 189070
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id: 189071
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id: 189072
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id: 189073
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id: 189074
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id: 189075
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id: 189076
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id: 189077
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id: 189078
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id: 189079
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id: 189080
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id: 189081
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id: 189082
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id: 189083
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id: 189084
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id: 189085
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id: 189086
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id: 189087
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id: 189088
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id: 189089
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id: 189090
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id: 189091
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id: 189092
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id: 189093
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id: 189094
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id: 189095
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id: 189096
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id: 189097
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id: 189098
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id: 189099
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id: 189100
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id: 189101
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id: 189102
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id: 189103
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id: 189104
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id: 189105
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id: 189106
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id: 189107
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id: 189108
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id: 189109
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id: 189110
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id: 189111
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id: 189112
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id: 189113
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id: 189114
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id: 189115
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id: 189116
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id: 189117
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id: 189118
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id: 189119
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id: 189120
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id: 189121
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id: 189122
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id: 189123
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id: 189124
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id: 189125
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id: 189126
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id: 189127
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id: 189128
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id: 189129
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id: 189130
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id: 189131
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id: 189132
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id: 189133
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id: 189134
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id: 189135
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id: 189136
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id: 189137
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id: 189138
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id: 189139
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id: 189140
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id: 189141
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id: 189142
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id: 189143
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id: 189144
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id: 189145
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id: 189146
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id: 189147
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id: 189148
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id: 189149
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id: 189150
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id: 189151
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id: 189152
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id: 189153
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id: 189154
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id: 189155
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id: 189156
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id: 189157
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id: 189158
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id: 189159
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id: 189160
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id: 189161
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id: 189162
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id: 189163
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id: 189164
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id: 189165
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id: 189166
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id: 189167
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id: 189168
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id: 189169
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id: 189170
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id: 189171
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id: 189172
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id: 189173
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id: 189174
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id: 189175
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id: 189176
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id: 189177
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id: 189178
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id: 189179
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id: 189180
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id: 189181
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id: 189182
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id: 189183
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id: 189184
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id: 189185
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id: 189186
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id: 189187
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id: 189188
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id: 189189
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id: 189190
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id: 189191
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id: 189192
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id: 189193
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id: 189194
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id: 189195
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id: 189196
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id: 189197
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id: 189198
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id: 189199
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id: 189200
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id: 189201
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id: 189202
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id: 189203
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id: 189204
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id: 189205
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id: 189206
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id: 189207
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id: 189208
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id: 189209
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id: 189210
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id: 189211
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id: 189212
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id: 189213
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id: 189214
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id: 189215
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id: 189216
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id: 189217
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id: 189218
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id: 189219
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id: 189220
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id: 189221
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id: 189222
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id: 189223
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id: 189224
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id: 189225
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id: 189226
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id: 189227
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id: 189228
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id: 189229
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id: 189230
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id: 189231
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id: 189232
