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mf_newspaces • Show schema
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{'AL_dims': [[[[13, -1]], 5, 2], [[[13, 1]], 3, 1]], 'ALdims': [3, 5], 'Nk2': 676, 'analytic_conductor': 1.3494717941596386, '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': [169, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 8, 'dim': 8, 'eis_dim': 13, 'eis_new_dim': 11, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 33554601, 'hecke_orbit_dims': [2, 3, 3], 'label': '169.2.a', 'level': 169, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [13], 'level_radical': 13, 'mf_dim': 21, 'mf_new_dim': 19, 'num_forms': 3, 'plus_dim': 3, 'prim_orbit_index': 1, 'relative_dim': 8, 'sturm_bound': 30, 'trace_bound': 2, 'trace_display': [0, 0, 0, 0], 'traces': [8, 0, 0, 2, 0, 0, 0, 0, -4, 4, 0, 4, 0, -10, 0, -6, 2, 0, 0, 0, 0, 6, 2, 0, -14, 0, -6, 0, 4, -14, 0, 0, 0, 0, 8, -12, 0, 12, 0, 0, 0, 16, 10, 0, 0, 0, 0, -18, -22, 0, 10, 0, -4, 0, 12, -8, 0, 0, 0, 0, 10, 14, 0, -20, 0, 10, 0, -36, 12, 0, 0, 0, 0, 14, 22, 0, 16, 0, -2, 0, -24, -10, 0, 0, 0, 0, -24, 30, 0, -30, 0, 12, 0, 22, 18, 0, 0, 0, 0, -18, 16, 0, 14, 0, 18, 0, 16, 20, 0, 0, 0, 0, 24, -40, 0, 34, 0, 20, 0, 2, -36, 0, 0, 0, 0, 10, -40, 0, -26, 0, 2, 0, -34, 8, 0, 0, 0, 0, -36, -42, 0, 34, 0, -14, 0, 38, -18, 0, 0, 0, 0, 48, 38, 0, -36, 0, -44, 0, 38, 32, 0, 0, 0, 0, 6, 34, 0, -32, 0, -48, 0, -2, -60, 0, 0, 0, 0, -42, 30, 0, 34, 0, -34, 0, -48, 32, 0, 0, 0, 0, 26, 0, 0, -46, 0, -28, 0, -48, -28, 0, 0, 0, 0, 40, -46, 0, 50, 0, 26, 0, 32, 36, 0, 0, 0, 0, -18, -28, 0, 14, 0, 52, 0, 28, -22, 0, 0, 0, 0, -62, -34, 0, -50, 0, 36, 0, -10, 44, 0, 0, 0, 0, 22, 72, 0, 78, 0, 68, 0, -20, 36, 0, 0, 0, 0, -18, 44, 0, -10, 0, 50, 0, 40, -62, 0, 0, 0, 0, -44, 32, 0, -14, 0, 46, 0, 52, 44, 0, 0, 0, 0, 50, -12, 0, 6, 0, 42, 0, -50, -26, 0, 0, 0, 0, 56, -82, 0, -96, 0, -36, 0, -96, 66, 0, 0, 0, 0, -70, 2, 0, 42, 0, -56, 0, -22, -118, 0, 0, 0, 0, 26, -2, 0, 34, 0, -102, 0, 52, 64, 0, 0, 0, 0, 92, 66, 0, -12, 0, -110, 0, 64, -78, 0, 0, 0, 0, -114, 54, 0, 54, 0, -70, 0, -54, 74, 0, 0, 0, 0, 12, -52, 0, -86, 0, -32, 0, 8, -76, 0, 0, 0, 0, 56, -74, 0, 10, 0, -50, 0, 82, 84, 0, 0, 0, 0, -82, -84, 0, 62, 0, 52, 0, 76, -12, 0, 0, 0, 0, 4, 32, 0, -42, 0, 104, 0, -62, -78, 0, 0, 0, 0, 118, -18, 0, 22, 0, 82, 0, -118, -14, 0, 0, 0, 0, 4, 56, 0, -58, 0, 110, 0, 18, 6, 0, 0, 0, 0, -74, 64, 0, -6, 0, 64, 0, 86, 78, 0, 0, 0, 0, 84, -44, 0, 100, 0, 14, 0, 24, -58, 0, 0, 0, 0, -64, -50, 0, -100, 0, 16, 0, -68, 118, 0, 0, 0, 0, -106, -50, 0, 64, 0, -76, 0, -36, -80, 0, 0, 0, 0, 24, 86, 0, -4, 0, -40, 0, 96, 124, 0, 0, 0, 0, 72, 78, 0, -38, 0, -108, 0, -16, -144, 0, 0, 0, 0, -74, 96, 0, 120, 0, -112, 0, -150, 120, 0, 0, 0, 0, -58, 68, 0, -56, 0, -8, 0, -70, -62, 0, 0, 0, 0, 124, -114, 0, 32, 0, 24, 0, 8, 4, 0, 0, 0, 0, -62, -78, 0, -46, 0, 38, 0, 128, -88, 0, 0, 0, 0, 0, -10, 0, -134, 0, 102, 0, -54, 94, 0, 0, 0, 0, 112, 104, 0, 72, 0, 136, 0, -28, 50, 0, 0, 0, 0, 16, 46, 0, -50, 0, 76, 0, 92, -34, 0, 0, 0, 0, -130, -62, 0, 26, 0, 90, 0, 144, -36, 0, 0, 0, 0, 86, -14, 0, 120, 0, -40, 0, -22, -82, 0, 0, 0, 0, 32, -202, 0, -110, 0, -16, 0, -158, 118, 0, 0, 0, 0, -178, -68, 0, 120, 0, -86, 0, 28, -156, 0, 0, 0, 0, 114, -28, 0, 0, 0, -160, 0, 116, 114, 0, 0, 0, 0, 70, 106, 0, -48, 0, -172, 0, 70, -34, 0, 0, 0, 0, -126, 102, 0, 102, 0, -78, 0, -124, 54, 0, 0, 0, 0, 76, -22, 0, -150, 0, -120, 0, 14, -196, 0, 0, 0, 0, 130, -52, 0, -6, 0, 14, 0, 176, 104, 0, 0, 0, 0, -148, -116, 0, 50, 0, -10, 0, -98, 18, 0, 0, 0, 0, -46, 4, 0, -72, 0, 6, 0, -96, 48, 0, 0, 0, 0, 116, 120, 0, 156, 0, 128, 0, -138, -34, 0, 0, 0, 0, -96, 218, 0, -160, 0, 146, 0, -20, -8, 0, 0, 0, 0, -24, 44, 0, -36, 0, 130, 0, 78, 74, 0, 0, 0, 0, 126, -120, 0, 26, 0, 86, 0, -66, -126, 0, 0, 0, 0, 20, -34, 0, -60, 0, -12, 0, -58, 114, 0, 0, 0, 0, -30, -66, 0, 196, 0, 10, 0, 76, -46, 0, 0, 0, 0, -2, 86, 0, -62, 0, -18, 0, 160, 98, 0, 0, 0, 0, -36, 202, 0, -120, 0, -68, 0, 36, -172, 0, 0, 0, 0, -116, -8, 0, 144, 0, -48, 0, -140, 184, 0, 0, 0, 0, -14, -42, 0, -68, 0, -20, 0, -112, 26, 0, 0, 0, 0, 8, -208, 0, 90, 0, 36, 0, 136, 26, 0, 0, 0, 0, -18, -126, 0, 46, 0, 116, 0, 94, -108, 0, 0, 0, 0, -82, -82, 0, -144, 0, 138, 0, -14, 20, 0, 0, 0, 0, 146, 74, 0, 218, 0, 70, 0, -124, 40, 0, 0, 0, 0, 2, 188, 0, -36, 0, 140, 0, 142, -54, 0, 0, 0, 0, -86, 82, 0, 128, 0, -58, 0, 66, 66, 0, 0, 0, 0, 226, -96, 0, -30, 0, 36, 0, -82, -8, 0, 0, 0, 0, -22, -202, 0, -298, 0, -56, 0, -194, 26, 0, 0, 0, 0, -162, 8, 0, -38, 0, -186, 0, -78, -232, 0, 0, 0, 0, 100, 50, 0, -58], '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_index': 1, 'conrey_indexes': [1], 'label': '169.2.a', 'level': 169, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '169.2.a', 'sub_level': 169, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '169.2.a', 'level': 169, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 150000
