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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [3, -1]], 1, 1], [[[2, -1], [3, 1]], 1, 1]], 'ALdims': [0, 1, 1, 0], 'Nk2': 576, 'analytic_conductor': 1.1498457891064375, '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': [144, 1, [127, 37, 65], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 13, 'dim': 2, 'eis_dim': 23, 'eis_new_dim': 1, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 33554576, 'hecke_orbit_dims': [1, 1], 'label': '144.2.a', 'level': 144, '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': 36, 'mf_new_dim': 3, 'num_forms': 2, 'plus_dim': 0, 'prim_orbit_index': 1, 'relative_dim': 2, 'sturm_bound': 48, 'trace_bound': 5, 'trace_display': [0, 0, 2, 4], 'traces': [2, 0, 0, 0, 2, 0, 4, 0, 0, 0, 4, 0, 0, 0, 0, 0, -2, 0, -4, 0, 0, 0, -8, 0, -6, 0, 0, 0, -6, 0, -4, 0, 0, 0, 0, 0, -4, 0, 0, 0, 6, 0, -12, 0, 0, 0, 0, 0, 2, 0, 0, 0, 2, 0, 8, 0, 0, 0, 4, 0, 12, 0, 0, 0, -4, 0, 20, 0, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 12, 0, 0, 0, -4, 0, -4, 0, 0, 0, 6, 0, 8, 0, 0, 0, 8, 0, 16, 0, 0, 0, 18, 0, -36, 0, 0, 0, -12, 0, 0, 0, 0, 0, -18, 0, -16, 0, 0, 0, 0, 0, -6, 0, 0, 0, -12, 0, -12, 0, 0, 0, -4, 0, -32, 0, 0, 0, 6, 0, 28, 0, 0, 0, -8, 0, -12, 0, 0, 0, -14, 0, 20, 0, 0, 0, -16, 0, 12, 0, 0, 0, 0, 0, -20, 0, 0, 0, 24, 0, -18, 0, 0, 0, -6, 0, -20, 0, 0, 0, 12, 0, 32, 0, 0, 0, 12, 0, -8, 0, 0, 0, 0, 0, 4, 0, 0, 0, 18, 0, 12, 0, 0, 0, 0, 0, 12, 0, 0, 0, 16, 0, 36, 0, 0, 0, -8, 0, 16, 0, 0, 0, 4, 0, 36, 0, 0, 0, 12, 0, 0, 0, 0, 0, -10, 0, 0, 0, 0, 0, -16, 0, 32, 0, 0, 0, -14, 0, -24, 0, 0, 0, 20, 0, -32, 0, 0, 0, -2, 0, -40, 0, 0, 0, -8, 0, 4, 0, 0, 0, 10, 0, 20, 0, 0, 0, -4, 0, 0, 0, 0, 0, -26, 0, -4, 0, 0, 0, 0, 0, -30, 0, 0, 0, 18, 0, 8, 0, 0, 0, 16, 0, -32, 0, 0, 0, -4, 0, 4, 0, 0, 0, -24, 0, -28, 0, 0, 0, -6, 0, -24, 0, 0, 0, -8, 0, -8, 0, 0, 0, 0, 0, -52, 0, 0, 0, 8, 0, -16, 0, 0, 0, -32, 0, 8, 0, 0, 0, -12, 0, 44, 0, 0, 0, -2, 0, 16, 0, 0, 0, -24, 0, 42, 0, 0, 0, 20, 0, 12, 0, 0, 0, 0, 0, 28, 0, 0, 0, 12, 0, -28, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 16, 0, 0, 0, 16, 0, -20, 0, 0, 0, 30, 0, 24, 0, 0, 0, 24, 0, 32, 0, 0, 0, 0, 0, -8, 0, 0, 0, 12, 0, -32, 0, 0, 0, 2, 0, 56, 0, 0, 0, 32, 0, -12, 0, 0, 0, -32, 0, 28, 0, 0, 0, 20, 0, 12, 0, 0, 0, 14, 0, 24, 0, 0, 0, 0, 0, -32, 0, 0, 0, 26, 0, -28, 0, 0, 0, -36, 0, 64, 0, 0, 0, -16, 0, 36, 0, 0, 0, -16, 0, -32, 0, 0, 0, 4, 0, -12, 0, 0, 0, -12, 0, 12, 0, 0, 0, 0, 0, -44, 0, 0, 0, 24, 0, 36, 0, 0, 0, -6, 0, -40, 0, 0, 0, -32, 0, 0, 0, 0, 0, -26, 0, -12, 0, 0, 0, 16, 0, 18, 0, 0, 0, -12, 0, -24, 0, 0, 0, -28, 0, -64, 0, 0, 0, -4, 0, -4, 0, 0, 0, -24, 0, 16, 0, 0, 0, 26, 0, -8, 0, 0, 0, 28, 0, -36, 0, 0, 0, -10, 0, -20, 0, 0, 0, 8, 0, -44, 0, 0, 0, 0, 0, 8, 0, 0, 0, -44, 0, -64, 0, 0, 0, 14, 0, 0, 0, 0, 0, 24, 0, -12, 0, 0, 0, 10, 0, 20, 0, 0, 0, 0, 0, 28, 0, 0, 0, -42, 0, 12, 0, 0, 0, 0, 0, 6, 0, 0, 0, -12, 0, -60, 0, 0, 0, 16, 0, 32, 0, 0, 0, 14, 0, 28, 0, 0, 0, 8, 0, 16, 0, 0, 0, -6, 0, -8, 0, 0, 0, 12, 0, 28, 0, 0, 0, 0, 0, 48, 0, 0, 0, -8, 0, 84, 0, 0, 0, 2, 0, 56, 0, 0, 0, 4, 0, 12, 0, 0, 0, -4, 0, -4, 0, 0, 0, 24, 0, -12, 0, 0, 0, -6, 0, 104, 0, 0, 0, 0, 0, -32, 0, 0, 0, 64, 0, -16, 0, 0, 0, -32, 0, -80, 0, 0, 0, 6, 0, -92, 0, 0, 0, 8, 0, 64, 0, 0, 0, 16, 0, 20, 0, 0, 0, -8, 0, -28, 0, 0, 0, 0, 0, 28, 0, 0, 0, 32, 0, 64, 0, 0, 0, 22, 0, 8, 0, 0, 0, -8, 0, 4, 0, 0, 0, 18, 0, -12, 0, 0, 0, 24, 0, 32, 0, 0, 0, -4, 0, -84, 0, 0, 0, 0, 0, 32, 0, 0, 0, -22, 0, 0, 0, 0, 0, 40, 0, 0, 0, 0, 0, -26, 0, -60, 0, 0, 0, -24, 0, 48, 0, 0, 0, -30, 0, 68, 0, 0, 0, -28, 0, -96, 0, 0, 0, 14, 0, 48, 0, 0, 0, -24, 0, -22, 0, 0, 0, -18, 0, -44, 0, 0, 0, -48, 0, -68, 0, 0, 0, -42, 0, -44, 0, 0, 0, -32, 0, -12, 0, 0, 0, 32, 0, 24, 0, 0, 0, 0, 0, -52, 0, 0, 0, -50, 0, -4, 0, 0, 0, 8, 0, -80, 0, 0, 0, 0, 0, 24, 0, 0, 0, 48, 0, -4, 0, 0, 0, 12, 0, 36, 0, 0, 0, 16, 0, -16, 0, 0, 0, 0, 0, 36, 0, 0, 0, -16, 0, 44, 0, 0, 0, -50, 0, -100, 0, 0, 0, -16, 0, 68, 0, 0, 0, -6, 0, -48, 0, 0, 0, 12, 0, -40, 0, 0, 0, 54, 0, 0, 0, 0, 0, 0, 0, 18, 0, 0, 0, 4, 0, -4, 0, 0, 0, 36, 0, 64, 0, 0, 0, 30, 0, 24, 0, 0, 0, -24, 0, 36, 0, 0, 0, 32, 0, -84, 0, 0, 0, -32, 0, -36, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 137465
