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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [5, 1]], 1, 1]], 'ALdims': [0, 0, 1, 0], 'Nk2': 180, 'analytic_conductor': 0.3593268090957617, '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': [45, 1, [11, 37], [1, 1]], 'conrey_index': 1, 'cusp_dim': 3, 'dim': 1, 'eis_dim': 7, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 33554477, 'hecke_orbit_dims': [1], 'label': '45.2.a', 'level': 45, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 10, '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': [1, 0, -1, 0], 'traces': [1, 1, 0, -1, -1, 0, 0, -3, 0, -1, 4, 0, -2, 0, 0, -1, -2, 0, 4, 1, 0, 4, 0, 0, 1, -2, 0, 0, 2, 0, 0, 5, 0, -2, 0, 0, -10, 4, 0, 3, -10, 0, 4, -4, 0, 0, -8, 0, -7, 1, 0, 2, 10, 0, -4, 0, 0, 2, 4, 0, -2, 0, 0, 7, 2, 0, 12, 2, 0, 0, 8, 0, 10, -10, 0, -4, 0, 0, 0, 1, 0, -10, -12, 0, 2, 4, 0, -12, 6, 0, 0, 0, 0, -8, -4, 0, 2, -7, 0, -1, -6, 0, -16, 6, 0, 10, 12, 0, 14, -4, 0, 0, -2, 0, 0, -2, 0, 4, 0, 0, 5, -2, 0, 0, -1, 0, -8, -3, 0, 2, 12, 0, 0, 12, 0, 6, 6, 0, -4, 0, 0, 8, -8, 0, -2, 10, 0, 10, -22, 0, -8, -12, 0, 0, 0, 0, 14, 0, 0, -5, 0, 0, -4, 10, 0, -12, 0, 0, -9, 2, 0, -4, 18, 0, 0, -4, 0, 6, -20, 0, -10, 0, 0, 0, 10, 0, -8, 8, 0, -4, -16, 0, 2, 2, 0, 7, -6, 0, -8, -3, 0, -6, 0, 0, 10, -16, 0, 2, 16, 0, 20, -10, 0, 12, -4, 0, 0, 14, 0, 4, 4, 0, 8, 0, 0, -2, 20, 0, 6, 0, 0, -6, 6, 0, 8, -4, 0, 0, 16, 0, -14, 5, 0, 2, 7, 0, -8, 0, 0, -1, -12, 0, 0, -8, 0, -17, -18, 0, 0, -2, 0, 12, -16, 0, -10, 0, 0, -12, -14, 0, 16, 2, 0, 6, 4, 0, 6, -4, 0, 0, 6, 0, -12, -8, 0, -8, 0, 0, -13, -2, 0, -10, -6, 0, -4, 30, 0, -22, 0, 0, 0, -8, 0, -4, 2, 0, 28, 0, 0, 0, 24, 0, 26, 14, 0, 0, 2, 0, 8, -7, 0, 0, -8, 0, -2, -4, 0, 30, 0, 0, 12, 12, 0, 0, -12, 0, -14, -9, 0, -2, 0, 0, 0, -12, 0, 18, 28, 0, -2, 0, 0, 20, -18, 0, -8, -6, 0, -20, 24, 0, -3, -10, 0, 0, -10, 0, -24, 0, 0, 10, 0, 0, -26, -8, 0, 24, -4, 0, -20, 4, 0, -16, 24, 0, 0, 2, 0, -2, -6, 0, 0, 21, 0, -6, 0, 0, -2, -8, 0, -1, -18, 0, 0, 6, 0, 0, -40, 0, 26, 10, 0, 16, 0, 0, 12, -10, 0, 16, -4, 0, -26, 20, 0, -30, -2, 0, 0, -12, 0, -4, 0, 0, -14, 0, 0, -14, 0, 0, 40, 12, 0, 4, 12, 0, -6, 8, 0, 0, -2, 0, -40, 2, 0, 20, 0, 0, 10, 6, 0, 0, 18, 0, 24, -2, 0, 6, -28, 0, 0, 8, 0, -12, 16, 0, 4, 0, 0, 16, 0, 0, 20, -14, 0, -5, -2, 0, 32, 6, 0, 7, -28, 0, -4, -8, 0, 0, 0, 0, 4, 1, 0, -12, 32, 0, 6, 0, 0, 8, 34, 0, 0, -11, 0, -18, 16, 0, -32, 0, 0, -6, -10, 0, 4, -12, 0, -16, 0, 0, -23, -10, 0, 0, 20, 0, -12, -36, 0, -14, -28, 0, 30, 16, 0, -10, -14, 0, -20, -6, 0, 4, 8, 0, 0, 6, 0, 4, 18, 0, -8, 0, 0, 6, -12, 0, 2, -12, 0, -24, 6, 0, -4, 8, 0, 0, 0, 0, 2, -13, 0, 2, 0, 0, 40, -30, 0, -6, 12, 0, 0, -4, 0, 10, -34, 0, 0, 22, 0, 0, 8, 0, 26, 0, 0, 8, -5, 0, -8, 20, 0, 2, 16, 0, 22, 28, 0, 0, 6, 0, -4, 0, 0, 24, 0, 0, 1, 26, 0, -14, 20, 0, -8, 0, 0, 2, 8, 0, 14, 8, 0, 3, 30, 0, -36, 0, 0, -8, -32, 0, 16, -2, 0, 4, -46, 0, -12, 10, 0, 0, -20, 0, 22, 12, 0, 36, 0, 0, 0, 0, 0, -12, -8, 0, -30, -14, 0, 9, -6, 0, 0, -6, 0, 0, -36, 0, -6, 0, 0, -4, -20, 0, -44, -18, 0, 28, 4, 0, 20, -2, 0, 0, 2, 0, -40, 28, 0, -18, 0, 0, -26, -8, 0, -18, 0, 0, 8, 20, 0, 24, 48, 0, 0, -3, 0, 10, 2, 0, -16, 0, 0, -10, -8, 0, 14, -24, 0, 0, 48, 0, -44, -10, 0, 0, 16, 0, 22, -26, 0, 8, 0, 0, 16, 8, 0, -4, 8, 0, -26, -20, 0, 12, 6, 0, 0, 16, 0, 24, -8, 0, 2, 0, 0, -2, -6, 0, 0, -6, 0, -6, -40, 0, 32, 0, 0, 7, -14, 0, 28, 6, 0, 0, 0, 0, 4, -2, 0, 8, 2, 0, 16, 5, 0, -18, 40, 0, 0, 0, 0, 18, -10, 0, 12, 0, 0, -40, 4, 0, 16, 26, 0, -10, -54, 0, 32, 48, 0, 0, 28, 0, 30, 12, 0, -14, 14, 0, 0, -16, 0, -4, -40, 0, -25, -26, 0, -20, 9, 0, 0, -10, 0, -2, 0, 0, 6, 0, 0, -36, 22, 0, -20, 4, 0, 0, 56, 0, -18, -14, 0, 0, 0, 0, -24, -42, 0, 0, 0, 0, 30, 40, 0, 4, 46, 0, 44, -4, 0, 12, -48, 0, 0, -6, 0, -8, -32, 0, 20, 0, 0, -2, 0, 0, -20, -40, 0, 6, 10, 0, -12, -20, 0, 0, -32, 0, -48, 10, 0, -6, 0, 0, 40, 0, 0, 18, -16, 0, -10, 24, 0, 10, -34, 0, -28, -6, 0, -28, 8, 0, -54, 0, 0, -8, 50, 0, 0, -4, 0, 16, 36, 0, -20, 4, 0, 0, 22, 0, 16, -16, 0, 0, 0, 0, -31, 20, 0, 14, -2, 0, 32, -15, 0, -2, -60, 0, 0, 32, 0, 2, -2, 0, 24, -7, 0, -28, 0, 0, 6, -4, 0, 8, 0, 0, 32, 0, 0, 0, 8, 0, 54, 4, 0, 3], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 111526
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '45.2.a', 'level': 45, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '15.2.a', 'sub_level': 15, 'sub_mult': 2, 'weight': 2}
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id: 111527
