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mf_newspaces • Show schema
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{'Nk2': 144, 'analytic_conductor': 0.2874614472766094, 'char_conductor': 12, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [36, 2, [19, 29], [1, 1]], 'conrey_index': 35, 'cusp_dim': 2, 'dim': 2, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 68753031204, 'hecke_orbit_dims': [2], 'label': '36.2.b', 'level': 36, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 10, 'mf_new_dim': 2, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 2, 'sturm_bound': 12, 'trace_bound': 0, 'trace_display': [0, 0, 0, 0], 'traces': [2, 0, 0, -4, 0, 0, 0, 0, 0, 4, 0, 0, -8, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 0, 6, 0, 0, 0, 0, 0, 0, 0, 0, -20, 0, 0, 4, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 0, 14, 0, 0, 16, 0, 0, 0, 0, 0, 28, 0, 0, -20, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, 0, -32, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 20, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, -12, 0, 0, 0, 0, 0, -20, 0, 0, 40, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -22, 0, 0, 0, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, 40, 0, 0, 0, 0, 0, 0, 0, 0, -28, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 0, -44, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 0, 6, 0, 0, 0, 0, 0, 0, 0, 0, 52, 0, 0, 40, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 28, 0, 0, -28, 0, 0, 0, 0, 0, -44, 0, 0, -4, 0, 0, -32, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, -8, 0, 0, -56, 0, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 40, 0, 0, 0, 0, 0, 32, 0, 0, 0, 0, 0, 32, 0, 0, 0, 0, 0, 0, 0, 0, 20, 0, 0, 0, 0, 0, 0, 0, 0, 28, 0, 0, -56, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -66, 0, 0, 64, 0, 0, 0, 0, 0, -68, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 52, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -24, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 0, 64, 0, 0, -40, 0, 0, 0, 0, 0, -44, 0, 0, -20, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 38, 0, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 28, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -32, 0, 0, 0, 0, 0, 52, 0, 0, 76, 0, 0, 24, 0, 0, 0, 0, 0, 0, 0, 0, -80, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -56, 0, 0, 40, 0, 0, 0, 0, 0, 0, 0, 0, -68, 0, 0, -80, 0, 0, 0, 0, 0, 80, 0, 0, -52, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 0, -20, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -16, 0, 0, 44, 0, 0, 0, 0, 0, 28, 0, 0, 140, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 44, 0, 0, 0, 0, 0, 0, 0, 0, -68, 0, 0, 0, 0, 0, 32, 0, 0, 0, 0, 0, 0, 0, 0, -46, 0, 0, 0, 0, 0, 0, 0, 0, -92, 0, 0, 40, 0, 0, -80, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -44, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 56, 0, 0, 0, 0, 0, 76, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 0, -20, 0, 0, 0, 0, 0, 0, 0, 0, -40, 0, 0, -68, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2, 0, 0, 88, 0, 0, 0, 0, 0, 100, 0, 0, -56, 0, 0, -32, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 100, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -92, 0, 0, -12, 0, 0, 0, 0, 0, 0, 0, 0, -28, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 20, 0, 0, 0, 0, 0, 0, 0, 0, 100, 0, 0, 88, 0, 0, -104, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -80, 0, 0, 0, 0, 0, -64, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 68, 0, 0, 0, 0, 0, 0, 0, 0, -112, 0, 0, -104, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 100, 0, 0, -56, 0, 0, 0, 0, 0, 28, 0, 0, 0, 0, 0, 56, 0, 0, 0, 0, 0, 0, 0, 0, 80, 0, 0, 0, 0, 0, 0, 0, 0, 76, 0, 0, 0, 0, 0, 88, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 0, 40, 0, 0, 64, 0, 0, 0, 0, 0, 0, 0, 0, -138, 0, 0, 0, 0, 0, 0, 0, 0, -60, 0, 0, -92, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -116, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 