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mf_newspaces • Show schema
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{'ALdims': [12, 20, 18, 12, 20, 8, 12, 21], 'Nk2': 14504, 'analytic_conductor': 28.953755772916267, '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': [3626, 1, [297, 1667], [1, 1]], 'conrey_index': 1, 'cusp_dim': 517, 'dim': 123, 'eis_dim': 31, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5, 11], 'hecke_orbit_code': 33558058, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 4, 4, 4, 4, 4, 5, 6, 6, 6, 8, 10, 14], 'label': '3626.2.a', 'level': 3626, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7, 37], 'level_radical': 518, 'mf_dim': 548, 'mf_new_dim': 123, 'num_forms': 35, 'plus_dim': 44, 'prim_orbit_index': 1, 'relative_dim': 123, 'sturm_bound': 1064, 'trace_bound': 13, 'trace_display': [-1, -2, 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-66, 0, -252, 192, 8, -262, 90, 296, 0, 33, -54, -296, 12, 128, 80, 0, -36, -304, -16, -604, 32, -8, 0, 200, 4, 130, -176, 84, 8, 0, 12, -24, -64, 196, -152, 208, 0, 284, -234, -18, -76, -192, -162, 0, 24, 153, 14, -494, 42, -36, 0, -308, -13, 272, -4, -70, -80, 0, -144, 300, 6, -174, -60, 204, 0, -334, -128, 176, -84, 100, -44, 0, -8, -124, 82, 268, 14, 16, 0, -168, -64, -26, -184, -24, 36], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 866444
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3626.2.a', 'level': 3626, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '14.2.a', 'sub_level': 14, 'sub_mult': 4, 'weight': 2}
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id: 866448
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3626.2.a', 'level': 3626, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '37.2.a', 'sub_level': 37, 'sub_mult': 6, 'weight': 2}
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id: 866449
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3626.2.a', 'level': 3626, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '49.2.a', 'sub_level': 49, 'sub_mult': 4, 'weight': 2}
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id: 866451
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3626.2.a', 'level': 3626, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '74.2.a', 'sub_level': 74, 'sub_mult': 3, 'weight': 2}
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id: 866452
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3626.2.a', 'level': 3626, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '98.2.a', 'sub_level': 98, 'sub_mult': 2, 'weight': 2}
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id: 866446
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3626.2.a', 'level': 3626, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 19, 'sub_label': '259.2.a', 'sub_level': 259, 'sub_mult': 4, 'weight': 2}
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id: 866450
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3626.2.a', 'level': 3626, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 17, 'sub_label': '518.2.a', 'sub_level': 518, 'sub_mult': 2, 'weight': 2}
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id: 866445
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3626.2.a', 'level': 3626, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 123, 'sub_label': '1813.2.a', 'sub_level': 1813, 'sub_mult': 2, 'weight': 2}
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id: 866447
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3626.2.a', 'level': 3626, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 123, 'sub_label': '3626.2.a', 'sub_level': 3626, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '3626.2.a', 'level': 3626, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 3607000
{'hecke_orbit_code': 33558058, 'n': 1, 'trace_an': 123}
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id: 3607001
{'hecke_orbit_code': 33558058, 'n': 2, 'trace_an': -1}
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id: 3607002
{'hecke_orbit_code': 33558058, 'n': 3, 'trace_an': -2}
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id: 3607003
{'hecke_orbit_code': 33558058, 'n': 4, 'trace_an': 123}
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id: 3607004
{'hecke_orbit_code': 33558058, 'n': 5, 'trace_an': 6}
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id: 3607005
{'hecke_orbit_code': 33558058, 'n': 6, 'trace_an': 4}
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id: 3607006
{'hecke_orbit_code': 33558058, 'n': 7, 'trace_an': 0}
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id: 3607007
{'hecke_orbit_code': 33558058, 'n': 8, 'trace_an': -1}
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id: 3607008
{'hecke_orbit_code': 33558058, 'n': 9, 'trace_an': 133}
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id: 3607009
{'hecke_orbit_code': 33558058, 'n': 10, 'trace_an': 4}
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id: 3607010
{'hecke_orbit_code': 33558058, 'n': 11, 'trace_an': 6}
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id: 3607011
{'hecke_orbit_code': 33558058, 'n': 12, 'trace_an': -2}
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id: 3607012
{'hecke_orbit_code': 33558058, 'n': 13, 'trace_an': -10}
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id: 3607013
{'hecke_orbit_code': 33558058, 'n': 14, 'trace_an': 0}
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id: 3607014
{'hecke_orbit_code': 33558058, 'n': 15, 'trace_an': 24}
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id: 3607015
{'hecke_orbit_code': 33558058, 'n': 16, 'trace_an': 123}
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id: 3607016
{'hecke_orbit_code': 33558058, 'n': 17, 'trace_an': 18}
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id: 3607017
{'hecke_orbit_code': 33558058, 'n': 18, 'trace_an': 11}
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id: 3607018
{'hecke_orbit_code': 33558058, 'n': 19, 'trace_an': -12}
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id: 3607019
{'hecke_orbit_code': 33558058, 'n': 20, 'trace_an': 6}
-
id: 3607020
{'hecke_orbit_code': 33558058, 'n': 21, 'trace_an': 0}
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id: 3607021
{'hecke_orbit_code': 33558058, 'n': 22, 'trace_an': 0}
-
id: 3607022
{'hecke_orbit_code': 33558058, 'n': 23, 'trace_an': 12}
-
id: 3607023
{'hecke_orbit_code': 33558058, 'n': 24, 'trace_an': 4}
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id: 3607024
{'hecke_orbit_code': 33558058, 'n': 25, 'trace_an': 131}
-
id: 3607025
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id: 3607892
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id: 3607893
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id: 3607894
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id: 3607895
