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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [23, 1]], 1, 1], [[[2, -1], [3, -1], [23, -1]], 2, 2], [[[2, 1], [3, -1], [23, 1]], 2, 1], [[[2, 1], [3, -1], [23, -1]], 1, 1], [[[2, -1], [3, 1], [23, 1]], 2, 1], [[[2, 1], [3, 1], [23, -1]], 2, 1]], 'ALdims': [0, 2, 2, 1, 2, 0, 1, 2], 'Nk2': 1656, 'analytic_conductor': 3.305806643681008, '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': [414, 1, [47, 235], [1, 1]], 'conrey_index': 1, 'cusp_dim': 65, 'dim': 10, 'eis_dim': 15, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 33554846, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 2, 2], 'label': '414.2.a', 'level': 414, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 23], 'level_radical': 138, 'mf_dim': 80, 'mf_new_dim': 10, 'num_forms': 7, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 10, 'sturm_bound': 144, 'trace_bound': 5, 'trace_display': [0, 0, -2, 4], 'traces': [10, 0, 0, 10, -2, 0, 4, 0, 0, 2, 10, 0, -4, -4, 0, 10, 8, 0, 2, -2, 0, -6, 0, 0, 18, 0, 0, 4, 0, 0, 16, 0, 0, -12, 32, 0, 2, 10, 0, 2, -16, 0, 6, 10, 0, -2, -8, 0, 10, 4, 0, -4, -18, 0, -16, -4, 0, -20, -8, 0, 6, 8, 0, 10, -12, 0, -22, 8, 0, 0, 0, 0, -16, -34, 0, 2, -24, 0, -28, -2, 0, -28, -34, 0, -60, 6, 0, -6, -12, 0, -24, 0, 0, 0, -8, 0, 8, -16, 0, 18, 52, 0, -32, 0, 0, -6, -18, 0, -18, 24, 0, 4, 36, 0, -2, 0, 0, -16, -8, 0, -10, -22, 0, 16, -12, 0, 32, 0, 0, -36, 48, 0, -24, -22, 0, -12, -40, 0, -24, 32, 0, 24, 12, 0, 12, 4, 0, 2, 30, 0, 32, 10, 0, 8, 56, 0, 42, -36, 0, 2, 4, 0, -36, -16, 0, 22, -16, 0, 38, -20, 0, 6, 24, 0, 12, 10, 0, 0, -4, 0, 30, 56, 0, -2, 20, 0, 84, -8, 0, 64, -36, 0, -36, -12, 0, 10, -40, 0, 68, 4, 0, 0, -8, 0, 4, 24, 0, -4, 28, 0, 0, -18, 0, 54, -104, 0, 48, -30, 0, -16, 0, 0, 0, -4, 0, 0, 26, 0, 94, 10, 0, -20, 20, 0, 0, -8, 0, -24, 56, 0, -8, 12, 0, 6, -2, 0, 28, 8, 0, -12, 22, 0, 6, 16, 0, 10, -40, 0, -32, -12, 0, -8, -40, 0, -44, 72, 0, -22, 48, 0, 104, 8, 0, 4, -42, 0, -8, 64, 0, 0, 36, 0, -18, 0, 0, 28, 56, 0, -2, 20, 0, -16, 6, 0, 24, -34, 0, -38, 0, 0, -8, -8, 0, 2, 52, 0, 4, -24, 0, 48, 8, 0, 16, 46, 0, -28, -80, 0, -52, -2, 0, -4, 4, 0, -180, -12, 0, -28, -16, 0, -24, -34, 0, 8, -24, 0, -68, -32, 0, -60, 40, 0, -88, 6, 0, 36, -52, 0, 40, -92, 0, -6, -44, 0, 64, -12, 0, 4, -44, 0, 38, -6, 0, -24, -12, 0, -4, 0, 0, -76, -16, 0, -126, -28, 0, 0, 64, 0, -14, -8, 0, 28, -40, 0, -80, 56, 0, 8, -30, 0, -4, -16, 0, 4, 0, 0, 108, -36, 0, 18, 40, 0, -160, 52, 0, 40, 72, 0, -68, -20, 0, -32, -80, 0, 0, 0, 0, -60, 46, 0, 34, 40, 0, -6, 32, 0, 48, -18, 0, 16, 44, 0, -136, -64, 0, -18, -2, 0, 32, 24, 0, 104, -36, 0, 4, -56, 0, 4, 0, 0, -12, 36, 0, 42, -64, 0, 0, -6, 0, -2, -32, 0, 56, 0, 0, -16, 54, 0, -24, 8, 0, -16, -124, 0, 6, -8, 0, -24, 24, 0, 172, 68, 0, -10, -84, 0, -16, -22, 0, -94, -4, 0, -88, -68, 0, 16, 80, 0, -60, -12, 0, 78, 44, 0, -4, 14, 0, 32, 32, 0, 24, 0, 0, -36, 32, 0, 48, 16, 0, -36, -88, 0, -86, 48, 0, 120, 32, 0, 10, -28, 0, -24, 64, 0, -112, -22, 0, 44, 42, 0, 104, 88, 0, -12, -12, 0, 64, -40, 0, -82, 60, 0, -16, 60, 0, -24, 2, 0, -44, 32, 0, -32, 42, 0, 116, 6, 0, 24, -80, 0, 74, 12, 0, 8, -20, 0, 128, -32, 0, 12, 104, 0, -16, 4, 0, 50, 32, 0, 96, 120, 0, 2, -24, 0, -16, 30, 0, 4, 8, 0, 64, 8, 0, 32, 46, 0, 48, 10, 0, 68, 0, 0, 38, -52, 0, 8, 12, 0, 46, 56, 0, -24, -88, 0, -2, -68, 0, 42, 60, 0, 16, -36, 0, -20, -80, 0, -4, -52, 0, 2, -8, 0, 158, 4, 0, -92, 0, 0, 136, 8, 0, -36, 76, 0, -56, -16, 0, -64, -106, 0, 158, 48, 0, 22, -112, 0, 20, -16, 0, 112, 48, 0, -64, 24, 0, 38, 54, 0, -40, -20, 0, -16, -40, 0, 148, -8, 0, 6, -44, 0, 112, 24, 0, -12, 104, 0, 72, 76, 0, 12, -6, 0, -112, 10, 0, -32, 24, 0, -118, -40, 0, 0, -8, 0, 32, -4, 0, -28, 0, 0, -64, -148, 0, 30, -88, 0, -12, 56, 0, -28, -52, 0, -78, 20, 0, -2, -4, 0, -124, 20, 0, -64, 64, 0, -76, -42, 0, 84, -152, 0, 32, -8, 0, -120, -24, 0, -74, 50, 0, 64, -20, 0, 16, -36, 0, 56, 48, 0, -8, -96, 0, -36, 138, 0, 224, -12, 0, 54, 100, 0, -64, 8, 0, 10, 116, 