52, 0, 0, -100, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, -116, 0, 0, 12, 0, 0, 112, 0, 0, 0, 0, 0, 0, 0, 0, 76, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 128, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 62, 0, 0, -32, 0, 0, 0, 0, 0, 32, 0, 0, 0, 0, 0, -80, 0, 0, 0, 0, 0, 0, 0, 0, -52, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 124, 0, 0, -64], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 35, 'conrey_indexes': [35], 'label': '36.2.b', 'level': 36, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 35, 'sub_conrey_indexes': [35], 'sub_dim': 2, 'sub_label': '36.2.b', 'sub_level': 36, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 2, 'label': '36.2.b', 'level': 36, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 17147000
{'hecke_orbit_code': 68753031204, 'n': 1, 'trace_an': 2}
-
id: 17147001
{'hecke_orbit_code': 68753031204, 'n': 2, 'trace_an': 0}
-
id: 17147002
{'hecke_orbit_code': 68753031204, 'n': 3, 'trace_an': 0}
-
id: 17147003
{'hecke_orbit_code': 68753031204, 'n': 4, 'trace_an': -4}
-
id: 17147004
{'hecke_orbit_code': 68753031204, 'n': 5, 'trace_an': 0}
-
id: 17147005
{'hecke_orbit_code': 68753031204, 'n': 6, 'trace_an': 0}
-
id: 17147006
{'hecke_orbit_code': 68753031204, 'n': 7, 'trace_an': 0}
-
id: 17147007
{'hecke_orbit_code': 68753031204, 'n': 8, 'trace_an': 0}
-
id: 17147008
{'hecke_orbit_code': 68753031204, 'n': 9, 'trace_an': 0}
-
id: 17147009
{'hecke_orbit_code': 68753031204, 'n': 10, 'trace_an': 4}
-
id: 17147010
{'hecke_orbit_code': 68753031204, 'n': 11, 'trace_an': 0}
-
id: 17147011
{'hecke_orbit_code': 68753031204, 'n': 12, 'trace_an': 0}
-
id: 17147012
{'hecke_orbit_code': 68753031204, 'n': 13, 'trace_an': -8}
-
id: 17147013
{'hecke_orbit_code': 68753031204, 'n': 14, 'trace_an': 0}
-
id: 17147014
{'hecke_orbit_code': 68753031204, 'n': 15, 'trace_an': 0}
-
id: 17147015
{'hecke_orbit_code': 68753031204, 'n': 16, 'trace_an': 8}
-
id: 17147016
{'hecke_orbit_code': 68753031204, 'n': 17, 'trace_an': 0}
-
id: 17147017
{'hecke_orbit_code': 68753031204, 'n': 18, 'trace_an': 0}
-
id: 17147018
{'hecke_orbit_code': 68753031204, 'n': 19, 'trace_an': 0}
-
id: 17147019
{'hecke_orbit_code': 68753031204, 'n': 20, 'trace_an': 0}
-
id: 17147020
{'hecke_orbit_code': 68753031204, 'n': 21, 'trace_an': 0}
-
id: 17147021
{'hecke_orbit_code': 68753031204, 'n': 22, 'trace_an': 0}
-
id: 17147022
{'hecke_orbit_code': 68753031204, 'n': 23, 'trace_an': 0}
-
id: 17147023
{'hecke_orbit_code': 68753031204, 'n': 24, 'trace_an': 0}
-
id: 17147024
{'hecke_orbit_code': 68753031204, 'n': 25, 'trace_an': 6}
-
id: 17147025
{'hecke_orbit_code': 68753031204, 'n': 26, 'trace_an': 0}
-
id: 17147026
{'hecke_orbit_code': 68753031204, 'n': 27, 'trace_an': 0}
-
id: 17147027
{'hecke_orbit_code': 68753031204, 'n': 28, 'trace_an': 0}
-
id: 17147028
{'hecke_orbit_code': 68753031204, 'n': 29, 'trace_an': 0}
-
id: 17147029
{'hecke_orbit_code': 68753031204, 'n': 30, 'trace_an': 0}
-
id: 17147030
{'hecke_orbit_code': 68753031204, 'n': 31, 'trace_an': 0}
-
id: 17147031
{'hecke_orbit_code': 68753031204, 'n': 32, 'trace_an': 0}
-
id: 17147032
{'hecke_orbit_code': 68753031204, 'n': 33, 'trace_an': 0}
-
id: 17147033
{'hecke_orbit_code': 68753031204, 'n': 34, 'trace_an': -20}
-
id: 17147034
{'hecke_orbit_code': 68753031204, 'n': 35, 'trace_an': 0}
-
id: 17147035
{'hecke_orbit_code': 68753031204, 'n': 36, 'trace_an': 0}
-
id: 17147036
{'hecke_orbit_code': 68753031204, 'n': 37, 'trace_an': 4}
-
id: 17147037
{'hecke_orbit_code': 68753031204, 'n': 38, 'trace_an': 0}
-
id: 17147038
{'hecke_orbit_code': 68753031204, 'n': 39, 'trace_an': 0}
-
id: 17147039
{'hecke_orbit_code': 68753031204, 'n': 40, 'trace_an': -8}
-
id: 17147040
{'hecke_orbit_code': 68753031204, 'n': 41, 'trace_an': 0}
-
id: 17147041
{'hecke_orbit_code': 68753031204, 'n': 42, 'trace_an': 0}
-
id: 17147042
{'hecke_orbit_code': 68753031204, 'n': 43, 'trace_an': 0}
-
id: 17147043