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '144.2.a', 'level': 144, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '24.2.a', 'sub_level': 24, 'sub_mult': 4, 'weight': 2}
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id: 137466
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '144.2.a', 'level': 144, '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': 3, 'weight': 2}
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id: 137467
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '144.2.a', 'level': 144, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '48.2.a', 'sub_level': 48, 'sub_mult': 2, 'weight': 2}
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id: 137468
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '144.2.a', 'level': 144, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '72.2.a', 'sub_level': 72, 'sub_mult': 2, 'weight': 2}
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id: 137464
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '144.2.a', 'level': 144, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '144.2.a', 'sub_level': 144, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '144.2.a', 'level': 144, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 125000
{'hecke_orbit_code': 33554576, 'n': 1, 'trace_an': 2}
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id: 125001
{'hecke_orbit_code': 33554576, 'n': 2, 'trace_an': 0}
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id: 125002
{'hecke_orbit_code': 33554576, 'n': 3, 'trace_an': 0}
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id: 125003
{'hecke_orbit_code': 33554576, 'n': 4, 'trace_an': 0}
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id: 125004
{'hecke_orbit_code': 33554576, 'n': 5, 'trace_an': 2}
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id: 125005
{'hecke_orbit_code': 33554576, 'n': 6, 'trace_an': 0}
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id: 125006
{'hecke_orbit_code': 33554576, 'n': 7, 'trace_an': 4}
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id: 125007
{'hecke_orbit_code': 33554576, 'n': 8, 'trace_an': 0}
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id: 125008
{'hecke_orbit_code': 33554576, 'n': 9, 'trace_an': 0}
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id: 125009
{'hecke_orbit_code': 33554576, 'n': 10, 'trace_an': 0}
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id: 125010
{'hecke_orbit_code': 33554576, 'n': 11, 'trace_an': 4}
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id: 125011
{'hecke_orbit_code': 33554576, 'n': 12, 'trace_an': 0}
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id: 125012
{'hecke_orbit_code': 33554576, 'n': 13, 'trace_an': 0}
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id: 125013
{'hecke_orbit_code': 33554576, 'n': 14, 'trace_an': 0}
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id: 125014
{'hecke_orbit_code': 33554576, 'n': 15, 'trace_an': 0}
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id: 125015
{'hecke_orbit_code': 33554576, 'n': 16, 'trace_an': 0}
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id: 125016
{'hecke_orbit_code': 33554576, 'n': 17, 'trace_an': -2}
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id: 125017
{'hecke_orbit_code': 33554576, 'n': 18, 'trace_an': 0}
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id: 125018
{'hecke_orbit_code': 33554576, 'n': 19, 'trace_an': -4}
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id: 125019
{'hecke_orbit_code': 33554576, 'n': 20, 'trace_an': 0}
-
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{'hecke_orbit_code': 33554576, 'n': 911, 'trace_an': 16}
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id: 125911
{'hecke_orbit_code': 33554576, 'n': 912, 'trace_an': 0}
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id: 125912
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id: 125913
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id: 125914
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id: 125915
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id: 125916
