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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [5, 1]], 1, 1]], 'ALdims': [0, 0, 1, 0], 'Nk2': 400, 'analytic_conductor': 0.7985040202128039, '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': [100, 1, [51, 77], [1, 1]], 'conrey_index': 1, 'cusp_dim': 7, 'dim': 1, 'eis_dim': 17, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 33554532, 'hecke_orbit_dims': [1], 'label': '100.2.a', 'level': 100, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 24, 'mf_new_dim': 1, 'num_forms': 1, 'plus_dim': 0, 'prim_orbit_index': 1, 'relative_dim': 1, 'sturm_bound': 30, 'trace_bound': 0, 'trace_display': [0, 2, 0, -2], 'traces': [1, 0, 2, 0, 0, 0, -2, 0, 1, 0, 0, 0, -2, 0, 0, 0, 6, 0, -4, 0, -4, 0, -6, 0, 0, 0, -4, 0, 6, 0, -4, 0, 0, 0, 0, 0, -2, 0, -4, 0, 6, 0, 10, 0, 0, 0, 6, 0, -3, 0, 12, 0, 6, 0, 0, 0, -8, 0, 12, 0, 2, 0, -2, 0, 0, 0, -2, 0, -12, 0, -12, 0, -2, 0, 0, 0, 0, 0, 8, 0, -11, 0, -6, 0, 0, 0, 12, 0, -6, 0, 4, 0, -8, 0, 0, 0, -2, 0, 0, 0, 6, 0, -14, 0, 0, 0, 6, 0, 2, 0, -4, 0, 6, 0, 0, 0, -2, 0, -12, 0, -11, 0, 12, 0, 0, 0, -2, 0, 20, 0, 0, 0, 8, 0, 0, 0, -18, 0, -4, 0, 12, 0, 0, 0, 0, 0, -6, 0, -6, 0, 20, 0, 6, 0, 0, 0, 22, 0, 12, 0, 12, 0, 10, 0, 0, 0, -18, 0, -9, 0, -4, 0, 6, 0, 0, 0, 24, 0, -12, 0, -10, 0, 4, 0, 0, 0, 0, 0, 8, 0, -12, 0, -26, 0, 0, 0, -18, 0, 8, 0, -4, 0, -12, 0, 0, 0, -6, 0, 0, 0, -16, 0, -24, 0, 0, 0, 8, 0, -4, 0, -12, 0, 10, 0, 0, 0, 6, 0, 14, 0, 0, 0, 6, 0, 0, 0, 16, 0, -24, 0, 14, 0, -10, 0, 0, 0, 8, 0, -12, 0, 0, 0, 0, 0, 0, 0, 6, 0, 4, 0, 6, 0, 18, 0, 0, 0, -12, 0, 18, 0, 20, 0, 8, 0, 0, 0, -26, 0, -4, 0, 6, 0, -14, 0, 0, 0, -12, 0, 19, 0, -4, 0, 30, 0, 0, 0, 0, 0, 12, 0, -20, 0, 12, 0, 0, 0, -2, 0, -28, 0, 12, 0, 22, 0, 0, 0, 6, 0, 0, 0, 12, 0, -24, 0, 0, 0, 4, 0, -12, 0, 8, 0, -2, 0, 0, 0, -2, 0, 12, 0, 0, 0, 20, 0, 0, 0, 30, 0, -10, 0, 8, 0, -18, 0, 0, 0, -24, 0, 24, 0, -3, 0, -22, 0, 0, 0, 22, 0, 6, 0, -12, 0, -26, 0, 0, 0, -12, 0, -28, 0, -4, 0, -6, 0, 0, 0, 10, 0, -6, 0, -36, 0, 0, 0, 0, 0, -2, 0, 16, 0, -30, 0, 8, 0, 0, 0, 0, 0, -34, 0, -36, 0, -24, 0, 0, 0, -8, 0, 36, 0, 26, 0, 6, 0, 0, 0, -4, 0, 0, 0, 36, 0, -2, 0, 0, 0, 24, 0, 8, 0, -3, 0, -6, 0, 0, 0, -12, 0, 6, 0, 0, 0, 40, 0, 0, 0, -26, 0, -24, 0, 30, 0, -14, 0, 0, 0, 30, 0, 4, 0, 44, 0, 0, 0, 0, 0, 6, 0, -24, 0, 4, 0, 24, 0, 0, 0, -26, 0, 20, 0, 0, 0, 36, 0, 0, 0, 24, 0, -4, 0, -36, 0, 18, 0, 0, 0, -18, 0, 6, 0, 4, 0, 16, 0, 0, 0, 0, 0, 12, 0, -6, 0, -14, 0, 0, 0, -24, 0, 13, 0, 12, 0, -12, 0, 0, 0, -24, 0, 0, 0, 14, 0, -20, 0, 0, 0, -26, 0, 2, 0, -24, 0, -16, 0, 0, 0, 30, 0, -20, 0, 0, 0, 18, 0, 0, 0, 22, 0, 30, 0, 8, 0, -24, 0, 0, 0, 22, 0, -52, 0, 12, 0, 0, 0, 0, 0, 6, 0, 16, 0, -36, 0, -18, 0, 0, 0, 16, 0, 0, 0, -10, 0, -2, 0, 0, 0, 22, 0, -24, 0, -12, 0, -2, 0, 0, 0, 6, 0, 20, 0, 24, 0, 12, 0, 0, 0, 0, 0, -12, 0, -28, 0, -32, 0, 0, 0, 6, 0, -12, 0, -18, 0, -14, 0, 0, 0, -42, 0, 0, 0, 16, 0, -42, 0, 0, 0, -2, 0, 36, 0, -22, 0, -24, 0, 0, 0, -36, 0, 20, 0, 0, 0, 46, 0, 0, 0, -18, 0, 4, 0, 12, 0, 42, 0, 0, 0, 28, 0, -12, 0, 8, 0, 0, 0, 0, 0, 36, 0, 12, 0, -30, 0, 8, 0, 0, 0, -12, 0, -34, 0, 8, 0, 24, 0, 0, 0, -48, 0, -24, 0, 28, 0, 28, 0, 0, 0, 46, 0, 13, 0, 60, 0, 22, 0, 0, 0, 0, 0, 20, 0, 16, 0, -6, 0, 0, 0, -6, 0, -12, 0, -4, 0, 0, 0, 0, 0, 22, 0, 0, 0, 42, 0, -4, 0, 0, 0, -24, 0, 2, 0, 12, 0, 30, 0, 0, 0, 8, 0, -24, 0, 0, 0, -24, 0, 0, 0, -26, 0, 36, 0, -12, 0, -4, 0, 0, 0, -42, 0, 36, 0, -6, 0, 0, 0, 0, 0, 36, 0, -6, 0, -16, 0, 40, 0, 0, 0, -40, 0, 4, 0, -54, 0, -38, 0, 0, 0, 30, 0, 2, 0, -52, 0, -18, 0, 0, 0, 16, 0, -48, 0, 7, 0, 12, 0, 0, 0, 22, 0, -28, 0, 12, 0, -50, 0, 0, 0, -18, 0, -4, 0, -24, 0, -6, 0, 0, 0, 38, 0, 0, 0, 4, 0, -2, 0, 0, 0, -26, 0, 60, 0, -18, 0, -14, 0, 0, 0, -18, 0, 4, 0, 0, 0, -24, 0, 0, 0, 24, 0, -24, 0, 36, 0, -40, 0, 0, 0, 46, 0, 6, 0, 12, 0, 0, 0, 0, 0, 0, 0, -16, 0, -4, 0, 24, 0, 0, 0, -14, 0, -42, 0, 12, 0, 24, 0, 0, 0, 22, 0, 44, 0, -18, 0, -36, 0, 0, 0, -18, 0, 4, 0, 12, 0, 6, 0, 0, 0, 0, 0, 36, 0, -15, 0, 6, 0, 0, 0, 22, 0, -48, 0, -24, 0, 8, 0, 0, 0, -18, 0, 0, 0, 2, 0, 18, 0, 0, 0, -24, 0, -60, 0, -4, 0, 16, 0, 0, 0, -26, 0, 8, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 125947
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '100.2.a', 'level': 100, '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': 2, 'weight': 2}
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id: 125948
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '100.2.a', 'level': 100, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '50.2.a', 'sub_level': 50, 'sub_mult': 2, 'weight': 2}
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id: 125946
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '100.2.a', 'level': 100, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '100.2.a', 'sub_level': 100, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '100.2.a', 'level': 100, 'portrait': 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'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 81000
{'hecke_orbit_code': 33554532, 'n': 1, 'trace_an': 1}
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id: 81001
{'hecke_orbit_code': 33554532, 'n': 2, 'trace_an': 0}
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id: 81002
{'hecke_orbit_code': 33554532, 'n': 3, 'trace_an': 2}
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id: 81003
{'hecke_orbit_code': 33554532, 'n': 4, 'trace_an': 0}
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id: 81004
{'hecke_orbit_code': 33554532, 'n': 5, 'trace_an': 0}
-
id: 81005
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id: 81006
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id: 81007
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id: 81008
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id: 81009
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id: 81010
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id: 81011
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id: 81012
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id: 81013
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id: 81014
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id: 81015
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id: 81016
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id: 81017
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id: 81018
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id: 81019
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id: 81020
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id: 81021
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id: 81022
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id: 81023
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id: 81024
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id: 81025
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id: 81026
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id: 81027
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id: 81028
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id: 81029
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id: 81030
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id: 81031
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id: 81032
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id: 81033
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id: 81034
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id: 81035
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id: 81036
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id: 81037
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id: 81038
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id: 81039
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id: 81040
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id: 81041
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id: 81042
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id: 81043
