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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [3, -1], [7, 1], [11, 1]], 1, 1], [[[2, -1], [3, 1], [7, 1], [11, 1]], 2, 1], [[[2, -1], [3, -1], [7, 1], [11, 1]], 2, 2], [[[2, -1], [3, 1], [7, -1], [11, -1]], 3, 1], [[[2, 1], [3, -1], [7, -1], [11, -1]], 2, 2], [[[2, -1], [3, -1], [7, 1], [11, -1]], 3, 3], [[[2, -1], [3, -1], [7, -1], [11, 1]], 3, 2], [[[2, 1], [3, -1], [7, 1], [11, -1]], 1, 1], [[[2, 1], [3, 1], [7, 1], [11, 1]], 1, 1], [[[2, 1], [3, 1], [7, -1], [11, 1]], 3, 1], [[[2, -1], [3, 1], [7, 1], [11, -1]], 1, 1], [[[2, 1], [3, 1], [7, 1], [11, -1]], 2, 1], [[[2, 1], [3, -1], [7, -1], [11, 1]], 2, 1]], 'ALdims': [1, 2, 3, 0, 1, 1, 2, 2, 2, 1, 0, 3, 2, 3, 3, 0], 'Nk2': 5544, 'analytic_conductor': 11.06726572014946, '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': [1386, 1, [155, 199, 1135], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 273, 'dim': 26, 'eis_dim': 31, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 13, 17], 'hecke_orbit_code': 33555818, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 3, 3], 'label': '1386.2.a', 'level': 1386, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7, 11], 'level_radical': 462, 'mf_dim': 304, 'mf_new_dim': 26, 'num_forms': 18, 'plus_dim': 7, 'prim_orbit_index': 1, 'relative_dim': 26, 'sturm_bound': 576, 'trace_bound': 13, 'trace_display': [2, 0, 0, 0], 'traces': [26, 2, 0, 26, 0, 0, 0, 2, 0, 4, -2, 0, 4, -4, 0, 26, 12, 0, 8, 0, 0, 2, 8, 0, 54, 16, 0, 0, 28, 0, 16, 2, 0, 12, 8, 0, 28, 12, 0, 4, -4, 0, 8, -2, 0, 0, -24, 0, 26, 6, 0, 4, -4, 0, 12, -4, 0, 4, -4, 0, 36, -8, 0, 26, -16, 0, 0, 12, 0, 4, 8, 0, -28, 28, 0, 8, -4, 0, -32, 0, 0, 12, 16, 0, 24, -8, 0, 2, 20, 0, -4, 8, 0, -24, -8, 0, 44, 2, 0, 54, -12, 0, -16, 16, 0, 20, 40, 0, -12, 0, 0, 0, -12, 0, 0, 28, 0, -56, 16, 0, 26, -56, 0, 16, 72, 0, 40, 2, 0, 32, -16, 0, 12, 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mf_subspaces • Show schema
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id: 437393
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1386.2.a', 'level': 1386, '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': 12, 'weight': 2}
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id: 437396
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1386.2.a', 'level': 1386, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '14.2.a', 'sub_level': 14, 'sub_mult': 6, 'weight': 2}
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id: 437399
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1386.2.a', 'level': 1386, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '21.2.a', 'sub_level': 21, 'sub_mult': 8, 'weight': 2}
-
id: 437401
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1386.2.a', 'level': 1386, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '33.2.a', 'sub_level': 33, 'sub_mult': 8, 'weight': 2}
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id: 437402
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1386.2.a', 'level': 1386, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '42.2.a', 'sub_level': 42, 'sub_mult': 4, 'weight': 2}
-
id: 437404
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1386.2.a', 'level': 1386, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '63.2.a', 'sub_level': 63, 'sub_mult': 4, 'weight': 2}
-
id: 437405
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1386.2.a', 'level': 1386, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '66.2.a', 'sub_level': 66, 'sub_mult': 4, 'weight': 2}
-
id: 437407
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1386.2.a', 'level': 1386, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '77.2.a', 'sub_level': 77, 'sub_mult': 6, 'weight': 2}
-
id: 437408
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1386.2.a', 'level': 1386, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '99.2.a', 'sub_level': 99, 'sub_mult': 4, 'weight': 2}
-
id: 437394
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1386.2.a', 'level': 1386, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '126.2.a', 'sub_level': 126, 'sub_mult': 2, 'weight': 2}
-
id: 437397
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1386.2.a', 'level': 1386, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '154.2.a', 'sub_level': 154, 'sub_mult': 3, 'weight': 2}
-
id: 437398
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1386.2.a', 'level': 1386, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '198.2.a', 'sub_level': 198, 'sub_mult': 2, 'weight': 2}
-
id: 437400
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1386.2.a', 'level': 1386, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 11, 'sub_label': '231.2.a', 'sub_level': 231, 'sub_mult': 4, 'weight': 2}
-
id: 437403
