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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [3, -1]], 1, 1]], 'Nk2': 288, 'analytic_conductor': 0.5749228945532188, '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': [72, 1, [55, 37, 65], [1, 1, 1]], 'conrey_indexes': [1], 'cusp_dim': 5, 'dim': 1, 'eis_dim': 15, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 33554504, 'hecke_orbit_dims': [1], 'label': '72.2.a', 'level': 72, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 20, 'mf_new_dim': 1, 'num_forms': 1, 'plus_dim': 0, 'prim_orbit_index': 1, 'relative_dim': 1, 'sturm_bound': 24, 'trace_bound': 0, 'trace_display': [0, 0, 2, 0], 'traces': [1, 0, 0, 0, 2, 0, 0, 0, 0, 0, -4, 0, -2, 0, 0, 0, -2, 0, -4, 0, 0, 0, 8, 0, -1, 0, 0, 0, -6, 0, 8, 0, 0, 0, 0, 0, 6, 0, 0, 0, 6, 0, 4, 0, 0, 0, 0, 0, -7, 0, 0, 0, 2, 0, -8, 0, 0, 0, -4, 0, -2, 0, 0, 0, -4, 0, -4, 0, 0, 0, -8, 0, 10, 0, 0, 0, 0, 0, -8, 0, 0, 0, 4, 0, -4, 0, 0, 0, 6, 0, 0, 0, 0, 0, -8, 0, 2, 0, 0, 0, 18, 0, 16, 0, 0, 0, 12, 0, -2, 0, 0, 0, -18, 0, 16, 0, 0, 0, 0, 0, 5, 0, 0, 0, -12, 0, -8, 0, 0, 0, 4, 0, 0, 0, 0, 0, 6, 0, -12, 0, 0, 0, 8, 0, -12, 0, 0, 0, -14, 0, -16, 0, 0, 0, 16, 0, -2, 0, 0, 0, 0, 0, 12, 0, 0, 0, -24, 0, -9, 0, 0, 0, -6, 0, 0, 0, 0, 0, -12, 0, 6, 0, 0, 0, 12, 0, 8, 0, 0, 0, 0, 0, 2, 0, 0, 0, 18, 0, 16, 0, 0, 0, 0, 0, 12, 0, 0, 0, 16, 0, -20, 0, 0, 0, 8, 0, 0, 0, 0, 0, 4, 0, -8, 0, 0, 0, -12, 0, 22, 0, 0, 0, -10, 0, 0, 0, 0, 0, 16, 0, 18, 0, 0, 0, -14, 0, 8, 0, 0, 0, -20, 0, -32, 0, 0, 0, -2, 0, 0, 0, 0, 0, 8, 0, 4, 0, 0, 0, 10, 0, 8, 0, 0, 0, 4, 0, -26, 0, 0, 0, -26, 0, -28, 0, 0, 0, 0, 0, -13, 0, 0, 0, 18, 0, -8, 0, 0, 0, -16, 0, 0, 0, 0, 0, -4, 0, 12, 0, 0, 0, 24, 0, -6, 0, 0, 0, -6, 0, 24, 0, 0, 0, 8, 0, 2, 0, 0, 0, 0, 0, 20, 0, 0, 0, -8, 0, 18, 0, 0, 0, -32, 0, 0, 0, 0, 0, 12, 0, 30, 0, 0, 0, -2, 0, -16, 0, 0, 0, 24, 0, -3, 0, 0, 0, 20, 0, -8, 0, 0, 0, 0, 0, -10, 0, 0, 0, 12, 0, 20, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, -16, 0, 0, 0, -16, 0, 14, 0, 0, 0, 30, 0, -16, 0, 0, 0, -24, 0, -6, 0, 0, 0, 0, 0, 8, 0, 0, 0, -12, 0, -10, 0, 0, 0, 2, 0, 0, 0, 0, 0, -32, 0, -14, 0, 0, 0, -32, 0, 0, 0, 0, 0, -20, 0, 12, 0, 0, 0, 14, 0, -24, 0, 0, 0, 0, 0, -22, 0, 0, 0, 26, 0, 8, 0, 0, 0, 36, 0, 0, 0, 0, 0, -16, 0, 4, 0, 0, 0, 16, 0, -12, 0, 0, 0, 4, 0, -32, 0, 0, 0, 12, 0, 12, 0, 0, 0, 0, 0, 12, 0, 0, 0, -24, 0, 36, 0, 0, 0, -6, 0, 0, 0, 0, 0, 32, 0, 0, 0, 0, 0, -26, 0, 4, 0, 0, 0, -16, 0, 41, 0, 0, 0, -12, 0, 24, 0, 0, 0, 28, 0, -18, 0, 0, 0, -4, 0, 44, 0, 0, 0, 24, 0, 0, 0, 0, 0, 26, 0, -8, 0, 0, 0, -28, 0, -36, 0, 0, 0, -10, 0, 36, 0, 0, 0, -8, 0, 2, 0, 0, 0, 0, 0, -8, 0, 0, 0, 44, 0, -32, 0, 0, 0, 14, 0, 0, 0, 0, 0, -24, 0, -38, 0, 0, 0, 10, 0, -40, 0, 0, 0, 0, 0, 38, 0, 0, 0, -42, 0, -44, 0, 0, 0, 0, 0, -19, 0, 0, 0, -12, 0, 16, 0, 0, 0, -16, 0, 14, 0, 0, 0, 14, 0, 12, 0, 0, 0, -8, 0, 16, 0, 0, 0, -6, 0, 8, 0, 0, 0, -12, 0, -10, 0, 0, 0, 0, 0, -48, 0, 0, 0, 8, 0, 34, 0, 0, 0, 2, 0, 0, 0, 0, 0, -4, 0, 12, 0, 0, 0, -4, 0, -4, 0, 0, 0, -24, 0, -12, 0, 0, 0, -6, 0, -24, 0, 0, 0, 0, 0, -10, 0, 0, 0, 64, 0, 16, 0, 0, 0, 32, 0, 0, 0, 0, 0, 6, 0, 48, 0, 0, 0, -8, 0, 14, 0, 0, 0, 16, 0, -4, 0, 0, 0, 8, 0, -28, 0, 0, 0, 0, 0, 24, 0, 0, 0, -32, 0, 38, 0, 0, 0, 22, 0, 0, 0, 0, 0, 8, 0, 2, 0, 0, 0, 18, 0, -8, 0, 0, 0, -24, 0, 32, 0, 0, 0, -4, 0, 28, 0, 0, 0, 0, 0, 4, 0, 0, 0, -22, 0, 0, 0, 0, 0, -40, 0, 0, 0, 0, 0, -26, 0, 4, 0, 0, 0, 24, 0, -16, 0, 0, 0, -30, 0, -16, 0, 0, 0, 28, 0, -50, 0, 0, 0, 14, 0, -48, 0, 0, 0, 24, 0, 7, 0, 0, 0, -18, 0, 0, 0, 0, 0, 48, 0, -10, 0, 0, 0, -42, 0, -12, 0, 0, 0, 32, 0, -12, 0, 0, 0, 32, 0, 8, 0, 0, 0, 0, 0, -18, 0, 0, 0, -50, 0, -4, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, -24, 0, 0, 0, -48, 0, -4, 0, 0, 0, 12, 0, 4, 0, 0, 0, -16, 0, -16, 0, 0, 0, 0, 0, 16, 0, 0, 0, 16, 0, -6, 0, 0, 0, -50, 0, 28, 0, 0, 0, 16, 0, 42, 0, 0, 0, -6, 0, 48, 0, 0, 0, -12, 0, -20, 0, 0, 0, 54, 0, 0, 0, 0, 0, 0, 0, 33, 0, 0, 0, 4, 0, -16, 0, 0, 0, -36, 0, 0, 0, 0, 0, 30, 0, -24, 0, 0, 0, 24, 0, 36, 0, 0, 0, 32, 0, 40, 0, 0, 0, 32, 0, -26, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 118397
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '72.2.a', 'level': 72, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '24.2.a', 'sub_level': 24, 'sub_mult': 2, 'weight': 2}
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id: 118398