{'hecke_orbit_code': 33554601, 'n': 1, 'trace_an': 8}
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id: 150001
{'hecke_orbit_code': 33554601, 'n': 2, 'trace_an': 0}
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id: 150002
{'hecke_orbit_code': 33554601, 'n': 3, 'trace_an': 0}
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id: 150003
{'hecke_orbit_code': 33554601, 'n': 4, 'trace_an': 2}
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id: 150004
{'hecke_orbit_code': 33554601, 'n': 5, 'trace_an': 0}
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id: 150005
{'hecke_orbit_code': 33554601, 'n': 6, 'trace_an': 0}
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id: 150006
{'hecke_orbit_code': 33554601, 'n': 7, 'trace_an': 0}
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id: 150007
{'hecke_orbit_code': 33554601, 'n': 8, 'trace_an': 0}
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id: 150008
{'hecke_orbit_code': 33554601, 'n': 9, 'trace_an': -4}
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id: 150009
{'hecke_orbit_code': 33554601, 'n': 10, 'trace_an': 4}
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id: 150010
{'hecke_orbit_code': 33554601, 'n': 11, 'trace_an': 0}
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id: 150011
{'hecke_orbit_code': 33554601, 'n': 12, 'trace_an': 4}
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id: 150012
{'hecke_orbit_code': 33554601, 'n': 13, 'trace_an': 0}
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id: 150013
{'hecke_orbit_code': 33554601, 'n': 14, 'trace_an': -10}
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id: 150014
{'hecke_orbit_code': 33554601, 'n': 15, 'trace_an': 0}
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id: 150015
{'hecke_orbit_code': 33554601, 'n': 16, 'trace_an': -6}
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id: 150016
{'hecke_orbit_code': 33554601, 'n': 17, 'trace_an': 2}
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id: 150017
{'hecke_orbit_code': 33554601, 'n': 18, 'trace_an': 0}
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id: 150018
{'hecke_orbit_code': 33554601, 'n': 19, 'trace_an': 0}
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id: 150019
{'hecke_orbit_code': 33554601, 'n': 20, 'trace_an': 0}
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id: 150020
{'hecke_orbit_code': 33554601, 'n': 21, 'trace_an': 0}
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id: 150021
{'hecke_orbit_code': 33554601, 'n': 22, 'trace_an': 6}
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id: 150022
{'hecke_orbit_code': 33554601, 'n': 23, 'trace_an': 2}
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id: 150023
{'hecke_orbit_code': 33554601, 'n': 24, 'trace_an': 0}
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id: 150024
{'hecke_orbit_code': 33554601, 'n': 25, 'trace_an': -14}
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id: 150025
{'hecke_orbit_code': 33554601, 'n': 26, 'trace_an': 0}
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id: 150026
{'hecke_orbit_code': 33554601, 'n': 27, 'trace_an': -6}
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id: 150027
{'hecke_orbit_code': 33554601, 'n': 28, 'trace_an': 0}
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id: 150028
{'hecke_orbit_code': 33554601, 'n': 29, 'trace_an': 4}
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id: 150029
{'hecke_orbit_code': 33554601, 'n': 30, 'trace_an': -14}
-
id: 150030
{'hecke_orbit_code': 33554601, 'n': 31, 'trace_an': 0}
-
id: 150031
{'hecke_orbit_code': 33554601, 'n': 32, 'trace_an': 0}
-
id: 150032
{'hecke_orbit_code': 33554601, 'n': 33, 'trace_an': 0}
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id: 150033
{'hecke_orbit_code': 33554601, 'n': 34, 'trace_an': 0}
-
id: 150034
{'hecke_orbit_code': 33554601, 'n': 35, 'trace_an': 8}
-
id: 150035
{'hecke_orbit_code': 33554601, 'n': 36, 'trace_an': -12}
-
id: 150036
{'hecke_orbit_code': 33554601, 'n': 37, 'trace_an': 0}
-
id: 150037
{'hecke_orbit_code': 33554601, 'n': 38, 'trace_an': 12}
-
id: 150038
{'hecke_orbit_code': 33554601, 'n': 39, 'trace_an': 0}
-
id: 150039
{'hecke_orbit_code': 33554601, 'n': 40, 'trace_an': 0}
-
id: 150040