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id: 81044
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id: 81045
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id: 81046
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id: 81047
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id: 81048
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id: 81049
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id: 81050
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id: 81051
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id: 81052
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id: 81053
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id: 81054
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id: 81055
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id: 81056
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id: 81057
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id: 81058
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id: 81059
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id: 81060
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id: 81061
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id: 81062
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id: 81063
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id: 81064
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id: 81065
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id: 81066
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id: 81067
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id: 81068
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id: 81069
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id: 81070
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id: 81071
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id: 81072
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id: 81073
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id: 81074
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id: 81075
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id: 81076
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id: 81077
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id: 81078
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id: 81079
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id: 81080
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id: 81081
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id: 81082
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id: 81083
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id: 81084
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id: 81085
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id: 81086
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id: 81087
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id: 81088
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id: 81089
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id: 81090
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id: 81091
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id: 81092
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id: 81093
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id: 81094
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id: 81095
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id: 81096
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id: 81097
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id: 81098
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id: 81099
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-
id: 81100
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id: 81101
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-
id: 81102
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-
id: 81103
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id: 81104
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id: 81105
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id: 81106
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id: 81107
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-
id: 81108
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-
id: 81109
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-
id: 81110
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-
id: 81111
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-
id: 81112
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id: 81113
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id: 81114
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id: 81115
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id: 81116
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id: 81117
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id: 81118
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-
id: 81119
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-
id: 81120
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-
id: 81121
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-
id: 81122
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-
id: 81123
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-
id: 81124
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id: 81125
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-
id: 81126
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-
id: 81127
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-
id: 81128
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-
id: 81129
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id: 81130
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id: 81131
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-
id: 81132
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id: 81133
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id: 81134
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id: 81135
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id: 81136
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-
id: 81137
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id: 81138
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id: 81139
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id: 81140
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id: 81141
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id: 81142
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id: 81143
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id: 81144
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id: 81145
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id: 81146
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-
id: 81147
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-
id: 81148
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-
id: 81149
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-
id: 81150
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-
id: 81151
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-
id: 81152
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id: 81153
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id: 81154
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id: 81155
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id: 81156
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id: 81157
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-
id: 81158
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id: 81159
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-
id: 81160
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id: 81161
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id: 81162
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id: 81163
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id: 81164
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id: 81165
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id: 81166
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id: 81167
