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mf_newspaces • Show schema
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{'AL_dims': [[[[17, -1]], 1, 1]], 'ALdims': [0, 1], 'Nk2': 68, 'analytic_conductor': 0.13574568343617666, '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': [17, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 1, 'dim': 1, 'eis_dim': 1, 'eis_new_dim': 1, 'hecke_cutter_primes': [], 'hecke_orbit_code': 33554449, 'hecke_orbit_dims': [1], 'label': '17.2.a', 'level': 17, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [17], 'level_radical': 17, 'mf_dim': 2, 'mf_new_dim': 2, 'num_forms': 1, 'plus_dim': 0, 'prim_orbit_index': 1, 'relative_dim': 1, 'sturm_bound': 3, 'trace_bound': 0, 'trace_display': [-1, 0, -2, 4], 'traces': [1, -1, 0, -1, -2, 0, 4, 3, -3, 2, 0, 0, -2, -4, 0, -1, 1, 3, -4, 2, 0, 0, 4, 0, -1, 2, 0, -4, 6, 0, 4, -5, 0, -1, -8, 3, -2, 4, 0, -6, -6, 0, 4, 0, 6, -4, 0, 0, 9, 1, 0, 2, 6, 0, 0, 12, 0, -6, -12, 0, -10, -4, -12, 7, 4, 0, 4, -1, 0, 8, -4, -9, -6, 2, 0, 4, 0, 0, 12, 2, 9, 6, -4, 0, -2, -4, 0, 0, 10, -6, -8, -4, 0, 0, 8, 0, 2, -9, 0, 1, -10, 0, 8, -6, 0, -6, 8, 0, 6, 0, 0, -4, -14, 0, -8, -6, 6, 12, 4, 0, -11, 10, 0, -4, 12, 12, 8, 3, 0, -4, 16, 0, -16, -4, 0, 3, -6, 0, -8, 8, 0, 4, 0, 3, -12, 6, 0, 2, -10, 0, -16, -12, -3, 0, -8, 0, -2, -12, 0, 10, 16, -9, 24, 6, 0, 4, -4, 0, -9, 2, 12, -4, 22, 0, -4, 0, 0, -10, 12, -6, -2, 8, 0, 12, 4, 0, 0, 0, 0, -8, -16, 0, 2, -2, 0, -9, -18, 0, -20, -3, 0, 10, 24, 0, 12, -8, -12, 2, 0, 0, 8, -6, 0, -8, -8, 0, 16, -6, 0, 0, -2, 0, 24, -20, 3, 14, -24, 0, 6, 8, 0, 18, -6, -6, 0, 12, 0, -4, -16, 0, 18, 11, 0, 10, -18, 0, 8, 12, 0, -12, 12, 12, 0, -8, 0, -17, 18, 0, -8, -4, -18, -16, -16, 0, -12, 16, 0, -4, 22, 0, -16, -1, 0, 6, 0, 0, 14, 8, -12, -24, -6, 0, -16, 4, 0, 0, -24, 15, 1, 12, 0, 6, 6, 0, 24, -6, 0, 10, -8, 0, 16, 16, 0, 4, 20, 3, -12, 0, 0, 8, 28, 0, -22, 2, 24, -12, -10, 0, 0, -14, 0, -16, -4, -9, 2, -24, 0, -18, 0, 0, 4, 4, 6, 4, -8, 0, -14, 9, 0, 2, 0, -12, 8, 12, 0, -22, 32, 0, -18, 4, 0, 0, -30, 0, 8, -10, 0, -12, 0, 18, -3, 2, 0, 8, 12, 0, 28, -4, 18, -4, 24, 0, 6, 0, 0, 0, -12, 0, -8, -8, 0, 16, -24, 0, 0, -2, -12, -2, 6, 0, 4, 27, 0, 18, -24, 0, 6, 20, 0, 1, -14, 0, -8, 10, -18, -24, 0, 0, 26, -12, 0, -8, -48, 12, 8, 10, 0, 0, 8, 0, 22, -8, 0, 18, -1, 0, -40, -8, 0, 8, 12, 0, 2, -16, 0, -6, -16, 0, -20, 0, -27, 2, 28, 0, -20, -24, 0, 28, 34, -3, 0, 14, 0, 24, 16, 0, -6, -6, 0, 8, -2, 0, 32, -6, 0, 6, 12, -6, 16, 0, 0, -36, 0, 0, 4, -4, -18, 16, 36, 0, 4, -18, 0, 11, -4, 0, 20, -30, 0, 18, 20, 0, 6, -8, 0, -4, -16, 0, -40, -12, 0, -12, -12, -36, 20, 0, 0, -8, -2, 0, -24, 11, 0, -18, -16, 0, 0, 8, 0, 12, 26, 18, -36, -16, 0, 16, 4, 0, -7, 12, 36, 16, 12, 0, -16, 12, 0, -22, 0, 0, 6, 16, 0, -5, -12, 0, -32, 6, 30, 0, -24, 0, 48, -14, 0, 8, 30, 12, -8, 8, 0, 6, -4, 0, 28, 16, 36, -12, -38, 0, -32, 0, 0, 24, -4, -21, -14, -1, 0, 12, -16, 0, 0, -18, -12, -6, 4, 0, -16, -24, 0, 2, 18, 0, -8, 10, 0, 8, -24, 0, 10, -16, -12, 16, 22, 0, 20, 20, 0, -20, 0, 3, -26, 12, 0, 0, -6, 0, -48, 8, 0, -28, 40, 0, -19, 22, 0, 2, -2, -24, 16, 36, 0, 10, -16, 0, -18, 0, 12, -6, -30, 0, 32, -16, 0, 4, 8, 27, 0, -2, 0, -24, 6, 0, -32, 6, 18, 0, 4, 0, 38, -4, 0, -12, 32, -6, 24, 4, 0, 8, 0, 0, 2, 14, 0, 9, 30, 0, 8, -6, 0, 0, -40, -12, 12, -8, 0, -4, -12, 0, -8, -22, 0, -32, 16, 0, -6, 18, 0, 4, -18, 0, 8, 0, 0, 30, -40, 0, -34, -8, -36, 30, 16, 0, 0, -12, 0, 0, 4, -6, 32, 3, 0, 2, -6, 0, 40, -24, -27, -12, 4, 0, -50, -28, 0, -20, 0, -18, 28, -4, 0, -24, 12, 0, 20, -6, 12, 0, 32, 0, 20, 0, 0, 12, 32, 0, 22, 8, 0, 24, -22, 0, 24, 16, 6, 24, 24, 0, -14, 0, 0, -2, -26, 12, -4, 6, 0, -6, 24, 0, 0, -4, 0, -9, 4, 0, -32, 18, 0, 24, -56, 0, 20, -6, 0, 20, -50, 0, 0, 5, -30, 14, 0, 0, -32, 8, 0, -30, 26, 18, 40, -24, 0, 0, -48, 0, -16, -26, 24, -12, -18, 0, 20, 24, 0, 48, -48, 12, -34, -8, 0, -14, 9, 0, 8, 0, 0, -8, 20, 0, 7, -22, 0, -8, 18, 0, -44, -6, 0, 1, -8, 0, 14, 40, -24, 24, 10, 0, 52, 8, 0, -12, 16, 0, -44, -2, 0, -16, 0, 0, -8, 18, -6, 16, 48, 0, 6, 20, 0, 0, -46, 27, -12, 2, 0, -28, 12, 0, 32, 20, 0, -24, 0, 0, -24, 12, 0, -34, 24, -3, 6, 0, 0, -42, 4, 0, 32, 24, 30, -16, -4, 0, 0, 6, 0, -6, 64, 0, 24, -24, 0, 2, 8, 0, 2, -32, -24, -30, -30, 0, -36, 6, 0, -12, 0, 18, 10, -16, 0, 0, 6, 0, -24, 12, 0, 0, 32, 0, 12, -4, 0, 12, -22, 18, 32, 16, 0, -36, -24, 0, -15, -4, -24, -18, -4, 0, 0, -33, 0, 4, -12, 0, -32, -20, 0, 10, 18, 0, 0, 18, -18, -20, 12, 0, 36, -6, 0, -8, 16, 0, -12, -20, 0, 16, 40, 0, 46, 40, 0, 36], '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': '17.2.a', 'level': 17, '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': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '17.2.a', 'level': 17, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 3000
{'hecke_orbit_code': 33554449, 'n': 1, 'trace_an': 1}
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id: 3001
{'hecke_orbit_code': 33554449, 'n': 2, 'trace_an': -1}
-
id: 3002
{'hecke_orbit_code': 33554449, 'n': 3, 'trace_an': 0}
-
id: 3003
{'hecke_orbit_code': 33554449, 'n': 4, 'trace_an': -1}
-
id: 3004
{'hecke_orbit_code': 33554449, 'n': 5, 'trace_an': -2}
-
id: 3005
