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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [3, 1], [13, -1]], 1, 1]], 'ALdims': [0, 1, 0, 0, 0, 0, 0, 0], 'Nk2': 312, 'analytic_conductor': 0.622833135765987, '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': [78, 1, [53, 67], [1, 1]], 'conrey_index': 1, 'cusp_dim': 11, 'dim': 1, 'eis_dim': 7, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 33554510, 'hecke_orbit_dims': [1], 'label': '78.2.a', 'level': 78, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 13], 'level_radical': 78, 'mf_dim': 18, 'mf_new_dim': 1, 'num_forms': 1, 'plus_dim': 0, 'prim_orbit_index': 1, 'relative_dim': 1, 'sturm_bound': 28, 'trace_bound': 0, 'trace_display': [-1, -1, 2, 4], 'traces': [1, -1, -1, 1, 2, 1, 4, -1, 1, -2, -4, -1, 1, -4, -2, 1, 2, -1, -8, 2, -4, 4, 0, 1, -1, -1, -1, 4, 6, 2, -4, -1, 4, -2, 8, 1, -2, 8, -1, -2, -10, 4, 4, -4, 2, 0, 8, -1, 9, 1, -2, 1, -10, 1, -8, -4, 8, -6, 4, -2, -2, 4, 4, 1, 2, -4, -16, 2, 0, -8, -8, -1, 2, 2, 1, -8, -16, 1, 8, 2, 1, 10, 12, -4, 4, -4, -6, 4, 14, -2, 4, 0, 4, -8, -16, 1, 10, -9, -4, -1, -2, 2, 16, -1, -8, 10, 12, -1, -2, 8, 2, 4, -6, -8, 0, 6, 1, -4, 8, 2, 5, 2, 10, -4, -12, -4, 0, -1, -4, -2, 4, 4, -32, 16, -2, -2, -10, 0, 12, 8, -8, 8, -4, 1, 12, -2, -9, -2, -6, -1, 12, 8, 2, 16, -8, -1, 14, -8, 10, -2, 0, -1, -16, -10, 8, -12, 0, 4, 1, -4, -8, 4, -10, 6, -4, -4, -4, -14, -12, 2, -10, -4, 2, 0, -4, -4, -8, 8, -4, 16, -8, -1, -14, -10, -2, 9, 18, 4, -8, 1, 16, 2, 24, -2, -20, -16, 0, 1, 32, 8, 12, -10, 8, -12, 8, 1, -16, 2, -2, -8, 2, -2, -4, -4, -1, 6, 20, 8, 22, 0, 16, -6, 18, -1, 16, 4, -8, -8, 0, -2, 10, -5, -1, -2, 18, -10, -8, 4, -12, 12, 4, 4, 0, 0, -4, 1, -6, 4, -8, 2, 6, -4, 8, -4, -20, 32, -14, -16, -26, 2, -4, 2, -4, 10, 4, 0, 22, -12, -4, -8, -26, 8, -4, -8, 16, 4, -40, -1, -13, -12, -10, 2, 26, 9, 8, 2, 4, 6, 0, 1, 16, -12, 2, -8, -4, -2, -8, -16, -16, 8, 0, 1, -6, -14, 8, 8, -6, -10, -24, 2, -12, 0, -16, 1, -1, 16, 2, 10, 32, -8, 8, 12, -2, 0, -32, -4, 18, -1, 6, 4, 16, 8, 8, -4, 0, 10, -12, -6, 6, 4, -1, 4, 14, 4, -16, 14, -8, 12, 0, -2, 45, 10, -5, 4, 4, -2, 16, 0, -10, 4, -40, 4, 6, 8, 12, -8, 6, 4, 0, -16, 0, 8, -24, 1, -32, 14, 4, 10, -26, 2, 0, -9, -4, -18, 16, -4, 6, 8, 32, -1, 6, -16, -4, -2, 2, -24, 8, 2, 2, 20, 10, 16, 16, 0, 24, -1, -12, -32, 4, -8, 22, -12, 8, 10, -2, -8, -8, 12, 4, -8, -8, -1, -30, 16, -12, -2, 0, 2, 16, 8, 9, -2, -4, 2, 28, 4, 6, 4, 6, 1, 40, -6, -12, -20, 8, -8, -30, -22, -2, 0, -6, -16, -20, 6, 8, -18, -4, 1, -64, -16, -14, -4, -16, 8, 8, 8, -10, 0, -16, 2, -2, -10, 0, 5, 20, 1, 4, 2, 16, -18, 36, 10, 12, 8, -8, -4, -32, 12, 0, -12, 0, -4, 40, -4, -4, 0, -1, 0, 42, 4, 8, -1, 8, 6, 32, -4, -32, 8, 10, -2, -14, -6, -20, 4, 4, -8, -8, 4, -23, 20, 4, -32, -10, 14, 24, 16, 12, 26, -36, -2, -34, 4, 10, -2, -4, 4, -28, -10, -2, -4, -48, 0, 32, -22, 4, 12, 18, 4, 4, 8, 8, 26, 4, -8, -12, 4, 4, 8, -30, -16, -20, -4, 8, 40, 0, 1, 18, 13, 14, 12, 48, 10, 40, -2, 2, -26, 4, -9, 32, -8, -18, -2, -42, -4, 16, -6, 8, 0, -24, -1, 26, -16, -16, 12, 10, -2, -16, 8, -24, 4, 8, 2, -2, 8, 20, 16, 6, 16, 32, -8, 0, 0, 56, -1, -19, 6, -32, 14, -4, -8, -36, -8, -12, 6, 0, 10, 9, 24, -8, -2, 