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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1]], 1, 1]], 'Nk2': 108, 'analytic_conductor': 0.21559608545745704, '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': [27, 1, [2], [1]], 'conrey_indexes': [1], 'cusp_dim': 1, 'dim': 1, 'eis_dim': 5, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 33554459, 'hecke_orbit_dims': [1], 'label': '27.2.a', 'level': 27, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 6, 'mf_new_dim': 1, 'num_forms': 1, 'plus_dim': 0, 'prim_orbit_index': 1, 'relative_dim': 1, 'sturm_bound': 6, 'trace_bound': 0, 'trace_display': [0, 0, 0, -1], 'traces': [1, 0, 0, -2, 0, 0, -1, 0, 0, 0, 0, 0, 5, 0, 0, 4, 0, 0, -7, 0, 0, 0, 0, 0, -5, 0, 0, 2, 0, 0, -4, 0, 0, 0, 0, 0, 11, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, -6, 0, 0, -10, 0, 0, 0, 0, 0, 0, 0, 0, -1, 0, 0, -8, 0, 0, 5, 0, 0, 0, 0, 0, -7, 0, 0, 14, 0, 0, 17, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -5, 0, 0, 0, 0, 0, -19, 0, 0, 10, 0, 0, -13, 0, 0, 0, 0, 0, 2, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, -11, 0, 0, 8, 0, 0, 20, 0, 0, 0, 0, 0, 7, 0, 0, 0, 0, 0, 23, 0, 0, 0, 0, 0, 0, 0, 0, -22, 0, 0, -19, 0, 0, 0, 0, 0, 14, 0, 0, 0, 0, 0, -25, 0, 0, 0, 0, 0, 12, 0, 0, -16, 0, 0, 5, 0, 0, 0, 0, 0, -7, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 23, 0, 0, 12, 0, 0, 11, 0, 0, 0, 0, 0, 0, 0, 0, 20, 0, 0, -13, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, -28, 0, 0, 0, 0, 0, -22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 17, 0, 0, 2, 0, 0, -35, 0, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, -11, 0, 0, 0, 0, 0, 0, 0, 0, -10, 0, 0, 29, 0, 0, 0, 0, 0, 26, 0, 0, 0, 0, 0, 32, 0, 0, 0, 0, 0, -17, 0, 0, 14, 0, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, -28, 0, 0, -16, 0, 0, 0, 0, 0, 35, 0, 0, -34, 0, 0, 0, 0, 0, 0, 0, 0, -25, 0, 0, 0, 0, 0, -1, 0, 0, 0, 0, 0, 5, 0, 0, 0, 0, 0, 13, 0, 0, 0, 0, 0, -37, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 30, 0, 0, 10, 0, 0, 35, 0, 0, 0, 0, 0, -13, 0, 0, 0, 0, 0, 29, 0, 0, 0, 0, 0, 0, 0, 0, 38, 0, 0, 0, 0, 0, 0, 0, 0, -34, 0, 0, -20, 0, 0, -20, 0, 0, 0, 0, 0, -31, 0, 0, 26, 0, 0, 0, 0, 0, 0, 0, 0, -19, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 2, 0, 0, -4, 0, 0, -28, 0, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 0, -10, 0, 0, 0, 0, 0, 23, 0, 0, 0, 0, 0, -5, 0, 0, 0, 0, 0, 35, 0, 0, 0, 0, 0, 55, 0, 0, 22, 0, 0, -25, 0, 0, 0, 0, 0, 0, 0, 0, -16, 0, 0, 32, 0, 0, 0, 0, 0, 0, 0, 0, -40, 0, 0, 7, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -43, 0, 0, 0, 0, 0, -23, 0, 0, -14, 0, 0, 0, 0, 0, 0, 0, 0, 29, 0, 0, 0, 0, 0, -1, 0, 0, 0, 0, 0, -17, 0, 0, -46, 0, 0, 40, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -31, 0, 0, 0, 0, 0, 11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 28, 0, 0, 44, 0, 0, 0, 0, 0, 0, 0, 0, 26, 0, 0, 38, 0, 0, -49, 0, 0, 0, 0, 0, 47, 0, 0, 0, 0, 0, 17, 0, 0, 0, 0, 0, 25, 0, 0, -28, 0, 0, -43, 0, 0, 0, 0, 0, -30, 0, 0, 0, 0, 0, -40, 0, 0, 0, 0, 0, 0, 0, 0, 50, 0, 0, 0, 0, 0, 0, 0, 0, -49, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -37, 0, 0, -24, 0, 0, 19, 0, 0, 0, 0, 0, 0, 0, 0, 32, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 0, -10, 0, 0, -77, 0, 0, 0, 0, 0, 53, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 13, 0, 0, 14, 0, 0, 44, 0, 0, 0, 0, 0, 50, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 41, 0, 0, 0, 0, 0, 29, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, -49, 0, 0, -46, 0, 0, 20, 0, 0, 0, 0, 0, 0, 0, 0, -24, 0, 0, -31, 0, 0, 0, 0, 0, -5, 0, 0, -22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 56, 0, 0, 0, 0, 0, -56, 0, 0, 0, 0, 0, 5, 0, 0, 0, 0, 0, -7, 0, 0, -40, 0, 0, 0, 0, 0, 0, 0, 0, -29, 0, 0, 26, 0, 0, 11, 0, 0, 0, 0, 0, 35, 0, 0, 0, 0, 0, -13, 0, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 25, 0, 0, 0, 0, 0, 59, 0, 0, 0, 0, 0, 47, 0, 0, 0, 0, 0, -20, 0, 0, 56, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -19, 0, 0, 0, 0, 0, 0, 0, 0, 44, 0, 0, -52, 0, 0, 0, 0, 0, -55, 0, 0, 0, 0, 0, 42, 0, 0, 0, 0, 0, -61, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -35, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -15, 0, 0, -34, 0, 0, 41, 0, 0, 0, 0, 0, -23, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 70, 0, 0, -61, 0, 0, 0, 0, 0, -10, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '27.2.a', 'level': 27, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '27.2.a', 'sub_level': 27, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '27.2.a', 'level': 27, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 10000
{'hecke_orbit_code': 33554459, 'n': 1, 'trace_an': 1}
-
id: 10001
{'hecke_orbit_code': 33554459, 'n': 2, 'trace_an': 0}
-
id: 10002
{'hecke_orbit_code': 33554459, 'n': 3, 'trace_an': 0}
-
id: 10003
{'hecke_orbit_code': 33554459, 'n': 4, 'trace_an': -2}
-
id: 10004
