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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [19, -1]], 1, 1], [[[2, -1], [19, 1]], 1, 1]], 'ALdims': [0, 1, 1, 0], 'Nk2': 152, 'analytic_conductor': 0.30343152768086545, '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': [38, 1, [21], [1]], 'conrey_index': 1, 'cusp_dim': 4, 'dim': 2, 'eis_dim': 3, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 33554470, 'hecke_orbit_dims': [1, 1], 'label': '38.2.a', 'level': 38, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 19], 'level_radical': 38, 'mf_dim': 7, 'mf_new_dim': 2, 'num_forms': 2, 'plus_dim': 0, 'prim_orbit_index': 1, 'relative_dim': 2, 'sturm_bound': 10, 'trace_bound': 2, 'trace_display': [0, 0, -4, 2], 'traces': [2, 0, 0, 2, -4, -2, 2, 0, -4, -4, -4, 0, 4, 4, 4, 2, 6, 0, 0, -4, -4, 8, 2, -2, 6, -6, 0, 2, 4, 4, -12, 0, -8, 0, -12, -4, 0, -2, 6, -4, -8, -2, 12, -4, 8, -4, 8, 0, -4, 16, 0, 4, -4, 10, -8, 4, 2, -14, 24, 4, -8, -4, -4, 2, 4, 4, 8, 6, 4, -12, -4, 0, 2, -4, -16, 0, 12, -4, -20, -4, 2, -8, -12, -4, -12, -4, 14, 8, -12, 8, -8, 2, 4, 8, 4, -2, -12, 8, 8, 6, 20, -6, 8, -6, 12, 2, -16, 0, -4, -8, 4, 2, 20, 0, 4, 4, -8, 6, 6, 4, 18, 12, 8, -12, -24, -8, 20, 0, 4, 4, 12, -8, -4, -2, -20, 0, -26, -2, -4, -12, -8, 8, -32, -4, 20, 16, -8, 0, 0, -6, -8, -2, -12, 0, 32, 6, -24, 0, -2, -4, -6, 0, 4, -8, 8, 0, 0, -2, 0, -12, 0, 12, 0, -4, 38, -4, -6, 12, 0, 8, 24, 2, -12, -4, 8, 12, -12, 8, 20, 4, 10, 0, 8, 8, -4, -4, 8, -16, -14, 16, 2, -16, -24, 0, 32, -20, -4, 4, -8, 12, 32, -4, -8, 2, -16, 10, -20, -26, -16, -8, 12, 0, 40, 4, -12, 8, -32, 2, -32, 4, 0, -14, -12, 12, -32, 24, 0, 12, -6, 4, 0, -32, 0, -8, -8, 8, 6, -4, 0, -24, 8, -4, -20, 16, 12, 2, 20, -12, -8, 4, -8, 12, 48, 4, 4, -2, -12, 8, 24, -20, 18, 6, -2, -8, 52, 4, 36, 4, 24, -12, -8, -8, -28, -4, -4, 28, -24, 0, -16, 20, -8, 2, -12, 4, -60, -4, 40, 0, 16, -16, 4, 12, 16, 0, -8, 0, 8, 12, 20, 32, -14, -4, 10, 20, 24, -20, -36, 4, -64, -4, -2, 0, 0, 2, -36, -36, 26, -8, 24, 8, 16, -12, 0, -24, -12, -4, -36, -24, -8, -12, 8, 4, -2, -4, -4, -12, 16, 14, 0, 28, -30, 8, -6, -24, -8, -12, -12, 0, 6, 8, 2, 20, 32, -8, -36, 8, 0, 2, 16, 8, 0, 4, 52, 24, 24, 8, 50, 10, 8, 4, -16, 4, -8, -2, -24, -20, -24, -12, -12, -4, 6, 8, -12, 8, 40, 8, 28, -36, 2, 6, -8, -8, -12, 20, -4, -6, -16, -6, 12, 32, 8, 8, 36, 8, 24, -6, -4, 4, -12, 12, 4, 22, -16, 2, 18, 4, 16, -16, -28, -16, -12, 0, 16, -28, -20, -4, 4, -2, -8, -8, 8, -18, -44, 4, 0, -12, 0, 2, -8, -32, -16, 20, -12, -2, 12, 0, 10, 12, 0, 4, -40, -12, 0, 4, -32, 0, 16, -8, 4, -32, -20, 6, -40, 20, -16, 6, 8, 36, 16, 4, 12, -16, 0, 18, 8, -32, 0, 12, 36, -8, -64, 8, 12, -4, 16, -12, 12, 12, 36, -24, 24, -4, 18, -8, -8, 16, 24, 20, 0, 12, 34, 0, -10, -4, 24, 4, 16, -4, 12, 4, -64, 28, 40, 12, -28, 0, -36, -8, -36, 4, -48, -4, 8, 12, 28, -2, 0, 36, 40, -20, 4, -4, -20, 0, 60, 8, 72, -26, 16, -8, 14, -2, -20, 20, -8, -4, 52, 8, 36, -12, -24, -8, -48, -8, -56, 16, 2, 8, 16, -4, -32, -32, -4, -24, -26, -4, -26, 0, 20, 20, -12, 12, 16, 16, -8, 30, -24, -8, 4, -60, -8, 0, 4, -20, -36, 0, 36, -14, -24, -6, -36, 20, -16, -8, 28, -20, -44, -2, 6, -8, -8, -12, 36, -32, -32, 0, 12, -8, 0, 32, -20, 28, 12, 6, 66, 48, -4, -24, 0, 