2, 12, -16, 0, -8, 16, 24, -1, -16, 1, 16, -16, -10, -2, 8, -10, 2, -32, -36, 8, -2, -8, -2, -12, -64, 2, 0, 0, 4, 32, 8, 4, -14, -18, 1, 1, 38, -6, 40, -4, -20, -16, 44, -8, -20, -8, -22, 4, -10, 0, -32, -10, -16, 12, 24, 6, -20, -6, -18, -4, -50, 1, 16, -4, -16, -14, -8, -4, 6, 16, 8, -14, 0, 8, -8, -12, 0, 0, -24, 2, 64, -45, -10, -10, -6, 5, -40, -4, 1, -4, 8, 2, -2, -16, -18, 0, 64, 10, 40, -4, 8, 40, -24, -4, -12, -6, 12, -8, 48, -12, -40, 8, -4, -6, 24, -4, 54, 0, 0, 16, -26, 0, -8, -8, 4, 24, 4, -1, 2, 32, 6, -14, -54, -4, 4, -10, 8, 26, 80, -2, 32, 0, -6, 9, 28, 4, 40, 18, -8, -16, -24, 4, -2, -6, 20, -8, -2, -32, 16, 1, 14, -6, -8, 16, 0, 4, 26, 2, 2, -2, 0, 24, 4, -8, -32, -2, -32, -2, 4, -20, 42, -10, -16, -16, -4, -16, 28, 0, -2, -24, -22, 1, 18, 12, 0, 32, 4, -4, -40, 8, 7, -22, 26, 12, 2, -8, 20, -10, 4, 2, 0, 8, -2, 8, -16, -12, 18, -4, -44, 8, 40, 8, 40, 1, -20, 30, 13, -16, -32, 12, -16, 2, 10, 0, -48, -2, 22, -16, -26, -8, 26, -9, 4, 2, -8, 4, 0, -2, 0, -28, -4, -4, -64, -6, -24, -4, 0, -6, -24, -1, -20, -40, -16, 6, -20, 12, 28, 20, -2, -8, 40, 8, -48, 30, 4, 22, 16, 2, -16, 0, 8, 6, -8, 16, 2, 20, 16, -6, 46, -8, -72, 18, 0, 4, -16, -1, 26, 64, 6, 16, -46, 14, 0, 4, -8, 16, -4, -8, 2, -8, 6, -8, -30, 10, -16, 0, 24, 16, -40, -2, -15, 2, 12, 10, -28, 0, 4, -5, 16, -20, -28, -1, 48, -4, 1, -2, 6, -16, -56, 18, -2, -36, 24, -10, 36, -12, -32, -8, 0, 8, -48, 4, -8, 32, -16, -12, -26, 0, 2, 12], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 120100
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '78.2.a', 'level': 78, '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': 2, 'weight': 2}
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id: 120101
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '78.2.a', 'level': 78, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '39.2.a', 'sub_level': 39, 'sub_mult': 2, 'weight': 2}
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id: 120102
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '78.2.a', 'level': 78, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '78.2.a', 'sub_level': 78, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '78.2.a', 'level': 78, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 59000
{'hecke_orbit_code': 33554510, 'n': 1, 'trace_an': 1}
-
id: 59001
{'hecke_orbit_code': 33554510, 'n': 2, 'trace_an': -1}
-
id: 59002
{'hecke_orbit_code': 33554510, 'n': 3, 'trace_an': -1}
-
id: 59003
{'hecke_orbit_code': 33554510, 'n': 4, 'trace_an': 1}
-
id: 59004
{'hecke_orbit_code': 33554510, 'n': 5, 'trace_an': 2}
-
id: 59005
{'hecke_orbit_code': 33554510, 'n': 6, 'trace_an': 1}
-
id: 59006
{'hecke_orbit_code': 33554510, 'n': 7, 'trace_an': 4}
-
id: 59007
{'hecke_orbit_code': 33554510, 'n': 8, 'trace_an': -1}
-
id: 59008
{'hecke_orbit_code': 33554510, 'n': 9, 'trace_an': 1}
-
id: 59009
{'hecke_orbit_code': 33554510, 'n': 10, 'trace_an': -2}
-
id: 59010
{'hecke_orbit_code': 33554510, 'n': 11, 'trace_an': -4}
-
id: 59011
{'hecke_orbit_code': 33554510, 'n': 12, 'trace_an': -1}
-
id: 59012
{'hecke_orbit_code': 33554510, 'n': 13, 'trace_an': 1}
-
id: 59013
{'hecke_orbit_code': 33554510, 'n': 14, 'trace_an': -4}
