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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [5, -1], [13, -1]], 1, 1], [[[2, 1], [5, -1], [13, -1]], 1, 1], [[[2, -1], [5, 1], [13, 1]], 1, 1]], 'ALdims': [0, 0, 0, 1, 1, 0, 0, 1], 'Nk2': 520, 'analytic_conductor': 1.038055226276645, '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': [130, 1, [27, 41], [1, 1]], 'conrey_index': 1, 'cusp_dim': 17, 'dim': 3, 'eis_dim': 7, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 33554562, 'hecke_orbit_dims': [1, 1, 1], 'label': '130.2.a', 'level': 130, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5, 13], 'level_radical': 130, 'mf_dim': 24, 'mf_new_dim': 3, 'num_forms': 3, 'plus_dim': 1, 'prim_orbit_index': 1, 'relative_dim': 3, 'sturm_bound': 42, 'trace_bound': 3, 'trace_display': [1, 0, 1, -8], 'traces': [3, 1, 0, 3, 1, 4, -8, 1, -1, -1, -8, 0, 1, 0, -4, 3, -2, -3, 0, 1, 0, 4, 8, 4, 3, -1, 0, -8, -6, 0, -8, 1, 8, 10, 0, -1, 6, -4, -4, -1, 14, -16, -8, -8, -3, -4, -16, 0, 11, 1, 16, 1, 14, -8, -4, 0, 8, 6, 24, -4, 2, -12, -8, 3, 3, -16, -12, -2, 0, 8, -8, -3, 10, 2, 0, 0, 32, 0, -16, 1, -13, 26, 12, 0, -6, -12, 16, 4, -10, -5, 0, 8, -16, 8, -12, 4, 2, -7, -8, 3, 26, -8, -32, -1, 16, 2, 24, 0, -18, 8, -8, -8, -18, 16, -4, -6, -3, 12, 16, 0, 7, -2, 32, -8, 1, 0, -32, 1, -24, 1, -4, 8, -32, -4, 8, 10, -30, 24, -20, 0, 0, 4, -4, -1, -10, 30, 0, 6, 14, 4, -24, -4, -10, -16, 4, -4, -18, -8, -8, -1, -48, 9, 36, 14, 16, 12, 24, -16, 3, 6, 32, -8, -26, -8, -8, -8, 8, 2, 12, -3, 34, 8, 0, -4, 10, -8, 32, -16, 0, -16, 0, 0, 34, -2, 0, 11, -26, 4, 8, 1, -16, 14, 16, 16, -6, -12, 24, 1, -24, 0, 28, 14, 32, -12, 12, -8, 16, 2, 40, -4, -6, 0, -32, 0, -1, -6, 4, 8, 14, -16, -32, 6, 6, -5, 8, 24, 0, -32, 24, -4, 6, -43, 0, 2, -7, 8, -12, -12, 0, -1, -4, -8, -48, -36, 8, 3, -34, -16, 0, 3, 2, 20, -8, -16, 10, -16, -16, -12, -30, 0, -16, -2, 16, -18, -8, 0, 14, 12, 8, 8, -10, -48, 32, -8, -16, 8, -16, -3, -7, 2, 24, 10, 22, 36, 4, 2, -16, 2, -4, 0, 32, -4, 16, 0, -2, 2, 60, 32, -16, 0, -24, 0, 14, 2, 0, -16, -50, 16, 32, 1, -24, 0, -16, -13, 1, -4, 8, 26, 96, -8, -8, 12, -18, 48, 12, 0, -26, 1, 16, -6, 0, 28, -16, -12, -24, 10, 56, 16, 30, 0, 8, 4, 10, 32, -28, -10, -64, -12, -32, -5, 47, 30, -64, 0, -10, 8, 8, 8, -26, 6, -32, -16, -42, -40, -4, 8, -10, 32, 8, -12, -32, 0, 32, 4, 16, 30, -8, 2, 2, 4, -32, -7, 32, -38, -8, -8, -2, 40, -32, 3, -18, -32, 4, 26, 9, -32, -8, -8, 38, 6, -24, -32, -64, 12, 12, -1, 16, 0, -44, 16, 22, 36, -48, 2, -2, 8, -16, 24, 16, 8, 48, 0, 22, 32, 8, -18, 80, 0, -72, 8, 39, 6, 16, -8, 18, 24, -8, -8, -18, -3, 16, -18, 32, 28, -8, 16, -22, -14, -32, -4, 14, 64, -16, -6, 8, -30, -24, -3, 64, 32, 40, 12, 8, -16, 0, 16, -10, -36, -8, 0, 10, -46, 0, 7, -26, -20, -40, -2, -48, -25, -4, 32, 36, -16, -4, -8, -16, 0, 24, 1, 64, -52, 0, 0, -2, 24, 0, -32, 6, -16, 0, 1, -16, -22, 4, -24, 96, 16, 56, 1, 6, 14, -48, -4, 0, -44, -32, 8, 19, -2, -8, -32, -6, -40, 12, -4, -32, 6, -72, 8, -26, -44, 16, 10, -6, 0, -40, -30, 10, 4, 16, 24, 32, 34, 0, -20, 46, 4, 12, 0, -80, -46, 48, 0, -22, 28, 88, 4, 22, -8, -100, -4, 0, -64, 8, -1, -14, -45, 24, -10, 0, 32, -40, 30, -1, 34, 28, 0, 0, -8, -24, 6, -30, 32, 32, 14, 32, -16, 8, 4, 62, 48, -28, -24, 21, 40, 16, -4, -64, -6, 8, -10, 54, 44, -8, -16, 74, -56, -56, 4, 0, 0, 80, -4, 3, -38, 0, -18, -4, 8, 8, -8, 64, 10, -4, -8, -7, -40, 40, -1, -42, 48, 44, -48, 16, 8, 32, 9, -56, -1, 64, 36, 46, -32, -12, 14, -30, 0, -28, 16, -18, -36, 8, 12, 16, -22, -16, 24, 64, 20, -16, -16, -34, 18, 0, 3, -26, -8, -64, 6, 16, 24, -4, 32, 6, 0, -8, -8, 10, 0, -16, -26, 32, 20, -4, -8, 76, 2, -48, -8, -14, 0, -56, -8, 48, -2, -80, 8, -18, -16, 16, 2, -8, 32, -8, 12, -112, 28, 64, -3, 112, 77, -96, 34, -6, 36, -40, 8, -1, 10, -32, 0, -18, 28, -36, -4, 48, -14, 8, 10, -16, 16, 40, -8, 10, 26, -36, 32, -96, 0, 0, -16, -48, 2, -36, 0, 78, 4, 48, -16, -74, -24, 64, 0, -14, 8, 4, 0, -26, -32, -48, 34, -42, -12, -8, -2, 32, -10, -32, 0, 16, 40, -32, 11, -38, -16, -4, -26, -32, 0, 16, 4, -2, 42, -16, 8, -74, -64, 64, 1, -50, -54, 40, -16, 0, 0, 48, 14, 22, 31, 0, 16, -32, 16, 44, 16, -56, 82, 0, -6, -10, -48, 24, -12, 8, -16, 84, 24, -78, 12, 24, 1, -50, -48, -16, -24, 32, 4, 24, 0, -43, -54, -48, 28, 1, -24, -72, 14, 24, 10, -24, 32, 22, 0, 20, -12, -2, -8, -20, 12, -128, 12, 16, -8, -46, -30, -64, 16, 32, -16, 12, 2, 58, 56, 0, 40, 14, -40, 56, -4, 62, 21, 80, -6, -32, 4, 24, 0, 48, 30, 88, -32, -160, 16, 20, 0, -24, 42, -16, -1, -20, -56, 96, -6, 14, -8, -16, 4, 2, 0, 64, 8, 0, -74, -8, 14, 32, 16, 56, -16, 32, 2, -28, -32, 6, 16, -16, 6, -2, 16, 128, 6, 0, 12, 40, -5, 46, 32, -64, 8, 86, 0, -16, 24, -32, 32, -36, 0, -10, -4, 24, -32, 14, -22, 0, 24, -80, 4, 96, -4, -37, 6, 24, 6, 6, -96, 24, -43, 48, -30, 4, 0, 96, -8, -4, 2, 18, 32, 64, -7, -10, 44, -88, 8, -14, -36, 0, -12, -48, 8, 16, -12, -56, -64, 8, 0, 22, 68, 16, -1], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 133873
