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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [3, -1], [5, 1]], 1, 1], [[[2, -1], [3, -1], [5, -1]], 1, 1]], 'Nk2': 480, 'analytic_conductor': 0.9582048242553646, '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': [120, 1, [31, 61, 41, 97], [1, 1, 1, 1]], 'conrey_indexes': [1], 'cusp_dim': 17, 'dim': 2, 'eis_dim': 15, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 33554552, 'hecke_orbit_dims': [1, 1], 'label': '120.2.a', 'level': 120, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 32, 'mf_new_dim': 2, 'num_forms': 2, 'plus_dim': 0, 'prim_orbit_index': 1, 'relative_dim': 2, 'sturm_bound': 48, 'trace_bound': 5, 'trace_display': [0, 2, 0, 4], 'traces': [2, 0, 2, 0, 0, 0, 4, 0, 2, 0, -4, 0, 0, 0, 0, 0, -8, 0, 0, 0, 4, 0, -8, 0, 2, 0, 2, 0, -8, 0, -8, 0, -4, 0, -4, 0, -8, 0, 0, 0, 4, 0, 8, 0, 0, 0, 16, 0, 2, 0, -8, 0, 16, 0, -4, 0, 0, 0, 12, 0, 20, 0, 4, 0, 12, 0, 0, 0, -8, 0, 8, 0, -20, 0, 2, 0, 0, 0, 8, 0, 2, 0, 0, 0, -4, 0, -8, 0, 12, 0, -24, 0, -8, 0, -8, 0, 4, 0, -4, 0, -8, 0, 4, 0, -4, 0, 0, 0, -28, 0, -8, 0, 0, 0, 8, 0, 0, 0, -8, 0, -6, 0, 4, 0, 0, 0, -12, 0, 8, 0, 20, 0, 16, 0, 0, 0, -16, 0, -8, 0, 16, 0, -24, 0, 4, 0, 2, 0, -16, 0, 16, 0, -8, 0, -8, 0, 16, 0, 16, 0, -32, 0, 0, 0, -4, 0, 8, 0, 46, 0, 0, 0, 32, 0, 4, 0, 12, 0, -4, 0, 4, 0, 20, 0, 4, 0, 24, 0, 4, 0, 8, 0, -20, 0, 12, 0, 0, 0, 0, 0, 0, 0, -24, 0, -16, 0, -8, 0, 16, 0, 24, 0, 8, 0, 16, 0, 0, 0, -20, 0, -24, 0, 20, 0, 2, 0, -40, 0, -4, 0, 0, 0, -8, 0, 0, 0, 8, 0, -24, 0, -12, 0, 2, 0, -16, 0, -48, 0, 0, 0, 20, 0, 0, 0, -4, 0, 16, 0, -24, 0, -8, 0, -24, 0, -4, 0, 12, 0, -24, 0, -16, 0, -24, 0, -4, 0, 8, 0, -8, 0, -20, 0, 0, 0, -8, 0, 40, 0, 6, 0, 4, 0, 32, 0, 12, 0, -4, 0, 48, 0, -16, 0, -8, 0, 8, 0, -24, 0, 4, 0, 24, 0, -4, 0, -4, 0, 16, 0, 8, 0, 0, 0, 16, 0, 0, 0, -28, 0, 32, 0, 0, 0, -8, 0, 8, 0, 12, 0, 0, 0, 32, 0, 8, 0, 8, 0, -24, 0, -12, 0, 0, 0, 8, 0, 8, 0, -8, 0, -16, 0, -6, 0, -6, 0, 8, 0, 20, 0, 4, 0, 40, 0, 0, 0, 0, 0, 24, 0, 8, 0, -12, 0, 32, 0, 0, 0, 8, 0, 0, 0, 16, 0, 20, 0, -24, 0, 40, 0, 16, 0, -20, 0, -48, 0, 0, 0, 8, 0, -12, 0, -16, 0, 0, 0, -24, 0, -8, 0, 20, 0, -4, 0, 16, 0, -8, 0, 24, 0, -24, 0, -48, 0, -20, 0, 4, 0, -32, 0, -16, 0, 2, 0, 8, 0, 8, 0, -16, 0, -4, 0, 24, 0, 16, 0, 24, 0, -60, 0, -8, 0, 16, 0, 12, 0, -8, 0, -48, 0, -16, 0, 16, 0, -48, 0, 0, 0, 16, 0, -56, 0, 24, 0, -32, 0, 0, 0, -20, 0, 0, 0, -76, 0, 24, 0, -4, 0, 0, 0, 0, 0, 8, 0, -16, 0, 20, 0, 46, 0, -8, 0, -56, 0, 0, 0, -4, 0, -32, 0, 32, 0, 28, 0, 32, 0, 4, 0, 48, 0, 18, 0, 12, 0, -96, 0, -8, 0, -4, 0, 28, 0, 20, 0, 4, 0, -8, 0, 40, 0, 20, 0, -16, 0, 64, 0, 4, 0, -32, 0, 96, 0, 24, 0, 40, 0, -12, 0, 4, 0, -20, 0, -32, 0, 8, 0, -8, 0, 36, 0, -20, 0, 48, 0, -24, 0, 12, 0, 32, 0, 32, 0, 0, 0, 16, 0, 8, 0, 0, 0, -32, 0, 4, 0, 0, 0, 16, 0, 28, 0, -24, 0, 0, 0, 24, 0, -16, 0, -24, 0, -56, 0, -8, 0, 8, 0, 2, 0, 16, 0, 24, 0, 72, 0, 24, 0, -4, 0, -96, 0, 8, 0, 36, 0, -32, 0, 16, 0, 0, 0, -48, 0, 0, 0, 32, 0, -12, 0, -20, 0, -12, 0, 4, 0, -24, 0, -16, 0, 48, 0, 20, 0, -56, 0, -36, 0, 2, 0, 32, 0, 8, 0, -40, 0, 64, 0, 20, 0, -4, 0, -24, 0, -16, 0, 0, 0, 16, 0, 16, 0, -8, 0, -8, 0, -16, 0, 0, 0, -56, 0, 12, 0, 8, 0, 0, 0, -24, 0, -24, 0, 48, 0, 16, 0, -12, 0, -8, 0, -36, 0, 2, 0, -64, 0, -72, 0, -16, 0, -16, 0, 0, 0, -48, 0, -16, 0, -4, 0, 0, 0, 16, 0, -40, 0, 20, 0, 16, 0, 40, 0, 0, 0, 76, 0, -40, 0, -4, 0, 72, 0, -60, 0, 16, 0, -80, 0, -8, 0, -24, 0, 64, 0, -32, 0, -8, 0, -4, 0, 16, 0, -24, 0, 24, 0, 48, 0, -4, 0, 32, 0, -64, 0, 12, 0, 24, 0, 32, 0, -24, 0, -12, 0, -40, 0, -16, 0, 8, 0, -64, 0, -24, 0, 40, 0, 44, 0, -4, 0, -56, 0, 36, 0, 8, 0, 24, 0, 24, 0, -8, 0, 0, 0, -18, 0, -20, 0, 0, 0, -44, 0, 0, 0, 48, 0, 24, 0, -8, 0, 