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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [7, 1]], 1, 1]], 'ALdims': [0, 0, 1, 0], 'Nk2': 84, 'analytic_conductor': 0.1676858442446888, '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': [21, 1, [8, 10], [1, 1]], 'conrey_index': 1, 'cusp_dim': 1, 'dim': 1, 'eis_dim': 3, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 33554453, 'hecke_orbit_dims': [1], 'label': '21.2.a', 'level': 21, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 4, 'mf_new_dim': 1, 'num_forms': 1, 'plus_dim': 0, 'prim_orbit_index': 1, 'relative_dim': 1, 'sturm_bound': 5, 'trace_bound': 0, 'trace_display': [-1, 1, -2, -1], 'traces': [1, -1, 1, -1, -2, -1, -1, 3, 1, 2, 4, -1, -2, 1, -2, -1, -6, -1, 4, 2, -1, -4, 0, 3, -1, 2, 1, 1, -2, 2, 0, -5, 4, 6, 2, -1, 6, -4, -2, -6, 2, 1, -4, -4, -2, 0, 0, -1, 1, 1, -6, 2, 6, -1, -8, -3, 4, 2, 12, 2, -2, 0, -1, 7, 4, -4, 4, 6, 0, -2, 0, 3, -6, -6, -1, -4, -4, 2, -16, 2, 1, -2, -12, 1, 12, 4, -2, 12, -14, 2, 2, 0, 0, 0, -8, -5, 18, -1, 4, 1, 14, 6, 8, -6, 2, -6, 4, -1, -18, 8, 6, 1, -14, -4, 0, 2, -2, -12, 6, -6, 5, 2, 2, 0, 12, 1, 0, 3, -4, -4, 4, -4, -4, -4, -2, -18, -6, 0, 12, -2, 0, 0, -8, -1, 4, 6, 1, -6, 6, 1, 8, 12, -6, 4, 0, 2, -2, 16, 6, 10, 0, -1, 4, -2, -8, 12, -8, -3, -9, -12, 4, 4, -10, 2, 1, -4, 12, 14, -4, 2, -26, -2, -2, 0, -12, 0, -24, 0, -1, 8, -8, 7, 2, -18, 4, -1, 22, -4, 24, -3, 4, -14, 2, 6, -4, -8, 0, 2, 16, -2, 4, -6, 0, -4, 8, 3, 0, 18, -6, 8, 12, -6, 16, 5, -1, 14, -12, -4, -10, 0, -4, -6, -6, 2, 0, -12, -16, -6, 24, 2, 2, -5, 1, 2, -2, -2, -8, 0, -12, -12, -20, 1, 0, 0, 12, -17, 26, 4, -6, -4, -2, -4, 16, 12, -12, 4, -14, -4, 6, 2, 16, 6, 2, 6, -4, 0, 22, -12, 0, 6, -22, 0, -20, 0, -8, 8, -2, -5, 19, -4, 18, 6, 14, -1, -24, 18, 4, -6, 0, 1, 4, -8, 14, -4, 4, 6, 4, 4, 8, 0, -24, -6, 26, 2, 2, 16, -18, -6, -8, -14, 4, 0, -24, -1, 2, -4, -18, 6, 0, 8, -4, 12, 6, 8, -8, 1, -14, 9, -14, -12, 0, -4, -1, -12, 0, 10, -28, 2, -2, -1, -2, -20, 10, -12, 0, 14, 6, 4, 32, -6, -3, 26, 5, -2, 12, 2, 0, 0, 2, 12, -6, 0, -10, 24, 12, 0, 4, 1, 12, 8, 0, 8, 0, 3, 8, -2, -4, -18, 6, -4, 0, 3, 4, -22, 32, -4, -18, -24, -4, 1, -30, -4, 0, -14, -2, -2, 24, -18, -22, 4, -6, -8, -12, 0, 24, 10, 12, -16, -12, -2, 38, -4, 0, 18, 6, 0, 2, -4, -8, -8, -24, -1, -14, 0, 4, 18, 0, 6, -24, -24, 1, -12, 36, -6, 28, -16, 6, -7, -30, 1, 8, 14, 8, 12, -4, 12, 10, 10, -6, 0, -10, 4, 16, 2, 0, 6, 36, 2, -4, 0, -2, 36, -16, 16, -4, -6, 6, -24, -16, 10, -12, -2, 0, -5, -36, -1, -8, -6, 4, 2, 20, -2, 12, 8, -8, 0, 0, 12, 4, -12, -8, 20, 24, -3, -28, 0, -9, 0, -10, -12, 6, 11, 4, -26, -16, 4, 0, 6, -10, 12, 18, 2, -20, -4, 1, -16, 0, -4, -23, 12, 12, 4, -4, 14, -8, 12, -4, -6, 4, 2, -34, -16, -26, 30, 36, -2, 4, 6, -2, 4, -8, 0, 16, -22, -12, -12, -2, 0, 8, -2, -24, 22, 4, 0, 28, 20, -1, 0, 10, 8, -4, 8, -8, 2, 0, 7, 34, -19, 2, -4, 12, -18, 24, -18, 4, -14, 28, -1, 0, 24, 22, -6, -6, -4, -12, -6, 24, 0, 48, -3, -6, -4, 4, -8, -10, -14, -16, -20, 2, -4, 0, 6, -26, -4, -4, -12, -6, -8, -20, 0, 0, 24, 14, 2, -19, -26, 16, 2, -36, -2, -40, -48, 4, 18, 0, -6, -2, 8, 0, -6, 18, -4, 20, 0, 8, 24, -40, 3, 48, -2, 0, -4, -18, 18, -8, -2, -6, 0, 12, 8, 22, 4, 12, -36, 8, -6, 0, 8, 16, 8, -8, 5, 34, 14, -1, 9, -18, 14, -18, 36, -12, 0, -12, -4, 12, 1, -10, 4, -12, 0, 20, 10, -4, 28, -24, -6, -12, 2, -6, -1, 30, 2, 24, 28, 0, -10, -14, -12, 6, 0, -16, -42, 0, -6, 16, 4, 24, -32, -48, 2, -8, 3, 2, 26, 2, -5, -40, 6, 1, -12, 24, 2, -18, 0, -2, 0, 16, -2, 36, 12, -8, 6, 0, 0, -12, 10, -12, 24, -4, -12, -32, 0, -20, -4, -16, 1, -10, -12, 0, -24, 18, 0, 18, 8, 12, 0, -24, -17, 2, -8, 26, -2, 14, 4, 0, 54, -6, -6, 8, -4, 0, 0, -2, -1, 4, -4, -44, -22, 16, -32, 14, 12, 4, 18, -12, -24, -26, 4, 0, 5, -14, 30, -24, -4, 0, 0, 6, 42, 42, 2, 44, -2, 16, -24, -8, 6, -16, 22, 2, 4, 38, 6, 24, 24, -4, 12, -12, 0, 14, -24, 22, -14, -6, -12, 16, -16, 0, 12, -8, 6, -25, -38, -22, -4, 18, 0, -5, -6, -20, -6, 0, 0, -10, -2, -8, 12, -14, 8, 44, -8, -2, 24, -24, -5, 20, 14, 19, 0, -64, -4, -8, -54, 18, 0, -12, 6, 46, 24, 14, 8, -6, -1, -28, -12, -24, -36, 8, 18, 0, -28, 4, -16, 0, -6, 8, -3, 0, 30, 0, 1, -36, -8, 4, -42, 52, -8, -4, 12, 14, 4, -24, -4, -48, -10, 4, 10, -4, 6, 8, 0, 4, 10, 0, 4, -6, -16, 8, 10, 26, 0, 4, 6, -24, -36, 48, -6, 42, 4, 26, 0, 38, 2, 0, -12, 2, 16, 44, 16, 12, 4, -18, 18, 26, -6, 16, -24, -8, 16, 6, -14, -31, 12, 4, -2, -4, 0, 40, 15, -24, 36, 12, -1, -12, 8, 2, 2, -30, -4, -56, 2, -18, -20, 24, 6, -44, -12, 0, 8, 0, 8, -16, 0, -4, 0, -48, 12, -26, -4, 6, 36], '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': '21.2.a', 'level': 21, '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': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '21.2.a', 'level': 21, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 6000