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '130.2.a', 'level': 130, '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: 133874
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '130.2.a', 'level': 130, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '65.2.a', 'sub_level': 65, 'sub_mult': 2, 'weight': 2}
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id: 133872
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '130.2.a', 'level': 130, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '130.2.a', 'sub_level': 130, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '130.2.a', 'level': 130, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 111000
{'hecke_orbit_code': 33554562, 'n': 1, 'trace_an': 3}
-
id: 111001
{'hecke_orbit_code': 33554562, 'n': 2, 'trace_an': 1}
-
id: 111002
{'hecke_orbit_code': 33554562, 'n': 3, 'trace_an': 0}
-
id: 111003
{'hecke_orbit_code': 33554562, 'n': 4, 'trace_an': 3}
-
id: 111004
{'hecke_orbit_code': 33554562, 'n': 5, 'trace_an': 1}
-
id: 111005
{'hecke_orbit_code': 33554562, 'n': 6, 'trace_an': 4}
-
id: 111006
{'hecke_orbit_code': 33554562, 'n': 7, 'trace_an': -8}
-
id: 111007
{'hecke_orbit_code': 33554562, 'n': 8, 'trace_an': 1}
-
id: 111008
{'hecke_orbit_code': 33554562, 'n': 9, 'trace_an': -1}
-
id: 111009
{'hecke_orbit_code': 33554562, 'n': 10, 'trace_an': -1}
-
id: 111010
{'hecke_orbit_code': 33554562, 'n': 11, 'trace_an': -8}
-
id: 111011
{'hecke_orbit_code': 33554562, 'n': 12, 'trace_an': 0}
-
id: 111012
{'hecke_orbit_code': 33554562, 'n': 13, 'trace_an': 1}
-
id: 111013
{'hecke_orbit_code': 33554562, 'n': 14, 'trace_an': 0}
-
id: 111014
{'hecke_orbit_code': 33554562, 'n': 15, 'trace_an': -4}
-
id: 111015
{'hecke_orbit_code': 33554562, 'n': 16, 'trace_an': 3}
-
id: 111016
{'hecke_orbit_code': 33554562, 'n': 17, 'trace_an': -2}
-
id: 111017
{'hecke_orbit_code': 33554562, 'n': 18, 'trace_an': -3}
-
id: 111018
{'hecke_orbit_code': 33554562, 'n': 19, 'trace_an': 0}
-
id: 111019
{'hecke_orbit_code': 33554562, 'n': 20, 'trace_an': 1}
-
id: 111020
{'hecke_orbit_code': 33554562, 'n': 21, 'trace_an': 0}
-
id: 111021
{'hecke_orbit_code': 33554562, 'n': 22, 'trace_an': 4}
-
id: 111022
{'hecke_orbit_code': 33554562, 'n': 23, 'trace_an': 8}
-
id: 111023
{'hecke_orbit_code': 33554562, 'n': 24, 'trace_an': 4}
-
id: 111024
{'hecke_orbit_code': 33554562, 'n': 25, 'trace_an': 3}
-
id: 111025
{'hecke_orbit_code': 33554562, 'n': 26, 'trace_an': -1}
-
id: 111026
{'hecke_orbit_code': 33554562, 'n': 27, 'trace_an': 0}
-
id: 111027
{'hecke_orbit_code': 33554562, 'n': 28, 'trace_an': -8}
-
id: 111028
{'hecke_orbit_code': 33554562, 'n': 29, 'trace_an': -6}
-
id: 111029
{'hecke_orbit_code': 33554562, 'n': 30, 'trace_an': 0}
-
id: 111030
{'hecke_orbit_code': 33554562, 'n': 31, 'trace_an': -8}
-
id: 111031
{'hecke_orbit_code': 33554562, 'n': 32, 'trace_an': 1}
-
id: 111032
{'hecke_orbit_code': 33554562, 'n': 33, 'trace_an': 8}
-
id: 111033
{'hecke_orbit_code': 33554562, 'n': 34, 'trace_an': 10}
-
id: 111034
{'hecke_orbit_code': 33554562, 'n': 35, 'trace_an': 0}
-
id: 111035
{'hecke_orbit_code': 33554562, 'n': 36, 'trace_an': -1}
-
id: 111036
{'hecke_orbit_code': 33554562, 'n': 37, 'trace_an': 6}
-
id: 111037
{'hecke_orbit_code': 33554562, 'n': 38, 'trace_an': -4}
-
id: 111038
{'hecke_orbit_code': 33554562, 'n': 39, 'trace_an': -4}
-
id: 111039
{'hecke_orbit_code': 33554562, 'n': 40, 'trace_an': -1}
-
id: 111040
{'hecke_orbit_code': 33554562, 'n': 41, 'trace_an': 14}
-
id: 111041
{'hecke_orbit_code': 33554562, 'n': 42, 'trace_an': -16}
-
id: 111042
{'hecke_orbit_code': 33554562, 'n': 43, 'trace_an': -8}
-
id: 111043
{'hecke_orbit_code': 33554562, 'n': 44, 'trace_an': -8}
-
id: 111044
{'hecke_orbit_code': 33554562, 'n': 45, 'trace_an': -3}
-
id: 111045
{'hecke_orbit_code': 33554562, 'n': 46, 'trace_an': -4}
-
id: 111046
{'hecke_orbit_code': 33554562, 'n': 47, 'trace_an': -16}
-
id: 111047
{'hecke_orbit_code': 33554562, 'n': 48, 'trace_an': 0}
-
id: 111048
{'hecke_orbit_code': 33554562, 'n': 49, 'trace_an': 11}
-
id: 111049
{'hecke_orbit_code': 33554562, 'n': 50, 'trace_an': 1}
-
id: 111050
{'hecke_orbit_code': 33554562, 'n': 51, 'trace_an': 16}
-
id: 111051
{'hecke_orbit_code': 33554562, 'n': 52, 'trace_an': 1}
-
id: 111052
{'hecke_orbit_code': 33554562, 'n': 53, 'trace_an': 14}
-
id: 111053
{'hecke_orbit_code': 33554562, 'n': 54, 'trace_an': -8}
-
id: 111054
{'hecke_orbit_code': 33554562, 'n': 55, 'trace_an': -4}
-
id: 111055
{'hecke_orbit_code': 33554562, 'n': 56, 'trace_an': 0}