40, 0, 40, 0, 40, 0, 24, 0, -4, 0, 6, 0, 32, 0, 48, 0, 4, 0, -4, 0, 32, 0, 32, 0, 28, 0, 80, 0, 12, 0, 24, 0, -16, 0, -4, 0, 0, 0, -20, 0, 48, 0, 16, 0, -56, 0, -16, 0, -24, 0, 56, 0, -8, 0, -32, 0, 48, 0, 8, 0, 64, 0, 24, 0, -24, 0, 48, 0, -8, 0, 4, 0, -36, 0, 64, 0, 24, 0, 24, 0, 68, 0, -4, 0, -64, 0, -80, 0, -4, 0, -104, 0, 48, 0, 16, 0, -32, 0, -8, 0, 8, 0, -72, 0, 2, 0, 0, 0, -8, 0, -28, 0, 16, 0, -44, 0, -48, 0, 0, 0, 8, 0, -40, 0, -28, 0, 32, 0, -20, 0, 32, 0, 32, 0, 96, 0, 0, 0, 0, 0, -48, 0, -8, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 131067
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '120.2.a', 'level': 120, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '15.2.a', 'sub_level': 15, 'sub_mult': 4, 'weight': 2}
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id: 131068
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '120.2.a', 'level': 120, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '20.2.a', 'sub_level': 20, 'sub_mult': 4, 'weight': 2}
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id: 131069
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '120.2.a', 'level': 120, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '24.2.a', 'sub_level': 24, 'sub_mult': 2, 'weight': 2}
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id: 131070
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '120.2.a', 'level': 120, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '30.2.a', 'sub_level': 30, 'sub_mult': 3, 'weight': 2}
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id: 131071
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '120.2.a', 'level': 120, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '40.2.a', 'sub_level': 40, 'sub_mult': 2, 'weight': 2}
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id: 131066
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '120.2.a', 'level': 120, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '120.2.a', 'sub_level': 120, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '120.2.a', 'level': 120, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 101000
{'hecke_orbit_code': 33554552, 'n': 1, 'trace_an': 2}
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id: 101001
{'hecke_orbit_code': 33554552, 'n': 2, 'trace_an': 0}
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id: 101002
{'hecke_orbit_code': 33554552, 'n': 3, 'trace_an': 2}
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id: 101003
{'hecke_orbit_code': 33554552, 'n': 4, 'trace_an': 0}
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id: 101004
{'hecke_orbit_code': 33554552, 'n': 5, 'trace_an': 0}
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id: 101005
{'hecke_orbit_code': 33554552, 'n': 6, 'trace_an': 0}
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id: 101006
{'hecke_orbit_code': 33554552, 'n': 7, 'trace_an': 4}
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id: 101007
{'hecke_orbit_code': 33554552, 'n': 8, 'trace_an': 0}
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id: 101008
{'hecke_orbit_code': 33554552, 'n': 9, 'trace_an': 2}
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id: 101009
{'hecke_orbit_code': 33554552, 'n': 10, 'trace_an': 0}
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id: 101010
{'hecke_orbit_code': 33554552, 'n': 11, 'trace_an': -4}
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id: 101011
{'hecke_orbit_code': 33554552, 'n': 12, 'trace_an': 0}
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id: 101012
{'hecke_orbit_code': 33554552, 'n': 13, 'trace_an': 0}
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id: 101013
{'hecke_orbit_code': 33554552, 'n': 14, 'trace_an': 0}