{'hecke_orbit_code': 33554453, 'n': 1, 'trace_an': 1}
-
id: 6001
{'hecke_orbit_code': 33554453, 'n': 2, 'trace_an': -1}
-
id: 6002
{'hecke_orbit_code': 33554453, 'n': 3, 'trace_an': 1}
-
id: 6003
{'hecke_orbit_code': 33554453, 'n': 4, 'trace_an': -1}
-
id: 6004
{'hecke_orbit_code': 33554453, 'n': 5, 'trace_an': -2}
-
id: 6005
{'hecke_orbit_code': 33554453, 'n': 6, 'trace_an': -1}
-
id: 6006
{'hecke_orbit_code': 33554453, 'n': 7, 'trace_an': -1}
-
id: 6007
{'hecke_orbit_code': 33554453, 'n': 8, 'trace_an': 3}
-
id: 6008
{'hecke_orbit_code': 33554453, 'n': 9, 'trace_an': 1}
-
id: 6009
{'hecke_orbit_code': 33554453, 'n': 10, 'trace_an': 2}
-
id: 6010
{'hecke_orbit_code': 33554453, 'n': 11, 'trace_an': 4}
-
id: 6011
{'hecke_orbit_code': 33554453, 'n': 12, 'trace_an': -1}
-
id: 6012
{'hecke_orbit_code': 33554453, 'n': 13, 'trace_an': -2}
-
id: 6013
{'hecke_orbit_code': 33554453, 'n': 14, 'trace_an': 1}
-
id: 6014
{'hecke_orbit_code': 33554453, 'n': 15, 'trace_an': -2}
-
id: 6015
{'hecke_orbit_code': 33554453, 'n': 16, 'trace_an': -1}
-
id: 6016
{'hecke_orbit_code': 33554453, 'n': 17, 'trace_an': -6}
-
id: 6017
{'hecke_orbit_code': 33554453, 'n': 18, 'trace_an': -1}
-
id: 6018
{'hecke_orbit_code': 33554453, 'n': 19, 'trace_an': 4}
-
id: 6019
{'hecke_orbit_code': 33554453, 'n': 20, 'trace_an': 2}
-
id: 6020
{'hecke_orbit_code': 33554453, 'n': 21, 'trace_an': -1}
-
id: 6021
{'hecke_orbit_code': 33554453, 'n': 22, 'trace_an': -4}
-
id: 6022
{'hecke_orbit_code': 33554453, 'n': 23, 'trace_an': 0}
-
id: 6023
{'hecke_orbit_code': 33554453, 'n': 24, 'trace_an': 3}
-
id: 6024
{'hecke_orbit_code': 33554453, 'n': 25, 'trace_an': -1}
-
id: 6025
{'hecke_orbit_code': 33554453, 'n': 26, 'trace_an': 2}
-
id: 6026
{'hecke_orbit_code': 33554453, 'n': 27, 'trace_an': 1}
-
id: 6027
{'hecke_orbit_code': 33554453, 'n': 28, 'trace_an': 1}
-
id: 6028
{'hecke_orbit_code': 33554453, 'n': 29, 'trace_an': -2}
-
id: 6029
{'hecke_orbit_code': 33554453, 'n': 30, 'trace_an': 2}
-
id: 6030
{'hecke_orbit_code': 33554453, 'n': 31, 'trace_an': 0}
-
id: 6031
{'hecke_orbit_code': 33554453, 'n': 32, 'trace_an': -5}
-
id: 6032
{'hecke_orbit_code': 33554453, 'n': 33, 'trace_an': 4}
-
id: 6033
{'hecke_orbit_code': 33554453, 'n': 34, 'trace_an': 6}
-
id: 6034
{'hecke_orbit_code': 33554453, 'n': 35, 'trace_an': 2}
-
id: 6035
{'hecke_orbit_code': 33554453, 'n': 36, 'trace_an': -1}
-
id: 6036
{'hecke_orbit_code': 33554453, 'n': 37, 'trace_an': 6}
-
id: 6037
{'hecke_orbit_code': 33554453, 'n': 38, 'trace_an': -4}
-
id: 6038
{'hecke_orbit_code': 33554453, 'n': 39, 'trace_an': -2}
-
id: 6039
{'hecke_orbit_code': 33554453, 'n': 40, 'trace_an': -6}
-
id: 6040
{'hecke_orbit_code': 33554453, 'n': 41, 'trace_an': 2}
-
id: 6041
{'hecke_orbit_code': 33554453, 'n': 42, 'trace_an': 1}
-
id: 6042
{'hecke_orbit_code': 33554453, 'n': 43, 'trace_an': -4}
-
id: 6043
{'hecke_orbit_code': 33554453, 'n': 44, 'trace_an': -4}
-
id: 6044
{'hecke_orbit_code': 33554453, 'n': 45, 'trace_an': -2}
-
id: 6045
{'hecke_orbit_code': 33554453, 'n': 46, 'trace_an': 0}
-
id: 6046
{'hecke_orbit_code': 33554453, 'n': 47, 'trace_an': 0}
-
id: 6047
{'hecke_orbit_code': 33554453, 'n': 48, 'trace_an': -1}
-
id: 6048
{'hecke_orbit_code': 33554453, 'n': 49, 'trace_an': 1}
-
id: 6049
{'hecke_orbit_code': 33554453, 'n': 50, 'trace_an': 1}
-
id: 6050
{'hecke_orbit_code': 33554453, 'n': 51, 'trace_an': -6}
-
id: 6051
{'hecke_orbit_code': 33554453, 'n': 52, 'trace_an': 2}
-
id: 6052
{'hecke_orbit_code': 33554453, 'n': 53, 'trace_an': 6}
-
id: 6053
{'hecke_orbit_code': 33554453, 'n': 54, 'trace_an': -1}
-
id: 6054
{'hecke_orbit_code': 33554453, 'n': 55, 'trace_an': -8}
-
id: 6055
{'hecke_orbit_code': 33554453, 'n': 56, 'trace_an': -3}
-
id: 6056
{'hecke_orbit_code': 33554453, 'n': 57, 'trace_an': 4}
-
id: 6057
{'hecke_orbit_code': 33554453, 'n': 58, 'trace_an': 2}
-
id: 6058
{'hecke_orbit_code': 33554453, 'n': 59, 'trace_an': 12}
-
id: 6059
{'hecke_orbit_code': 33554453, 'n': 60, 'trace_an': 2}
-
id: 6060
{'hecke_orbit_code': 33554453, 'n': 61, 'trace_an': -2}
-
id: 6061
{'hecke_orbit_code': 33554453, 'n': 62, 'trace_an': 0}
-
id: 6062
