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{'AL_dims': [[[[2, 1], [5, -1], [11, 1]], 17, 3], [[[2, 1], [5, 1], [11, -1]], 15, 5], [[[2, -1], [5, -1], [11, -1]], 15, 6], [[[2, 1], [5, -1], [11, -1]], 10, 4], [[[2, -1], [5, 1], [11, 1]], 12, 4], [[[2, -1], [5, -1], [11, 1]], 13, 3], [[[2, 1], [5, 1], [11, 1]], 12, 4], [[[2, -1], [5, 1], [11, -1]], 15, 5]], 'ALdims': [12, 15, 17, 10, 12, 15, 13, 15], 'Nk2': 19360, 'analytic_conductor': 38.6475945782997, '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': [4840, 1, [3631, 2421, 1937, 4721], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 745, 'dim': 109, 'eis_dim': 95, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 7, 13], 'hecke_orbit_code': 33559272, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 6, 6, 6, 6, 6, 6, 8, 8], 'label': '4840.2.a', 'level': 4840, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 11], 'level_radical': 110, 'mf_dim': 840, 'mf_new_dim': 109, 'num_forms': 34, 'plus_dim': 50, 'prim_orbit_index': 1, 'relative_dim': 109, 'sturm_bound': 1584, 'trace_bound': 13, 'trace_display': [0, -4, 1, -4], 'traces': [109, 0, -4, 0, 1, 0, -4, 0, 117, 0, 0, 0, -6, 0, 0, 0, -2, 0, -12, 0, -16, 0, -4, 0, 109, 0, -16, 0, -10, 0, -24, 0, 0, 0, 4, 0, -10, 0, 16, 0, 18, 0, -8, 0, -3, 0, 20, 0, 105, 0, 16, 0, 14, 0, 0, 0, 16, 0, 12, 0, 6, 0, -20, 0, 2, 0, -4, 0, 16, 0, -16, 0, 6, 0, -4, 0, 0, 0, 16, 0, 101, 0, 16, 0, -2, 0, 40, 0, 18, 0, -16, 0, 0, 0, 4, 0, 30, 0, 0, 0, 6, 0, -4, 0, -8, 0, 24, 0, -18, 0, 8, 0, 14, 0, -16, 0, 18, 0, 16, 0, 0, 0, 56, 0, 1, 0, 12, 0, 32, 0, 4, 0, 0, 0, 0, 0, 30, 0, -4, 0, 24, 0, 0, 0, 14, 0, 4, 0, 38, 0, -40, 0, -10, 0, -8, 0, -26, 0, 24, 0, -24, 0, -52, 0, 0, 0, -28, 0, 79, 0, -4, 0, 18, 0, -4, 0, -80, 0, -28, 0, -10, 0, -8, 0, 10, 0, 0, 0, -32, 0, -40, 0, 14, 0, 24, 0, 10, 0, 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mf_subspaces • Show schema
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id: 1061850
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4840.2.a', 'level': 4840, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 10, 'sub_label': '440.2.a', 'sub_level': 440, 'sub_mult': 2, 'weight': 2}
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id: 1061848
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4840.2.a', 'level': 4840, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 10, 'sub_label': '242.2.a', 'sub_level': 242, 'sub_mult': 6, 'weight': 2}
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id: 1061842
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4840.2.a', 'level': 4840, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '11.2.a', 'sub_level': 11, 'sub_mult': 16, 'weight': 2}
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id: 1061845
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4840.2.a', 'level': 4840, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '20.2.a', 'sub_level': 20, 'sub_mult': 6, 'weight': 2}
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id: 1061849
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4840.2.a', 'level': 4840, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '40.2.a', 'sub_level': 40, 'sub_mult': 3, 'weight': 2}
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id: 1061851
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4840.2.a', 'level': 4840, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '44.2.a', 'sub_level': 44, 'sub_mult': 8, 'weight': 2}
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id: 1061854
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4840.2.a', 'level': 4840, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '55.2.a', 'sub_level': 55, 'sub_mult': 8, 'weight': 2}