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '72.2.a', 'level': 72, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '36.2.a', 'sub_level': 36, 'sub_mult': 2, 'weight': 2}
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id: 118399
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '72.2.a', 'level': 72, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '72.2.a', 'sub_level': 72, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '72.2.a', 'level': 72, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 53000
{'hecke_orbit_code': 33554504, 'n': 1, 'trace_an': 1}
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id: 53001
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id: 53700
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id: 53701
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id: 53702
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id: 53703
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id: 53708
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id: 53709
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id: 53710
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id: 53711
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id: 53712
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id: 53713
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id: 53714
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id: 53715
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id: 53716
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id: 53717
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id: 53718
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id: 53719
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id: 53720
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id: 53721
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id: 53722
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id: 53723
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id: 53724
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id: 53725
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id: 53726
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id: 53727
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id: 53728
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id: 53729
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id: 53730
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id: 53731
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id: 53732
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id: 53733
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id: 53736
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id: 53737
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id: 53738
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id: 53739
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id: 53740
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id: 53741
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id: 53743
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id: 53745
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id: 53746
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id: 53747
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id: 53748
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id: 53749
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id: 53750
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id: 53751
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id: 53752
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id: 53753
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id: 53754
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id: 53755
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id: 53756
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id: 53757
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id: 53758
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id: 53759
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id: 53760
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id: 53761
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id: 53762
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id: 53763
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id: 53764
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id: 53765
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id: 53766
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id: 53767
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id: 53768
