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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [5, 1], [23, 1]], 2, 2], [[[2, -1], [3, -1], [5, -1], [23, -1]], 1, 1], [[[2, -1], [3, 1], [5, 1], [23, -1]], 4, 1], [[[2, 1], [3, 1], [5, -1], [23, -1]], 1, 1], [[[2, 1], [3, 1], [5, -1], [23, 1]], 5, 1], [[[2, -1], [3, -1], [5, -1], [23, 1]], 4, 2], [[[2, -1], [3, 1], [5, 1], [23, 1]], 2, 2], [[[2, -1], [3, 1], [5, -1], [23, -1]], 3, 2], [[[2, 1], [3, -1], [5, -1], [23, -1]], 3, 1], [[[2, 1], [3, 1], [5, 1], [23, -1]], 4, 3], [[[2, 1], [3, -1], [5, 1], [23, -1]], 3, 1], [[[2, 1], [3, -1], [5, 1], [23, 1]], 2, 1], [[[2, 1], [3, -1], [5, -1], [23, 1]], 2, 1], [[[2, 1], [3, 1], [5, 1], [23, 1]], 2, 1], [[[2, -1], [3, 1], [5, -1], [23, 1]], 3, 2], [[[2, -1], [3, -1], [5, 1], [23, -1]], 3, 1]], 'ALdims': [2, 4, 5, 1, 2, 3, 2, 3, 2, 4, 3, 3, 2, 3, 4, 1], 'Nk2': 11040, 'analytic_conductor': 22.038710957873388, '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': [2760, 1, [2071, 1381, 1841, 1657, 1201], [1, 1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 561, 'dim': 44, 'eis_dim': 31, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11], 'hecke_orbit_code': 33557192, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 4, 5], 'label': '2760.2.a', 'level': 2760, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 23], 'level_radical': 690, 'mf_dim': 592, 'mf_new_dim': 44, 'num_forms': 23, 'plus_dim': 18, 'prim_orbit_index': 1, 'relative_dim': 44, 'sturm_bound': 1152, 'trace_bound': 11, 'trace_display': [0, -4, 0, -8], 'traces': [44, 0, -4, 0, 0, 0, -8, 0, 44, 0, 0, 0, 0, 0, 0, 0, 16, 0, -8, 0, -8, 0, 0, 0, 44, 0, -4, 0, 16, 0, -8, 0, 0, 0, 0, 0, -8, 0, -8, 0, 0, 0, -8, 0, 0, 0, 0, 0, 52, 0, 0, 0, -48, 0, 0, 0, -8, 0, 16, 0, -56, 0, -8, 0, 0, 0, 8, 0, 0, 0, 16, 0, 8, 0, -4, 0, 0, 0, 24, 0, 44, 0, 48, 0, 8, 0, 16, 0, 48, 0, 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mf_subspaces • Show schema
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id: 717618
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2760.2.a', 'level': 2760, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 16, 'sub_label': '1380.2.a', 'sub_level': 1380, 'sub_mult': 2, 'weight': 2}
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id: 717620
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2760.2.a', 'level': 2760, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '15.2.a', 'sub_level': 15, 'sub_mult': 8, 'weight': 2}
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id: 717622
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2760.2.a', 'level': 2760, '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': 8, 'weight': 2}
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id: 717624
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2760.2.a', 'level': 2760, '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': 16, 'weight': 2}
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id: 717625
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2760.2.a', 'level': 2760, '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: 717628
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2760.2.a', 'level': 2760, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '30.2.a', 'sub_level': 30, 'sub_mult': 6, 'weight': 2}
-
id: 717630
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2760.2.a', 'level': 2760, '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': 4, 'weight': 2}
-
id: 717632
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2760.2.a', 'level': 2760, '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': 12, 'weight': 2}
-
id: 717635
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2760.2.a', 'level': 2760, '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': 8, 'weight': 2}
-
id: 717637
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2760.2.a', 'level': 2760, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '92.2.a', 'sub_level': 92, 'sub_mult': 8, 'weight': 2}
-
id: 717616