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1386.2.a', 'level': 1386, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 9, 'sub_label': '462.2.a', 'sub_level': 462, 'sub_mult': 2, 'weight': 2}
-
id: 437406
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1386.2.a', 'level': 1386, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 24, 'sub_label': '693.2.a', 'sub_level': 693, 'sub_mult': 2, 'weight': 2}
-
id: 437395
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1386.2.a', 'level': 1386, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 26, 'sub_label': '1386.2.a', 'sub_level': 1386, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '1386.2.a', 'level': 1386, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 1367000
{'hecke_orbit_code': 33555818, 'n': 1, 'trace_an': 26}
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id: 1367001
{'hecke_orbit_code': 33555818, 'n': 2, 'trace_an': 2}
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id: 1367002
{'hecke_orbit_code': 33555818, 'n': 3, 'trace_an': 0}
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id: 1367003
{'hecke_orbit_code': 33555818, 'n': 4, 'trace_an': 26}
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id: 1367004
{'hecke_orbit_code': 33555818, 'n': 5, 'trace_an': 0}
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id: 1367005
{'hecke_orbit_code': 33555818, 'n': 6, 'trace_an': 0}
-
id: 1367006
{'hecke_orbit_code': 33555818, 'n': 7, 'trace_an': 0}
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id: 1367007
{'hecke_orbit_code': 33555818, 'n': 8, 'trace_an': 2}
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id: 1367008
{'hecke_orbit_code': 33555818, 'n': 9, 'trace_an': 0}
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id: 1367009
{'hecke_orbit_code': 33555818, 'n': 10, 'trace_an': 4}
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id: 1367010
{'hecke_orbit_code': 33555818, 'n': 11, 'trace_an': -2}
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id: 1367011
{'hecke_orbit_code': 33555818, 'n': 12, 'trace_an': 0}
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id: 1367012
{'hecke_orbit_code': 33555818, 'n': 13, 'trace_an': 4}
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id: 1367013
{'hecke_orbit_code': 33555818, 'n': 14, 'trace_an': -4}
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id: 1367014
{'hecke_orbit_code': 33555818, 'n': 15, 'trace_an': 0}
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id: 1367015
{'hecke_orbit_code': 33555818, 'n': 16, 'trace_an': 26}
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id: 1367016
{'hecke_orbit_code': 33555818, 'n': 17, 'trace_an': 12}
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id: 1367017
{'hecke_orbit_code': 33555818, 'n': 18, 'trace_an': 0}
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id: 1367018
{'hecke_orbit_code': 33555818, 'n': 19, 'trace_an': 8}
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id: 1367019
{'hecke_orbit_code': 33555818, 'n': 20, 'trace_an': 0}
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id: 1367020
{'hecke_orbit_code': 33555818, 'n': 21, 'trace_an': 0}
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id: 1367021
{'hecke_orbit_code': 33555818, 'n': 22, 'trace_an': 2}
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id: 1367022
{'hecke_orbit_code': 33555818, 'n': 23, 'trace_an': 8}
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id: 1367023
{'hecke_orbit_code': 33555818, 'n': 24, 'trace_an': 0}
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id: 1367024
{'hecke_orbit_code': 33555818, 'n': 25, 'trace_an': 54}
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id: 1367025
{'hecke_orbit_code': 33555818, 'n': 26, 'trace_an': 16}
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id: 1367026
{'hecke_orbit_code': 33555818, 'n': 27, 'trace_an': 0}
-
id: 1367027
{'hecke_orbit_code': 33555818, 'n': 28, 'trace_an': 0}
-
id: 1367028
{'hecke_orbit_code': 33555818, 'n': 29, 'trace_an': 28}
-
id: 1367029
{'hecke_orbit_code': 33555818, 'n': 30, 'trace_an': 0}
-
id: 1367030
{'hecke_orbit_code': 33555818, 'n': 31, 'trace_an': 16}
-
id: 1367031
{'hecke_orbit_code': 33555818, 'n': 32, 'trace_an': 2}
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id: 1367032
{'hecke_orbit_code': 33555818, 'n': 33, 'trace_an': 0}
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id: 1367033
{'hecke_orbit_code': 33555818, 'n': 34, 'trace_an': 12}
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id: 1367034
{'hecke_orbit_code': 33555818, 'n': 35, 'trace_an': 8}
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id: 1367035
{'hecke_orbit_code': 33555818, 'n': 36, 'trace_an': 0}
-
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id: 1367934
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id: 1367935
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id: 1367936
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id: 1367937
