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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [3, -1], [11, 1]], 16, 14], [[[2, -1], [3, -1], [11, -1]], 17, 13], [[[2, 1], [3, -1], [11, -1]], 13, 12], [[[2, -1], [3, -1], [11, 1]], 14, 11], [[[2, -1], [3, 1], [11, 1]], 9, 8], [[[2, -1], [3, 1], [11, -1]], 9, 8], [[[2, 1], [3, 1], [11, -1]], 11, 7], [[[2, 1], [3, 1], [11, 1]], 11, 7]], 'ALdims': [11, 11, 16, 13, 9, 9, 14, 17], 'Nk2': 25344, 'analytic_conductor': 50.59321472068325, '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': [6336, 1, [4159, 4357, 3521, 1729], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1105, 'dim': 100, 'eis_dim': 95, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7, 13, 17, 19, 23, 47], 'hecke_orbit_code': 33560768, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 4, 4], 'label': '6336.2.a', 'level': 6336, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 11], 'level_radical': 66, 'mf_dim': 1200, 'mf_new_dim': 100, 'num_forms': 80, 'plus_dim': 47, 'prim_orbit_index': 1, 'relative_dim': 100, 'sturm_bound': 2304, 'trace_bound': 13, 'trace_display': [0, 0, 0, 0], 'traces': [100, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -16, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 92, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -16, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 100, 0, 0, 0, -24, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 32, 0, 0, 0, 40, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 48, 0, 0, 0, 0, 0, 0, 0, 64, 0, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 100, 0, 0, 0, -72, 0, 0, 0, 0, 0, 0, 0, -32, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, 0, 0, 0, 0, 32, 0, 0, 0, 32, 0, 0, 0, 0, 0, 0, 0, 92, 0, 0, 0, 0, 0, 0, 0, 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mf_subspaces • Show schema
Hide schema
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id: 1227954
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6336.2.a', 'level': 6336, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '11.2.a', 'sub_level': 11, 'sub_mult': 21, 'weight': 2}
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id: 1227962
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6336.2.a', 'level': 6336, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '24.2.a', 'sub_level': 24, 'sub_mult': 16, 'weight': 2}
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id: 1227966
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6336.2.a', 'level': 6336, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '32.2.a', 'sub_level': 32, 'sub_mult': 12, 'weight': 2}
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id: 1227967
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6336.2.a', 'level': 6336, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '33.2.a', 'sub_level': 33, 'sub_mult': 14, 'weight': 2}
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id: 1227969
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6336.2.a', 'level': 6336, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '36.2.a', 'sub_level': 36, 'sub_mult': 10, 'weight': 2}
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id: 1227971
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6336.2.a', 'level': 6336, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '44.2.a', 'sub_level': 44, 'sub_mult': 15, 'weight': 2}
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id: 1227972
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6336.2.a', 'level': 6336, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '48.2.a', 'sub_level': 48, 'sub_mult': 12, 'weight': 2}