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2760.2.a', 'level': 2760, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '115.2.a', 'sub_level': 115, 'sub_mult': 8, 'weight': 2}
-
id: 717617
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2760.2.a', 'level': 2760, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '120.2.a', 'sub_level': 120, 'sub_mult': 2, 'weight': 2}
-
id: 717619
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2760.2.a', 'level': 2760, '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': 6, 'weight': 2}
-
id: 717621
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2760.2.a', 'level': 2760, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '184.2.a', 'sub_level': 184, 'sub_mult': 4, 'weight': 2}
-
id: 717623
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2760.2.a', 'level': 2760, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 9, 'sub_label': '230.2.a', 'sub_level': 230, 'sub_mult': 6, 'weight': 2}
-
id: 717627
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2760.2.a', 'level': 2760, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '276.2.a', 'sub_level': 276, 'sub_mult': 4, 'weight': 2}
-
id: 717629
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2760.2.a', 'level': 2760, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 15, 'sub_label': '345.2.a', 'sub_level': 345, 'sub_mult': 4, 'weight': 2}
-
id: 717631
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2760.2.a', 'level': 2760, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '460.2.a', 'sub_level': 460, 'sub_mult': 4, 'weight': 2}
-
id: 717633
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2760.2.a', 'level': 2760, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 10, 'sub_label': '552.2.a', 'sub_level': 552, 'sub_mult': 2, 'weight': 2}
-
id: 717634
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2760.2.a', 'level': 2760, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 13, 'sub_label': '690.2.a', 'sub_level': 690, 'sub_mult': 3, 'weight': 2}
-
id: 717636
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2760.2.a', 'level': 2760, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 22, 'sub_label': '920.2.a', 'sub_level': 920, 'sub_mult': 2, 'weight': 2}
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id: 717626
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2760.2.a', 'level': 2760, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 44, 'sub_label': '2760.2.a', 'sub_level': 2760, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '2760.2.a', 'level': 2760, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
-
id: 2741000
{'hecke_orbit_code': 33557192, 'n': 1, 'trace_an': 44}
-
id: 2741001
{'hecke_orbit_code': 33557192, 'n': 2, 'trace_an': 0}
-
id: 2741002
{'hecke_orbit_code': 33557192, 'n': 3, 'trace_an': -4}
-
id: 2741003
{'hecke_orbit_code': 33557192, 'n': 4, 'trace_an': 0}
-
id: 2741004
{'hecke_orbit_code': 33557192, 'n': 5, 'trace_an': 0}
-
id: 2741005
{'hecke_orbit_code': 33557192, 'n': 6, 'trace_an': 0}
-
id: 2741006
{'hecke_orbit_code': 33557192, 'n': 7, 'trace_an': -8}
-
id: 2741007
{'hecke_orbit_code': 33557192, 'n': 8, 'trace_an': 0}
-
id: 2741008
{'hecke_orbit_code': 33557192, 'n': 9, 'trace_an': 44}
-
id: 2741009
{'hecke_orbit_code': 33557192, 'n': 10, 'trace_an': 0}
-
id: 2741010
{'hecke_orbit_code': 33557192, 'n': 11, 'trace_an': 0}
-
id: 2741011
{'hecke_orbit_code': 33557192, 'n': 12, 'trace_an': 0}
-
id: 2741012
{'hecke_orbit_code': 33557192, 'n': 13, 'trace_an': 0}
-
id: 2741013
{'hecke_orbit_code': 33557192, 'n': 14, 'trace_an': 0}
-
id: 2741014
{'hecke_orbit_code': 33557192, 'n': 15, 'trace_an': 0}
-
id: 2741015
{'hecke_orbit_code': 33557192, 'n': 16, 'trace_an': 0}
-
id: 2741016
{'hecke_orbit_code': 33557192, 'n': 17, 'trace_an': 16}
-
id: 2741017
{'hecke_orbit_code': 33557192, 'n': 18, 'trace_an': 0}
-
id: 2741018
{'hecke_orbit_code': 33557192, 'n': 19, 'trace_an': -8}
-
id: 2741019
{'hecke_orbit_code': 33557192, 'n': 20, 'trace_an': 0}
-
id: 2741020
{'hecke_orbit_code': 33557192, 'n': 21, 'trace_an': -8}
-
id: 2741021