{'hecke_orbit_code': 33554449, 'n': 6, 'trace_an': 0}
-
id: 3006
{'hecke_orbit_code': 33554449, 'n': 7, 'trace_an': 4}
-
id: 3007
{'hecke_orbit_code': 33554449, 'n': 8, 'trace_an': 3}
-
id: 3008
{'hecke_orbit_code': 33554449, 'n': 9, 'trace_an': -3}
-
id: 3009
{'hecke_orbit_code': 33554449, 'n': 10, 'trace_an': 2}
-
id: 3010
{'hecke_orbit_code': 33554449, 'n': 11, 'trace_an': 0}
-
id: 3011
{'hecke_orbit_code': 33554449, 'n': 12, 'trace_an': 0}
-
id: 3012
{'hecke_orbit_code': 33554449, 'n': 13, 'trace_an': -2}
-
id: 3013
{'hecke_orbit_code': 33554449, 'n': 14, 'trace_an': -4}
-
id: 3014
{'hecke_orbit_code': 33554449, 'n': 15, 'trace_an': 0}
-
id: 3015
{'hecke_orbit_code': 33554449, 'n': 16, 'trace_an': -1}
-
id: 3016
{'hecke_orbit_code': 33554449, 'n': 17, 'trace_an': 1}
-
id: 3017
{'hecke_orbit_code': 33554449, 'n': 18, 'trace_an': 3}
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id: 3018
{'hecke_orbit_code': 33554449, 'n': 19, 'trace_an': -4}
-
id: 3019
{'hecke_orbit_code': 33554449, 'n': 20, 'trace_an': 2}
-
id: 3020
{'hecke_orbit_code': 33554449, 'n': 21, 'trace_an': 0}
-
id: 3021
{'hecke_orbit_code': 33554449, 'n': 22, 'trace_an': 0}
-
id: 3022
{'hecke_orbit_code': 33554449, 'n': 23, 'trace_an': 4}
-
id: 3023
{'hecke_orbit_code': 33554449, 'n': 24, 'trace_an': 0}
-
id: 3024
{'hecke_orbit_code': 33554449, 'n': 25, 'trace_an': -1}
-
id: 3025
{'hecke_orbit_code': 33554449, 'n': 26, 'trace_an': 2}
-
id: 3026
{'hecke_orbit_code': 33554449, 'n': 27, 'trace_an': 0}
-
id: 3027
{'hecke_orbit_code': 33554449, 'n': 28, 'trace_an': -4}
-
id: 3028
{'hecke_orbit_code': 33554449, 'n': 29, 'trace_an': 6}
-
id: 3029
{'hecke_orbit_code': 33554449, 'n': 30, 'trace_an': 0}
-
id: 3030
{'hecke_orbit_code': 33554449, 'n': 31, 'trace_an': 4}
-
id: 3031
{'hecke_orbit_code': 33554449, 'n': 32, 'trace_an': -5}
-
id: 3032
{'hecke_orbit_code': 33554449, 'n': 33, 'trace_an': 0}
-
id: 3033
{'hecke_orbit_code': 33554449, 'n': 34, 'trace_an': -1}
-
id: 3034
{'hecke_orbit_code': 33554449, 'n': 35, 'trace_an': -8}
-
id: 3035
{'hecke_orbit_code': 33554449, 'n': 36, 'trace_an': 3}
-
id: 3036
{'hecke_orbit_code': 33554449, 'n': 37, 'trace_an': -2}
-
id: 3037
{'hecke_orbit_code': 33554449, 'n': 38, 'trace_an': 4}
-
id: 3038
{'hecke_orbit_code': 33554449, 'n': 39, 'trace_an': 0}
-
id: 3039
{'hecke_orbit_code': 33554449, 'n': 40, 'trace_an': -6}
-
id: 3040
{'hecke_orbit_code': 33554449, 'n': 41, 'trace_an': -6}
-
id: 3041
{'hecke_orbit_code': 33554449, 'n': 42, 'trace_an': 0}
-
id: 3042
{'hecke_orbit_code': 33554449, 'n': 43, 'trace_an': 4}
-
id: 3043
{'hecke_orbit_code': 33554449, 'n': 44, 'trace_an': 0}
-
id: 3044
{'hecke_orbit_code': 33554449, 'n': 45, 'trace_an': 6}
-
id: 3045
{'hecke_orbit_code': 33554449, 'n': 46, 'trace_an': -4}
-
id: 3046
{'hecke_orbit_code': 33554449, 'n': 47, 'trace_an': 0}
-
id: 3047
{'hecke_orbit_code': 33554449, 'n': 48, 'trace_an': 0}
-
id: 3048
{'hecke_orbit_code': 33554449, 'n': 49, 'trace_an': 9}
-
id: 3049
{'hecke_orbit_code': 33554449, 'n': 50, 'trace_an': 1}
-
id: 3050
{'hecke_orbit_code': 33554449, 'n': 51, 'trace_an': 0}
-
id: 3051
{'hecke_orbit_code': 33554449, 'n': 52, 'trace_an': 2}
-
id: 3052
{'hecke_orbit_code': 33554449, 'n': 53, 'trace_an': 6}
-
id: 3053
{'hecke_orbit_code': 33554449, 'n': 54, 'trace_an': 0}
-
id: 3054
{'hecke_orbit_code': 33554449, 'n': 55, 'trace_an': 0}
-
id: 3055
{'hecke_orbit_code': 33554449, 'n': 56, 'trace_an': 12}
-
id: 3056
{'hecke_orbit_code': 33554449, 'n': 57, 'trace_an': 0}
-
id: 3057
{'hecke_orbit_code': 33554449, 'n': 58, 'trace_an': -6}
-
id: 3058
{'hecke_orbit_code': 33554449, 'n': 59, 'trace_an': -12}
-
id: 3059
{'hecke_orbit_code': 33554449, 'n': 60, 'trace_an': 0}
-
id: 3060
{'hecke_orbit_code': 33554449, 'n': 61, 'trace_an': -10}
-
id: 3061
{'hecke_orbit_code': 33554449, 'n': 62, 'trace_an': -4}
-
id: 3062
{'hecke_orbit_code': 33554449, 'n': 63, 'trace_an': -12}
-
id: 3063
{'hecke_orbit_code': 33554449, 'n': 64, 'trace_an': 7}
-
id: 3064
{'hecke_orbit_code': 33554449, 'n': 65, 'trace_an': 4}
-
id: 3065
{'hecke_orbit_code': 33554449, 'n': 66, 'trace_an': 0}
-
id: 3066
{'hecke_orbit_code': 33554449, 'n': 67, 'trace_an': 4}
-
id: 3067
{'hecke_orbit_code': 33554449, 'n': 68, 'trace_an': -1}
-
id: 3068
{'hecke_orbit_code': 33554449, 'n': 69, 'trace_an': 0}
-
id: 3069
{'hecke_orbit_code': 33554449, 'n': 70, 'trace_an': 8}
-
id: 3070
{'hecke_orbit_code': 33554449, 'n': 71, 'trace_an': -4}
-
id: 3071
{'hecke_orbit_code': 33554449, 'n': 72, 'trace_an': -9}
-
id: 3072
{'hecke_orbit_code': 33554449, 'n': 73, 'trace_an': -6}
-
id: 3073
{'hecke_orbit_code': 33554449, 'n': 74, 'trace_an': 2}
-
id: 3074
{'hecke_orbit_code': 33554449, 'n': 75, 'trace_an': 0}
-
id: 3075
{'hecke_orbit_code': 33554449, 'n': 76, 'trace_an': 4}
-
id: 3076
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id: 3526
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id: 3527
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id: 3528
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id: 3529
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id: 3530
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id: 3531
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id: 3532