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id: 81168
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id: 81169
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id: 81170
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id: 81171
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id: 81172
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id: 81173
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id: 81174
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id: 81175
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id: 81176
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id: 81177
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id: 81178
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id: 81179
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id: 81180
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id: 81181
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id: 81182
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id: 81183
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id: 81184
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id: 81185
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id: 81186
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id: 81187
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id: 81188
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id: 81189
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id: 81190
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id: 81191
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id: 81192
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id: 81193
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id: 81194
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id: 81195
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id: 81196
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id: 81197
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id: 81198
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id: 81199
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id: 81200
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id: 81201
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id: 81202
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id: 81203
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id: 81204
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id: 81205
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id: 81206
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id: 81207
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id: 81208
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id: 81209
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id: 81210
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id: 81211
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id: 81212
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id: 81213
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id: 81214
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id: 81215
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id: 81216
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id: 81217
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id: 81218
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id: 81219
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id: 81220
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id: 81221
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id: 81222
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id: 81223
{'hecke_orbit_code': 33554532, 'n': 224, 'trace_an': 0}
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id: 81224
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id: 81900
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id: 81920
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id: 81922
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id: 81923
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id: 81925
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id: 81929
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id: 81930
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id: 81931
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id: 81933
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id: 81934
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id: 81935
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id: 81939
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id: 81941
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id: 81942
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id: 81943
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id: 81944
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id: 81945
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id: 81946
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id: 81947
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id: 81948
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id: 81949
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id: 81950
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id: 81951
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id: 81952
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id: 81953
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id: 81954
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id: 81955
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id: 81958
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id: 81959
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id: 81961
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id: 81962
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id: 81963
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id: 81964
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id: 81965
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id: 81966
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id: 81967
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id: 81968
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id: 81969
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id: 81971
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id: 81972
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id: 81973
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id: 81974
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id: 81975
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id: 81976
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id: 81977
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id: 81978
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id: 81979
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id: 81980
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id: 81981
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id: 81982
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id: 81983
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id: 81984
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id: 81985
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id: 81986
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id: 81987
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id: 81988
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id: 81989
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id: 81990
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id: 81991
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id: 81992
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id: 81993
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id: 81994
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id: 81995
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id: 81996
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id: 81997
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id: 81998
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id: 81999
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