{'hecke_orbit_code': 33554601, 'n': 41, 'trace_an': 0}
-
id: 150041
{'hecke_orbit_code': 33554601, 'n': 42, 'trace_an': 16}
-
id: 150042
{'hecke_orbit_code': 33554601, 'n': 43, 'trace_an': 10}
-
id: 150043
{'hecke_orbit_code': 33554601, 'n': 44, 'trace_an': 0}
-
id: 150044
{'hecke_orbit_code': 33554601, 'n': 45, 'trace_an': 0}
-
id: 150045
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id: 150049
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id: 150050
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id: 150051
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id: 150052
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id: 150053
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id: 150054
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id: 150055
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id: 150056
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id: 150057
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id: 150058
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id: 150059
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id: 150060
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id: 150061
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id: 150062
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id: 150063
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id: 150064
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id: 150065
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id: 150066
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id: 150067
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id: 150068
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id: 150069
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id: 150070
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id: 150071
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id: 150072
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id: 150073
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id: 150074
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id: 150075
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id: 150076
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id: 150077
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id: 150078
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id: 150079
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id: 150080
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id: 150081
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id: 150082
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id: 150083
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id: 150084
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id: 150085
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id: 150086
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id: 150087
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id: 150088
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id: 150089
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id: 150090
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id: 150091
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id: 150092
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id: 150093
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id: 150094
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id: 150095
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id: 150096
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id: 150097
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id: 150098
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id: 150099
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id: 150100
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id: 150115
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id: 150200
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id: 150201
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id: 150202
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id: 150204
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id: 150205
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id: 150206
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id: 150207
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{'hecke_orbit_code': 33554601, 'n': 934, 'trace_an': 0}
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id: 150934
{'hecke_orbit_code': 33554601, 'n': 935, 'trace_an': -36}
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id: 150935
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id: 150936
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id: 150937