-
id: 59014
{'hecke_orbit_code': 33554510, 'n': 15, 'trace_an': -2}
-
id: 59015
{'hecke_orbit_code': 33554510, 'n': 16, 'trace_an': 1}
-
id: 59016
{'hecke_orbit_code': 33554510, 'n': 17, 'trace_an': 2}
-
id: 59017
{'hecke_orbit_code': 33554510, 'n': 18, 'trace_an': -1}
-
id: 59018
{'hecke_orbit_code': 33554510, 'n': 19, 'trace_an': -8}
-
id: 59019
{'hecke_orbit_code': 33554510, 'n': 20, 'trace_an': 2}
-
id: 59020
{'hecke_orbit_code': 33554510, 'n': 21, 'trace_an': -4}
-
id: 59021
{'hecke_orbit_code': 33554510, 'n': 22, 'trace_an': 4}
-
id: 59022
{'hecke_orbit_code': 33554510, 'n': 23, 'trace_an': 0}
-
id: 59023
{'hecke_orbit_code': 33554510, 'n': 24, 'trace_an': 1}
-
id: 59024
{'hecke_orbit_code': 33554510, 'n': 25, 'trace_an': -1}
-
id: 59025
{'hecke_orbit_code': 33554510, 'n': 26, 'trace_an': -1}
-
id: 59026
{'hecke_orbit_code': 33554510, 'n': 27, 'trace_an': -1}
-
id: 59027
{'hecke_orbit_code': 33554510, 'n': 28, 'trace_an': 4}
-
id: 59028
{'hecke_orbit_code': 33554510, 'n': 29, 'trace_an': 6}
-
id: 59029
{'hecke_orbit_code': 33554510, 'n': 30, 'trace_an': 2}
-
id: 59030
{'hecke_orbit_code': 33554510, 'n': 31, 'trace_an': -4}
-
id: 59031
{'hecke_orbit_code': 33554510, 'n': 32, 'trace_an': -1}
-
id: 59032
{'hecke_orbit_code': 33554510, 'n': 33, 'trace_an': 4}
-
id: 59033
{'hecke_orbit_code': 33554510, 'n': 34, 'trace_an': -2}
-
id: 59034
{'hecke_orbit_code': 33554510, 'n': 35, 'trace_an': 8}
-
id: 59035
{'hecke_orbit_code': 33554510, 'n': 36, 'trace_an': 1}
-
id: 59036
{'hecke_orbit_code': 33554510, 'n': 37, 'trace_an': -2}
-
id: 59037
{'hecke_orbit_code': 33554510, 'n': 38, 'trace_an': 8}
-
id: 59038
{'hecke_orbit_code': 33554510, 'n': 39, 'trace_an': -1}
-
id: 59039
{'hecke_orbit_code': 33554510, 'n': 40, 'trace_an': -2}
-
id: 59040
{'hecke_orbit_code': 33554510, 'n': 41, 'trace_an': -10}
-
id: 59041
{'hecke_orbit_code': 33554510, 'n': 42, 'trace_an': 4}
-
id: 59042
{'hecke_orbit_code': 33554510, 'n': 43, 'trace_an': 4}
-
id: 59043
{'hecke_orbit_code': 33554510, 'n': 44, 'trace_an': -4}
-
id: 59044
{'hecke_orbit_code': 33554510, 'n': 45, 'trace_an': 2}
-
id: 59045
{'hecke_orbit_code': 33554510, 'n': 46, 'trace_an': 0}
-
id: 59046
{'hecke_orbit_code': 33554510, 'n': 47, 'trace_an': 8}
-
id: 59047
{'hecke_orbit_code': 33554510, 'n': 48, 'trace_an': -1}
-
id: 59048
{'hecke_orbit_code': 33554510, 'n': 49, 'trace_an': 9}
-
id: 59049
{'hecke_orbit_code': 33554510, 'n': 50, 'trace_an': 1}
-
id: 59050
{'hecke_orbit_code': 33554510, 'n': 51, 'trace_an': -2}
-
id: 59051
{'hecke_orbit_code': 33554510, 'n': 52, 'trace_an': 1}
-
id: 59052
{'hecke_orbit_code': 33554510, 'n': 53, 'trace_an': -10}
-
id: 59053
{'hecke_orbit_code': 33554510, 'n': 54, 'trace_an': 1}
-
id: 59054
{'hecke_orbit_code': 33554510, 'n': 55, 'trace_an': -8}
-
id: 59055
{'hecke_orbit_code': 33554510, 'n': 56, 'trace_an': -4}
-
id: 59056
{'hecke_orbit_code': 33554510, 'n': 57, 'trace_an': 8}
-
id: 59057
{'hecke_orbit_code': 33554510, 'n': 58, 'trace_an': -6}
-
id: 59058
{'hecke_orbit_code': 33554510, 'n': 59, 'trace_an': 4}
-
id: 59059
{'hecke_orbit_code': 33554510, 'n': 60, 'trace_an': -2}
-
id: 59060
{'hecke_orbit_code': 33554510, 'n': 61, 'trace_an': -2}