{'hecke_orbit_code': 33554453, 'n': 63, 'trace_an': -1}
-
id: 6063
{'hecke_orbit_code': 33554453, 'n': 64, 'trace_an': 7}
-
id: 6064
{'hecke_orbit_code': 33554453, 'n': 65, 'trace_an': 4}
-
id: 6065
{'hecke_orbit_code': 33554453, 'n': 66, 'trace_an': -4}
-
id: 6066
{'hecke_orbit_code': 33554453, 'n': 67, 'trace_an': 4}
-
id: 6067
{'hecke_orbit_code': 33554453, 'n': 68, 'trace_an': 6}
-
id: 6068
{'hecke_orbit_code': 33554453, 'n': 69, 'trace_an': 0}
-
id: 6069
{'hecke_orbit_code': 33554453, 'n': 70, 'trace_an': -2}
-
id: 6070
{'hecke_orbit_code': 33554453, 'n': 71, 'trace_an': 0}
-
id: 6071
{'hecke_orbit_code': 33554453, 'n': 72, 'trace_an': 3}
-
id: 6072
{'hecke_orbit_code': 33554453, 'n': 73, 'trace_an': -6}
-
id: 6073
{'hecke_orbit_code': 33554453, 'n': 74, 'trace_an': -6}
-
id: 6074
{'hecke_orbit_code': 33554453, 'n': 75, 'trace_an': -1}
-
id: 6075
{'hecke_orbit_code': 33554453, 'n': 76, 'trace_an': -4}
-
id: 6076
{'hecke_orbit_code': 33554453, 'n': 77, 'trace_an': -4}
-
id: 6077
{'hecke_orbit_code': 33554453, 'n': 78, 'trace_an': 2}
-
id: 6078
{'hecke_orbit_code': 33554453, 'n': 79, 'trace_an': -16}
-
id: 6079
{'hecke_orbit_code': 33554453, 'n': 80, 'trace_an': 2}
-
id: 6080
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id: 6569
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id: 6574
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id: 6575
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id: 6576
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id: 6577
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id: 6578
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id: 6579
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id: 6580
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id: 6582
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id: 6583
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id: 6584
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id: 6589
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id: 6610
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id: 6618
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id: 6619
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id: 6620
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id: 6621
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id: 6622
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id: 6623
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id: 6624
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id: 6625
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id: 6626
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id: 6627
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id: 6628
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id: 6629
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id: 6630
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id: 6631
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id: 6632
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id: 6633
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id: 6634
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id: 6635
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id: 6636
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id: 6637
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id: 6638
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id: 6639
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id: 6641
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id: 6642
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id: 6645
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id: 6649
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id: 6650
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id: 6652
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id: 6655
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id: 6656
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id: 6659
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id: 6660
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id: 6661
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id: 6662
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id: 6663
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id: 6664
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id: 6665
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id: 6666
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id: 6667
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id: 6668