{'hecke_orbit_code': 33554459, 'n': 5, 'trace_an': 0}
-
id: 10005
{'hecke_orbit_code': 33554459, 'n': 6, 'trace_an': 0}
-
id: 10006
{'hecke_orbit_code': 33554459, 'n': 7, 'trace_an': -1}
-
id: 10007
{'hecke_orbit_code': 33554459, 'n': 8, 'trace_an': 0}
-
id: 10008
{'hecke_orbit_code': 33554459, 'n': 9, 'trace_an': 0}
-
id: 10009
{'hecke_orbit_code': 33554459, 'n': 10, 'trace_an': 0}
-
id: 10010
{'hecke_orbit_code': 33554459, 'n': 11, 'trace_an': 0}
-
id: 10011
{'hecke_orbit_code': 33554459, 'n': 12, 'trace_an': 0}
-
id: 10012
{'hecke_orbit_code': 33554459, 'n': 13, 'trace_an': 5}
-
id: 10013
{'hecke_orbit_code': 33554459, 'n': 14, 'trace_an': 0}
-
id: 10014
{'hecke_orbit_code': 33554459, 'n': 15, 'trace_an': 0}
-
id: 10015
{'hecke_orbit_code': 33554459, 'n': 16, 'trace_an': 4}
-
id: 10016
{'hecke_orbit_code': 33554459, 'n': 17, 'trace_an': 0}
-
id: 10017
{'hecke_orbit_code': 33554459, 'n': 18, 'trace_an': 0}
-
id: 10018
{'hecke_orbit_code': 33554459, 'n': 19, 'trace_an': -7}
-
id: 10019
{'hecke_orbit_code': 33554459, 'n': 20, 'trace_an': 0}
-
id: 10020
{'hecke_orbit_code': 33554459, 'n': 21, 'trace_an': 0}
-
id: 10021
{'hecke_orbit_code': 33554459, 'n': 22, 'trace_an': 0}
-
id: 10022
{'hecke_orbit_code': 33554459, 'n': 23, 'trace_an': 0}
-
id: 10023
{'hecke_orbit_code': 33554459, 'n': 24, 'trace_an': 0}
-
id: 10024
{'hecke_orbit_code': 33554459, 'n': 25, 'trace_an': -5}
-
id: 10025
{'hecke_orbit_code': 33554459, 'n': 26, 'trace_an': 0}
-
id: 10026
{'hecke_orbit_code': 33554459, 'n': 27, 'trace_an': 0}
-
id: 10027
{'hecke_orbit_code': 33554459, 'n': 28, 'trace_an': 2}
-
id: 10028
{'hecke_orbit_code': 33554459, 'n': 29, 'trace_an': 0}
-
id: 10029
{'hecke_orbit_code': 33554459, 'n': 30, 'trace_an': 0}
-
id: 10030
{'hecke_orbit_code': 33554459, 'n': 31, 'trace_an': -4}
-
id: 10031
{'hecke_orbit_code': 33554459, 'n': 32, 'trace_an': 0}
-
id: 10032
{'hecke_orbit_code': 33554459, 'n': 33, 'trace_an': 0}
-
id: 10033
{'hecke_orbit_code': 33554459, 'n': 34, 'trace_an': 0}
-
id: 10034
{'hecke_orbit_code': 33554459, 'n': 35, 'trace_an': 0}
-
id: 10035
{'hecke_orbit_code': 33554459, 'n': 36, 'trace_an': 0}
-
id: 10036
{'hecke_orbit_code': 33554459, 'n': 37, 'trace_an': 11}
-
id: 10037
{'hecke_orbit_code': 33554459, 'n': 38, 'trace_an': 0}
-
id: 10038
{'hecke_orbit_code': 33554459, 'n': 39, 'trace_an': 0}
-
id: 10039
{'hecke_orbit_code': 33554459, 'n': 40, 'trace_an': 0}
-
id: 10040
{'hecke_orbit_code': 33554459, 'n': 41, 'trace_an': 0}
-
id: 10041
{'hecke_orbit_code': 33554459, 'n': 42, 'trace_an': 0}
-
id: 10042
{'hecke_orbit_code': 33554459, 'n': 43, 'trace_an': 8}
-
id: 10043
{'hecke_orbit_code': 33554459, 'n': 44, 'trace_an': 0}
-
id: 10044
{'hecke_orbit_code': 33554459, 'n': 45, 'trace_an': 0}
-
id: 10045
{'hecke_orbit_code': 33554459, 'n': 46, 'trace_an': 0}
-
id: 10046
{'hecke_orbit_code': 33554459, 'n': 47, 'trace_an': 0}
-
id: 10047
{'hecke_orbit_code': 33554459, 'n': 48, 'trace_an': 0}
-
id: 10048
{'hecke_orbit_code': 33554459, 'n': 49, 'trace_an': -6}
-
id: 10049
{'hecke_orbit_code': 33554459, 'n': 50, 'trace_an': 0}
-
id: 10050
{'hecke_orbit_code': 33554459, 'n': 51, 'trace_an': 0}
-
id: 10051
{'hecke_orbit_code': 33554459, 'n': 52, 'trace_an': -10}
-
id: 10052
{'hecke_orbit_code': 33554459, 'n': 53, 'trace_an': 0}
-
id: 10053
{'hecke_orbit_code': 33554459, 'n': 54, 'trace_an': 0}
-
id: 10054
{'hecke_orbit_code': 33554459, 'n': 55, 'trace_an': 0}
-
id: 10055
{'hecke_orbit_code': 33554459, 'n': 56, 'trace_an': 0}
-
id: 10056
{'hecke_orbit_code': 33554459, 'n': 57, 'trace_an': 0}
-
id: 10057
{'hecke_orbit_code': 33554459, 'n': 58, 'trace_an': 0}
-
id: 10058
{'hecke_orbit_code': 33554459, 'n': 59, 'trace_an': 0}
-
id: 10059
{'hecke_orbit_code': 33554459, 'n': 60, 'trace_an': 0}
-
id: 10060
{'hecke_orbit_code': 33554459, 'n': 61, 'trace_an': -1}
-
id: 10061
{'hecke_orbit_code': 33554459, 'n': 62, 'trace_an': 0}
-
id: 10062
{'hecke_orbit_code': 33554459, 'n': 63, 'trace_an': 0}
-
id: 10063
{'hecke_orbit_code': 33554459, 'n': 64, 'trace_an': -8}
-
id: 10064
{'hecke_orbit_code': 33554459, 'n': 65, 'trace_an': 0}
-
id: 10065
{'hecke_orbit_code': 33554459, 'n': 66, 'trace_an': 0}
-
id: 10066
{'hecke_orbit_code': 33554459, 'n': 67, 'trace_an': 5}
-
id: 10067
{'hecke_orbit_code': 33554459, 'n': 68, 'trace_an': 0}
-
id: 10068
{'hecke_orbit_code': 33554459, 'n': 69, 'trace_an': 0}
-
id: 10069
{'hecke_orbit_code': 33554459, 'n': 70, 'trace_an': 0}
-
id: 10070
{'hecke_orbit_code': 33554459, 'n': 71, 'trace_an': 0}
-
id: 10071
{'hecke_orbit_code': 33554459, 'n': 72, 'trace_an': 0}
-
id: 10072
{'hecke_orbit_code': 33554459, 'n': 73, 'trace_an': -7}
-
id: 10073
{'hecke_orbit_code': 33554459, 'n': 74, 'trace_an': 0}
-
id: 10074
{'hecke_orbit_code': 33554459, 'n': 75, 'trace_an': 0}
-
id: 10075
{'hecke_orbit_code': 33554459, 'n': 76, 'trace_an': 14}
-
id: 10076
{'hecke_orbit_code': 33554459, 'n': 77, 'trace_an': 0}
-
id: 10077