24, 16, 0, -22, -18, -72, -2, -32, 44, 8, -4, 48, 16, -48, -6, 16, -6, 50, 0, -24, 14, 28, 4, -12, 4, -48, -8, -4, 24, -40, 8, -36, 18, 18, 0, 12, 8, 32, 0, 12, -12, 64, -2, 88, -28, 80, 0, -20, -20, 4, -12, 2, -40, 40, 0, 68, -28, -12, 12, -14, -4, 32, 0, -24, -20, 0, -4, -24, 20, 0, 38, -16, 20, 4, -4, 32, 24, -12, -6, -40, -8, 40, 12, -4, -6, 8, 0, -36, -36, 34, 8, -32, 0, 16, 24, -100, -18, -54, 2, 26, -36, 36, -12, -4, 56, 8, -4, -24, 16, -56, 8, 4, -6, -52, 12, 0, 6, 24, -12, -12, 24, -8, 8, 4, -40, -8, 20, 0, 22, -16, 4, 6, -20, -56, 10, 24, -44, 30, 0, -30, -24, 4, 8, 60, 8, -68, 8, 4, -48, 8, -4, 40, -12, -70, -4, 8, -12, -48, 8, 0, 40, 36, -16, -52, -12, -4, -14, -36, 4, 24, 16, 24, -8, 60, 2, 12, 28, -36, -16, -6, -4, 8, -24, 4, 8, 64, 0, 4, -52, 16, 32, 12, 26, 70, -20, 8, 54, 56, -4, -4, 24, -20, 4, -12, 4, 48, -8, -20, 12, -28, 12, 48, -30, 8, 32, 48, -16, -46, -4, -16, 48, 8, -8, -52, -4, -8, 2, -24, 32, -36, -16, 24, -24, 36, 10, 24, 12, 0, -20, 40, -20, 22, -26, 24, -2, -72, -16, 36, 48, -30, -8, -36, -16, 0, 12, 60, -8, -44, 0, 52, 0, -4, 40, -8, 0, 0, 4, 14, 28, 4, -12, -12, -16, -20, 8, -88, 8, 16, -32, -40, 12, 60, 2, 24, -24, 8, -32, 36, 30, -2, 4, 32, -16, -32, 0, -32, 8, -16, -14, -22, -32, -8, -12, -28, -20, -24, 12, -14, 14, -48, -32, 28, 24, 8, 24, -60, 56, -60, 0, -44, -6, 18, 12, -16, -4, -28, -6, -44, -56, -42, 4, 18, -8, 32, 0, 24, 6, 80, -32, 6, 8, -16, 0, 4, -4, -14, -8, -4, -4, 72, -8, 8, 8, -36, 8, -32, -42, -24, 6, 20, 16, 12, -4, -18, 0, 100, 0, 36, 44, -20, -24], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 109663
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '38.2.a', 'level': 38, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '19.2.a', 'sub_level': 19, 'sub_mult': 2, 'weight': 2}
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id: 109664
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '38.2.a', 'level': 38, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '38.2.a', 'sub_level': 38, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '38.2.a', 'level': 38, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 20000
{'hecke_orbit_code': 33554470, 'n': 1, 'trace_an': 2}
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id: 20001
{'hecke_orbit_code': 33554470, 'n': 2, 'trace_an': 0}
-
id: 20002
{'hecke_orbit_code': 33554470, 'n': 3, 'trace_an': 0}
-
id: 20003
{'hecke_orbit_code': 33554470, 'n': 4, 'trace_an': 2}
-
id: 20004
{'hecke_orbit_code': 33554470, 'n': 5, 'trace_an': -4}
-
id: 20005
{'hecke_orbit_code': 33554470, 'n': 6, 'trace_an': -2}
-
id: 20006
{'hecke_orbit_code': 33554470, 'n': 7, 'trace_an': 2}
-
id: 20007
{'hecke_orbit_code': 33554470, 'n': 8, 'trace_an': 0}
-
id: 20008
{'hecke_orbit_code': 33554470, 'n': 9, 'trace_an': -4}
-
id: 20009
{'hecke_orbit_code': 33554470, 'n': 10, 'trace_an': -4}
-
id: 20010
{'hecke_orbit_code': 33554470, 'n': 11, 'trace_an': -4}
-
id: 20011
{'hecke_orbit_code': 33554470, 'n': 12, 'trace_an': 0}
-
id: 20012
{'hecke_orbit_code': 33554470, 'n': 13, 'trace_an': 4}
-
id: 20013
{'hecke_orbit_code': 33554470, 'n': 14, 'trace_an': 4}
-
id: 20014
{'hecke_orbit_code': 33554470, 'n': 15, 'trace_an': 4}
-
id: 20015