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id: 53771
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id: 53774
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id: 53776
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id: 53778
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id: 53779
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id: 53780
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id: 53781
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id: 53782
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id: 53784
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id: 53785
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id: 53786
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id: 53787
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id: 53788
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id: 53789
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id: 53790
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id: 53791
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id: 53792
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id: 53793
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id: 53794
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id: 53795
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id: 53796
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id: 53797
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id: 53798
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id: 53799
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id: 53800
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id: 53801
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id: 53802
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id: 53803
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id: 53804
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id: 53805
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id: 53806
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id: 53807
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id: 53808
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id: 53809
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id: 53810
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id: 53811
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id: 53812
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id: 53813
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id: 53814
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id: 53815
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id: 53816
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id: 53817
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id: 53818
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id: 53819
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id: 53820
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id: 53821
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id: 53822
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id: 53823
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id: 53824
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id: 53825
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id: 53826
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id: 53827
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id: 53828
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id: 53829
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id: 53830
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id: 53831
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id: 53832
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id: 53833
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id: 53834
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id: 53835
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id: 53836
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id: 53837
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id: 53838
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id: 53839
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id: 53840
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id: 53841
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id: 53842
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id: 53843
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id: 53844
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id: 53845
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id: 53846
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id: 53847
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id: 53848
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id: 53849
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id: 53850
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id: 53851
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id: 53852
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id: 53853
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id: 53854
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id: 53855
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id: 53856
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id: 53857
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id: 53858
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id: 53859
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id: 53860
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id: 53861
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id: 53862
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id: 53863
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id: 53864
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id: 53865
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id: 53866
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id: 53867
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id: 53868
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id: 53869
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id: 53870
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id: 53871
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id: 53872
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id: 53873
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id: 53874
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id: 53875
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id: 53876
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id: 53877
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id: 53878
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id: 53879
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id: 53880
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id: 53881
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id: 53882
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id: 53883
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id: 53884
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id: 53899
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id: 53900
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id: 53909
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id: 53910
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id: 53911
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id: 53912
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id: 53913
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id: 53914
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id: 53915
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id: 53916
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id: 53917
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id: 53918
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id: 53919
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id: 53920
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id: 53921
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id: 53922
{'hecke_orbit_code': 33554504, 'n': 923, 'trace_an': 16}
-
id: 53923
{'hecke_orbit_code': 33554504, 'n': 924, 'trace_an': 0}
-
id: 53924
{'hecke_orbit_code': 33554504, 'n': 925, 'trace_an': -6}
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id: 53925
{'hecke_orbit_code': 33554504, 'n': 926, 'trace_an': 0}
-
id: 53926
{'hecke_orbit_code': 33554504, 'n': 927, 'trace_an': 0}
-
id: 53927
{'hecke_orbit_code': 33554504, 'n': 928, 'trace_an': 0}
-
id: 53928
{'hecke_orbit_code': 33554504, 'n': 929, 'trace_an': -50}
-
id: 53929
{'hecke_orbit_code': 33554504, 'n': 930, 'trace_an': 0}
-
id: 53930
{'hecke_orbit_code': 33554504, 'n': 931, 'trace_an': 28}
-
id: 53931
{'hecke_orbit_code': 33554504, 'n': 932, 'trace_an': 0}
-
id: 53932
{'hecke_orbit_code': 33554504, 'n': 933, 'trace_an': 0}
-
id: 53933
{'hecke_orbit_code': 33554504, 'n': 934, 'trace_an': 0}
-
id: 53934
{'hecke_orbit_code': 33554504, 'n': 935, 'trace_an': 16}
-
id: 53935