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id: 1061856
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4840.2.a', 'level': 4840, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '88.2.a', 'sub_level': 88, 'sub_mult': 4, 'weight': 2}
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id: 1061841
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4840.2.a', 'level': 4840, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '110.2.a', 'sub_level': 110, 'sub_mult': 6, 'weight': 2}
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id: 1061844
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4840.2.a', 'level': 4840, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '121.2.a', 'sub_level': 121, 'sub_mult': 8, 'weight': 2}
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id: 1061846
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4840.2.a', 'level': 4840, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '220.2.a', 'sub_level': 220, 'sub_mult': 4, 'weight': 2}
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id: 1061853
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4840.2.a', 'level': 4840, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 9, 'sub_label': '484.2.a', 'sub_level': 484, 'sub_mult': 4, 'weight': 2}
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id: 1061855
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4840.2.a', 'level': 4840, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 37, 'sub_label': '605.2.a', 'sub_level': 605, 'sub_mult': 4, 'weight': 2}
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id: 1061857
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4840.2.a', 'level': 4840, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 27, 'sub_label': '968.2.a', 'sub_level': 968, 'sub_mult': 2, 'weight': 2}
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id: 1061843
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4840.2.a', 'level': 4840, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 35, 'sub_label': '1210.2.a', 'sub_level': 1210, 'sub_mult': 3, 'weight': 2}
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id: 1061847
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4840.2.a', 'level': 4840, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 37, 'sub_label': '2420.2.a', 'sub_level': 2420, 'sub_mult': 2, 'weight': 2}
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id: 1061852
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4840.2.a', 'level': 4840, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 109, 'sub_label': '4840.2.a', 'sub_level': 4840, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '4840.2.a', 'level': 4840, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 4821000
{'hecke_orbit_code': 33559272, 'n': 1, 'trace_an': 109}
-
id: 4821001
{'hecke_orbit_code': 33559272, 'n': 2, 'trace_an': 0}
-
id: 4821002
{'hecke_orbit_code': 33559272, 'n': 3, 'trace_an': -4}
-
id: 4821003
{'hecke_orbit_code': 33559272, 'n': 4, 'trace_an': 0}
-
id: 4821004
{'hecke_orbit_code': 33559272, 'n': 5, 'trace_an': 1}
-
id: 4821005
{'hecke_orbit_code': 33559272, 'n': 6, 'trace_an': 0}
-
id: 4821006
{'hecke_orbit_code': 33559272, 'n': 7, 'trace_an': -4}
-
id: 4821007
{'hecke_orbit_code': 33559272, 'n': 8, 'trace_an': 0}
-
id: 4821008
{'hecke_orbit_code': 33559272, 'n': 9, 'trace_an': 117}
-
id: 4821009
{'hecke_orbit_code': 33559272, 'n': 10, 'trace_an': 0}
-
id: 4821010
{'hecke_orbit_code': 33559272, 'n': 11, 'trace_an': 0}
-
id: 4821011