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id: 1367938
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id: 1367939
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id: 1367940
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id: 1367941
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id: 1367942
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id: 1367943
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id: 1367944
{'hecke_orbit_code': 33555818, 'n': 945, 'trace_an': 0}
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id: 1367945
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id: 1367946
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id: 1367947
{'hecke_orbit_code': 33555818, 'n': 948, 'trace_an': 0}
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id: 1367948
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id: 1367949
{'hecke_orbit_code': 33555818, 'n': 950, 'trace_an': -68}
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id: 1367950
{'hecke_orbit_code': 33555818, 'n': 951, 'trace_an': 0}
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id: 1367951
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id: 1367952
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id: 1367953
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id: 1367954
{'hecke_orbit_code': 33555818, 'n': 955, 'trace_an': -56}
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id: 1367955
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id: 1367956
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id: 1367957
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id: 1367958
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id: 1367959
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id: 1367960
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id: 1367961
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id: 1367962
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id: 1367963
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id: 1367964
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id: 1367965
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id: 1367966
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id: 1367967
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id: 1367968
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id: 1367969
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id: 1367970
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id: 1367971
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id: 1367972
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id: 1367973
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id: 1367974
{'hecke_orbit_code': 33555818, 'n': 975, 'trace_an': 0}
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id: 1367975
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id: 1367976
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id: 1367977
{'hecke_orbit_code': 33555818, 'n': 978, 'trace_an': 0}
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id: 1367978
{'hecke_orbit_code': 33555818, 'n': 979, 'trace_an': -60}
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id: 1367979
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id: 1367980
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id: 1367981
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id: 1367982
{'hecke_orbit_code': 33555818, 'n': 983, 'trace_an': 8}
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id: 1367983
{'hecke_orbit_code': 33555818, 'n': 984, 'trace_an': 0}
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id: 1367984
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id: 1367985
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id: 1367986
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id: 1367987
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id: 1367988
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id: 1367989
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id: 1367990
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id: 1367991
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id: 1367992
{'hecke_orbit_code': 33555818, 'n': 993, 'trace_an': 0}
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id: 1367993
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id: 1367994
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id: 1367995
{'hecke_orbit_code': 33555818, 'n': 996, 'trace_an': 0}
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id: 1367996
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id: 1367997
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id: 1367998
{'hecke_orbit_code': 33555818, 'n': 999, 'trace_an': 0}
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id: 1367999
{'hecke_orbit_code': 33555818, 'n': 1000, 'trace_an': 48}