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{'AL_dims': [[[[2, -1], [3, -1], [7, -1]], 6, 6], [[[2, -1], [3, 1], [7, -1]], 6, 6], [[[2, -1], [3, -1], [7, 1]], 4, 3], [[[2, 1], [3, -1], [7, -1]], 3, 3], [[[2, 1], [3, -1], [7, 1]], 7, 4], [[[2, -1], [3, 1], [7, 1]], 4, 3], [[[2, 1], [3, 1], [7, -1]], 6, 5], [[[2, 1], [3, 1], [7, 1]], 5, 3]], 'ALdims': [5, 6, 7, 3, 4, 6, 4, 6], 'Nk2': 9408, 'analytic_conductor': 18.780814555405147, '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': [2352, 1, [1471, 1765, 785, 2257], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 401, 'dim': 41, 'eis_dim': 95, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11, 13, 17], 'hecke_orbit_code': 33556784, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2], 'label': '2352.2.a', 'level': 2352, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 496, 'mf_new_dim': 41, 'num_forms': 33, 'plus_dim': 18, 'prim_orbit_index': 1, 'relative_dim': 41, 'sturm_bound': 896, 'trace_bound': 13, 'trace_display': [0, -1, -2, 0], 'traces': [41, 0, -1, 0, -2, 0, 0, 0, 41, 0, 4, 0, -2, 0, -2, 0, 2, 0, -12, 0, 0, 0, -8, 0, 47, 0, -1, 0, -10, 0, 0, 0, 4, 0, 0, 0, -10, 0, -6, 0, 10, 0, 0, 0, -2, 0, 24, 0, 0, 0, 2, 0, -2, 0, 0, 0, -4, 0, 28, 0, 14, 0, 0, 0, 20, 0, 32, 0, 8, 0, 32, 0, 10, 0, -15, 0, 0, 0, -12, 0, 41, 0, -20, 0, 12, 0, 18, 0, 10, 0, 0, 0, 8, 0, -32, 0, -14, 0, 4, 0, -2, 0, 24, 0, 0, 0, 12, 0, -2, 0, -6, 0, -14, 0, -8, 0, -2, 0, 0, 0, 21, 0, 18, 0, -36, 0, -4, 0, -12, 0, -20, 0, 0, 0, -2, 0, -6, 0, -12, 0, 16, 0, -64, 0, 20, 0, 0, 0, -50, 0, 56, 0, 2, 0, -72, 0, 14, 0, 18, 0, 0, 0, 68, 0, 24, 0, 16, 0, 23, 0, -12, 0, -26, 0, 0, 0, 4, 0, -4, 0, 22, 0, 54, 0, 4, 0, -32, 0, 0, 0, -40, 0, -30, 0, 20, 0, -82, 0, 0, 0, -20, 0, 0, 0, -68, 0, -8, 0, -32, 0, 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mf_subspaces • Show schema
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id: 642656
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2352.2.a', 'level': 2352, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '21.2.a', 'sub_level': 21, 'sub_mult': 10, 'weight': 2}
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id: 642652
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2352.2.a', 'level': 2352, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '14.2.a', 'sub_level': 14, 'sub_mult': 16, 'weight': 2}
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id: 642658
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2352.2.a', 'level': 2352, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '24.2.a', 'sub_level': 24, 'sub_mult': 6, 'weight': 2}
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id: 642662
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2352.2.a', 'level': 2352, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '42.2.a', 'sub_level': 42, 'sub_mult': 8, 'weight': 2}
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id: 642663
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2352.2.a', 'level': 2352, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '48.2.a', 'sub_level': 48, 'sub_mult': 3, 'weight': 2}
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id: 642664
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2352.2.a', 'level': 2352, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '49.2.a', 'sub_level': 49, 'sub_mult': 10, 'weight': 2}
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id: 642665
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2352.2.a', 'level': 2352, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '56.2.a', 'sub_level': 56, 'sub_mult': 8, 'weight': 2}
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id: 642668
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2352.2.a', 'level': 2352, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '84.2.a', 'sub_level': 84, 'sub_mult': 6, 'weight': 2}
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id: 642669
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2352.2.a', 'level': 2352, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '98.2.a', 'sub_level': 98, 'sub_mult': 8, 'weight': 2}
-
id: 642650
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2352.2.a', 'level': 2352, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '112.2.a', 'sub_level': 112, 'sub_mult': 4, 'weight': 2}
-
id: 642653
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2352.2.a', 'level': 2352, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '147.2.a', 'sub_level': 147, 'sub_mult': 5, 'weight': 2}
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id: 642654
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2352.2.a', 'level': 2352, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '168.2.a', 'sub_level': 168, 'sub_mult': 4, 'weight': 2}
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id: 642655
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2352.2.a', 'level': 2352, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '196.2.a', 'sub_level': 196, 'sub_mult': 6, 'weight': 2}
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id: 642659
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2352.2.a', 'level': 2352, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '294.2.a', 'sub_level': 294, 'sub_mult': 4, 'weight': 2}
-
id: 642660