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '45.2.a', 'level': 45, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '45.2.a', 'sub_level': 45, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '45.2.a', 'level': 45, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 27000
{'hecke_orbit_code': 33554477, 'n': 1, 'trace_an': 1}
-
id: 27001
{'hecke_orbit_code': 33554477, 'n': 2, 'trace_an': 1}
-
id: 27002
{'hecke_orbit_code': 33554477, 'n': 3, 'trace_an': 0}
-
id: 27003
{'hecke_orbit_code': 33554477, 'n': 4, 'trace_an': -1}
-
id: 27004
{'hecke_orbit_code': 33554477, 'n': 5, 'trace_an': -1}
-
id: 27005
{'hecke_orbit_code': 33554477, 'n': 6, 'trace_an': 0}
-
id: 27006
{'hecke_orbit_code': 33554477, 'n': 7, 'trace_an': 0}
-
id: 27007
{'hecke_orbit_code': 33554477, 'n': 8, 'trace_an': -3}
-
id: 27008
{'hecke_orbit_code': 33554477, 'n': 9, 'trace_an': 0}
-
id: 27009
{'hecke_orbit_code': 33554477, 'n': 10, 'trace_an': -1}
-
id: 27010
{'hecke_orbit_code': 33554477, 'n': 11, 'trace_an': 4}
-
id: 27011
{'hecke_orbit_code': 33554477, 'n': 12, 'trace_an': 0}
-
id: 27012
{'hecke_orbit_code': 33554477, 'n': 13, 'trace_an': -2}
-
id: 27013
{'hecke_orbit_code': 33554477, 'n': 14, 'trace_an': 0}
-
id: 27014
{'hecke_orbit_code': 33554477, 'n': 15, 'trace_an': 0}
-
id: 27015
{'hecke_orbit_code': 33554477, 'n': 16, 'trace_an': -1}
-
id: 27016
{'hecke_orbit_code': 33554477, 'n': 17, 'trace_an': -2}
-
id: 27017
{'hecke_orbit_code': 33554477, 'n': 18, 'trace_an': 0}
-
id: 27018
{'hecke_orbit_code': 33554477, 'n': 19, 'trace_an': 4}
-
id: 27019
{'hecke_orbit_code': 33554477, 'n': 20, 'trace_an': 1}
-
id: 27020
{'hecke_orbit_code': 33554477, 'n': 21, 'trace_an': 0}
-
id: 27021
{'hecke_orbit_code': 33554477, 'n': 22, 'trace_an': 4}
-
id: 27022
{'hecke_orbit_code': 33554477, 'n': 23, 'trace_an': 0}
-
id: 27023
{'hecke_orbit_code': 33554477, 'n': 24, 'trace_an': 0}
-
id: 27024
{'hecke_orbit_code': 33554477, 'n': 25, 'trace_an': 1}
-
id: 27025
{'hecke_orbit_code': 33554477, 'n': 26, 'trace_an': -2}
-
id: 27026
{'hecke_orbit_code': 33554477, 'n': 27, 'trace_an': 0}
-
id: 27027
{'hecke_orbit_code': 33554477, 'n': 28, 'trace_an': 0}
-
id: 27028
{'hecke_orbit_code': 33554477, 'n': 29, 'trace_an': 2}
-
id: 27029
{'hecke_orbit_code': 33554477, 'n': 30, 'trace_an': 0}
-
id: 27030
{'hecke_orbit_code': 33554477, 'n': 31, 'trace_an': 0}
-
id: 27031
{'hecke_orbit_code': 33554477, 'n': 32, 'trace_an': 5}
-
id: 27032
{'hecke_orbit_code': 33554477, 'n': 33, 'trace_an': 0}
-
id: 27033
{'hecke_orbit_code': 33554477, 'n': 34, 'trace_an': -2}
-
id: 27034
{'hecke_orbit_code': 33554477, 'n': 35, 'trace_an': 0}
-
id: 27035
{'hecke_orbit_code': 33554477, 'n': 36, 'trace_an': 0}
-
id: 27036
{'hecke_orbit_code': 33554477, 'n': 37, 'trace_an': -10}
-
id: 27037
{'hecke_orbit_code': 33554477, 'n': 38, 'trace_an': 4}
-
id: 27038
{'hecke_orbit_code': 33554477, 'n': 39, 'trace_an': 0}
-
id: 27039
{'hecke_orbit_code': 33554477, 'n': 40, 'trace_an': 3}
-
id: 27040
{'hecke_orbit_code': 33554477, 'n': 41, 'trace_an': -10}
-
id: 27041
{'hecke_orbit_code': 33554477, 'n': 42, 'trace_an': 0}
-
id: 27042
{'hecke_orbit_code': 33554477, 'n': 43, 'trace_an': 4}
-
id: 27043
{'hecke_orbit_code': 33554477, 'n': 44, 'trace_an': -4}
-
id: 27044
{'hecke_orbit_code': 33554477, 'n': 45, 'trace_an': 0}
-
id: 27045
{'hecke_orbit_code': 33554477, 'n': 46, 'trace_an': 0}
-
id: 27046
{'hecke_orbit_code': 33554477, 'n': 47, 'trace_an': -8}
-
id: 27047
{'hecke_orbit_code': 33554477, 'n': 48, 'trace_an': 0}
-
id: 27048
{'hecke_orbit_code': 33554477, 'n': 49, 'trace_an': -7}
-
id: 27049
{'hecke_orbit_code': 33554477, 'n': 50, 'trace_an': 1}
-
id: 27050
{'hecke_orbit_code': 33554477, 'n': 51, 'trace_an': 0}
-
id: 27051
{'hecke_orbit_code': 33554477, 'n': 52, 'trace_an': 2}
-
id: 27052
{'hecke_orbit_code': 33554477, 'n': 53, 'trace_an': 10}
-
id: 27053
{'hecke_orbit_code': 33554477, 'n': 54, 'trace_an': 0}
-
id: 27054
{'hecke_orbit_code': 33554477, 'n': 55, 'trace_an': -4}
-
id: 27055
{'hecke_orbit_code': 33554477, 'n': 56, 'trace_an': 0}
-
id: 27056
{'hecke_orbit_code': 33554477, 'n': 57, 'trace_an': 0}
-
id: 27057
{'hecke_orbit_code': 33554477, 'n': 58, 'trace_an': 2}
-
id: 27058
{'hecke_orbit_code': 33554477, 'n': 59, 'trace_an': 4}
-
id: 27059
{'hecke_orbit_code': 33554477, 'n': 60, 'trace_an': 0}
-
id: 27060
{'hecke_orbit_code': 33554477, 'n': 61, 'trace_an': -2}
-
id: 27061
{'hecke_orbit_code': 33554477, 'n': 62, 'trace_an': 0}
-
id: 27062
{'hecke_orbit_code': 33554477, 'n': 63, 'trace_an': 0}
-
id: 27063