{'hecke_orbit_code': 33557192, 'n': 22, 'trace_an': 0}
-
id: 2741022
{'hecke_orbit_code': 33557192, 'n': 23, 'trace_an': 0}
-
id: 2741023
{'hecke_orbit_code': 33557192, 'n': 24, 'trace_an': 0}
-
id: 2741024
{'hecke_orbit_code': 33557192, 'n': 25, 'trace_an': 44}
-
id: 2741025
{'hecke_orbit_code': 33557192, 'n': 26, 'trace_an': 0}
-
id: 2741026
{'hecke_orbit_code': 33557192, 'n': 27, 'trace_an': -4}
-
id: 2741027
{'hecke_orbit_code': 33557192, 'n': 28, 'trace_an': 0}
-
id: 2741028
{'hecke_orbit_code': 33557192, 'n': 29, 'trace_an': 16}
-
id: 2741029
{'hecke_orbit_code': 33557192, 'n': 30, 'trace_an': 0}
-
id: 2741030
{'hecke_orbit_code': 33557192, 'n': 31, 'trace_an': -8}
-
id: 2741031
{'hecke_orbit_code': 33557192, 'n': 32, 'trace_an': 0}
-
id: 2741032
{'hecke_orbit_code': 33557192, 'n': 33, 'trace_an': 0}
-
id: 2741033
{'hecke_orbit_code': 33557192, 'n': 34, 'trace_an': 0}
-
id: 2741034
{'hecke_orbit_code': 33557192, 'n': 35, 'trace_an': 0}
-
id: 2741035
{'hecke_orbit_code': 33557192, 'n': 36, 'trace_an': 0}
-
id: 2741036
{'hecke_orbit_code': 33557192, 'n': 37, 'trace_an': -8}
-
id: 2741037
{'hecke_orbit_code': 33557192, 'n': 38, 'trace_an': 0}
-
id: 2741038
{'hecke_orbit_code': 33557192, 'n': 39, 'trace_an': -8}
-
id: 2741039
{'hecke_orbit_code': 33557192, 'n': 40, 'trace_an': 0}
-
id: 2741040
{'hecke_orbit_code': 33557192, 'n': 41, 'trace_an': 0}
-
id: 2741041
{'hecke_orbit_code': 33557192, 'n': 42, 'trace_an': 0}
-
id: 2741042
{'hecke_orbit_code': 33557192, 'n': 43, 'trace_an': -8}
-
id: 2741043
{'hecke_orbit_code': 33557192, 'n': 44, 'trace_an': 0}
-
id: 2741044
{'hecke_orbit_code': 33557192, 'n': 45, 'trace_an': 0}
-
id: 2741045
{'hecke_orbit_code': 33557192, 'n': 46, 'trace_an': 0}
-
id: 2741046
{'hecke_orbit_code': 33557192, 'n': 47, 'trace_an': 0}
-
id: 2741047
{'hecke_orbit_code': 33557192, 'n': 48, 'trace_an': 0}
-
id: 2741048
{'hecke_orbit_code': 33557192, 'n': 49, 'trace_an': 52}
-
id: 2741049
{'hecke_orbit_code': 33557192, 'n': 50, 'trace_an': 0}
-
id: 2741050
{'hecke_orbit_code': 33557192, 'n': 51, 'trace_an': 0}
-
id: 2741051
{'hecke_orbit_code': 33557192, 'n': 52, 'trace_an': 0}
-
id: 2741052
{'hecke_orbit_code': 33557192, 'n': 53, 'trace_an': -48}
-
id: 2741053
{'hecke_orbit_code': 33557192, 'n': 54, 'trace_an': 0}
-
id: 2741054
{'hecke_orbit_code': 33557192, 'n': 55, 'trace_an': 0}
-
id: 2741055
{'hecke_orbit_code': 33557192, 'n': 56, 'trace_an': 0}
-
id: 2741056
{'hecke_orbit_code': 33557192, 'n': 57, 'trace_an': -8}
-
id: 2741057
{'hecke_orbit_code': 33557192, 'n': 58, 'trace_an': 0}
-
id: 2741058
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{'hecke_orbit_code': 33557192, 'n': 953, 'trace_an': -192}
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id: 2741953
{'hecke_orbit_code': 33557192, 'n': 954, 'trace_an': 0}
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id: 2741954
{'hecke_orbit_code': 33557192, 'n': 955, 'trace_an': -80}
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id: 2741955
{'hecke_orbit_code': 33557192, 'n': 956, 'trace_an': 0}
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id: 2741956
{'hecke_orbit_code': 33557192, 'n': 957, 'trace_an': 128}
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id: 2741957
{'hecke_orbit_code': 33557192, 'n': 958, 'trace_an': 0}
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id: 2741958
{'hecke_orbit_code': 33557192, 'n': 959, 'trace_an': 16}
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id: 2741959
{'hecke_orbit_code': 33557192, 'n': 960, 'trace_an': 0}
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id: 2741960
{'hecke_orbit_code': 33557192, 'n': 961, 'trace_an': 68}
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id: 2741961
{'hecke_orbit_code': 33557192, 'n': 962, 'trace_an': 0}
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id: 2741962
{'hecke_orbit_code': 33557192, 'n': 963, 'trace_an': 48}
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id: 2741963
{'hecke_orbit_code': 33557192, 'n': 964, 'trace_an': 0}
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id: 2741964