-
id: 111056
{'hecke_orbit_code': 33554562, 'n': 57, 'trace_an': 8}
-
id: 111057
{'hecke_orbit_code': 33554562, 'n': 58, 'trace_an': 6}
-
id: 111058
{'hecke_orbit_code': 33554562, 'n': 59, 'trace_an': 24}
-
id: 111059
{'hecke_orbit_code': 33554562, 'n': 60, 'trace_an': -4}
-
id: 111060
{'hecke_orbit_code': 33554562, 'n': 61, 'trace_an': 2}
-
id: 111061
{'hecke_orbit_code': 33554562, 'n': 62, 'trace_an': -12}
-
id: 111062
{'hecke_orbit_code': 33554562, 'n': 63, 'trace_an': -8}
-
id: 111063
{'hecke_orbit_code': 33554562, 'n': 64, 'trace_an': 3}
-
id: 111064
{'hecke_orbit_code': 33554562, 'n': 65, 'trace_an': 3}
-
id: 111065
{'hecke_orbit_code': 33554562, 'n': 66, 'trace_an': -16}
-
id: 111066
{'hecke_orbit_code': 33554562, 'n': 67, 'trace_an': -12}
-
id: 111067
{'hecke_orbit_code': 33554562, 'n': 68, 'trace_an': -2}
-
id: 111068
{'hecke_orbit_code': 33554562, 'n': 69, 'trace_an': 0}
-
id: 111069
{'hecke_orbit_code': 33554562, 'n': 70, 'trace_an': 8}
-
id: 111070
{'hecke_orbit_code': 33554562, 'n': 71, 'trace_an': -8}
-
id: 111071
{'hecke_orbit_code': 33554562, 'n': 72, 'trace_an': -3}
-
id: 111072
{'hecke_orbit_code': 33554562, 'n': 73, 'trace_an': 10}
-
id: 111073
{'hecke_orbit_code': 33554562, 'n': 74, 'trace_an': 2}
-
id: 111074
{'hecke_orbit_code': 33554562, 'n': 75, 'trace_an': 0}
-
id: 111075
{'hecke_orbit_code': 33554562, 'n': 76, 'trace_an': 0}
-
id: 111076
{'hecke_orbit_code': 33554562, 'n': 77, 'trace_an': 32}
-
id: 111077
{'hecke_orbit_code': 33554562, 'n': 78, 'trace_an': 0}
-
id: 111078
{'hecke_orbit_code': 33554562, 'n': 79, 'trace_an': -16}
-
id: 111079
{'hecke_orbit_code': 33554562, 'n': 80, 'trace_an': 1}
-
id: 111080
{'hecke_orbit_code': 33554562, 'n': 81, 'trace_an': -13}
-
id: 111081
{'hecke_orbit_code': 33554562, 'n': 82, 'trace_an': 26}
-
id: 111082
{'hecke_orbit_code': 33554562, 'n': 83, 'trace_an': 12}
-
id: 111083
{'hecke_orbit_code': 33554562, 'n': 84, 'trace_an': 0}
-
id: 111084
{'hecke_orbit_code': 33554562, 'n': 85, 'trace_an': -6}
-
id: 111085
{'hecke_orbit_code': 33554562, 'n': 86, 'trace_an': -12}
-
id: 111086
{'hecke_orbit_code': 33554562, 'n': 87, 'trace_an': 16}
-
id: 111087
{'hecke_orbit_code': 33554562, 'n': 88, 'trace_an': 4}
-
id: 111088
{'hecke_orbit_code': 33554562, 'n': 89, 'trace_an': -10}
-
id: 111089
{'hecke_orbit_code': 33554562, 'n': 90, 'trace_an': -5}
-
id: 111090
{'hecke_orbit_code': 33554562, 'n': 91, 'trace_an': 0}
-
id: 111091
{'hecke_orbit_code': 33554562, 'n': 92, 'trace_an': 8}
-
id: 111092
{'hecke_orbit_code': 33554562, 'n': 93, 'trace_an': -16}
-
id: 111093
{'hecke_orbit_code': 33554562, 'n': 94, 'trace_an': 8}
-
id: 111094
{'hecke_orbit_code': 33554562, 'n': 95, 'trace_an': -12}
-
id: 111095
{'hecke_orbit_code': 33554562, 'n': 96, 'trace_an': 4}
-
id: 111096
{'hecke_orbit_code': 33554562, 'n': 97, 'trace_an': 2}
-
id: 111097
{'hecke_orbit_code': 33554562, 'n': 98, 'trace_an': -7}
-
id: 111098
{'hecke_orbit_code': 33554562, 'n': 99, 'trace_an': -8}
-
id: 111099
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id: 111100
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id: 111101
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id: 111102
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id: 111103
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id: 111104
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id: 111105
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id: 111106
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id: 111107
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id: 111108
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id: 111109
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id: 111110
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id: 111111
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id: 111112
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id: 111113
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id: 111114
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id: 111115
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id: 111116
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id: 111117
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id: 111118
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id: 111119
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id: 111120
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id: 111121
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id: 111122
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id: 111123
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id: 111124
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id: 111125
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id: 111126