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id: 101014
{'hecke_orbit_code': 33554552, 'n': 15, 'trace_an': 0}
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id: 101015
{'hecke_orbit_code': 33554552, 'n': 16, 'trace_an': 0}
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id: 101016
{'hecke_orbit_code': 33554552, 'n': 17, 'trace_an': -8}
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id: 101017
{'hecke_orbit_code': 33554552, 'n': 18, 'trace_an': 0}
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id: 101018
{'hecke_orbit_code': 33554552, 'n': 19, 'trace_an': 0}
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id: 101019
{'hecke_orbit_code': 33554552, 'n': 20, 'trace_an': 0}
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id: 101020
{'hecke_orbit_code': 33554552, 'n': 21, 'trace_an': 4}
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id: 101021
{'hecke_orbit_code': 33554552, 'n': 22, 'trace_an': 0}
-
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id: 101914
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id: 101915
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id: 101916
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id: 101917
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id: 101918
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id: 101919
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id: 101920
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id: 101921
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id: 101922
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id: 101923
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id: 101924
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id: 101925
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id: 101926
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id: 101927
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id: 101928
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id: 101929
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-
id: 101930
{'hecke_orbit_code': 33554552, 'n': 931, 'trace_an': 64}
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id: 101931
{'hecke_orbit_code': 33554552, 'n': 932, 'trace_an': 0}
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id: 101932
{'hecke_orbit_code': 33554552, 'n': 933, 'trace_an': 24}
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id: 101933
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id: 101934
{'hecke_orbit_code': 33554552, 'n': 935, 'trace_an': 24}
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id: 101935
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id: 101936
{'hecke_orbit_code': 33554552, 'n': 937, 'trace_an': 68}
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id: 101937
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id: 101938
{'hecke_orbit_code': 33554552, 'n': 939, 'trace_an': -4}
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id: 101939
{'hecke_orbit_code': 33554552, 'n': 940, 'trace_an': 0}
-
id: 101940
{'hecke_orbit_code': 33554552, 'n': 941, 'trace_an': -64}
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id: 101941
{'hecke_orbit_code': 33554552, 'n': 942, 'trace_an': 0}
-
id: 101942
{'hecke_orbit_code': 33554552, 'n': 943, 'trace_an': -80}
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id: 101943
{'hecke_orbit_code': 33554552, 'n': 944, 'trace_an': 0}
-
id: 101944
{'hecke_orbit_code': 33554552, 'n': 945, 'trace_an': -4}
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id: 101945
{'hecke_orbit_code': 33554552, 'n': 946, 'trace_an': 0}
-
id: 101946
{'hecke_orbit_code': 33554552, 'n': 947, 'trace_an': -104}
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id: 101947