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id: 1227976
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6336.2.a', 'level': 6336, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '64.2.a', 'sub_level': 64, 'sub_mult': 6, 'weight': 2}
-
id: 1227977
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6336.2.a', 'level': 6336, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '66.2.a', 'sub_level': 66, 'sub_mult': 12, 'weight': 2}
-
id: 1227979
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6336.2.a', 'level': 6336, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '72.2.a', 'sub_level': 72, 'sub_mult': 8, 'weight': 2}
-
id: 1227981
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6336.2.a', 'level': 6336, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '88.2.a', 'sub_level': 88, 'sub_mult': 12, 'weight': 2}
-
id: 1227982
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6336.2.a', 'level': 6336, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '96.2.a', 'sub_level': 96, 'sub_mult': 8, 'weight': 2}
-
id: 1227983
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6336.2.a', 'level': 6336, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '99.2.a', 'sub_level': 99, 'sub_mult': 7, 'weight': 2}
-
id: 1227955
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6336.2.a', 'level': 6336, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '132.2.a', 'sub_level': 132, 'sub_mult': 10, 'weight': 2}
-
id: 1227956
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6336.2.a', 'level': 6336, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '144.2.a', 'sub_level': 144, 'sub_mult': 6, 'weight': 2}
-
id: 1227958
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6336.2.a', 'level': 6336, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '176.2.a', 'sub_level': 176, 'sub_mult': 9, 'weight': 2}
-
id: 1227959
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6336.2.a', 'level': 6336, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '192.2.a', 'sub_level': 192, 'sub_mult': 4, 'weight': 2}
-
id: 1227960
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6336.2.a', 'level': 6336, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '198.2.a', 'sub_level': 198, 'sub_mult': 6, 'weight': 2}
-
id: 1227963
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6336.2.a', 'level': 6336, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '264.2.a', 'sub_level': 264, 'sub_mult': 8, 'weight': 2}
-
id: 1227964
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6336.2.a', 'level': 6336, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '288.2.a', 'sub_level': 288, 'sub_mult': 4, 'weight': 2}
-
id: 1227968
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6336.2.a', 'level': 6336, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 10, 'sub_label': '352.2.a', 'sub_level': 352, 'sub_mult': 6, 'weight': 2}
-
id: 1227970
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6336.2.a', 'level': 6336, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '396.2.a', 'sub_level': 396, 'sub_mult': 5, 'weight': 2}
-
id: 1227973
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6336.2.a', 'level': 6336, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 10, 'sub_label': '528.2.a', 'sub_level': 528, 'sub_mult': 6, 'weight': 2}
-
id: 1227974
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6336.2.a', 'level': 6336, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 9, 'sub_label': '576.2.a', 'sub_level': 576, 'sub_mult': 2, 'weight': 2}
-
id: 1227978
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6336.2.a', 'level': 6336, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 20, 'sub_label': '704.2.a', 'sub_level': 704, 'sub_mult': 3, 'weight': 2}