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id: 111127
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id: 111128
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id: 111129
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id: 111130
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id: 111131
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id: 111132
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id: 111133
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id: 111134
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id: 111135
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id: 111136
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id: 111137
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id: 111138
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id: 111139
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id: 111140
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id: 111141
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id: 111142
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id: 111143
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id: 111144
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id: 111145
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id: 111146
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id: 111147
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id: 111148
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id: 111149
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id: 111150
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id: 111151
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id: 111152
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id: 111153
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id: 111154
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id: 111155
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id: 111156
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id: 111157
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id: 111158
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id: 111159
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id: 111160
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id: 111161
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id: 111162
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id: 111163
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id: 111164
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id: 111165
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id: 111166
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id: 111167
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id: 111168
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id: 111169
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id: 111170
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id: 111171
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id: 111172
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id: 111173
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id: 111174
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id: 111175
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id: 111176
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id: 111177
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id: 111178
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id: 111179
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id: 111180
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id: 111181
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id: 111182
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id: 111183
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id: 111184
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id: 111185
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id: 111186
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id: 111187
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id: 111188
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id: 111189
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id: 111190
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id: 111191
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id: 111192
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id: 111193
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id: 111194
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id: 111195
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id: 111196
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id: 111197
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id: 111198
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id: 111199
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id: 111200
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id: 111201
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id: 111202
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id: 111203
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id: 111204
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id: 111205
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id: 111206
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id: 111207
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id: 111208
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id: 111209
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id: 111210
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id: 111211
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id: 111212
{'hecke_orbit_code': 33554562, 'n': 213, 'trace_an': 32}
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id: 111213
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id: 111214
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id: 111215
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id: 111216
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id: 111217
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id: 111218
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id: 111219
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id: 111220
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id: 111221
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id: 111222
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id: 111223
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id: 111224
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id: 111225
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id: 111226
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id: 111227
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id: 111228
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id: 111229
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id: 111230
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id: 111231
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id: 111232
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id: 111233
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id: 111234
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id: 111235
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id: 111236
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id: 111237
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id: 111238
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id: 111239
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id: 111240
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id: 111241
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id: 111242
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id: 111243
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id: 111244
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id: 111245
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id: 111246
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id: 111247
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id: 111248
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id: 111249
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id: 111250
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id: 111251
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id: 111252
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id: 111253
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id: 111254
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id: 111255
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id: 111256
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id: 111257
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id: 111258
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id: 111259
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id: 111260
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id: 111261
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id: 111262
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id: 111263
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id: 111264
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id: 111265
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id: 111272
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id: 111300
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id: 111301
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id: 111302
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id: 111303
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id: 111304