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id: 125917
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id: 125918
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id: 125919
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id: 125920
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id: 125921
{'hecke_orbit_code': 33554576, 'n': 922, 'trace_an': 0}
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id: 125922
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id: 125923
{'hecke_orbit_code': 33554576, 'n': 924, 'trace_an': 0}
-
id: 125924
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id: 125925
{'hecke_orbit_code': 33554576, 'n': 926, 'trace_an': 0}
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id: 125926
{'hecke_orbit_code': 33554576, 'n': 927, 'trace_an': 0}
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id: 125927
{'hecke_orbit_code': 33554576, 'n': 928, 'trace_an': 0}
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id: 125928
{'hecke_orbit_code': 33554576, 'n': 929, 'trace_an': -50}
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id: 125929
{'hecke_orbit_code': 33554576, 'n': 930, 'trace_an': 0}
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id: 125930
{'hecke_orbit_code': 33554576, 'n': 931, 'trace_an': -100}
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id: 125931
{'hecke_orbit_code': 33554576, 'n': 932, 'trace_an': 0}
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id: 125932
{'hecke_orbit_code': 33554576, 'n': 933, 'trace_an': 0}
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id: 125933
{'hecke_orbit_code': 33554576, 'n': 934, 'trace_an': 0}
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id: 125934
{'hecke_orbit_code': 33554576, 'n': 935, 'trace_an': -16}
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id: 125935
{'hecke_orbit_code': 33554576, 'n': 936, 'trace_an': 0}
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id: 125936
{'hecke_orbit_code': 33554576, 'n': 937, 'trace_an': 68}
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id: 125937
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id: 125938
{'hecke_orbit_code': 33554576, 'n': 939, 'trace_an': 0}
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id: 125939
{'hecke_orbit_code': 33554576, 'n': 940, 'trace_an': 0}
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id: 125940
{'hecke_orbit_code': 33554576, 'n': 941, 'trace_an': -6}
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id: 125941
{'hecke_orbit_code': 33554576, 'n': 942, 'trace_an': 0}
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id: 125942
{'hecke_orbit_code': 33554576, 'n': 943, 'trace_an': -48}
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id: 125943
{'hecke_orbit_code': 33554576, 'n': 944, 'trace_an': 0}
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id: 125944
{'hecke_orbit_code': 33554576, 'n': 945, 'trace_an': 0}
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id: 125945
{'hecke_orbit_code': 33554576, 'n': 946, 'trace_an': 0}
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id: 125946
{'hecke_orbit_code': 33554576, 'n': 947, 'trace_an': 12}
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id: 125947
{'hecke_orbit_code': 33554576, 'n': 948, 'trace_an': 0}
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id: 125948
{'hecke_orbit_code': 33554576, 'n': 949, 'trace_an': -40}
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id: 125949
{'hecke_orbit_code': 33554576, 'n': 950, 'trace_an': 0}
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id: 125950
{'hecke_orbit_code': 33554576, 'n': 951, 'trace_an': 0}
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id: 125951
{'hecke_orbit_code': 33554576, 'n': 952, 'trace_an': 0}
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id: 125952
{'hecke_orbit_code': 33554576, 'n': 953, 'trace_an': 54}
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id: 125953
{'hecke_orbit_code': 33554576, 'n': 954, 'trace_an': 0}
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id: 125954
{'hecke_orbit_code': 33554576, 'n': 955, 'trace_an': 0}
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id: 125955