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id: 3533
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id: 3534
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id: 3535
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id: 3536
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id: 3537
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id: 3538
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id: 3539
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id: 3540
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id: 3541
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id: 3542
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id: 3543
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id: 3544
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id: 3545
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id: 3546
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id: 3547
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id: 3548
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id: 3549
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id: 3550
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id: 3551
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id: 3552
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id: 3553
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id: 3554
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id: 3555
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id: 3556
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id: 3557
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id: 3558
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id: 3559
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id: 3560
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id: 3561
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id: 3562
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id: 3563
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id: 3564
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id: 3565
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id: 3566
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id: 3567
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id: 3568
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id: 3569
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id: 3570
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id: 3573
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id: 3574
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id: 3575
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id: 3576
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id: 3577
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id: 3578
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id: 3579
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id: 3580
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id: 3581
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id: 3582
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id: 3583
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id: 3584
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id: 3585
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id: 3586
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id: 3587
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id: 3588
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id: 3589
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id: 3590
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id: 3591
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id: 3592
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id: 3593
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id: 3594
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id: 3595
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id: 3596
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id: 3597
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id: 3598
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id: 3599
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id: 3600
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id: 3601
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id: 3602
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id: 3603
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id: 3604
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id: 3605
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id: 3606
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id: 3607
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id: 3608
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id: 3609
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id: 3610
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id: 3611
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id: 3612
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id: 3613
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id: 3614
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id: 3615
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id: 3616
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id: 3617