{'hecke_orbit_code': 33554459, 'n': 78, 'trace_an': 0}
-
id: 10078
{'hecke_orbit_code': 33554459, 'n': 79, 'trace_an': 17}
-
id: 10079
{'hecke_orbit_code': 33554459, 'n': 80, 'trace_an': 0}
-
id: 10080
{'hecke_orbit_code': 33554459, 'n': 81, 'trace_an': 0}
-
id: 10081
{'hecke_orbit_code': 33554459, 'n': 82, 'trace_an': 0}
-
id: 10082
{'hecke_orbit_code': 33554459, 'n': 83, 'trace_an': 0}
-
id: 10083
{'hecke_orbit_code': 33554459, 'n': 84, 'trace_an': 0}
-
id: 10084
{'hecke_orbit_code': 33554459, 'n': 85, 'trace_an': 0}
-
id: 10085
{'hecke_orbit_code': 33554459, 'n': 86, 'trace_an': 0}
-
id: 10086
{'hecke_orbit_code': 33554459, 'n': 87, 'trace_an': 0}
-
id: 10087
{'hecke_orbit_code': 33554459, 'n': 88, 'trace_an': 0}
-
id: 10088
{'hecke_orbit_code': 33554459, 'n': 89, 'trace_an': 0}
-
id: 10089
{'hecke_orbit_code': 33554459, 'n': 90, 'trace_an': 0}
-
id: 10090
{'hecke_orbit_code': 33554459, 'n': 91, 'trace_an': -5}
-
id: 10091
{'hecke_orbit_code': 33554459, 'n': 92, 'trace_an': 0}
-
id: 10092
{'hecke_orbit_code': 33554459, 'n': 93, 'trace_an': 0}
-
id: 10093
{'hecke_orbit_code': 33554459, 'n': 94, 'trace_an': 0}
-
id: 10094
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id: 10789
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id: 10790
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id: 10791
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id: 10792
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id: 10793
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id: 10794
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id: 10795
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id: 10796
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id: 10797
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id: 10798
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id: 10799
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id: 10800
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id: 10801
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id: 10802
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id: 10803
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id: 10804
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id: 10805
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id: 10806
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id: 10807
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id: 10808
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id: 10809
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id: 10810
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id: 10811
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id: 10812
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id: 10813
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id: 10814
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id: 10815
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id: 10816
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id: 10817
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id: 10818
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id: 10819
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id: 10820
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id: 10821
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id: 10822
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id: 10823
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id: 10824
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id: 10825
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id: 10826
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id: 10827
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id: 10828
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id: 10829
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id: 10830
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id: 10831
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id: 10832
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id: 10833
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id: 10834
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id: 10835
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id: 10836
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id: 10837
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id: 10838
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id: 10839
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id: 10840
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id: 10841
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id: 10842
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id: 10843
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-
id: 10844
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id: 10845
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id: 10846
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id: 10847
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id: 10848