0, -186, -40, 0, -48, -56, 0, -92, -32, 0, 68, -38, 0, 32, 4, 0, 36, -92, 0, -48, 0, 0, 0, -4, 0, 128, -8, 0, 32, 40, 0, 28, 72, 0, 4, -68, 0, -128, 24, 0, 80, -18, 0, -80, 72, 0, -4, 136, 0, -160, 28, 0, 6, 112, 0, 6, 70, 0, 0, 50, 0, -188, -18, 0, -124, -22, 0, -12, -16, 0, 54, 36, 0, 100, -104, 0, 28, -56, 0, -180, 36, 0, 48, 8, 0, -52, -30, 0, -2, 80, 0, 16, -48, 0, -16, -28, 0, 16, 0, 0, -140, 56, 0, -96, -52, 0, 0, 72, 0, 56, -4, 0, -156, -128, 0, 52, -60, 0, 0, 84, 0, -106, 26, 0, -96, -148, 0, -148, -100, 0, 94, 96, 0, -172, 10, 0, 140, -80, 0, -178, -40, 0, -20, 64, 0, -30, 20, 0, -106, 0, 0, -140, 152, 0, 0, -226, 0, 12, -8, 0, -100, -116, 0, -128, 22, 0, -24, 0, 0, 208, 56, 0, -184, -104, 0, 58, -28, 0, -8, -116, 0, -24, 12, 0, 84, 130, 0, 80, 32, 0, 6, -96, 0, 44, -2, 0, 20, -68, 0, 204, 0, 0, 28, 2, 0, -72, 8, 0, -32, -64, 0, -32, -52, 0, -12], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 207980
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '414.2.a', 'level': 414, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '23.2.a', 'sub_level': 23, 'sub_mult': 6, 'weight': 2}
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id: 207982
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '414.2.a', 'level': 414, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '46.2.a', 'sub_level': 46, 'sub_mult': 3, 'weight': 2}
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id: 207983
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '414.2.a', 'level': 414, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '69.2.a', 'sub_level': 69, 'sub_mult': 4, 'weight': 2}
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id: 207978
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '414.2.a', 'level': 414, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '138.2.a', 'sub_level': 138, 'sub_mult': 2, 'weight': 2}
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id: 207979
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '414.2.a', 'level': 414, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 9, 'sub_label': '207.2.a', 'sub_level': 207, 'sub_mult': 2, 'weight': 2}
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id: 207981
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '414.2.a', 'level': 414, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 10, 'sub_label': '414.2.a', 'sub_level': 414, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '414.2.a', 'level': 414, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 395000
{'hecke_orbit_code': 33554846, 'n': 1, 'trace_an': 10}
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id: 395001
{'hecke_orbit_code': 33554846, 'n': 2, 'trace_an': 0}
-
id: 395002
{'hecke_orbit_code': 33554846, 'n': 3, 'trace_an': 0}
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id: 395003
{'hecke_orbit_code': 33554846, 'n': 4, 'trace_an': 10}
-
id: 395004
{'hecke_orbit_code': 33554846, 'n': 5, 'trace_an': -2}
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id: 395005
{'hecke_orbit_code': 33554846, 'n': 6, 'trace_an': 0}
-
id: 395006
{'hecke_orbit_code': 33554846, 'n': 7, 'trace_an': 4}
-
id: 395007
{'hecke_orbit_code': 33554846, 'n': 8, 'trace_an': 0}
-
id: 395008
{'hecke_orbit_code': 33554846, 'n': 9, 'trace_an': 0}
-
id: 395009
{'hecke_orbit_code': 33554846, 'n': 10, 'trace_an': 2}
-
id: 395010
{'hecke_orbit_code': 33554846, 'n': 11, 'trace_an': 10}
-
id: 395011
{'hecke_orbit_code': 33554846, 'n': 12, 'trace_an': 0}
-
id: 395012
{'hecke_orbit_code': 33554846, 'n': 13, 'trace_an': -4}
-
id: 395013
{'hecke_orbit_code': 33554846, 'n': 14, 'trace_an': -4}
-
id: 395014
{'hecke_orbit_code': 33554846, 'n': 15, 'trace_an': 0}
-
id: 395015
{'hecke_orbit_code': 33554846, 'n': 16, 'trace_an': 10}
-
id: 395016
{'hecke_orbit_code': 33554846, 'n': 17, 'trace_an': 8}
-
id: 395017
{'hecke_orbit_code': 33554846, 'n': 18, 'trace_an': 0}
-
id: 395018
{'hecke_orbit_code': 33554846, 'n': 19, 'trace_an': 2}
-
id: 395019
{'hecke_orbit_code': 33554846, 'n': 20, 'trace_an': -2}