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id: 3618
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id: 3619
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id: 3620
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id: 3621
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id: 3622
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id: 3623
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id: 3624
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id: 3625
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id: 3626
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id: 3627
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id: 3628
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id: 3629
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id: 3630
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id: 3631
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id: 3632
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id: 3633
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id: 3634
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id: 3635
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id: 3636
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id: 3637
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id: 3638
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id: 3639
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id: 3640
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id: 3641
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id: 3642
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id: 3643
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id: 3644
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id: 3645
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id: 3646
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id: 3647
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id: 3648
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id: 3649
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id: 3650
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id: 3651
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id: 3652
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id: 3653
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id: 3654
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id: 3655
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id: 3656
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id: 3657
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id: 3658
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id: 3659
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id: 3660
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id: 3661
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id: 3662
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id: 3663
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id: 3664
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id: 3665
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id: 3666
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id: 3667
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id: 3668
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id: 3669
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id: 3670
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id: 3671
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id: 3672
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id: 3673
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id: 3674
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id: 3675
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id: 3676
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id: 3677
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id: 3678
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id: 3679
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id: 3680
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id: 3681
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id: 3682
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id: 3683
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id: 3684
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id: 3685
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id: 3686
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id: 3687
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id: 3688
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id: 3689
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id: 3690
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id: 3691
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id: 3692
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id: 3693
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id: 3694
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id: 3695
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id: 3696
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id: 3697
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id: 3698
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id: 3699
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id: 3700