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id: 10849
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id: 10850
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id: 10851
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id: 10852
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id: 10853
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id: 10854
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id: 10855
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id: 10856
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id: 10857
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id: 10858
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id: 10859
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id: 10860
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id: 10861
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id: 10862
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id: 10863
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id: 10864
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id: 10865
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id: 10866
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id: 10867
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id: 10868
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-
id: 10869
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id: 10870
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id: 10871
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id: 10872
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id: 10873
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id: 10874
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id: 10875
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id: 10876
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-
id: 10877
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id: 10878
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id: 10879
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-
id: 10880
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id: 10881
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-
id: 10882
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-
id: 10883
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id: 10884
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id: 10885
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id: 10886
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id: 10887
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-
id: 10888
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-
id: 10889
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-
id: 10890
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-
id: 10891
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-
id: 10892
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id: 10893
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id: 10894
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-
id: 10895
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-
id: 10896
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id: 10897
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-
id: 10898
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-
id: 10899
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-
id: 10900
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-
id: 10901
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-
id: 10902
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-
id: 10903
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-
id: 10904
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id: 10905
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-
id: 10906
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-
id: 10907
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-
id: 10908
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-
id: 10909
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-
id: 10910
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-
id: 10911
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-
id: 10912
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-
id: 10913
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-
id: 10914
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-
id: 10915
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-
id: 10916
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-
id: 10917
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-
id: 10918
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-
id: 10919
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-
id: 10920
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-
id: 10921
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-
id: 10922
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-
id: 10923
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id: 10924