-
id: 1227980
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6336.2.a', 'level': 6336, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 13, 'sub_label': '792.2.a', 'sub_level': 792, 'sub_mult': 4, 'weight': 2}
-
id: 1227953
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6336.2.a', 'level': 6336, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 20, 'sub_label': '1056.2.a', 'sub_level': 1056, 'sub_mult': 4, 'weight': 2}
-
id: 1227957
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6336.2.a', 'level': 6336, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 25, 'sub_label': '1584.2.a', 'sub_level': 1584, 'sub_mult': 3, 'weight': 2}
-
id: 1227961
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6336.2.a', 'level': 6336, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 40, 'sub_label': '2112.2.a', 'sub_level': 2112, 'sub_mult': 2, 'weight': 2}
-
id: 1227965
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6336.2.a', 'level': 6336, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 50, 'sub_label': '3168.2.a', 'sub_level': 3168, 'sub_mult': 2, 'weight': 2}
-
id: 1227975
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6336.2.a', 'level': 6336, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 100, 'sub_label': '6336.2.a', 'sub_level': 6336, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '6336.2.a', 'level': 6336, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 6317000
{'hecke_orbit_code': 33560768, 'n': 1, 'trace_an': 100}
-
id: 6317001
{'hecke_orbit_code': 33560768, 'n': 2, 'trace_an': 0}
-
id: 6317002
{'hecke_orbit_code': 33560768, 'n': 3, 'trace_an': 0}
-
id: 6317003
{'hecke_orbit_code': 33560768, 'n': 4, 'trace_an': 0}
-
id: 6317004
{'hecke_orbit_code': 33560768, 'n': 5, 'trace_an': 0}
-
id: 6317005
{'hecke_orbit_code': 33560768, 'n': 6, 'trace_an': 0}
-
id: 6317006
{'hecke_orbit_code': 33560768, 'n': 7, 'trace_an': 0}
-
id: 6317007
{'hecke_orbit_code': 33560768, 'n': 8, 'trace_an': 0}
-
id: 6317008
{'hecke_orbit_code': 33560768, 'n': 9, 'trace_an': 0}
-
id: 6317009
{'hecke_orbit_code': 33560768, 'n': 10, 'trace_an': 0}
-
id: 6317010
{'hecke_orbit_code': 33560768, 'n': 11, 'trace_an': 0}
-
id: 6317011
{'hecke_orbit_code': 33560768, 'n': 12, 'trace_an': 0}
-
id: 6317012
{'hecke_orbit_code': 33560768, 'n': 13, 'trace_an': -16}
-
id: 6317013
{'hecke_orbit_code': 33560768, 'n': 14, 'trace_an': 0}
-
id: 6317014
{'hecke_orbit_code': 33560768, 'n': 15, 'trace_an': 0}
-
id: 6317015
{'hecke_orbit_code': 33560768, 'n': 16, 'trace_an': 0}
-
id: 6317016
{'hecke_orbit_code': 33560768, 'n': 17, 'trace_an': -8}
-
id: 6317017
{'hecke_orbit_code': 33560768, 'n': 18, 'trace_an': 0}
-
id: 6317018
{'hecke_orbit_code': 33560768, 'n': 19, 'trace_an': 0}
-
id: 6317019
{'hecke_orbit_code': 33560768, 'n': 20, 'trace_an': 0}
-
id: 6317020
{'hecke_orbit_code': 33560768, 'n': 21, 'trace_an': 0}
-
id: 6317021
{'hecke_orbit_code': 33560768, 'n': 22, 'trace_an': 0}
-
id: 6317022
{'hecke_orbit_code': 33560768, 'n': 23, 'trace_an': 0}
-
id: 6317023
{'hecke_orbit_code': 33560768, 'n': 24, 'trace_an': 0}
-
id: 6317024
{'hecke_orbit_code': 33560768, 'n': 25, 'trace_an': 92}
-
id: 6317025
{'hecke_orbit_code': 33560768, 'n': 26, 'trace_an': 0}
-
id: 6317026
{'hecke_orbit_code': 33560768, 'n': 27, 'trace_an': 0}
-
id: 6317027
{'hecke_orbit_code': 33560768, 'n': 28, 'trace_an': 0}
-
id: 6317028
{'hecke_orbit_code': 33560768, 'n': 29, 'trace_an': 0}
-
id: 6317029
{'hecke_orbit_code': 33560768, 'n': 30, 'trace_an': 0}
-
id: 6317030
{'hecke_orbit_code': 33560768, 'n': 31, 'trace_an': 0}
-