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id: 6669
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id: 6670
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id: 6674
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id: 6679
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id: 6680
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id: 6684
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id: 6685
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id: 6688
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id: 6694
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id: 6699
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id: 6700
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id: 6701
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id: 6702
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id: 6704
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id: 6705
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id: 6706
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id: 6709
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id: 6721
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id: 6722
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id: 6767
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id: 6768
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id: 6769
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id: 6770
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id: 6771
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id: 6772
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id: 6773
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id: 6774
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id: 6775
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id: 6776
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id: 6777
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id: 6778
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id: 6779
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id: 6780
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id: 6781
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id: 6782
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id: 6783
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id: 6784
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id: 6785
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id: 6786
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id: 6787
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id: 6788
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id: 6789
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-
id: 6790
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id: 6791
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id: 6792
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id: 6793
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id: 6794
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id: 6795
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id: 6796
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id: 6797
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id: 6798
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id: 6799
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-
id: 6800
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id: 6801
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id: 6802
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id: 6803
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id: 6804
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id: 6805
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id: 6806
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id: 6807
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id: 6808
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id: 6809
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id: 6810
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id: 6811
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id: 6812
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id: 6813
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id: 6814
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id: 6815
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id: 6816
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id: 6817
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id: 6818
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id: 6819
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id: 6820
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id: 6821
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id: 6822
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id: 6823
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id: 6824
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id: 6825
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id: 6826
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id: 6827
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id: 6828
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id: 6829
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id: 6830
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id: 6831
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id: 6832
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id: 6833
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id: 6834
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id: 6835
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id: 6836
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id: 6837
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id: 6838
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id: 6839
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id: 6840
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id: 6841
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id: 6842
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id: 6843
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id: 6844
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id: 6845
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id: 6846
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id: 6847
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id: 6848
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id: 6849
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id: 6850
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id: 6851
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id: 6852
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id: 6853
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id: 6854
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id: 6855
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id: 6856
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id: 6857
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id: 6858
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id: 6859
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id: 6860
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id: 6861
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id: 6862
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id: 6863
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id: 6864
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id: 6865
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id: 6866
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id: 6867
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id: 6868
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id: 6869
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id: 6870
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id: 6871
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id: 6872
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id: 6873
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id: 6874
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id: 6875
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id: 6876
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id: 6877
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id: 6878
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id: 6879
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id: 6880
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id: 6881
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id: 6882
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id: 6883
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id: 6884
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id: 6885
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id: 6886
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id: 6887
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id: 6888
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id: 6889
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id: 6890