{'hecke_orbit_code': 33559272, 'n': 12, 'trace_an': 0}
-
id: 4821012
{'hecke_orbit_code': 33559272, 'n': 13, 'trace_an': -6}
-
id: 4821013
{'hecke_orbit_code': 33559272, 'n': 14, 'trace_an': 0}
-
id: 4821014
{'hecke_orbit_code': 33559272, 'n': 15, 'trace_an': 0}
-
id: 4821015
{'hecke_orbit_code': 33559272, 'n': 16, 'trace_an': 0}
-
id: 4821016
{'hecke_orbit_code': 33559272, 'n': 17, 'trace_an': -2}
-
id: 4821017
{'hecke_orbit_code': 33559272, 'n': 18, 'trace_an': 0}
-
id: 4821018
{'hecke_orbit_code': 33559272, 'n': 19, 'trace_an': -12}
-
id: 4821019
{'hecke_orbit_code': 33559272, 'n': 20, 'trace_an': 0}
-
id: 4821020
{'hecke_orbit_code': 33559272, 'n': 21, 'trace_an': -16}
-
id: 4821021
{'hecke_orbit_code': 33559272, 'n': 22, 'trace_an': 0}
-
id: 4821022
{'hecke_orbit_code': 33559272, 'n': 23, 'trace_an': -4}
-
id: 4821023
{'hecke_orbit_code': 33559272, 'n': 24, 'trace_an': 0}
-
id: 4821024
{'hecke_orbit_code': 33559272, 'n': 25, 'trace_an': 109}
-
id: 4821025
{'hecke_orbit_code': 33559272, 'n': 26, 'trace_an': 0}
-
id: 4821026
{'hecke_orbit_code': 33559272, 'n': 27, 'trace_an': -16}
-
id: 4821027
{'hecke_orbit_code': 33559272, 'n': 28, 'trace_an': 0}
-
id: 4821028
{'hecke_orbit_code': 33559272, 'n': 29, 'trace_an': -10}
-
id: 4821029
{'hecke_orbit_code': 33559272, 'n': 30, 'trace_an': 0}
-
id: 4821030
{'hecke_orbit_code': 33559272, 'n': 31, 'trace_an': -24}
-
id: 4821031
{'hecke_orbit_code': 33559272, 'n': 32, 'trace_an': 0}
-
id: 4821032
{'hecke_orbit_code': 33559272, 'n': 33, 'trace_an': 0}
-
id: 4821033
{'hecke_orbit_code': 33559272, 'n': 34, 'trace_an': 0}
-
id: 4821034
{'hecke_orbit_code': 33559272, 'n': 35, 'trace_an': 4}
-
id: 4821035
{'hecke_orbit_code': 33559272, 'n': 36, 'trace_an': 0}
-
id: 4821036
{'hecke_orbit_code': 33559272, 'n': 37, 'trace_an': -10}
-
id: 4821037
{'hecke_orbit_code': 33559272, 'n': 38, 'trace_an': 0}
-
id: 4821038
{'hecke_orbit_code': 33559272, 'n': 39, 'trace_an': 16}
-
id: 4821039
{'hecke_orbit_code': 33559272, 'n': 40, 'trace_an': 0}
-
id: 4821040
{'hecke_orbit_code': 33559272, 'n': 41, 'trace_an': 18}
-
id: 4821041
{'hecke_orbit_code': 33559272, 'n': 42, 'trace_an': 0}
-
id: 4821042
{'hecke_orbit_code': 33559272, 'n': 43, 'trace_an': -8}
-
id: 4821043
{'hecke_orbit_code': 33559272, 'n': 44, 'trace_an': 0}
-
id: 4821044
{'hecke_orbit_code': 33559272, 'n': 45, 'trace_an': -3}
-
id: 4821045
{'hecke_orbit_code': 33559272, 'n': 46, 'trace_an': 0}
-
id: 4821046
{'hecke_orbit_code': 33559272, 'n': 47, 'trace_an': 20}
-
id: 4821047
{'hecke_orbit_code': 33559272, 'n': 48, 'trace_an': 0}
-
id: 4821048
{'hecke_orbit_code': 33559272, 'n': 49, 'trace_an': 105}
-
id: 4821049
{'hecke_orbit_code': 33559272, 'n': 50, 'trace_an': 0}
-
id: 4821050
{'hecke_orbit_code': 33559272, 'n': 51, 'trace_an': 16}
-
id: 4821051
{'hecke_orbit_code': 33559272, 'n': 52, 'trace_an': 0}
-
id: 4821052
{'hecke_orbit_code': 33559272, 'n': 53, 'trace_an': 14}
-
id: 4821053
{'hecke_orbit_code': 33559272, 'n': 54, 'trace_an': 0}
-
id: 4821054
{'hecke_orbit_code': 33559272, 'n': 55, 'trace_an': 0}
-
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{'hecke_orbit_code': 33559272, 'n': 950, 'trace_an': 0}
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id: 4821950
{'hecke_orbit_code': 33559272, 'n': 951, 'trace_an': -24}
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id: 4821951
{'hecke_orbit_code': 33559272, 'n': 952, 'trace_an': 0}
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id: 4821952
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id: 4821953
{'hecke_orbit_code': 33559272, 'n': 954, 'trace_an': 0}
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id: 4821954