{'hecke_orbit_code': 33554477, 'n': 64, 'trace_an': 7}
-
id: 27064
{'hecke_orbit_code': 33554477, 'n': 65, 'trace_an': 2}
-
id: 27065
{'hecke_orbit_code': 33554477, 'n': 66, 'trace_an': 0}
-
id: 27066
{'hecke_orbit_code': 33554477, 'n': 67, 'trace_an': 12}
-
id: 27067
{'hecke_orbit_code': 33554477, 'n': 68, 'trace_an': 2}
-
id: 27068
{'hecke_orbit_code': 33554477, 'n': 69, 'trace_an': 0}
-
id: 27069
{'hecke_orbit_code': 33554477, 'n': 70, 'trace_an': 0}
-
id: 27070
{'hecke_orbit_code': 33554477, 'n': 71, 'trace_an': 8}
-
id: 27071
{'hecke_orbit_code': 33554477, 'n': 72, 'trace_an': 0}
-
id: 27072
{'hecke_orbit_code': 33554477, 'n': 73, 'trace_an': 10}
-
id: 27073
{'hecke_orbit_code': 33554477, 'n': 74, 'trace_an': -10}
-
id: 27074
{'hecke_orbit_code': 33554477, 'n': 75, 'trace_an': 0}
-
id: 27075
{'hecke_orbit_code': 33554477, 'n': 76, 'trace_an': -4}
-
id: 27076
{'hecke_orbit_code': 33554477, 'n': 77, 'trace_an': 0}
-
id: 27077
{'hecke_orbit_code': 33554477, 'n': 78, 'trace_an': 0}
-
id: 27078
{'hecke_orbit_code': 33554477, 'n': 79, 'trace_an': 0}
-
id: 27079
{'hecke_orbit_code': 33554477, 'n': 80, 'trace_an': 1}
-
id: 27080
{'hecke_orbit_code': 33554477, 'n': 81, 'trace_an': 0}
-
id: 27081
{'hecke_orbit_code': 33554477, 'n': 82, 'trace_an': -10}
-
id: 27082
{'hecke_orbit_code': 33554477, 'n': 83, 'trace_an': -12}
-
id: 27083
{'hecke_orbit_code': 33554477, 'n': 84, 'trace_an': 0}
-
id: 27084
{'hecke_orbit_code': 33554477, 'n': 85, 'trace_an': 2}
-
id: 27085
{'hecke_orbit_code': 33554477, 'n': 86, 'trace_an': 4}
-
id: 27086
{'hecke_orbit_code': 33554477, 'n': 87, 'trace_an': 0}
-
id: 27087
{'hecke_orbit_code': 33554477, 'n': 88, 'trace_an': -12}
-
id: 27088
{'hecke_orbit_code': 33554477, 'n': 89, 'trace_an': 6}
-
id: 27089
{'hecke_orbit_code': 33554477, 'n': 90, 'trace_an': 0}
-
id: 27090
{'hecke_orbit_code': 33554477, 'n': 91, 'trace_an': 0}
-
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id: 27762
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id: 27763
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id: 27764
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id: 27765
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id: 27766
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id: 27767
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id: 27768
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id: 27769
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id: 27770
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id: 27771
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id: 27772
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id: 27773
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id: 27774
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id: 27775
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id: 27776
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id: 27777
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id: 27778
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id: 27779
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id: 27780
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id: 27781
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id: 27782
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id: 27783
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id: 27784
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id: 27785
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id: 27786
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id: 27787
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id: 27788
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id: 27789
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id: 27790
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id: 27791
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id: 27792
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id: 27793
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id: 27794
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id: 27795
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id: 27796
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id: 27797
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id: 27798
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id: 27799
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id: 27800
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id: 27801
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id: 27802