{'hecke_orbit_code': 33557192, 'n': 965, 'trace_an': 0}
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id: 2741965
{'hecke_orbit_code': 33557192, 'n': 966, 'trace_an': 0}
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id: 2741966
{'hecke_orbit_code': 33557192, 'n': 967, 'trace_an': 24}
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id: 2741967
{'hecke_orbit_code': 33557192, 'n': 968, 'trace_an': 0}
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id: 2741968
{'hecke_orbit_code': 33557192, 'n': 969, 'trace_an': 144}
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id: 2741969
{'hecke_orbit_code': 33557192, 'n': 970, 'trace_an': 0}
-
id: 2741970
{'hecke_orbit_code': 33557192, 'n': 971, 'trace_an': -48}
-
id: 2741971
{'hecke_orbit_code': 33557192, 'n': 972, 'trace_an': 0}
-
id: 2741972
{'hecke_orbit_code': 33557192, 'n': 973, 'trace_an': -96}
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id: 2741973
{'hecke_orbit_code': 33557192, 'n': 974, 'trace_an': 0}
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id: 2741974
{'hecke_orbit_code': 33557192, 'n': 975, 'trace_an': -8}
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id: 2741975
{'hecke_orbit_code': 33557192, 'n': 976, 'trace_an': 0}
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id: 2741976
{'hecke_orbit_code': 33557192, 'n': 977, 'trace_an': -112}
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id: 2741977
{'hecke_orbit_code': 33557192, 'n': 978, 'trace_an': 0}
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id: 2741978
{'hecke_orbit_code': 33557192, 'n': 979, 'trace_an': 160}
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id: 2741979
{'hecke_orbit_code': 33557192, 'n': 980, 'trace_an': 0}
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id: 2741980
{'hecke_orbit_code': 33557192, 'n': 981, 'trace_an': 56}
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id: 2741981
{'hecke_orbit_code': 33557192, 'n': 982, 'trace_an': 0}
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id: 2741982
{'hecke_orbit_code': 33557192, 'n': 983, 'trace_an': -32}
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id: 2741983
{'hecke_orbit_code': 33557192, 'n': 984, 'trace_an': 0}
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id: 2741984
{'hecke_orbit_code': 33557192, 'n': 985, 'trace_an': -32}
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id: 2741985
{'hecke_orbit_code': 33557192, 'n': 986, 'trace_an': 0}
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id: 2741986
{'hecke_orbit_code': 33557192, 'n': 987, 'trace_an': 144}
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id: 2741987
{'hecke_orbit_code': 33557192, 'n': 988, 'trace_an': 0}
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id: 2741988
{'hecke_orbit_code': 33557192, 'n': 989, 'trace_an': -24}
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id: 2741989
{'hecke_orbit_code': 33557192, 'n': 990, 'trace_an': 0}
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id: 2741990
{'hecke_orbit_code': 33557192, 'n': 991, 'trace_an': -88}
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id: 2741991
{'hecke_orbit_code': 33557192, 'n': 992, 'trace_an': 0}
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id: 2741992
{'hecke_orbit_code': 33557192, 'n': 993, 'trace_an': 32}
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id: 2741993
{'hecke_orbit_code': 33557192, 'n': 994, 'trace_an': 0}
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id: 2741994
{'hecke_orbit_code': 33557192, 'n': 995, 'trace_an': 96}
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id: 2741995
{'hecke_orbit_code': 33557192, 'n': 996, 'trace_an': 0}
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id: 2741996
{'hecke_orbit_code': 33557192, 'n': 997, 'trace_an': 160}
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id: 2741997
{'hecke_orbit_code': 33557192, 'n': 998, 'trace_an': 0}
-
id: 2741998
{'hecke_orbit_code': 33557192, 'n': 999, 'trace_an': -8}
-
id: 2741999
{'hecke_orbit_code': 33557192, 'n': 1000, 'trace_an': 0}