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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, 1]], 1, 1]], 'ALdims': [0, 0, 1, 0], 'Nk2': 144, 'analytic_conductor': 0.2874614472766094, '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': [36, 1, [19, 29], [1, 1]], 'conrey_index': 1, 'cusp_dim': 1, 'dim': 1, 'eis_dim': 11, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 33554468, 'hecke_orbit_dims': [1], 'label': '36.2.a', 'level': 36, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 12, 'mf_new_dim': 1, 'num_forms': 1, 'plus_dim': 0, 'prim_orbit_index': 1, 'relative_dim': 1, 'sturm_bound': 12, 'trace_bound': 0, 'trace_display': [0, 0, 0, -4], 'traces': [1, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, -5, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, -10, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 9, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 14, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, -10, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 14, 0, 0, 0, 0, 0, 20, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -11, 0, 0, 0, 0, 0, 20, 0, 0, 0, 0, 0, -32, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 14, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, -9, 0, 0, 0, 0, 0, 20, 0, 0, 0, 0, 0, 26, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, -28, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, -28, 0, 0, 0, 0, 0, -22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 14, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 40, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -28, 0, 0, 0, 0, 0, 26, 0, 0, 0, 0, 0, 32, 0, 0, 0, 0, 0, -17, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -32, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, -22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -10, 0, 0, 0, 0, 0, 32, 0, 0, 0, 0, 0, -34, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 14, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 45, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 38, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -34, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 38, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -22, 0, 0, 0, 0, 0, -56, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, -28, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -10, 0, 0, 0, 0, 0, 20, 0, 0, 0, 0, 0, 64, 0, 0, 0, 0, 0, -40, 0, 0, 0, 0, 0, -20, 0, 0, 0, 0, 0, 44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 32, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 40, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, -23, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -46, 0, 0, 0, 0, 0, -40, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, -46, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -32, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 26, 0, 0, 0, 0, 0, 20, 0, 0, 0, 0, 0, -10, 0, 0, 0, 0, 0, 32, 0, 0, 0, 0, 0, 25, 0, 0, 0, 0, 0, 44, 0, 0, 0, 0, 0, 18, 0, 0, 0, 0, 0, -40, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 38, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 50, 0, 0, 0, 0, 0, -56, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -80, 0, 0, 0, 0, 0, -22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -80, 0, 0, 0, 0, 0, 44, 0, 0, 0, 0, 0, 50, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -52, 0, 0, 0, 0, 0, 26, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 20, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 56, 0, 0, 0, 0, 0, 28, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 56, 0, 0, 0, 0, 0, 64, 0, 0, 0, 0, 0, -52, 0, 0, 0, 0, 0, -46, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -29, 0, 0, 0, 0, 0, 44, 0, 0, 0, 0, 0, -58, 0, 0, 0, 0, 0, 56, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -32, 0, 0, 0, 0, 0, -34, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, -80, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -40, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -52, 0, 0, 0, 0, 0, 50, 0, 0, 0, 0, 0, 72, 0, 0, 0, 0, 0, 26, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -20, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -15, 0, 0, 0, 0, 0, 20, 0, 0, 0, 0, 0, 64, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 44, 0, 0, 0, 0, 0, -10, 0, 0, 0], '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': '36.2.a', 'level': 36, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '36.2.a', 'sub_level': 36, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '36.2.a', 'level': 36, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 18000
{'hecke_orbit_code': 33554468, 'n': 1, 'trace_an': 1}
-
id: 18001
{'hecke_orbit_code': 33554468, 'n': 2, 'trace_an': 0}
-
id: 18002
{'hecke_orbit_code': 33554468, 'n': 3, 'trace_an': 0}
-
id: 18003
{'hecke_orbit_code': 33554468, 'n': 4, 'trace_an': 0}
-
id: 18004
{'hecke_orbit_code': 33554468, 'n': 5, 'trace_an': 0}
-
id: 18005
{'hecke_orbit_code': 33554468, 'n': 6, 'trace_an': 0}
-
id: 18006
{'hecke_orbit_code': 33554468, 'n': 7, 'trace_an': -4}
-
id: 18007
{'hecke_orbit_code': 33554468, 'n': 8, 'trace_an': 0}
-
id: 18008
{'hecke_orbit_code': 33554468, 'n': 9, 'trace_an': 0}
-
id: 18009
{'hecke_orbit_code': 33554468, 'n': 10, 'trace_an': 0}
-
id: 18010
{'hecke_orbit_code': 33554468, 'n': 11, 'trace_an': 0}
-
id: 18011
{'hecke_orbit_code': 33554468, 'n': 12, 'trace_an': 0}
-
id: 18012
{'hecke_orbit_code': 33554468, 'n': 13, 'trace_an': 2}
-
id: 18013
{'hecke_orbit_code': 33554468, 'n': 14, 'trace_an': 0}
-
id: 18014
{'hecke_orbit_code': 33554468, 'n': 15, 'trace_an': 0}
-
id: 18015
{'hecke_orbit_code': 33554468, 'n': 16, 'trace_an': 0}
-
id: 18016
{'hecke_orbit_code': 33554468, 'n': 17, 'trace_an': 0}
-
id: 18017
{'hecke_orbit_code': 33554468, 'n': 18, 'trace_an': 0}
-
id: 18018
{'hecke_orbit_code': 33554468, 'n': 19, 'trace_an': 8}
-
id: 18019
{'hecke_orbit_code': 33554468, 'n': 20, 'trace_an': 0}
-
id: 18020
{'hecke_orbit_code': 33554468, 'n': 21, 'trace_an': 0}
-
id: 18021
{'hecke_orbit_code': 33554468, 'n': 22, 'trace_an': 0}
-
id: 18022
{'hecke_orbit_code': 33554468, 'n': 23, 'trace_an': 0}
-
id: 18023
{'hecke_orbit_code': 33554468, 'n': 24, 'trace_an': 0}
-
id: 18024
{'hecke_orbit_code': 33554468, 'n': 25, 'trace_an': -5}
-
id: 18025
{'hecke_orbit_code': 33554468, 'n': 26, 'trace_an': 0}
-
id: 18026
{'hecke_orbit_code': 33554468, 'n': 27, 'trace_an': 0}
-
id: 18027
{'hecke_orbit_code': 33554468, 'n': 28, 'trace_an': 0}
-
id: 18028