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-
id: 101948
{'hecke_orbit_code': 33554552, 'n': 949, 'trace_an': 48}
-
id: 101949
{'hecke_orbit_code': 33554552, 'n': 950, 'trace_an': 0}
-
id: 101950
{'hecke_orbit_code': 33554552, 'n': 951, 'trace_an': 16}
-
id: 101951
{'hecke_orbit_code': 33554552, 'n': 952, 'trace_an': 0}
-
id: 101952
{'hecke_orbit_code': 33554552, 'n': 953, 'trace_an': -32}
-
id: 101953
{'hecke_orbit_code': 33554552, 'n': 954, 'trace_an': 0}
-
id: 101954
{'hecke_orbit_code': 33554552, 'n': 955, 'trace_an': -8}
-
id: 101955
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-
id: 101956
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-
id: 101957
{'hecke_orbit_code': 33554552, 'n': 958, 'trace_an': 0}
-
id: 101958
{'hecke_orbit_code': 33554552, 'n': 959, 'trace_an': -72}
-
id: 101959
{'hecke_orbit_code': 33554552, 'n': 960, 'trace_an': 0}
-
id: 101960
{'hecke_orbit_code': 33554552, 'n': 961, 'trace_an': 2}
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id: 101961
{'hecke_orbit_code': 33554552, 'n': 962, 'trace_an': 0}
-
id: 101962
{'hecke_orbit_code': 33554552, 'n': 963, 'trace_an': 0}
-
id: 101963
{'hecke_orbit_code': 33554552, 'n': 964, 'trace_an': 0}
-
id: 101964
{'hecke_orbit_code': 33554552, 'n': 965, 'trace_an': -8}
-
id: 101965
{'hecke_orbit_code': 33554552, 'n': 966, 'trace_an': 0}
-
id: 101966
{'hecke_orbit_code': 33554552, 'n': 967, 'trace_an': -28}
-
id: 101967
{'hecke_orbit_code': 33554552, 'n': 968, 'trace_an': 0}
-
id: 101968
{'hecke_orbit_code': 33554552, 'n': 969, 'trace_an': 16}
-
id: 101969
{'hecke_orbit_code': 33554552, 'n': 970, 'trace_an': 0}
-
id: 101970
{'hecke_orbit_code': 33554552, 'n': 971, 'trace_an': -44}
-
id: 101971
{'hecke_orbit_code': 33554552, 'n': 972, 'trace_an': 0}
-
id: 101972
{'hecke_orbit_code': 33554552, 'n': 973, 'trace_an': -48}
-
id: 101973
{'hecke_orbit_code': 33554552, 'n': 974, 'trace_an': 0}
-
id: 101974
{'hecke_orbit_code': 33554552, 'n': 975, 'trace_an': 0}
-
id: 101975
{'hecke_orbit_code': 33554552, 'n': 976, 'trace_an': 0}
-
id: 101976
{'hecke_orbit_code': 33554552, 'n': 977, 'trace_an': 8}
-
id: 101977
{'hecke_orbit_code': 33554552, 'n': 978, 'trace_an': 0}
-
id: 101978
{'hecke_orbit_code': 33554552, 'n': 979, 'trace_an': -40}
-
id: 101979
{'hecke_orbit_code': 33554552, 'n': 980, 'trace_an': 0}
-
id: 101980
{'hecke_orbit_code': 33554552, 'n': 981, 'trace_an': -28}
-
id: 101981
{'hecke_orbit_code': 33554552, 'n': 982, 'trace_an': 0}
-
id: 101982
{'hecke_orbit_code': 33554552, 'n': 983, 'trace_an': 32}
-
id: 101983
{'hecke_orbit_code': 33554552, 'n': 984, 'trace_an': 0}
-
id: 101984
{'hecke_orbit_code': 33554552, 'n': 985, 'trace_an': -20}
-
id: 101985
{'hecke_orbit_code': 33554552, 'n': 986, 'trace_an': 0}
-
id: 101986
{'hecke_orbit_code': 33554552, 'n': 987, 'trace_an': 32}
-
id: 101987
{'hecke_orbit_code': 33554552, 'n': 988, 'trace_an': 0}
-
id: 101988
{'hecke_orbit_code': 33554552, 'n': 989, 'trace_an': 32}
-
id: 101989
{'hecke_orbit_code': 33554552, 'n': 990, 'trace_an': 0}
-
id: 101990
{'hecke_orbit_code': 33554552, 'n': 991, 'trace_an': 96}
-
id: 101991
{'hecke_orbit_code': 33554552, 'n': 992, 'trace_an': 0}
-
id: 101992
{'hecke_orbit_code': 33554552, 'n': 993, 'trace_an': 0}
-
id: 101993
{'hecke_orbit_code': 33554552, 'n': 994, 'trace_an': 0}
-
id: 101994
{'hecke_orbit_code': 33554552, 'n': 995, 'trace_an': 0}
-
id: 101995
{'hecke_orbit_code': 33554552, 'n': 996, 'trace_an': 0}
-
id: 101996
{'hecke_orbit_code': 33554552, 'n': 997, 'trace_an': -48}
-
id: 101997
{'hecke_orbit_code': 33554552, 'n': 998, 'trace_an': 0}
-
id: 101998
{'hecke_orbit_code': 33554552, 'n': 999, 'trace_an': -8}
-
id: 101999
{'hecke_orbit_code': 33554552, 'n': 1000, 'trace_an': 0}