-
id: 59061
{'hecke_orbit_code': 33554510, 'n': 62, 'trace_an': 4}
-
id: 59062
{'hecke_orbit_code': 33554510, 'n': 63, 'trace_an': 4}
-
id: 59063
{'hecke_orbit_code': 33554510, 'n': 64, 'trace_an': 1}
-
id: 59064
{'hecke_orbit_code': 33554510, 'n': 65, 'trace_an': 2}
-
id: 59065
{'hecke_orbit_code': 33554510, 'n': 66, 'trace_an': -4}
-
id: 59066
{'hecke_orbit_code': 33554510, 'n': 67, 'trace_an': -16}
-
id: 59067
{'hecke_orbit_code': 33554510, 'n': 68, 'trace_an': 2}
-
id: 59068
{'hecke_orbit_code': 33554510, 'n': 69, 'trace_an': 0}
-
id: 59069
{'hecke_orbit_code': 33554510, 'n': 70, 'trace_an': -8}
-
id: 59070
{'hecke_orbit_code': 33554510, 'n': 71, 'trace_an': -8}
-
id: 59071
{'hecke_orbit_code': 33554510, 'n': 72, 'trace_an': -1}
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id: 59953
{'hecke_orbit_code': 33554510, 'n': 954, 'trace_an': 10}
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id: 59954
{'hecke_orbit_code': 33554510, 'n': 955, 'trace_an': -16}
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id: 59955
{'hecke_orbit_code': 33554510, 'n': 956, 'trace_an': 0}
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id: 59956
{'hecke_orbit_code': 33554510, 'n': 957, 'trace_an': 24}
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id: 59957
{'hecke_orbit_code': 33554510, 'n': 958, 'trace_an': 16}
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id: 59958
{'hecke_orbit_code': 33554510, 'n': 959, 'trace_an': -40}
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id: 59959
{'hecke_orbit_code': 33554510, 'n': 960, 'trace_an': -2}
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id: 59960
{'hecke_orbit_code': 33554510, 'n': 961, 'trace_an': -15}
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id: 59961
{'hecke_orbit_code': 33554510, 'n': 962, 'trace_an': 2}
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id: 59962
{'hecke_orbit_code': 33554510, 'n': 963, 'trace_an': 12}
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id: 59963
{'hecke_orbit_code': 33554510, 'n': 964, 'trace_an': 10}
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id: 59964
{'hecke_orbit_code': 33554510, 'n': 965, 'trace_an': -28}
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id: 59965
{'hecke_orbit_code': 33554510, 'n': 966, 'trace_an': 0}
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id: 59966
{'hecke_orbit_code': 33554510, 'n': 967, 'trace_an': 4}
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id: 59967
{'hecke_orbit_code': 33554510, 'n': 968, 'trace_an': -5}
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id: 59968
{'hecke_orbit_code': 33554510, 'n': 969, 'trace_an': 16}
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id: 59969
{'hecke_orbit_code': 33554510, 'n': 970, 'trace_an': -20}
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id: 59970
{'hecke_orbit_code': 33554510, 'n': 971, 'trace_an': -28}
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id: 59971
{'hecke_orbit_code': 33554510, 'n': 972, 'trace_an': -1}
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id: 59972
{'hecke_orbit_code': 33554510, 'n': 973, 'trace_an': 48}
-
id: 59973