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id: 27803
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id: 27804
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id: 27805
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id: 27806
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id: 27807
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id: 27808
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id: 27809
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id: 27810
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id: 27811
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id: 27812
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id: 27813
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id: 27814
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id: 27815
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id: 27816
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id: 27817
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id: 27818
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id: 27819
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id: 27820
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id: 27821
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id: 27822
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id: 27823
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id: 27824
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id: 27825
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id: 27826
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id: 27827
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id: 27828
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id: 27829
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id: 27830
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id: 27831
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id: 27832
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id: 27833
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id: 27834
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id: 27835
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id: 27836
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id: 27837
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id: 27838
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id: 27839
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id: 27840
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id: 27841
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id: 27842
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id: 27843
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id: 27844
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id: 27845
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id: 27846
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id: 27847
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id: 27848
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id: 27849
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id: 27850
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id: 27851
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id: 27852
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id: 27853
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id: 27854
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id: 27855
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id: 27856
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id: 27857
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id: 27858
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id: 27859
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id: 27860
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id: 27861
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id: 27862
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id: 27863
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id: 27864
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id: 27865
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id: 27866
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id: 27867
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id: 27868
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id: 27869
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id: 27870
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id: 27871
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id: 27872
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id: 27873
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id: 27874
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id: 27875
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id: 27876
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id: 27877
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id: 27878
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id: 27879
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id: 27880
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id: 27881
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id: 27882
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id: 27883
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id: 27884
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id: 27885
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id: 27886
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id: 27887
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id: 27888
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id: 27889
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id: 27890
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id: 27891
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id: 27892
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id: 27893
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id: 27894
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id: 27895
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id: 27896
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id: 27897
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id: 27898
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id: 27899
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id: 27900
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id: 27901
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id: 27902
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id: 27903
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id: 27904
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id: 27905
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id: 27906
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id: 27907
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id: 27908
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id: 27909
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id: 27910
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id: 27911
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id: 27912
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id: 27913
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id: 27914
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id: 27915
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id: 27916
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id: 27917
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id: 27918
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id: 27919
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id: 27920
{'hecke_orbit_code': 33554477, 'n': 921, 'trace_an': 0}
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id: 27921
{'hecke_orbit_code': 33554477, 'n': 922, 'trace_an': 18}
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id: 27922
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id: 27923
{'hecke_orbit_code': 33554477, 'n': 924, 'trace_an': 0}
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id: 27924
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id: 27925
{'hecke_orbit_code': 33554477, 'n': 926, 'trace_an': 24}
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id: 27926
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id: 27927
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id: 27928
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id: 27929
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id: 27930
{'hecke_orbit_code': 33554477, 'n': 931, 'trace_an': -28}
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id: 27931
{'hecke_orbit_code': 33554477, 'n': 932, 'trace_an': -6}
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id: 27932
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id: 27933
{'hecke_orbit_code': 33554477, 'n': 934, 'trace_an': -28}
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id: 27934
{'hecke_orbit_code': 33554477, 'n': 935, 'trace_an': 8}
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id: 27935
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id: 27936
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id: 27937
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id: 27938