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id: 189233
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id: 189234
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id: 189235
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id: 189236
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id: 189237
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id: 189238
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id: 189239
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id: 189240
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id: 189241
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id: 189242
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id: 189244
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id: 189245
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id: 189246
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id: 189247
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id: 189248
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id: 189249
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id: 189250
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id: 189251
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id: 189252
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id: 189253
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id: 189254
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id: 189255
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id: 189256
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id: 189257
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id: 189258
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id: 189259
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id: 189260
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id: 189261
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id: 189262
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id: 189263
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id: 189264
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id: 189265
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id: 189266
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id: 189267
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id: 189268
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id: 189269
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id: 189270
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id: 189271
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id: 189272
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id: 189273
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id: 189274
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id: 189275
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id: 189276
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id: 189815
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id: 189818
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id: 189819
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id: 189820
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id: 189821
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id: 189822
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id: 189824
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id: 189825
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id: 189826
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id: 189827
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id: 189828
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id: 189829
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id: 189830
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id: 189831
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id: 189832
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id: 189833
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id: 189834
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id: 189835
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id: 189836
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id: 189837
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id: 189838
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id: 189839
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id: 189840
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id: 189841
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id: 189842
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id: 189844
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id: 189845
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id: 189846
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id: 189847
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id: 189848
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id: 189849
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id: 189850
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id: 189852
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id: 189860
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id: 189864
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id: 189865
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id: 189866
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id: 189880
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id: 189940
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id: 189945
{'hecke_orbit_code': 33554640, 'n': 946, 'trace_an': 0}
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id: 189946
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id: 189947
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id: 189948
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id: 189949
{'hecke_orbit_code': 33554640, 'n': 950, 'trace_an': 0}
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id: 189950
{'hecke_orbit_code': 33554640, 'n': 951, 'trace_an': -8}
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id: 189951
{'hecke_orbit_code': 33554640, 'n': 952, 'trace_an': 0}
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id: 189952
{'hecke_orbit_code': 33554640, 'n': 953, 'trace_an': 96}
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id: 189953
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id: 189954
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id: 189955
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id: 189956
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id: 189957
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id: 189958
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id: 189959
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id: 189960
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id: 189961
{'hecke_orbit_code': 33554640, 'n': 962, 'trace_an': 0}
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id: 189962
{'hecke_orbit_code': 33554640, 'n': 963, 'trace_an': 28}
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id: 189963
{'hecke_orbit_code': 33554640, 'n': 964, 'trace_an': 0}
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id: 189964
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id: 189965
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id: 189966
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id: 189967
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id: 189968
{'hecke_orbit_code': 33554640, 'n': 969, 'trace_an': 96}
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id: 189969
{'hecke_orbit_code': 33554640, 'n': 970, 'trace_an': 0}
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id: 189970
{'hecke_orbit_code': 33554640, 'n': 971, 'trace_an': 72}
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id: 189971
{'hecke_orbit_code': 33554640, 'n': 972, 'trace_an': 0}
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id: 189972
{'hecke_orbit_code': 33554640, 'n': 973, 'trace_an': -24}
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id: 189973
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id: 189974
{'hecke_orbit_code': 33554640, 'n': 975, 'trace_an': 28}
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id: 189975
{'hecke_orbit_code': 33554640, 'n': 976, 'trace_an': 0}
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id: 189976
{'hecke_orbit_code': 33554640, 'n': 977, 'trace_an': -20}
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id: 189977
{'hecke_orbit_code': 33554640, 'n': 978, 'trace_an': 0}
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id: 189978
{'hecke_orbit_code': 33554640, 'n': 979, 'trace_an': 36}
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id: 189979
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id: 189980
{'hecke_orbit_code': 33554640, 'n': 981, 'trace_an': 160}
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id: 189981
{'hecke_orbit_code': 33554640, 'n': 982, 'trace_an': 0}
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id: 189982
{'hecke_orbit_code': 33554640, 'n': 983, 'trace_an': -34}
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id: 189983
{'hecke_orbit_code': 33554640, 'n': 984, 'trace_an': 0}
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id: 189984
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id: 189985
{'hecke_orbit_code': 33554640, 'n': 986, 'trace_an': 0}
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id: 189986
{'hecke_orbit_code': 33554640, 'n': 987, 'trace_an': -36}
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id: 189987
{'hecke_orbit_code': 33554640, 'n': 988, 'trace_an': 0}
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id: 189988
{'hecke_orbit_code': 33554640, 'n': 989, 'trace_an': -72}
-
id: 189989
{'hecke_orbit_code': 33554640, 'n': 990, 'trace_an': 0}
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id: 189990
{'hecke_orbit_code': 33554640, 'n': 991, 'trace_an': -28}
-
id: 189991
{'hecke_orbit_code': 33554640, 'n': 992, 'trace_an': 0}
-
id: 189992
{'hecke_orbit_code': 33554640, 'n': 993, 'trace_an': -24}
-
id: 189993
{'hecke_orbit_code': 33554640, 'n': 994, 'trace_an': 0}
-
id: 189994
{'hecke_orbit_code': 33554640, 'n': 995, 'trace_an': 24}
-
id: 189995
{'hecke_orbit_code': 33554640, 'n': 996, 'trace_an': 0}
-
id: 189996
{'hecke_orbit_code': 33554640, 'n': 997, 'trace_an': -116}
-
id: 189997
{'hecke_orbit_code': 33554640, 'n': 998, 'trace_an': 0}
-
id: 189998
{'hecke_orbit_code': 33554640, 'n': 999, 'trace_an': 48}
-
id: 189999
{'hecke_orbit_code': 33554640, 'n': 1000, 'trace_an': 0}