-
id: 395020
{'hecke_orbit_code': 33554846, 'n': 21, 'trace_an': 0}
-
id: 395021
{'hecke_orbit_code': 33554846, 'n': 22, 'trace_an': -6}
-
id: 395022
{'hecke_orbit_code': 33554846, 'n': 23, 'trace_an': 0}
-
id: 395023
{'hecke_orbit_code': 33554846, 'n': 24, 'trace_an': 0}
-
id: 395024
{'hecke_orbit_code': 33554846, 'n': 25, 'trace_an': 18}
-
id: 395025
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id: 395913
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id: 395914
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id: 395915
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id: 395916
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id: 395917
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id: 395918
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id: 395919
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id: 395920
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id: 395921
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id: 395922
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id: 395923
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id: 395924
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id: 395925
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id: 395926
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id: 395927
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id: 395928
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id: 395929
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id: 395930
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id: 395931
{'hecke_orbit_code': 33554846, 'n': 932, 'trace_an': 20}
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id: 395932
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id: 395933
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id: 395934
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id: 395935
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id: 395936
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id: 395937
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id: 395938
{'hecke_orbit_code': 33554846, 'n': 939, 'trace_an': 0}
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id: 395939
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id: 395940
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id: 395941
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id: 395942
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id: 395943
{'hecke_orbit_code': 33554846, 'n': 944, 'trace_an': -8}
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id: 395944
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id: 395945
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id: 395946
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id: 395947
{'hecke_orbit_code': 33554846, 'n': 948, 'trace_an': 0}
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id: 395948
{'hecke_orbit_code': 33554846, 'n': 949, 'trace_an': -128}
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id: 395949
{'hecke_orbit_code': 33554846, 'n': 950, 'trace_an': 22}
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id: 395950
{'hecke_orbit_code': 33554846, 'n': 951, 'trace_an': 0}
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id: 395951
{'hecke_orbit_code': 33554846, 'n': 952, 'trace_an': -24}
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id: 395952
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id: 395953
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id: 395954
{'hecke_orbit_code': 33554846, 'n': 955, 'trace_an': 208}
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id: 395955
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id: 395956
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id: 395957
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id: 395958
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id: 395959
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id: 395960