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id: 6891
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id: 6892
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id: 6893
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id: 6894
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id: 6895
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id: 6896
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id: 6897
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id: 6898
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id: 6899
{'hecke_orbit_code': 33554453, 'n': 900, 'trace_an': 1}
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id: 6900
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id: 6901
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-
id: 6902
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id: 6903
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-
id: 6904
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id: 6905
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id: 6906
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id: 6907
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id: 6908
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id: 6909
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id: 6910
{'hecke_orbit_code': 33554453, 'n': 911, 'trace_an': -24}
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id: 6911
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id: 6912
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id: 6913
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id: 6914
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id: 6915
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id: 6916
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-
id: 6917
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id: 6918
{'hecke_orbit_code': 33554453, 'n': 919, 'trace_an': 8}
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id: 6919
{'hecke_orbit_code': 33554453, 'n': 920, 'trace_an': 0}
-
id: 6920
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id: 6921
{'hecke_orbit_code': 33554453, 'n': 922, 'trace_an': 10}
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id: 6922
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-
id: 6923
{'hecke_orbit_code': 33554453, 'n': 924, 'trace_an': 4}
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id: 6924
{'hecke_orbit_code': 33554453, 'n': 925, 'trace_an': -6}
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id: 6925
{'hecke_orbit_code': 33554453, 'n': 926, 'trace_an': -16}
-
id: 6926
{'hecke_orbit_code': 33554453, 'n': 927, 'trace_an': 8}
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id: 6927
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id: 6928
{'hecke_orbit_code': 33554453, 'n': 929, 'trace_an': 26}
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id: 6929
{'hecke_orbit_code': 33554453, 'n': 930, 'trace_an': 0}
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id: 6930
{'hecke_orbit_code': 33554453, 'n': 931, 'trace_an': 4}
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id: 6931
{'hecke_orbit_code': 33554453, 'n': 932, 'trace_an': 6}
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id: 6932
{'hecke_orbit_code': 33554453, 'n': 933, 'trace_an': -24}
-
id: 6933
{'hecke_orbit_code': 33554453, 'n': 934, 'trace_an': -36}
-
id: 6934
{'hecke_orbit_code': 33554453, 'n': 935, 'trace_an': 48}
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id: 6935
{'hecke_orbit_code': 33554453, 'n': 936, 'trace_an': -6}
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id: 6936
{'hecke_orbit_code': 33554453, 'n': 937, 'trace_an': 42}
-
id: 6937
{'hecke_orbit_code': 33554453, 'n': 938, 'trace_an': 4}
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id: 6938
{'hecke_orbit_code': 33554453, 'n': 939, 'trace_an': 26}
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id: 6939
{'hecke_orbit_code': 33554453, 'n': 940, 'trace_an': 0}
-
id: 6940
{'hecke_orbit_code': 33554453, 'n': 941, 'trace_an': 38}
-
id: 6941
{'hecke_orbit_code': 33554453, 'n': 942, 'trace_an': 2}
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id: 6942
{'hecke_orbit_code': 33554453, 'n': 943, 'trace_an': 0}
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id: 6943
{'hecke_orbit_code': 33554453, 'n': 944, 'trace_an': -12}
-
id: 6944
{'hecke_orbit_code': 33554453, 'n': 945, 'trace_an': 2}
-
id: 6945