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id: 4821955
{'hecke_orbit_code': 33559272, 'n': 956, 'trace_an': 0}
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id: 4821956
{'hecke_orbit_code': 33559272, 'n': 957, 'trace_an': 0}
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id: 4821957
{'hecke_orbit_code': 33559272, 'n': 958, 'trace_an': 0}
-
id: 4821958
{'hecke_orbit_code': 33559272, 'n': 959, 'trace_an': 216}
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id: 4821959
{'hecke_orbit_code': 33559272, 'n': 960, 'trace_an': 0}
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id: 4821960
{'hecke_orbit_code': 33559272, 'n': 961, 'trace_an': 93}
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id: 4821961
{'hecke_orbit_code': 33559272, 'n': 962, 'trace_an': 0}
-
id: 4821962
{'hecke_orbit_code': 33559272, 'n': 963, 'trace_an': 72}
-
id: 4821963
{'hecke_orbit_code': 33559272, 'n': 964, 'trace_an': 0}
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id: 4821964
{'hecke_orbit_code': 33559272, 'n': 965, 'trace_an': -82}
-
id: 4821965
{'hecke_orbit_code': 33559272, 'n': 966, 'trace_an': 0}
-
id: 4821966
{'hecke_orbit_code': 33559272, 'n': 967, 'trace_an': 52}
-
id: 4821967
{'hecke_orbit_code': 33559272, 'n': 968, 'trace_an': 0}
-
id: 4821968
{'hecke_orbit_code': 33559272, 'n': 969, 'trace_an': -492}
-
id: 4821969
{'hecke_orbit_code': 33559272, 'n': 970, 'trace_an': 0}
-
id: 4821970
{'hecke_orbit_code': 33559272, 'n': 971, 'trace_an': 296}
-
id: 4821971
{'hecke_orbit_code': 33559272, 'n': 972, 'trace_an': 0}
-
id: 4821972
{'hecke_orbit_code': 33559272, 'n': 973, 'trace_an': -16}
-
id: 4821973
{'hecke_orbit_code': 33559272, 'n': 974, 'trace_an': 0}
-
id: 4821974
{'hecke_orbit_code': 33559272, 'n': 975, 'trace_an': 16}
-
id: 4821975
{'hecke_orbit_code': 33559272, 'n': 976, 'trace_an': 0}
-
id: 4821976
{'hecke_orbit_code': 33559272, 'n': 977, 'trace_an': -534}
-
id: 4821977
{'hecke_orbit_code': 33559272, 'n': 978, 'trace_an': 0}
-
id: 4821978
{'hecke_orbit_code': 33559272, 'n': 979, 'trace_an': 0}
-
id: 4821979
{'hecke_orbit_code': 33559272, 'n': 980, 'trace_an': 0}
-
id: 4821980
{'hecke_orbit_code': 33559272, 'n': 981, 'trace_an': -106}
-
id: 4821981
{'hecke_orbit_code': 33559272, 'n': 982, 'trace_an': 0}
-
id: 4821982
{'hecke_orbit_code': 33559272, 'n': 983, 'trace_an': 4}
-
id: 4821983
{'hecke_orbit_code': 33559272, 'n': 984, 'trace_an': 0}
-
id: 4821984
{'hecke_orbit_code': 33559272, 'n': 985, 'trace_an': 2}
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id: 4821985
{'hecke_orbit_code': 33559272, 'n': 986, 'trace_an': 0}
-
id: 4821986
{'hecke_orbit_code': 33559272, 'n': 987, 'trace_an': 208}
-
id: 4821987
{'hecke_orbit_code': 33559272, 'n': 988, 'trace_an': 0}
-
id: 4821988
{'hecke_orbit_code': 33559272, 'n': 989, 'trace_an': -64}
-
id: 4821989
{'hecke_orbit_code': 33559272, 'n': 990, 'trace_an': 0}
-
id: 4821990
{'hecke_orbit_code': 33559272, 'n': 991, 'trace_an': 40}
-
id: 4821991
{'hecke_orbit_code': 33559272, 'n': 992, 'trace_an': 0}
-
id: 4821992
{'hecke_orbit_code': 33559272, 'n': 993, 'trace_an': -676}
-
id: 4821993
{'hecke_orbit_code': 33559272, 'n': 994, 'trace_an': 0}
-
id: 4821994
{'hecke_orbit_code': 33559272, 'n': 995, 'trace_an': -104}
-
id: 4821995
{'hecke_orbit_code': 33559272, 'n': 996, 'trace_an': 0}
-
id: 4821996
{'hecke_orbit_code': 33559272, 'n': 997, 'trace_an': 26}
-
id: 4821997
{'hecke_orbit_code': 33559272, 'n': 998, 'trace_an': 0}
-
id: 4821998
{'hecke_orbit_code': 33559272, 'n': 999, 'trace_an': -32}
-
id: 4821999
{'hecke_orbit_code': 33559272, 'n': 1000, 'trace_an': 0}