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id: 150938
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id: 150939
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id: 150940
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id: 150941
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id: 150942
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id: 150943
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id: 150944
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id: 150945
{'hecke_orbit_code': 33554601, 'n': 946, 'trace_an': 82}
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id: 150946
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id: 150947
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id: 150948
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id: 150949
{'hecke_orbit_code': 33554601, 'n': 950, 'trace_an': -58}
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id: 150950
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id: 150951
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id: 150952
{'hecke_orbit_code': 33554601, 'n': 953, 'trace_an': 66}
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id: 150953
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id: 150954
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id: 150955
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id: 150956
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id: 150957
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id: 150958
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id: 150959
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id: 150960
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id: 150961
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id: 150962
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id: 150963
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id: 150964
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id: 150965
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id: 150966
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id: 150967
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id: 150968
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id: 150969
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id: 150970
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id: 150971
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id: 150972
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id: 150973
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id: 150974
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id: 150975
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id: 150976
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id: 150977
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id: 150978
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id: 150979
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id: 150980
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id: 150981
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id: 150982
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id: 150983
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id: 150984
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id: 150985
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id: 150986
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id: 150987
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id: 150988
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id: 150989
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id: 150990
{'hecke_orbit_code': 33554601, 'n': 991, 'trace_an': -78}
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id: 150991
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id: 150992
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id: 150993
{'hecke_orbit_code': 33554601, 'n': 994, 'trace_an': 0}
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id: 150994
{'hecke_orbit_code': 33554601, 'n': 995, 'trace_an': 0}
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id: 150995
{'hecke_orbit_code': 33554601, 'n': 996, 'trace_an': 0}
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id: 150996
{'hecke_orbit_code': 33554601, 'n': 997, 'trace_an': 100}
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id: 150997
{'hecke_orbit_code': 33554601, 'n': 998, 'trace_an': 50}
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id: 150998
{'hecke_orbit_code': 33554601, 'n': 999, 'trace_an': 0}
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id: 150999
{'hecke_orbit_code': 33554601, 'n': 1000, 'trace_an': -58}