{'hecke_orbit_code': 33554470, 'n': 16, 'trace_an': 2}
-
id: 20016
{'hecke_orbit_code': 33554470, 'n': 17, 'trace_an': 6}
-
id: 20017
{'hecke_orbit_code': 33554470, 'n': 18, 'trace_an': 0}
-
id: 20018
{'hecke_orbit_code': 33554470, 'n': 19, 'trace_an': 0}
-
id: 20019
{'hecke_orbit_code': 33554470, 'n': 20, 'trace_an': -4}
-
id: 20020
{'hecke_orbit_code': 33554470, 'n': 21, 'trace_an': -4}
-
id: 20021
{'hecke_orbit_code': 33554470, 'n': 22, 'trace_an': 8}
-
id: 20022
{'hecke_orbit_code': 33554470, 'n': 23, 'trace_an': 2}
-
id: 20023
{'hecke_orbit_code': 33554470, 'n': 24, 'trace_an': -2}
-
id: 20024
{'hecke_orbit_code': 33554470, 'n': 25, 'trace_an': 6}
-
id: 20025
{'hecke_orbit_code': 33554470, 'n': 26, 'trace_an': -6}
-
id: 20026
{'hecke_orbit_code': 33554470, 'n': 27, 'trace_an': 0}
-
id: 20027
{'hecke_orbit_code': 33554470, 'n': 28, 'trace_an': 2}
-
id: 20028
{'hecke_orbit_code': 33554470, 'n': 29, 'trace_an': 4}
-
id: 20029
{'hecke_orbit_code': 33554470, 'n': 30, 'trace_an': 4}
-
id: 20030
{'hecke_orbit_code': 33554470, 'n': 31, 'trace_an': -12}
-
id: 20031
{'hecke_orbit_code': 33554470, 'n': 32, 'trace_an': 0}
-
id: 20032
{'hecke_orbit_code': 33554470, 'n': 33, 'trace_an': -8}
-
id: 20033
{'hecke_orbit_code': 33554470, 'n': 34, 'trace_an': 0}
-
id: 20034
{'hecke_orbit_code': 33554470, 'n': 35, 'trace_an': -12}
-
id: 20035
{'hecke_orbit_code': 33554470, 'n': 36, 'trace_an': -4}
-
id: 20036
{'hecke_orbit_code': 33554470, 'n': 37, 'trace_an': 0}
-
id: 20037
{'hecke_orbit_code': 33554470, 'n': 38, 'trace_an': -2}
-
id: 20038
{'hecke_orbit_code': 33554470, 'n': 39, 'trace_an': 6}
-
id: 20039
{'hecke_orbit_code': 33554470, 'n': 40, 'trace_an': -4}
-
id: 20040
{'hecke_orbit_code': 33554470, 'n': 41, 'trace_an': -8}
-
id: 20041
{'hecke_orbit_code': 33554470, 'n': 42, 'trace_an': -2}
-
id: 20042
{'hecke_orbit_code': 33554470, 'n': 43, 'trace_an': 12}
-
id: 20043
{'hecke_orbit_code': 33554470, 'n': 44, 'trace_an': -4}
-
id: 20044
{'hecke_orbit_code': 33554470, 'n': 45, 'trace_an': 8}
-
id: 20045
{'hecke_orbit_code': 33554470, 'n': 46, 'trace_an': -4}
-
id: 20046
{'hecke_orbit_code': 33554470, 'n': 47, 'trace_an': 8}
-
id: 20047
{'hecke_orbit_code': 33554470, 'n': 48, 'trace_an': 0}
-
id: 20048
{'hecke_orbit_code': 33554470, 'n': 49, 'trace_an': -4}
-
id: 20049
{'hecke_orbit_code': 33554470, 'n': 50, 'trace_an': 16}
-
id: 20050
{'hecke_orbit_code': 33554470, 'n': 51, 'trace_an': 0}
-
id: 20051
{'hecke_orbit_code': 33554470, 'n': 52, 'trace_an': 4}
-
id: 20052
{'hecke_orbit_code': 33554470, 'n': 53, 'trace_an': -4}
-
id: 20053
{'hecke_orbit_code': 33554470, 'n': 54, 'trace_an': 10}
-
id: 20054
{'hecke_orbit_code': 33554470, 'n': 55, 'trace_an': -8}
-
id: 20055
{'hecke_orbit_code': 33554470, 'n': 56, 'trace_an': 4}
-
id: 20056
{'hecke_orbit_code': 33554470, 'n': 57, 'trace_an': 2}
-
id: 20057
{'hecke_orbit_code': 33554470, 'n': 58, 'trace_an': -14}
-
id: 20058
{'hecke_orbit_code': 33554470, 'n': 59, 'trace_an': 24}
-
id: 20059
{'hecke_orbit_code': 33554470, 'n': 60, 'trace_an': 4}
-
id: 20060
{'hecke_orbit_code': 33554470, 'n': 61, 'trace_an': -8}
-
id: 20061
{'hecke_orbit_code': 33554470, 'n': 62, 'trace_an': -4}
-
id: 20062
{'hecke_orbit_code': 33554470, 'n': 63, 'trace_an': -4}