{'hecke_orbit_code': 33554453, 'n': 946, 'trace_an': 16}
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id: 6946
{'hecke_orbit_code': 33554453, 'n': 947, 'trace_an': 44}
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id: 6947
{'hecke_orbit_code': 33554453, 'n': 948, 'trace_an': 16}
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id: 6948
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id: 6949
{'hecke_orbit_code': 33554453, 'n': 950, 'trace_an': 4}
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id: 6950
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id: 6951
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id: 6952
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id: 6953
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id: 6954
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id: 6955
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id: 6956
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id: 6957
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id: 6958
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id: 6959
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id: 6960
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id: 6961
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id: 6962
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id: 6963
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id: 6964
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id: 6965
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id: 6966
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id: 6967
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id: 6968
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id: 6969
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id: 6970
{'hecke_orbit_code': 33554453, 'n': 971, 'trace_an': 12}
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id: 6971
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id: 6972
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id: 6973
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id: 6974
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id: 6975
{'hecke_orbit_code': 33554453, 'n': 976, 'trace_an': 2}
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id: 6976
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id: 6977
{'hecke_orbit_code': 33554453, 'n': 978, 'trace_an': -4}
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id: 6978
{'hecke_orbit_code': 33554453, 'n': 979, 'trace_an': -56}
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id: 6979
{'hecke_orbit_code': 33554453, 'n': 980, 'trace_an': 2}
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id: 6980
{'hecke_orbit_code': 33554453, 'n': 981, 'trace_an': -18}
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id: 6981
{'hecke_orbit_code': 33554453, 'n': 982, 'trace_an': -20}
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id: 6982
{'hecke_orbit_code': 33554453, 'n': 983, 'trace_an': 24}
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id: 6983
{'hecke_orbit_code': 33554453, 'n': 984, 'trace_an': 6}
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id: 6984
{'hecke_orbit_code': 33554453, 'n': 985, 'trace_an': -44}
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id: 6985
{'hecke_orbit_code': 33554453, 'n': 986, 'trace_an': -12}
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id: 6986
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id: 6987
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id: 6988
{'hecke_orbit_code': 33554453, 'n': 989, 'trace_an': 0}
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id: 6989
{'hecke_orbit_code': 33554453, 'n': 990, 'trace_an': 8}
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id: 6990
{'hecke_orbit_code': 33554453, 'n': 991, 'trace_an': -16}
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id: 6991
{'hecke_orbit_code': 33554453, 'n': 992, 'trace_an': 0}
-
id: 6992
{'hecke_orbit_code': 33554453, 'n': 993, 'trace_an': -4}
-
id: 6993
{'hecke_orbit_code': 33554453, 'n': 994, 'trace_an': 0}
-
id: 6994
{'hecke_orbit_code': 33554453, 'n': 995, 'trace_an': -48}
-
id: 6995
{'hecke_orbit_code': 33554453, 'n': 996, 'trace_an': 12}
-
id: 6996
{'hecke_orbit_code': 33554453, 'n': 997, 'trace_an': -26}
-
id: 6997
{'hecke_orbit_code': 33554453, 'n': 998, 'trace_an': -4}
-
id: 6998
{'hecke_orbit_code': 33554453, 'n': 999, 'trace_an': 6}
-
id: 6999
{'hecke_orbit_code': 33554453, 'n': 1000, 'trace_an': 36}