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id: 3701
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id: 3702
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id: 3703
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id: 3704
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id: 3705
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id: 3706
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id: 3707
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id: 3709
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id: 3710
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id: 3711
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id: 3712
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id: 3713
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id: 3716
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id: 3719
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id: 3720
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id: 3725
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id: 3727
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id: 3730
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id: 3731
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id: 3733
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id: 3740
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id: 3741
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id: 3742
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id: 3743
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id: 3744
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id: 3745
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id: 3746
{'hecke_orbit_code': 33554449, 'n': 747, 'trace_an': 12}
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id: 3747
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id: 3748
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id: 3749
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id: 3750
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id: 3753
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id: 3754
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id: 3755
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id: 3756
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id: 3757
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id: 3758
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id: 3759
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id: 3760
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id: 3761
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id: 3762
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id: 3763
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id: 3764
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id: 3765
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id: 3766
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id: 3767
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id: 3768
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id: 3769
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id: 3770
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id: 3771
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id: 3772
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id: 3773
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id: 3774
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id: 3775
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id: 3776
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id: 3777
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id: 3778
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id: 3779
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id: 3780
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id: 3781
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id: 3782
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id: 3783
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id: 3784
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id: 3785
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id: 3786
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id: 3787
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id: 3788
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id: 3789
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id: 3790
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id: 3791
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id: 3792
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id: 3793
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id: 3794
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id: 3795
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id: 3796
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id: 3797
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id: 3798
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id: 3799
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id: 3800
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id: 3801
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id: 3802
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id: 3804
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id: 3807