{'hecke_orbit_code': 33554468, 'n': 29, 'trace_an': 0}
-
id: 18029
{'hecke_orbit_code': 33554468, 'n': 30, 'trace_an': 0}
-
id: 18030
{'hecke_orbit_code': 33554468, 'n': 31, 'trace_an': -4}
-
id: 18031
{'hecke_orbit_code': 33554468, 'n': 32, 'trace_an': 0}
-
id: 18032
{'hecke_orbit_code': 33554468, 'n': 33, 'trace_an': 0}
-
id: 18033
{'hecke_orbit_code': 33554468, 'n': 34, 'trace_an': 0}
-
id: 18034
{'hecke_orbit_code': 33554468, 'n': 35, 'trace_an': 0}
-
id: 18035
{'hecke_orbit_code': 33554468, 'n': 36, 'trace_an': 0}
-
id: 18036
{'hecke_orbit_code': 33554468, 'n': 37, 'trace_an': -10}
-
id: 18037
{'hecke_orbit_code': 33554468, 'n': 38, 'trace_an': 0}
-
id: 18038
{'hecke_orbit_code': 33554468, 'n': 39, 'trace_an': 0}
-
id: 18039
{'hecke_orbit_code': 33554468, 'n': 40, 'trace_an': 0}
-
id: 18040
{'hecke_orbit_code': 33554468, 'n': 41, 'trace_an': 0}
-
id: 18041
{'hecke_orbit_code': 33554468, 'n': 42, 'trace_an': 0}
-
id: 18042
{'hecke_orbit_code': 33554468, 'n': 43, 'trace_an': 8}
-
id: 18043
{'hecke_orbit_code': 33554468, 'n': 44, 'trace_an': 0}
-
id: 18044
{'hecke_orbit_code': 33554468, 'n': 45, 'trace_an': 0}
-
id: 18045
{'hecke_orbit_code': 33554468, 'n': 46, 'trace_an': 0}
-
id: 18046
{'hecke_orbit_code': 33554468, 'n': 47, 'trace_an': 0}
-
id: 18047
{'hecke_orbit_code': 33554468, 'n': 48, 'trace_an': 0}
-
id: 18048
{'hecke_orbit_code': 33554468, 'n': 49, 'trace_an': 9}
-
id: 18049
{'hecke_orbit_code': 33554468, 'n': 50, 'trace_an': 0}
-
id: 18050
{'hecke_orbit_code': 33554468, 'n': 51, 'trace_an': 0}
-
id: 18051
{'hecke_orbit_code': 33554468, 'n': 52, 'trace_an': 0}
-
id: 18052
{'hecke_orbit_code': 33554468, 'n': 53, 'trace_an': 0}
-
id: 18053
{'hecke_orbit_code': 33554468, 'n': 54, 'trace_an': 0}
-
id: 18054
{'hecke_orbit_code': 33554468, 'n': 55, 'trace_an': 0}
-
id: 18055
{'hecke_orbit_code': 33554468, 'n': 56, 'trace_an': 0}
-
id: 18056
{'hecke_orbit_code': 33554468, 'n': 57, 'trace_an': 0}
-
id: 18057
{'hecke_orbit_code': 33554468, 'n': 58, 'trace_an': 0}
-
id: 18058
{'hecke_orbit_code': 33554468, 'n': 59, 'trace_an': 0}
-
id: 18059
{'hecke_orbit_code': 33554468, 'n': 60, 'trace_an': 0}
-
id: 18060
{'hecke_orbit_code': 33554468, 'n': 61, 'trace_an': 14}
-
id: 18061
{'hecke_orbit_code': 33554468, 'n': 62, 'trace_an': 0}
-
id: 18062
{'hecke_orbit_code': 33554468, 'n': 63, 'trace_an': 0}
-
id: 18063
{'hecke_orbit_code': 33554468, 'n': 64, 'trace_an': 0}
-
id: 18064
{'hecke_orbit_code': 33554468, 'n': 65, 'trace_an': 0}
-
id: 18065
{'hecke_orbit_code': 33554468, 'n': 66, 'trace_an': 0}
-
id: 18066
{'hecke_orbit_code': 33554468, 'n': 67, 'trace_an': -16}
-
id: 18067
{'hecke_orbit_code': 33554468, 'n': 68, 'trace_an': 0}
-
id: 18068
{'hecke_orbit_code': 33554468, 'n': 69, 'trace_an': 0}
-
id: 18069
{'hecke_orbit_code': 33554468, 'n': 70, 'trace_an': 0}
-
id: 18070
{'hecke_orbit_code': 33554468, 'n': 71, 'trace_an': 0}
-
id: 18071
{'hecke_orbit_code': 33554468, 'n': 72, 'trace_an': 0}
-
id: 18072
{'hecke_orbit_code': 33554468, 'n': 73, 'trace_an': -10}
-
id: 18073
{'hecke_orbit_code': 33554468, 'n': 74, 'trace_an': 0}
-
id: 18074
{'hecke_orbit_code': 33554468, 'n': 75, 'trace_an': 0}
-
id: 18075
{'hecke_orbit_code': 33554468, 'n': 76, 'trace_an': 0}
-
id: 18076
{'hecke_orbit_code': 33554468, 'n': 77, 'trace_an': 0}
-
id: 18077
{'hecke_orbit_code': 33554468, 'n': 78, 'trace_an': 0}
-
id: 18078
{'hecke_orbit_code': 33554468, 'n': 79, 'trace_an': -4}
-
id: 18079
{'hecke_orbit_code': 33554468, 'n': 80, 'trace_an': 0}
-
id: 18080
{'hecke_orbit_code': 33554468, 'n': 81, 'trace_an': 0}
-
id: 18081
{'hecke_orbit_code': 33554468, 'n': 82, 'trace_an': 0}
-
id: 18082
{'hecke_orbit_code': 33554468, 'n': 83, 'trace_an': 0}
-
id: 18083
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id: 18559
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id: 18560
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id: 18588
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id: 18759
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id: 18760
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id: 18761
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id: 18762
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id: 18763
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id: 18764
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id: 18765
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id: 18766
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id: 18767
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id: 18768
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id: 18769
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id: 18770
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id: 18771
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id: 18772
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id: 18773
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id: 18774
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id: 18775
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id: 18776
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id: 18777
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id: 18778
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id: 18779
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id: 18780
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id: 18781
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id: 18782
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id: 18783
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-
id: 18784
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id: 18785
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id: 18786
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id: 18787
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-
id: 18788
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id: 18789
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id: 18790
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id: 18791
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id: 18792
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id: 18793
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id: 18794
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id: 18795
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id: 18796
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id: 18797
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id: 18798
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id: 18799