{'hecke_orbit_code': 33554504, 'n': 936, 'trace_an': 0}
-
id: 53936
{'hecke_orbit_code': 33554504, 'n': 937, 'trace_an': 42}
-
id: 53937
{'hecke_orbit_code': 33554504, 'n': 938, 'trace_an': 0}
-
id: 53938
{'hecke_orbit_code': 33554504, 'n': 939, 'trace_an': 0}
-
id: 53939
{'hecke_orbit_code': 33554504, 'n': 940, 'trace_an': 0}
-
id: 53940
{'hecke_orbit_code': 33554504, 'n': 941, 'trace_an': -6}
-
id: 53941
{'hecke_orbit_code': 33554504, 'n': 942, 'trace_an': 0}
-
id: 53942
{'hecke_orbit_code': 33554504, 'n': 943, 'trace_an': 48}
-
id: 53943
{'hecke_orbit_code': 33554504, 'n': 944, 'trace_an': 0}
-
id: 53944
{'hecke_orbit_code': 33554504, 'n': 945, 'trace_an': 0}
-
id: 53945
{'hecke_orbit_code': 33554504, 'n': 946, 'trace_an': 0}
-
id: 53946
{'hecke_orbit_code': 33554504, 'n': 947, 'trace_an': -12}
-
id: 53947
{'hecke_orbit_code': 33554504, 'n': 948, 'trace_an': 0}
-
id: 53948
{'hecke_orbit_code': 33554504, 'n': 949, 'trace_an': -20}
-
id: 53949
{'hecke_orbit_code': 33554504, 'n': 950, 'trace_an': 0}
-
id: 53950
{'hecke_orbit_code': 33554504, 'n': 951, 'trace_an': 0}
-
id: 53951
{'hecke_orbit_code': 33554504, 'n': 952, 'trace_an': 0}
-
id: 53952
{'hecke_orbit_code': 33554504, 'n': 953, 'trace_an': 54}
-
id: 53953
{'hecke_orbit_code': 33554504, 'n': 954, 'trace_an': 0}
-
id: 53954
{'hecke_orbit_code': 33554504, 'n': 955, 'trace_an': 0}
-
id: 53955
{'hecke_orbit_code': 33554504, 'n': 956, 'trace_an': 0}
-
id: 53956
{'hecke_orbit_code': 33554504, 'n': 957, 'trace_an': 0}
-
id: 53957
{'hecke_orbit_code': 33554504, 'n': 958, 'trace_an': 0}
-
id: 53958
{'hecke_orbit_code': 33554504, 'n': 959, 'trace_an': 0}
-
id: 53959
{'hecke_orbit_code': 33554504, 'n': 960, 'trace_an': 0}
-
id: 53960
{'hecke_orbit_code': 33554504, 'n': 961, 'trace_an': 33}
-
id: 53961
{'hecke_orbit_code': 33554504, 'n': 962, 'trace_an': 0}
-
id: 53962
{'hecke_orbit_code': 33554504, 'n': 963, 'trace_an': 0}
-
id: 53963
{'hecke_orbit_code': 33554504, 'n': 964, 'trace_an': 0}
-
id: 53964
{'hecke_orbit_code': 33554504, 'n': 965, 'trace_an': 4}
-
id: 53965
{'hecke_orbit_code': 33554504, 'n': 966, 'trace_an': 0}
-
id: 53966
{'hecke_orbit_code': 33554504, 'n': 967, 'trace_an': -16}
-
id: 53967
{'hecke_orbit_code': 33554504, 'n': 968, 'trace_an': 0}
-
id: 53968
{'hecke_orbit_code': 33554504, 'n': 969, 'trace_an': 0}
-
id: 53969
{'hecke_orbit_code': 33554504, 'n': 970, 'trace_an': 0}
-
id: 53970
{'hecke_orbit_code': 33554504, 'n': 971, 'trace_an': -36}
-
id: 53971
{'hecke_orbit_code': 33554504, 'n': 972, 'trace_an': 0}
-
id: 53972
{'hecke_orbit_code': 33554504, 'n': 973, 'trace_an': 0}
-
id: 53973
{'hecke_orbit_code': 33554504, 'n': 974, 'trace_an': 0}
-
id: 53974
{'hecke_orbit_code': 33554504, 'n': 975, 'trace_an': 0}
-
id: 53975
{'hecke_orbit_code': 33554504, 'n': 976, 'trace_an': 0}
-
id: 53976
{'hecke_orbit_code': 33554504, 'n': 977, 'trace_an': 30}
-
id: 53977
{'hecke_orbit_code': 33554504, 'n': 978, 'trace_an': 0}
-
id: 53978
{'hecke_orbit_code': 33554504, 'n': 979, 'trace_an': -24}
-
id: 53979
{'hecke_orbit_code': 33554504, 'n': 980, 'trace_an': 0}
-
id: 53980
{'hecke_orbit_code': 33554504, 'n': 981, 'trace_an': 0}
-
id: 53981
{'hecke_orbit_code': 33554504, 'n': 982, 'trace_an': 0}
-
id: 53982
{'hecke_orbit_code': 33554504, 'n': 983, 'trace_an': 24}
-
id: 53983
{'hecke_orbit_code': 33554504, 'n': 984, 'trace_an': 0}
-
id: 53984
{'hecke_orbit_code': 33554504, 'n': 985, 'trace_an': 36}
-
id: 53985
{'hecke_orbit_code': 33554504, 'n': 986, 'trace_an': 0}
-
id: 53986
{'hecke_orbit_code': 33554504, 'n': 987, 'trace_an': 0}
-
id: 53987
{'hecke_orbit_code': 33554504, 'n': 988, 'trace_an': 0}
-
id: 53988
{'hecke_orbit_code': 33554504, 'n': 989, 'trace_an': 32}
-
id: 53989
{'hecke_orbit_code': 33554504, 'n': 990, 'trace_an': 0}
-
id: 53990
{'hecke_orbit_code': 33554504, 'n': 991, 'trace_an': 40}
-
id: 53991
{'hecke_orbit_code': 33554504, 'n': 992, 'trace_an': 0}
-
id: 53992
{'hecke_orbit_code': 33554504, 'n': 993, 'trace_an': 0}
-
id: 53993
{'hecke_orbit_code': 33554504, 'n': 994, 'trace_an': 0}
-
id: 53994
{'hecke_orbit_code': 33554504, 'n': 995, 'trace_an': 32}
-
id: 53995
{'hecke_orbit_code': 33554504, 'n': 996, 'trace_an': 0}
-
id: 53996
{'hecke_orbit_code': 33554504, 'n': 997, 'trace_an': -26}
-
id: 53997
{'hecke_orbit_code': 33554504, 'n': 998, 'trace_an': 0}
-
id: 53998
{'hecke_orbit_code': 33554504, 'n': 999, 'trace_an': 0}
-
id: 53999
{'hecke_orbit_code': 33554504, 'n': 1000, 'trace_an': 0}