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id: 3607896
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id: 3607897
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id: 3607898
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id: 3607899
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id: 3607900
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id: 3607901
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id: 3607902
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id: 3607903
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id: 3607904
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id: 3607905
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id: 3607906
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id: 3607907
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id: 3607908
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id: 3607909
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id: 3607910
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id: 3607911
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id: 3607912
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id: 3607913
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id: 3607914
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id: 3607915
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id: 3607916
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id: 3607917
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id: 3607918
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id: 3607919
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id: 3607920
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id: 3607921
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id: 3607922
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id: 3607923
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id: 3607924
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id: 3607925
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id: 3607926
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id: 3607927
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id: 3607928
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id: 3607929
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id: 3607930
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id: 3607931
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id: 3607932
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id: 3607933
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id: 3607934
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id: 3607935
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id: 3607936
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id: 3607937
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id: 3607938
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id: 3607939
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id: 3607940
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id: 3607941
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id: 3607942
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id: 3607943
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id: 3607944
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id: 3607945
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id: 3607946
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id: 3607947
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id: 3607948
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id: 3607949
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id: 3607950
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id: 3607951
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id: 3607952
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id: 3607953
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id: 3607954
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id: 3607955
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id: 3607956
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id: 3607957
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id: 3607958
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id: 3607959
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id: 3607960
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id: 3607961
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id: 3607962
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id: 3607963
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id: 3607964
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id: 3607965
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id: 3607966
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id: 3607967
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id: 3607968
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id: 3607969
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id: 3607970
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id: 3607971
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id: 3607972
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id: 3607973
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id: 3607974
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id: 3607975
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id: 3607976
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id: 3607977
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id: 3607978
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id: 3607979
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id: 3607980
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id: 3607981
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id: 3607982
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id: 3607983
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id: 3607984
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id: 3607985
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id: 3607986
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id: 3607987
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id: 3607988
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id: 3607989
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id: 3607990
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id: 3607991
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id: 3607992
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id: 3607993
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id: 3607994
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id: 3607995
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id: 3607996
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id: 3607997
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id: 3607998
{'hecke_orbit_code': 33558058, 'n': 999, 'trace_an': -24}
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id: 3607999
{'hecke_orbit_code': 33558058, 'n': 1000, 'trace_an': 36}