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id: 3808
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id: 3809
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id: 3810
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id: 3811
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id: 3812
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id: 3813
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id: 3814
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id: 3815
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id: 3816
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id: 3817
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id: 3818
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id: 3819
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id: 3820
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id: 3821
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id: 3822
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id: 3823
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id: 3824
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id: 3825
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id: 3826
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id: 3827
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id: 3828
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id: 3829
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id: 3830
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id: 3831
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id: 3832
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id: 3833
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id: 3834
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id: 3835
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id: 3836
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id: 3837
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id: 3838
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id: 3839
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id: 3840
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id: 3841
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id: 3842
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id: 3843
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id: 3844
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id: 3845
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id: 3846
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id: 3847
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id: 3848
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id: 3849
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id: 3850
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id: 3851
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id: 3852
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id: 3853
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id: 3854
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id: 3855
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id: 3856
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id: 3857
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id: 3858
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id: 3859
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id: 3860
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id: 3861
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id: 3862
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id: 3863
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id: 3864
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id: 3865
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id: 3866
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id: 3867
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id: 3868
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id: 3869
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id: 3870
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id: 3871
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id: 3872
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id: 3873
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id: 3874
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id: 3875
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id: 3876
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id: 3877
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id: 3878
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id: 3879
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id: 3880
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id: 3881
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id: 3882
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id: 3883
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id: 3884
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id: 3885
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id: 3886
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id: 3887
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id: 3888
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id: 3889
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id: 3890