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id: 111305
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id: 111306
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id: 111307
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id: 111308
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id: 111309
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id: 111310
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id: 111311
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id: 111312
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id: 111313
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id: 111314
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id: 111315
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id: 111316
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id: 111317
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id: 111318
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id: 111319
{'hecke_orbit_code': 33554562, 'n': 320, 'trace_an': 1}
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id: 111320
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id: 111434
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id: 111445
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id: 111450
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id: 111452
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id: 111645
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id: 111650
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id: 111653
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id: 111654
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id: 111655
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id: 111656
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id: 111659
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id: 111660
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id: 111661
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id: 111662
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id: 111663
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id: 111664
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id: 111665
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id: 111666
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id: 111670
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id: 111675
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id: 111704
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id: 111707
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id: 111709
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id: 111710
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id: 111880
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id: 111881
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id: 111888
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id: 111889
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id: 111890
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id: 111891
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id: 111893
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id: 111900
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id: 111911
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id: 111920
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-
id: 111980
{'hecke_orbit_code': 33554562, 'n': 981, 'trace_an': -10}
-
id: 111981
{'hecke_orbit_code': 33554562, 'n': 982, 'trace_an': 44}
-
id: 111982
{'hecke_orbit_code': 33554562, 'n': 983, 'trace_an': -88}
-
id: 111983
{'hecke_orbit_code': 33554562, 'n': 984, 'trace_an': 8}
-
id: 111984
{'hecke_orbit_code': 33554562, 'n': 985, 'trace_an': -14}
-
id: 111985
{'hecke_orbit_code': 33554562, 'n': 986, 'trace_an': -36}
-
id: 111986
{'hecke_orbit_code': 33554562, 'n': 987, 'trace_an': 0}
-
id: 111987
{'hecke_orbit_code': 33554562, 'n': 988, 'trace_an': -12}
-
id: 111988
{'hecke_orbit_code': 33554562, 'n': 989, 'trace_an': -48}
-
id: 111989
{'hecke_orbit_code': 33554562, 'n': 990, 'trace_an': 8}
-
id: 111990
{'hecke_orbit_code': 33554562, 'n': 991, 'trace_an': 16}
-
id: 111991
{'hecke_orbit_code': 33554562, 'n': 992, 'trace_an': -12}
-
id: 111992
{'hecke_orbit_code': 33554562, 'n': 993, 'trace_an': -56}
-
id: 111993
{'hecke_orbit_code': 33554562, 'n': 994, 'trace_an': -64}
-
id: 111994
{'hecke_orbit_code': 33554562, 'n': 995, 'trace_an': 8}
-
id: 111995
{'hecke_orbit_code': 33554562, 'n': 996, 'trace_an': 0}
-
id: 111996
{'hecke_orbit_code': 33554562, 'n': 997, 'trace_an': 22}
-
id: 111997
{'hecke_orbit_code': 33554562, 'n': 998, 'trace_an': 68}
-
id: 111998
{'hecke_orbit_code': 33554562, 'n': 999, 'trace_an': 16}
-
id: 111999
{'hecke_orbit_code': 33554562, 'n': 1000, 'trace_an': -1}