-
id: 20063
{'hecke_orbit_code': 33554470, 'n': 64, 'trace_an': 2}
-
id: 20064
{'hecke_orbit_code': 33554470, 'n': 65, 'trace_an': 4}
-
id: 20065
{'hecke_orbit_code': 33554470, 'n': 66, 'trace_an': 4}
-
id: 20066
{'hecke_orbit_code': 33554470, 'n': 67, 'trace_an': 8}
-
id: 20067
{'hecke_orbit_code': 33554470, 'n': 68, 'trace_an': 6}
-
id: 20068
{'hecke_orbit_code': 33554470, 'n': 69, 'trace_an': 4}
-
id: 20069
{'hecke_orbit_code': 33554470, 'n': 70, 'trace_an': -12}
-
id: 20070
{'hecke_orbit_code': 33554470, 'n': 71, 'trace_an': -4}
-
id: 20071
{'hecke_orbit_code': 33554470, 'n': 72, 'trace_an': 0}
-
id: 20072
{'hecke_orbit_code': 33554470, 'n': 73, 'trace_an': 2}
-
id: 20073
{'hecke_orbit_code': 33554470, 'n': 74, 'trace_an': -4}
-
id: 20074
{'hecke_orbit_code': 33554470, 'n': 75, 'trace_an': -16}
-
id: 20075
{'hecke_orbit_code': 33554470, 'n': 76, 'trace_an': 0}
-
id: 20076
{'hecke_orbit_code': 33554470, 'n': 77, 'trace_an': 12}
-
id: 20077
{'hecke_orbit_code': 33554470, 'n': 78, 'trace_an': -4}
-
id: 20078
{'hecke_orbit_code': 33554470, 'n': 79, 'trace_an': -20}
-
id: 20079
{'hecke_orbit_code': 33554470, 'n': 80, 'trace_an': -4}
-
id: 20080
{'hecke_orbit_code': 33554470, 'n': 81, 'trace_an': 2}
-
id: 20081
{'hecke_orbit_code': 33554470, 'n': 82, 'trace_an': -8}
-
id: 20082
{'hecke_orbit_code': 33554470, 'n': 83, 'trace_an': -12}
-
id: 20083
{'hecke_orbit_code': 33554470, 'n': 84, 'trace_an': -4}
-
id: 20084
{'hecke_orbit_code': 33554470, 'n': 85, 'trace_an': -12}
-
id: 20085
{'hecke_orbit_code': 33554470, 'n': 86, 'trace_an': -4}
-
id: 20086
{'hecke_orbit_code': 33554470, 'n': 87, 'trace_an': 14}
-
id: 20087
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id: 20410
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id: 20411
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id: 20412
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id: 20413
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id: 20414
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id: 20415
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id: 20418
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id: 20419
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id: 20420
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id: 20421
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id: 20422
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id: 20423
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id: 20424
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id: 20425
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id: 20426
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id: 20427
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id: 20428
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id: 20429
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id: 20430
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id: 20431
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id: 20432
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id: 20433
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id: 20434
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id: 20435
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id: 20470