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id: 3891
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id: 3892
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id: 3893
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id: 3894
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id: 3895
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id: 3896
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id: 3897
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id: 3898
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id: 3899
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id: 3900
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id: 3901
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id: 3902
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id: 3903
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id: 3904
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id: 3905
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id: 3906
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id: 3907
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id: 3908
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id: 3909
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id: 3910
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id: 3911
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id: 3912
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id: 3913
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id: 3914
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id: 3915
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id: 3916
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id: 3917
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id: 3918
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id: 3919
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id: 3920
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id: 3921
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id: 3922
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id: 3923
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id: 3924
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id: 3925
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id: 3926
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id: 3929
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id: 3931
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id: 3932
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id: 3949
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id: 3955
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id: 3956
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id: 3959
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id: 3960
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id: 3965
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id: 3966
{'hecke_orbit_code': 33554449, 'n': 967, 'trace_an': 0}
-
id: 3967
{'hecke_orbit_code': 33554449, 'n': 968, 'trace_an': -33}
-
id: 3968
{'hecke_orbit_code': 33554449, 'n': 969, 'trace_an': 0}
-
id: 3969
{'hecke_orbit_code': 33554449, 'n': 970, 'trace_an': 4}
-
id: 3970
{'hecke_orbit_code': 33554449, 'n': 971, 'trace_an': -12}
-
id: 3971
{'hecke_orbit_code': 33554449, 'n': 972, 'trace_an': 0}
-
id: 3972
{'hecke_orbit_code': 33554449, 'n': 973, 'trace_an': -32}
-
id: 3973
{'hecke_orbit_code': 33554449, 'n': 974, 'trace_an': -20}
-
id: 3974
{'hecke_orbit_code': 33554449, 'n': 975, 'trace_an': 0}
-
id: 3975
{'hecke_orbit_code': 33554449, 'n': 976, 'trace_an': 10}
-
id: 3976
{'hecke_orbit_code': 33554449, 'n': 977, 'trace_an': 18}
-
id: 3977
{'hecke_orbit_code': 33554449, 'n': 978, 'trace_an': 0}
-
id: 3978
{'hecke_orbit_code': 33554449, 'n': 979, 'trace_an': 0}
-
id: 3979
{'hecke_orbit_code': 33554449, 'n': 980, 'trace_an': 18}
-
id: 3980
{'hecke_orbit_code': 33554449, 'n': 981, 'trace_an': -18}
-
id: 3981
{'hecke_orbit_code': 33554449, 'n': 982, 'trace_an': -20}
-
id: 3982
{'hecke_orbit_code': 33554449, 'n': 983, 'trace_an': 12}
-
id: 3983
{'hecke_orbit_code': 33554449, 'n': 984, 'trace_an': 0}
-
id: 3984
{'hecke_orbit_code': 33554449, 'n': 985, 'trace_an': 36}
-
id: 3985
{'hecke_orbit_code': 33554449, 'n': 986, 'trace_an': -6}
-
id: 3986
{'hecke_orbit_code': 33554449, 'n': 987, 'trace_an': 0}
-
id: 3987
{'hecke_orbit_code': 33554449, 'n': 988, 'trace_an': -8}
-
id: 3988
{'hecke_orbit_code': 33554449, 'n': 989, 'trace_an': 16}
-
id: 3989
{'hecke_orbit_code': 33554449, 'n': 990, 'trace_an': 0}
-
id: 3990
{'hecke_orbit_code': 33554449, 'n': 991, 'trace_an': -12}
-
id: 3991
{'hecke_orbit_code': 33554449, 'n': 992, 'trace_an': -20}
-
id: 3992
{'hecke_orbit_code': 33554449, 'n': 993, 'trace_an': 0}
-
id: 3993
{'hecke_orbit_code': 33554449, 'n': 994, 'trace_an': 16}
-
id: 3994
{'hecke_orbit_code': 33554449, 'n': 995, 'trace_an': 40}
-
id: 3995
{'hecke_orbit_code': 33554449, 'n': 996, 'trace_an': 0}
-
id: 3996
{'hecke_orbit_code': 33554449, 'n': 997, 'trace_an': 46}
-
id: 3997
{'hecke_orbit_code': 33554449, 'n': 998, 'trace_an': 40}
-
id: 3998
{'hecke_orbit_code': 33554449, 'n': 999, 'trace_an': 0}
-
id: 3999
{'hecke_orbit_code': 33554449, 'n': 1000, 'trace_an': 36}