{'hecke_orbit_code': 33554510, 'n': 974, 'trace_an': -4}
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id: 59974
{'hecke_orbit_code': 33554510, 'n': 975, 'trace_an': 1}
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id: 59975
{'hecke_orbit_code': 33554510, 'n': 976, 'trace_an': -2}
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id: 59976
{'hecke_orbit_code': 33554510, 'n': 977, 'trace_an': 6}
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id: 59977
{'hecke_orbit_code': 33554510, 'n': 978, 'trace_an': -16}
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id: 59978
{'hecke_orbit_code': 33554510, 'n': 979, 'trace_an': -56}
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id: 59979
{'hecke_orbit_code': 33554510, 'n': 980, 'trace_an': 18}
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id: 59980
{'hecke_orbit_code': 33554510, 'n': 981, 'trace_an': -2}
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id: 59981
{'hecke_orbit_code': 33554510, 'n': 982, 'trace_an': -36}
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id: 59982
{'hecke_orbit_code': 33554510, 'n': 983, 'trace_an': 24}
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id: 59983
{'hecke_orbit_code': 33554510, 'n': 984, 'trace_an': -10}
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id: 59984
{'hecke_orbit_code': 33554510, 'n': 985, 'trace_an': 36}
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id: 59985
{'hecke_orbit_code': 33554510, 'n': 986, 'trace_an': -12}
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id: 59986
{'hecke_orbit_code': 33554510, 'n': 987, 'trace_an': -32}
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id: 59987
{'hecke_orbit_code': 33554510, 'n': 988, 'trace_an': -8}
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id: 59988
{'hecke_orbit_code': 33554510, 'n': 989, 'trace_an': 0}
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id: 59989
{'hecke_orbit_code': 33554510, 'n': 990, 'trace_an': 8}
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id: 59990
{'hecke_orbit_code': 33554510, 'n': 991, 'trace_an': -48}
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id: 59991
{'hecke_orbit_code': 33554510, 'n': 992, 'trace_an': 4}
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id: 59992
{'hecke_orbit_code': 33554510, 'n': 993, 'trace_an': -8}
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id: 59993
{'hecke_orbit_code': 33554510, 'n': 994, 'trace_an': 32}
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id: 59994
{'hecke_orbit_code': 33554510, 'n': 995, 'trace_an': -16}
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id: 59995
{'hecke_orbit_code': 33554510, 'n': 996, 'trace_an': -12}
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id: 59996
{'hecke_orbit_code': 33554510, 'n': 997, 'trace_an': -26}
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id: 59997
{'hecke_orbit_code': 33554510, 'n': 998, 'trace_an': 0}
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id: 59998
{'hecke_orbit_code': 33554510, 'n': 999, 'trace_an': 2}
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id: 59999
{'hecke_orbit_code': 33554510, 'n': 1000, 'trace_an': 12}