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id: 27939
{'hecke_orbit_code': 33554477, 'n': 940, 'trace_an': -8}
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id: 27940
{'hecke_orbit_code': 33554477, 'n': 941, 'trace_an': 50}
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id: 27941
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id: 27942
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id: 27943
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id: 27944
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id: 27945
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id: 27946
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id: 27947
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id: 27948
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id: 27949
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id: 27950
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id: 27951
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id: 27952
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id: 27953
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id: 27954
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id: 27955
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id: 27956
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id: 27957
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id: 27958
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id: 27959
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id: 27960
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id: 27961
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id: 27962
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id: 27963
{'hecke_orbit_code': 33554477, 'n': 964, 'trace_an': 14}
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id: 27964
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id: 27965
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id: 27966
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id: 27967
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id: 27968
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id: 27969
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id: 27970
{'hecke_orbit_code': 33554477, 'n': 971, 'trace_an': -60}
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id: 27971
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id: 27972
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id: 27973
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id: 27974
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id: 27975
{'hecke_orbit_code': 33554477, 'n': 976, 'trace_an': 2}
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id: 27976
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id: 27977
{'hecke_orbit_code': 33554477, 'n': 978, 'trace_an': 0}
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id: 27978
{'hecke_orbit_code': 33554477, 'n': 979, 'trace_an': 24}
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id: 27979
{'hecke_orbit_code': 33554477, 'n': 980, 'trace_an': -7}
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id: 27980
{'hecke_orbit_code': 33554477, 'n': 981, 'trace_an': 0}
-
id: 27981
{'hecke_orbit_code': 33554477, 'n': 982, 'trace_an': -28}
-
id: 27982
{'hecke_orbit_code': 33554477, 'n': 983, 'trace_an': 0}
-
id: 27983
{'hecke_orbit_code': 33554477, 'n': 984, 'trace_an': 0}
-
id: 27984
{'hecke_orbit_code': 33554477, 'n': 985, 'trace_an': 6}
-
id: 27985
{'hecke_orbit_code': 33554477, 'n': 986, 'trace_an': -4}
-
id: 27986
{'hecke_orbit_code': 33554477, 'n': 987, 'trace_an': 0}
-
id: 27987
{'hecke_orbit_code': 33554477, 'n': 988, 'trace_an': 8}
-
id: 27988
{'hecke_orbit_code': 33554477, 'n': 989, 'trace_an': 0}
-
id: 27989
{'hecke_orbit_code': 33554477, 'n': 990, 'trace_an': 0}
-
id: 27990
{'hecke_orbit_code': 33554477, 'n': 991, 'trace_an': 32}
-
id: 27991
{'hecke_orbit_code': 33554477, 'n': 992, 'trace_an': 0}
-
id: 27992
{'hecke_orbit_code': 33554477, 'n': 993, 'trace_an': 0}
-
id: 27993
{'hecke_orbit_code': 33554477, 'n': 994, 'trace_an': 0}
-
id: 27994
{'hecke_orbit_code': 33554477, 'n': 995, 'trace_an': 8}
-
id: 27995
{'hecke_orbit_code': 33554477, 'n': 996, 'trace_an': 0}
-
id: 27996
{'hecke_orbit_code': 33554477, 'n': 997, 'trace_an': 54}
-
id: 27997
{'hecke_orbit_code': 33554477, 'n': 998, 'trace_an': 4}
-
id: 27998
{'hecke_orbit_code': 33554477, 'n': 999, 'trace_an': 0}
-
id: 27999
{'hecke_orbit_code': 33554477, 'n': 1000, 'trace_an': 3}