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id: 18800
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id: 18801
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id: 18802
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id: 18803
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id: 18804
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id: 18805
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id: 18806
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id: 18807
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id: 18808
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id: 18809
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id: 18810
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id: 18811
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id: 18812
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id: 18813
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id: 18814
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id: 18815
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id: 18816
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id: 18817
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id: 18818
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id: 18819
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id: 18820
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id: 18821
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id: 18822
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id: 18823
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id: 18824
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id: 18825
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id: 18826
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id: 18827
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id: 18828
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id: 18829
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id: 18830
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id: 18831
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id: 18832
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id: 18833
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id: 18834
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id: 18835
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id: 18836
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id: 18837
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id: 18838
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id: 18839
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id: 18840
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id: 18841
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id: 18842
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id: 18843
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id: 18844
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id: 18845
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id: 18846
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id: 18847
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id: 18848
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id: 18849
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id: 18850
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id: 18851
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id: 18852
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id: 18853
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id: 18854
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id: 18855
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id: 18856
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id: 18857
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id: 18858
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id: 18859
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id: 18860
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id: 18861
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id: 18862
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id: 18863
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id: 18864
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id: 18865
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id: 18866
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id: 18867
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-
id: 18868
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id: 18869
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id: 18870
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-
id: 18871
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-
id: 18872
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id: 18873
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id: 18874
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id: 18875
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id: 18876
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-
id: 18877
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id: 18878
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id: 18879
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-
id: 18880
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id: 18881
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id: 18882
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id: 18883
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id: 18884
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id: 18885
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id: 18886
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id: 18887
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id: 18888
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id: 18889
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-
id: 18890
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id: 18891
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id: 18892
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id: 18893
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id: 18894
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id: 18895
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id: 18896
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id: 18897
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id: 18898
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id: 18899
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-
id: 18900
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-
id: 18901
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-