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id: 395961
{'hecke_orbit_code': 33554846, 'n': 962, 'trace_an': -28}
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id: 395962
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id: 395963
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id: 395964
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id: 395965
{'hecke_orbit_code': 33554846, 'n': 966, 'trace_an': 0}
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id: 395966
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id: 395967
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id: 395968
{'hecke_orbit_code': 33554846, 'n': 969, 'trace_an': 0}
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id: 395969
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id: 395970
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id: 395971
{'hecke_orbit_code': 33554846, 'n': 972, 'trace_an': 0}
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id: 395972
{'hecke_orbit_code': 33554846, 'n': 973, 'trace_an': 80}
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id: 395973
{'hecke_orbit_code': 33554846, 'n': 974, 'trace_an': 32}
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id: 395974
{'hecke_orbit_code': 33554846, 'n': 975, 'trace_an': 0}
-
id: 395975
{'hecke_orbit_code': 33554846, 'n': 976, 'trace_an': 6}
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id: 395976
{'hecke_orbit_code': 33554846, 'n': 977, 'trace_an': -96}
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id: 395977
{'hecke_orbit_code': 33554846, 'n': 978, 'trace_an': 0}
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id: 395978
{'hecke_orbit_code': 33554846, 'n': 979, 'trace_an': 44}
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id: 395979
{'hecke_orbit_code': 33554846, 'n': 980, 'trace_an': -2}
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id: 395980
{'hecke_orbit_code': 33554846, 'n': 981, 'trace_an': 0}
-
id: 395981
{'hecke_orbit_code': 33554846, 'n': 982, 'trace_an': 20}
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id: 395982
{'hecke_orbit_code': 33554846, 'n': 983, 'trace_an': -68}
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id: 395983
{'hecke_orbit_code': 33554846, 'n': 984, 'trace_an': 0}
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id: 395984
{'hecke_orbit_code': 33554846, 'n': 985, 'trace_an': 204}
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id: 395985
{'hecke_orbit_code': 33554846, 'n': 986, 'trace_an': 0}
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id: 395986
{'hecke_orbit_code': 33554846, 'n': 987, 'trace_an': 0}
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id: 395987
{'hecke_orbit_code': 33554846, 'n': 988, 'trace_an': 28}
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id: 395988
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id: 395989
{'hecke_orbit_code': 33554846, 'n': 990, 'trace_an': 0}
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id: 395990
{'hecke_orbit_code': 33554846, 'n': 991, 'trace_an': -72}
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id: 395991
{'hecke_orbit_code': 33554846, 'n': 992, 'trace_an': 8}
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id: 395992
{'hecke_orbit_code': 33554846, 'n': 993, 'trace_an': 0}
-
id: 395993
{'hecke_orbit_code': 33554846, 'n': 994, 'trace_an': -32}
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id: 395994
{'hecke_orbit_code': 33554846, 'n': 995, 'trace_an': -64}
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id: 395995
{'hecke_orbit_code': 33554846, 'n': 996, 'trace_an': 0}
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id: 395996
{'hecke_orbit_code': 33554846, 'n': 997, 'trace_an': -32}
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id: 395997
{'hecke_orbit_code': 33554846, 'n': 998, 'trace_an': -52}
-
id: 395998
{'hecke_orbit_code': 33554846, 'n': 999, 'trace_an': 0}
-
id: 395999
{'hecke_orbit_code': 33554846, 'n': 1000, 'trace_an': -12}