{'hecke_orbit_code': 68753031204, 'n': 44, 'trace_an': 0}
-
id: 17147044
{'hecke_orbit_code': 68753031204, 'n': 45, 'trace_an': 0}
-
id: 17147045
{'hecke_orbit_code': 68753031204, 'n': 46, 'trace_an': 0}
-
id: 17147046
{'hecke_orbit_code': 68753031204, 'n': 47, 'trace_an': 0}
-
id: 17147047
{'hecke_orbit_code': 68753031204, 'n': 48, 'trace_an': 0}
-
id: 17147048
{'hecke_orbit_code': 68753031204, 'n': 49, 'trace_an': 14}
-
id: 17147049
{'hecke_orbit_code': 68753031204, 'n': 50, 'trace_an': 0}
-
id: 17147050
{'hecke_orbit_code': 68753031204, 'n': 51, 'trace_an': 0}
-
id: 17147051
{'hecke_orbit_code': 68753031204, 'n': 52, 'trace_an': 16}
-
id: 17147052
{'hecke_orbit_code': 68753031204, 'n': 53, 'trace_an': 0}
-
id: 17147053
{'hecke_orbit_code': 68753031204, 'n': 54, 'trace_an': 0}
-
id: 17147054
{'hecke_orbit_code': 68753031204, 'n': 55, 'trace_an': 0}
-
id: 17147055
{'hecke_orbit_code': 68753031204, 'n': 56, 'trace_an': 0}
-
id: 17147056
{'hecke_orbit_code': 68753031204, 'n': 57, 'trace_an': 0}
-
id: 17147057
{'hecke_orbit_code': 68753031204, 'n': 58, 'trace_an': 28}
-
id: 17147058
{'hecke_orbit_code': 68753031204, 'n': 59, 'trace_an': 0}
-
id: 17147059
{'hecke_orbit_code': 68753031204, 'n': 60, 'trace_an': 0}
-
id: 17147060
{'hecke_orbit_code': 68753031204, 'n': 61, 'trace_an': -20}
-
id: 17147061
{'hecke_orbit_code': 68753031204, 'n': 62, 'trace_an': 0}
-
id: 17147062
{'hecke_orbit_code': 68753031204, 'n': 63, 'trace_an': 0}
-
id: 17147063
{'hecke_orbit_code': 68753031204, 'n': 64, 'trace_an': -16}
-
id: 17147064
{'hecke_orbit_code': 68753031204, 'n': 65, 'trace_an': 0}
-
id: 17147065
{'hecke_orbit_code': 68753031204, 'n': 66, 'trace_an': 0}
-
id: 17147066
{'hecke_orbit_code': 68753031204, 'n': 67, 'trace_an': 0}
-
id: 17147067
{'hecke_orbit_code': 68753031204, 'n': 68, 'trace_an': 0}
-
id: 17147068
{'hecke_orbit_code': 68753031204, 'n': 69, 'trace_an': 0}
-
id: 17147069
{'hecke_orbit_code': 68753031204, 'n': 70, 'trace_an': 0}
-
id: 17147070
{'hecke_orbit_code': 68753031204, 'n': 71, 'trace_an': 0}
-
id: 17147071
{'hecke_orbit_code': 68753031204, 'n': 72, 'trace_an': 0}
-
id: 17147072
{'hecke_orbit_code': 68753031204, 'n': 73, 'trace_an': -32}
-
id: 17147073
{'hecke_orbit_code': 68753031204, 'n': 74, 'trace_an': 0}
-
id: 17147074
{'hecke_orbit_code': 68753031204, 'n': 75, 'trace_an': 0}
-
id: 17147075
{'hecke_orbit_code': 68753031204, 'n': 76, 'trace_an': 0}
-
id: 17147076
{'hecke_orbit_code': 68753031204, 'n': 77, 'trace_an': 0}
-
id: 17147077
{'hecke_orbit_code': 68753031204, 'n': 78, 'trace_an': 0}
-
id: 17147078
{'hecke_orbit_code': 68753031204, 'n': 79, 'trace_an': 0}
-
id: 17147079
{'hecke_orbit_code': 68753031204, 'n': 80, 'trace_an': 0}
-
id: 17147080
{'hecke_orbit_code': 68753031204, 'n': 81, 'trace_an': 0}
-
id: 17147081
{'hecke_orbit_code': 68753031204, 'n': 82, 'trace_an': 4}
-
id: 17147082
{'hecke_orbit_code': 68753031204, 'n': 83, 'trace_an': 0}
-
id: 17147083
{'hecke_orbit_code': 68753031204, 'n': 84, 'trace_an': 0}
-
id: 17147084
{'hecke_orbit_code': 68753031204, 'n': 85, 'trace_an': 20}
-
id: 17147085
{'hecke_orbit_code': 68753031204, 'n': 86, 'trace_an': 0}
-
id: 17147086
{'hecke_orbit_code': 68753031204, 'n': 87, 'trace_an': 0}
-
id: 17147087
{'hecke_orbit_code': 68753031204, 'n': 88, 'trace_an': 0}
-
id: 17147088
{'hecke_orbit_code': 68753031204, 'n': 89, 'trace_an': 0}
-
id: 17147089
{'hecke_orbit_code': 68753031204, 'n': 90, 'trace_an': 0}
-
id: 17147090
{'hecke_orbit_code': 68753031204, 'n': 91, 'trace_an': 0}
-
id: 17147091
{'hecke_orbit_code': 68753031204, 'n': 92, 'trace_an': 0}
-
id: 17147092
{'hecke_orbit_code': 68753031204, 'n': 93, 'trace_an': 0}
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id: 17147934
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id: 17147935
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id: 17147936
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id: 17147937
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id: 17147938