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2352.2.a', 'level': 2352, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '336.2.a', 'sub_level': 336, 'sub_mult': 2, 'weight': 2}
-
id: 642661
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2352.2.a', 'level': 2352, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 10, 'sub_label': '392.2.a', 'sub_level': 392, 'sub_mult': 4, 'weight': 2}
-
id: 642666
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2352.2.a', 'level': 2352, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '588.2.a', 'sub_level': 588, 'sub_mult': 3, 'weight': 2}
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id: 642667
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2352.2.a', 'level': 2352, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 18, 'sub_label': '784.2.a', 'sub_level': 784, 'sub_mult': 2, 'weight': 2}
-
id: 642651
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2352.2.a', 'level': 2352, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 21, 'sub_label': '1176.2.a', 'sub_level': 1176, 'sub_mult': 2, 'weight': 2}
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id: 642657
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2352.2.a', 'level': 2352, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 41, 'sub_label': '2352.2.a', 'sub_level': 2352, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '2352.2.a', 'level': 2352, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
-
id: 2333000
{'hecke_orbit_code': 33556784, 'n': 1, 'trace_an': 41}
-
id: 2333001
{'hecke_orbit_code': 33556784, 'n': 2, 'trace_an': 0}
-
id: 2333002
{'hecke_orbit_code': 33556784, 'n': 3, 'trace_an': -1}
-
id: 2333003
{'hecke_orbit_code': 33556784, 'n': 4, 'trace_an': 0}
-
id: 2333004
{'hecke_orbit_code': 33556784, 'n': 5, 'trace_an': -2}
-
id: 2333005
{'hecke_orbit_code': 33556784, 'n': 6, 'trace_an': 0}
-
id: 2333006
{'hecke_orbit_code': 33556784, 'n': 7, 'trace_an': 0}
-
id: 2333007
{'hecke_orbit_code': 33556784, 'n': 8, 'trace_an': 0}
-
id: 2333008
{'hecke_orbit_code': 33556784, 'n': 9, 'trace_an': 41}
-
id: 2333009
{'hecke_orbit_code': 33556784, 'n': 10, 'trace_an': 0}
-
id: 2333010
{'hecke_orbit_code': 33556784, 'n': 11, 'trace_an': 4}
-
id: 2333011
{'hecke_orbit_code': 33556784, 'n': 12, 'trace_an': 0}
-
id: 2333012
{'hecke_orbit_code': 33556784, 'n': 13, 'trace_an': -2}
-
id: 2333013
{'hecke_orbit_code': 33556784, 'n': 14, 'trace_an': 0}
-
id: 2333014
{'hecke_orbit_code': 33556784, 'n': 15, 'trace_an': -2}
-
id: 2333015
{'hecke_orbit_code': 33556784, 'n': 16, 'trace_an': 0}
-
id: 2333016
{'hecke_orbit_code': 33556784, 'n': 17, 'trace_an': 2}
-
id: 2333017
{'hecke_orbit_code': 33556784, 'n': 18, 'trace_an': 0}
-
id: 2333018
{'hecke_orbit_code': 33556784, 'n': 19, 'trace_an': -12}
-
id: 2333019
{'hecke_orbit_code': 33556784, 'n': 20, 'trace_an': 0}
-
id: 2333020
{'hecke_orbit_code': 33556784, 'n': 21, 'trace_an': 0}
-
id: 2333021
{'hecke_orbit_code': 33556784, 'n': 22, 'trace_an': 0}
-
id: 2333022
{'hecke_orbit_code': 33556784, 'n': 23, 'trace_an': -8}
-
id: 2333023
{'hecke_orbit_code': 33556784, 'n': 24, 'trace_an': 0}
-
id: 2333024
{'hecke_orbit_code': 33556784, 'n': 25, 'trace_an': 47}
-
id: 2333025
{'hecke_orbit_code': 33556784, 'n': 26, 'trace_an': 0}
-
id: 2333026
{'hecke_orbit_code': 33556784, 'n': 27, 'trace_an': -1}
-
id: 2333027
{'hecke_orbit_code': 33556784, 'n': 28, 'trace_an': 0}
-
id: 2333028
{'hecke_orbit_code': 33556784, 'n': 29, 'trace_an': -10}
-
id: 2333029
{'hecke_orbit_code': 33556784, 'n': 30, 'trace_an': 0}
-
id: 2333030
{'hecke_orbit_code': 33556784, 'n': 31, 'trace_an': 0}
-
id: 2333031
{'hecke_orbit_code': 33556784, 'n': 32, 'trace_an': 0}
-
id: 2333032
{'hecke_orbit_code': 33556784, 'n': 33, 'trace_an': 4}
-
id: 2333033
{'hecke_orbit_code': 33556784, 'n': 34, 'trace_an': 0}
-
id: 2333034
{'hecke_orbit_code': 33556784, 'n': 35, 'trace_an': 0}
-
id: 2333035
{'hecke_orbit_code': 33556784, 'n': 36, 'trace_an': 0}
-
id: 2333036
{'hecke_orbit_code': 33556784, 'n': 37, 'trace_an': -10}
-
id: 2333037
{'hecke_orbit_code': 33556784, 'n': 38, 'trace_an': 0}
-
id: 2333038
{'hecke_orbit_code': 33556784, 'n': 39, 'trace_an': -6}
-
id: 2333039
{'hecke_orbit_code': 33556784, 'n': 40, 'trace_an': 0}
-
id: 2333040
{'hecke_orbit_code': 33556784, 'n': 41, 'trace_an': 10}
-
id: 2333041
{'hecke_orbit_code': 33556784, 'n': 42, 'trace_an': 0}
-
id: 2333042
{'hecke_orbit_code': 33556784, 'n': 43, 'trace_an': 0}
-
id: 2333043
{'hecke_orbit_code': 33556784, 'n': 44, 'trace_an': 0}
-
id: 2333044
{'hecke_orbit_code': 33556784, 'n': 45, 'trace_an': -2}
-
id: 2333045
{'hecke_orbit_code': 33556784, 'n': 46, 'trace_an': 0}
-
id: 2333046
{'hecke_orbit_code': 33556784, 'n': 47, 'trace_an': 24}
-
id: 2333047
{'hecke_orbit_code': 33556784, 'n': 48, 'trace_an': 0}
-
id: 2333048
{'hecke_orbit_code': 33556784, 'n': 49, 'trace_an': 0}
-
id: 2333049
{'hecke_orbit_code': 33556784, 'n': 50, 'trace_an': 0}
-
id: 2333050
{'hecke_orbit_code': 33556784, 'n': 51, 'trace_an': 2}
-
id: 2333051
{'hecke_orbit_code': 33556784, 'n': 52, 'trace_an': 0}
-
id: 2333052
{'hecke_orbit_code': 33556784, 'n': 53, 'trace_an': -2}
-
id: 2333053
{'hecke_orbit_code': 33556784, 'n': 54, 'trace_an': 0}
-
id: 2333054
{'hecke_orbit_code': 33556784, 'n': 55, 'trace_an': 0}
-
id: 2333055
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id: 2333925