{'hecke_orbit_code': 33554576, 'n': 956, 'trace_an': 0}
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id: 125956
{'hecke_orbit_code': 33554576, 'n': 957, 'trace_an': 0}
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id: 125957
{'hecke_orbit_code': 33554576, 'n': 958, 'trace_an': 0}
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id: 125958
{'hecke_orbit_code': 33554576, 'n': 959, 'trace_an': 0}
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id: 125959
{'hecke_orbit_code': 33554576, 'n': 960, 'trace_an': 0}
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id: 125960
{'hecke_orbit_code': 33554576, 'n': 961, 'trace_an': 18}
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id: 125961
{'hecke_orbit_code': 33554576, 'n': 962, 'trace_an': 0}
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id: 125962
{'hecke_orbit_code': 33554576, 'n': 963, 'trace_an': 0}
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id: 125963
{'hecke_orbit_code': 33554576, 'n': 964, 'trace_an': 0}
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id: 125964
{'hecke_orbit_code': 33554576, 'n': 965, 'trace_an': 4}
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id: 125965
{'hecke_orbit_code': 33554576, 'n': 966, 'trace_an': 0}
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id: 125966
{'hecke_orbit_code': 33554576, 'n': 967, 'trace_an': -4}
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id: 125967
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id: 125968
{'hecke_orbit_code': 33554576, 'n': 969, 'trace_an': 0}
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id: 125969
{'hecke_orbit_code': 33554576, 'n': 970, 'trace_an': 0}
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id: 125970
{'hecke_orbit_code': 33554576, 'n': 971, 'trace_an': 36}
-
id: 125971
{'hecke_orbit_code': 33554576, 'n': 972, 'trace_an': 0}
-
id: 125972
{'hecke_orbit_code': 33554576, 'n': 973, 'trace_an': 64}
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id: 125973
{'hecke_orbit_code': 33554576, 'n': 974, 'trace_an': 0}
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id: 125974
{'hecke_orbit_code': 33554576, 'n': 975, 'trace_an': 0}
-
id: 125975
{'hecke_orbit_code': 33554576, 'n': 976, 'trace_an': 0}
-
id: 125976
{'hecke_orbit_code': 33554576, 'n': 977, 'trace_an': 30}
-
id: 125977
{'hecke_orbit_code': 33554576, 'n': 978, 'trace_an': 0}
-
id: 125978
{'hecke_orbit_code': 33554576, 'n': 979, 'trace_an': 24}
-
id: 125979
{'hecke_orbit_code': 33554576, 'n': 980, 'trace_an': 0}
-
id: 125980
{'hecke_orbit_code': 33554576, 'n': 981, 'trace_an': 0}
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id: 125981
{'hecke_orbit_code': 33554576, 'n': 982, 'trace_an': 0}
-
id: 125982
{'hecke_orbit_code': 33554576, 'n': 983, 'trace_an': -24}
-
id: 125983
{'hecke_orbit_code': 33554576, 'n': 984, 'trace_an': 0}
-
id: 125984
{'hecke_orbit_code': 33554576, 'n': 985, 'trace_an': 36}
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id: 125985
{'hecke_orbit_code': 33554576, 'n': 986, 'trace_an': 0}
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id: 125986
{'hecke_orbit_code': 33554576, 'n': 987, 'trace_an': 0}
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id: 125987
{'hecke_orbit_code': 33554576, 'n': 988, 'trace_an': 0}
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id: 125988
{'hecke_orbit_code': 33554576, 'n': 989, 'trace_an': 32}
-
id: 125989
{'hecke_orbit_code': 33554576, 'n': 990, 'trace_an': 0}
-
id: 125990
{'hecke_orbit_code': 33554576, 'n': 991, 'trace_an': -84}
-
id: 125991
{'hecke_orbit_code': 33554576, 'n': 992, 'trace_an': 0}
-
id: 125992
{'hecke_orbit_code': 33554576, 'n': 993, 'trace_an': 0}
-
id: 125993
{'hecke_orbit_code': 33554576, 'n': 994, 'trace_an': 0}
-
id: 125994
{'hecke_orbit_code': 33554576, 'n': 995, 'trace_an': -32}
-
id: 125995
{'hecke_orbit_code': 33554576, 'n': 996, 'trace_an': 0}
-
id: 125996
{'hecke_orbit_code': 33554576, 'n': 997, 'trace_an': -36}
-
id: 125997
{'hecke_orbit_code': 33554576, 'n': 998, 'trace_an': 0}
-
id: 125998
{'hecke_orbit_code': 33554576, 'n': 999, 'trace_an': 0}
-
id: 125999
{'hecke_orbit_code': 33554576, 'n': 1000, 'trace_an': 0}