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-
id: 10925
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-
id: 10926
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-
id: 10927
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-
id: 10928
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-
id: 10929
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-
id: 10930
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-
id: 10931
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-
id: 10932
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-
id: 10933
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-
id: 10934
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id: 10935
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-
id: 10936
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-
id: 10937
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-
id: 10938
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-
id: 10939
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-
id: 10940
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-
id: 10941
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-
id: 10942
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-
id: 10943
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-
id: 10944
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-
id: 10945
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-
id: 10946
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-
id: 10947
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-
id: 10948
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-
id: 10949
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-
id: 10950
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-
id: 10951
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-
id: 10952
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-
id: 10953
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id: 10954
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id: 10955
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id: 10956
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id: 10957
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id: 10958
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id: 10959
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-
id: 10960
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-
id: 10961
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-
id: 10962
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-
id: 10963
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-
id: 10964
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-
id: 10965
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-
id: 10966
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-
id: 10967
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-
id: 10968
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id: 10969
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id: 10970
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-
id: 10971
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-
id: 10972
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-
id: 10973
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-
id: 10974
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-
id: 10975
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-
id: 10976
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-
id: 10977
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id: 10978
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-
id: 10979
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-
id: 10980
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id: 10981
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-
id: 10982
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-
id: 10983
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-
id: 10984
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-
id: 10985
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-
id: 10986
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-
id: 10987
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-
id: 10988
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id: 10989
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-
id: 10990
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-
id: 10991
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-
id: 10992
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-
id: 10993
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-
id: 10994
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-
id: 10995
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-
id: 10996
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-
id: 10997
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-
id: 10998
{'hecke_orbit_code': 33554459, 'n': 999, 'trace_an': 0}
-
id: 10999
{'hecke_orbit_code': 33554459, 'n': 1000, 'trace_an': 0}