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id: 20534
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id: 20535
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id: 20582
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id: 20583
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id: 20631
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id: 20640
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id: 20641
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id: 20647
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id: 20648
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id: 20649
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id: 20650
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id: 20664
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id: 20666
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id: 20819
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id: 20849
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id: 20850
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id: 20864
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id: 20865
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id: 20866
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id: 20910
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id: 20973
{'hecke_orbit_code': 33554470, 'n': 974, 'trace_an': -4}
-
id: 20974
{'hecke_orbit_code': 33554470, 'n': 975, 'trace_an': -14}
-
id: 20975
{'hecke_orbit_code': 33554470, 'n': 976, 'trace_an': -8}
-
id: 20976
{'hecke_orbit_code': 33554470, 'n': 977, 'trace_an': -4}
-
id: 20977
{'hecke_orbit_code': 33554470, 'n': 978, 'trace_an': -4}
-
id: 20978
{'hecke_orbit_code': 33554470, 'n': 979, 'trace_an': 72}
-
id: 20979
{'hecke_orbit_code': 33554470, 'n': 980, 'trace_an': -8}
-
id: 20980
{'hecke_orbit_code': 33554470, 'n': 981, 'trace_an': 8}
-
id: 20981
{'hecke_orbit_code': 33554470, 'n': 982, 'trace_an': 8}
-
id: 20982
{'hecke_orbit_code': 33554470, 'n': 983, 'trace_an': -36}
-
id: 20983
{'hecke_orbit_code': 33554470, 'n': 984, 'trace_an': 8}
-
id: 20984
{'hecke_orbit_code': 33554470, 'n': 985, 'trace_an': -32}
-
id: 20985
{'hecke_orbit_code': 33554470, 'n': 986, 'trace_an': -42}
-
id: 20986
{'hecke_orbit_code': 33554470, 'n': 987, 'trace_an': -24}
-
id: 20987
{'hecke_orbit_code': 33554470, 'n': 988, 'trace_an': 6}
-
id: 20988
{'hecke_orbit_code': 33554470, 'n': 989, 'trace_an': 20}
-
id: 20989
{'hecke_orbit_code': 33554470, 'n': 990, 'trace_an': 16}
-
id: 20990
{'hecke_orbit_code': 33554470, 'n': 991, 'trace_an': 12}
-
id: 20991
{'hecke_orbit_code': 33554470, 'n': 992, 'trace_an': -4}
-
id: 20992
{'hecke_orbit_code': 33554470, 'n': 993, 'trace_an': -18}
-
id: 20993
{'hecke_orbit_code': 33554470, 'n': 994, 'trace_an': 0}
-
id: 20994
{'hecke_orbit_code': 33554470, 'n': 995, 'trace_an': 100}
-
id: 20995
{'hecke_orbit_code': 33554470, 'n': 996, 'trace_an': 0}
-
id: 20996
{'hecke_orbit_code': 33554470, 'n': 997, 'trace_an': 36}
-
id: 20997
{'hecke_orbit_code': 33554470, 'n': 998, 'trace_an': 44}
-
id: 20998
{'hecke_orbit_code': 33554470, 'n': 999, 'trace_an': -20}
-
id: 20999
{'hecke_orbit_code': 33554470, 'n': 1000, 'trace_an': -24}