id: 18902
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-
id: 18903
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-
id: 18904
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id: 18905
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-
id: 18906
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-
id: 18907
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-
id: 18908
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-
id: 18909
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-
id: 18910
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id: 18911
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id: 18912
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-
id: 18913
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id: 18914
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-
id: 18915
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-
id: 18916
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-
id: 18917
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-
id: 18918
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-
id: 18919
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-
id: 18920
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-
id: 18921
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-
id: 18922
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-
id: 18923
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-
id: 18924
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-
id: 18925
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-
id: 18926
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-
id: 18927
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-
id: 18928
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-
id: 18929
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-
id: 18930
{'hecke_orbit_code': 33554468, 'n': 931, 'trace_an': 72}
-
id: 18931
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-
id: 18932
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-
id: 18933
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id: 18934
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id: 18935
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-
id: 18936
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-
id: 18937
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-
id: 18938
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-
id: 18939
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-
id: 18940
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-
id: 18941
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-
id: 18942
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-
id: 18943
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-
id: 18944
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-
id: 18945
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-
id: 18946
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-
id: 18947
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-
id: 18948
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-
id: 18949
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id: 18950
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id: 18951
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id: 18952
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id: 18953
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id: 18954
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id: 18955
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id: 18956
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id: 18957
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id: 18958
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id: 18959
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-
id: 18960
{'hecke_orbit_code': 33554468, 'n': 961, 'trace_an': -15}
-
id: 18961
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-
id: 18962
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id: 18963
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id: 18964
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id: 18965
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-
id: 18966
{'hecke_orbit_code': 33554468, 'n': 967, 'trace_an': 20}
-
id: 18967
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-
id: 18968
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-
id: 18969
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id: 18970
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-
id: 18971
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-
id: 18972
{'hecke_orbit_code': 33554468, 'n': 973, 'trace_an': 64}
-
id: 18973
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-
id: 18974
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-
id: 18975
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-
id: 18976
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-
id: 18977
{'hecke_orbit_code': 33554468, 'n': 978, 'trace_an': 0}
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id: 18978
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-
id: 18979
{'hecke_orbit_code': 33554468, 'n': 980, 'trace_an': 0}
-
id: 18980
{'hecke_orbit_code': 33554468, 'n': 981, 'trace_an': 0}
-
id: 18981
{'hecke_orbit_code': 33554468, 'n': 982, 'trace_an': 0}
-
id: 18982
{'hecke_orbit_code': 33554468, 'n': 983, 'trace_an': 0}
-
id: 18983
{'hecke_orbit_code': 33554468, 'n': 984, 'trace_an': 0}
-
id: 18984
{'hecke_orbit_code': 33554468, 'n': 985, 'trace_an': 0}
-
id: 18985
{'hecke_orbit_code': 33554468, 'n': 986, 'trace_an': 0}
-
id: 18986
{'hecke_orbit_code': 33554468, 'n': 987, 'trace_an': 0}
-
id: 18987
{'hecke_orbit_code': 33554468, 'n': 988, 'trace_an': 0}
-
id: 18988
{'hecke_orbit_code': 33554468, 'n': 989, 'trace_an': 0}
-
id: 18989
{'hecke_orbit_code': 33554468, 'n': 990, 'trace_an': 0}
-
id: 18990
{'hecke_orbit_code': 33554468, 'n': 991, 'trace_an': 44}
-
id: 18991
{'hecke_orbit_code': 33554468, 'n': 992, 'trace_an': 0}
-
id: 18992
{'hecke_orbit_code': 33554468, 'n': 993, 'trace_an': 0}
-
id: 18993
{'hecke_orbit_code': 33554468, 'n': 994, 'trace_an': 0}
-
id: 18994
{'hecke_orbit_code': 33554468, 'n': 995, 'trace_an': 0}
-
id: 18995
{'hecke_orbit_code': 33554468, 'n': 996, 'trace_an': 0}
-
id: 18996
{'hecke_orbit_code': 33554468, 'n': 997, 'trace_an': -10}
-
id: 18997
{'hecke_orbit_code': 33554468, 'n': 998, 'trace_an': 0}
-
id: 18998
{'hecke_orbit_code': 33554468, 'n': 999, 'trace_an': 0}
-
id: 18999
{'hecke_orbit_code': 33554468, 'n': 1000, 'trace_an': 0}