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id: 17147939
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id: 17147940
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id: 17147941
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id: 17147942
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id: 17147943
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id: 17147944
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id: 17147945
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id: 17147946
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id: 17147947
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id: 17147948
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id: 17147949
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id: 17147950
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id: 17147951
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id: 17147952
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id: 17147953
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id: 17147954
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id: 17147955
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id: 17147956
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id: 17147957
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id: 17147958
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id: 17147959
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id: 17147960
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id: 17147961
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id: 17147962
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id: 17147963
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id: 17147964
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id: 17147965
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id: 17147967
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id: 17147970
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id: 17147971
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id: 17147972
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id: 17147974
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id: 17147975
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id: 17147976
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id: 17147977
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id: 17147978
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id: 17147979
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id: 17147980
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id: 17147981
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id: 17147982
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id: 17147983
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id: 17147984
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id: 17147985
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id: 17147986
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id: 17147987
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id: 17147988
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id: 17147989
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id: 17147990
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id: 17147991
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id: 17147992
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id: 17147993
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id: 17147994
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id: 17147995
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id: 17147996
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id: 17147997
{'hecke_orbit_code': 68753031204, 'n': 998, 'trace_an': 0}
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id: 17147998
{'hecke_orbit_code': 68753031204, 'n': 999, 'trace_an': 0}
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id: 17147999
{'hecke_orbit_code': 68753031204, 'n': 1000, 'trace_an': -64}