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id: 2333930
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id: 2333932
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id: 2333933
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id: 2333934
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id: 2333935
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id: 2333936
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id: 2333937
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id: 2333938
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id: 2333939
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id: 2333940
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id: 2333941
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id: 2333942
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id: 2333943
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id: 2333944
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id: 2333945
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id: 2333946
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id: 2333947
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id: 2333948
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id: 2333949
{'hecke_orbit_code': 33556784, 'n': 950, 'trace_an': 0}
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id: 2333950
{'hecke_orbit_code': 33556784, 'n': 951, 'trace_an': -38}
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id: 2333951
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id: 2333952
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id: 2333953
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id: 2333954
{'hecke_orbit_code': 33556784, 'n': 955, 'trace_an': -104}
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id: 2333955
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id: 2333956
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id: 2333957
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id: 2333958
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id: 2333959
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id: 2333960
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id: 2333961
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id: 2333962
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id: 2333963
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id: 2333964
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id: 2333965
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id: 2333966
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id: 2333967
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id: 2333969
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id: 2333970
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id: 2333971
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id: 2333972
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id: 2333973
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id: 2333974
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id: 2333975
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id: 2333976
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id: 2333977
{'hecke_orbit_code': 33556784, 'n': 978, 'trace_an': 0}
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id: 2333978
{'hecke_orbit_code': 33556784, 'n': 979, 'trace_an': -128}
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id: 2333979
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id: 2333980
{'hecke_orbit_code': 33556784, 'n': 981, 'trace_an': -2}
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id: 2333981
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id: 2333982
{'hecke_orbit_code': 33556784, 'n': 983, 'trace_an': -184}
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id: 2333983
{'hecke_orbit_code': 33556784, 'n': 984, 'trace_an': 0}
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id: 2333984
{'hecke_orbit_code': 33556784, 'n': 985, 'trace_an': 20}
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id: 2333985
{'hecke_orbit_code': 33556784, 'n': 986, 'trace_an': 0}
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id: 2333986
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id: 2333987
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id: 2333988
{'hecke_orbit_code': 33556784, 'n': 989, 'trace_an': 48}
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id: 2333989
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id: 2333990
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id: 2333991
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id: 2333992
{'hecke_orbit_code': 33556784, 'n': 993, 'trace_an': -12}
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id: 2333993
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id: 2333994
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id: 2333995
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id: 2333996
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id: 2333997
{'hecke_orbit_code': 33556784, 'n': 998, 'trace_an': 0}
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id: 2333998
{'hecke_orbit_code': 33556784, 'n': 999, 'trace_an': -6}
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id: 2333999
{'hecke_orbit_code': 33556784, 'n': 1000, 'trace_an': 0}