id: 6317031
{'hecke_orbit_code': 33560768, 'n': 32, 'trace_an': 0}
-
id: 6317032
{'hecke_orbit_code': 33560768, 'n': 33, 'trace_an': 0}
-
id: 6317033
{'hecke_orbit_code': 33560768, 'n': 34, 'trace_an': 0}
-
id: 6317034
{'hecke_orbit_code': 33560768, 'n': 35, 'trace_an': 0}
-
id: 6317035
{'hecke_orbit_code': 33560768, 'n': 36, 'trace_an': 0}
-
id: 6317036
{'hecke_orbit_code': 33560768, 'n': 37, 'trace_an': -16}
-
id: 6317037
{'hecke_orbit_code': 33560768, 'n': 38, 'trace_an': 0}
-
id: 6317038
{'hecke_orbit_code': 33560768, 'n': 39, 'trace_an': 0}
-
id: 6317039
{'hecke_orbit_code': 33560768, 'n': 40, 'trace_an': 0}
-
id: 6317040
{'hecke_orbit_code': 33560768, 'n': 41, 'trace_an': -8}
-
id: 6317041
{'hecke_orbit_code': 33560768, 'n': 42, 'trace_an': 0}
-
id: 6317042
{'hecke_orbit_code': 33560768, 'n': 43, 'trace_an': 0}
-
id: 6317043
{'hecke_orbit_code': 33560768, 'n': 44, 'trace_an': 0}
-
id: 6317044
{'hecke_orbit_code': 33560768, 'n': 45, 'trace_an': 0}
-
id: 6317045
{'hecke_orbit_code': 33560768, 'n': 46, 'trace_an': 0}
-
id: 6317046
{'hecke_orbit_code': 33560768, 'n': 47, 'trace_an': 0}
-
id: 6317047
{'hecke_orbit_code': 33560768, 'n': 48, 'trace_an': 0}
-
id: 6317048
{'hecke_orbit_code': 33560768, 'n': 49, 'trace_an': 100}
-
id: 6317049
{'hecke_orbit_code': 33560768, 'n': 50, 'trace_an': 0}
-
id: 6317050
{'hecke_orbit_code': 33560768, 'n': 51, 'trace_an': 0}
-
id: 6317051
{'hecke_orbit_code': 33560768, 'n': 52, 'trace_an': 0}
-
id: 6317052
{'hecke_orbit_code': 33560768, 'n': 53, 'trace_an': -24}
-
id: 6317053
{'hecke_orbit_code': 33560768, 'n': 54, 'trace_an': 0}
-
id: 6317054
{'hecke_orbit_code': 33560768, 'n': 55, 'trace_an': 0}
-
id: 6317055
{'hecke_orbit_code': 33560768, 'n': 56, 'trace_an': 0}
-
id: 6317056
{'hecke_orbit_code': 33560768, 'n': 57, 'trace_an': 0}
-
id: 6317057
{'hecke_orbit_code': 33560768, 'n': 58, 'trace_an': 0}
-
id: 6317058
{'hecke_orbit_code': 33560768, 'n': 59, 'trace_an': 0}
-
id: 6317059
{'hecke_orbit_code': 33560768, 'n': 60, 'trace_an': 0}
-
id: 6317060
{'hecke_orbit_code': 33560768, 'n': 61, 'trace_an': 16}
-
id: 6317061
{'hecke_orbit_code': 33560768, 'n': 62, 'trace_an': 0}
-
id: 6317062
{'hecke_orbit_code': 33560768, 'n': 63, 'trace_an': 0}
-
id: 6317063
{'hecke_orbit_code': 33560768, 'n': 64, 'trace_an': 0}
-
id: 6317064
{'hecke_orbit_code': 33560768, 'n': 65, 'trace_an': 0}
-
id: 6317065
{'hecke_orbit_code': 33560768, 'n': 66, 'trace_an': 0}
-
id: 6317066
{'hecke_orbit_code': 33560768, 'n': 67, 'trace_an': 0}
-
id: 6317067
{'hecke_orbit_code': 33560768, 'n': 68, 'trace_an': 0}
-
id: 6317068
{'hecke_orbit_code': 33560768, 'n': 69, 'trace_an': 0}
-
id: 6317069
{'hecke_orbit_code': 33560768, 'n': 70, 'trace_an': 0}
-
id: 6317070
{'hecke_orbit_code': 33560768, 'n': 71, 'trace_an': 0}
-
id: 6317071
{'hecke_orbit_code': 33560768, 'n': 72, 'trace_an': 0}
-
id: 6317072
{'hecke_orbit_code': 33560768, 'n': 73, 'trace_an': 8}
-
id: 6317073
{'hecke_orbit_code': 33560768, 'n': 74, 'trace_an': 0}
-
id: 6317074
{'hecke_orbit_code': 33560768, 'n': 75, 'trace_an': 0}
-
id: 6317075
{'hecke_orbit_code': 33560768, 'n': 76, 'trace_an': 0}
-
id: 6317076
{'hecke_orbit_code': 33560768, 'n': 77, 'trace_an': 0}
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id: 6317077
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id: 6317973
{'hecke_orbit_code': 33560768, 'n': 974, 'trace_an': 0}
-
id: 6317974
{'hecke_orbit_code': 33560768, 'n': 975, 'trace_an': 0}
-
id: 6317975
{'hecke_orbit_code': 33560768, 'n': 976, 'trace_an': 0}
-
id: 6317976
{'hecke_orbit_code': 33560768, 'n': 977, 'trace_an': -280}
-
id: 6317977
{'hecke_orbit_code': 33560768, 'n': 978, 'trace_an': 0}
-
id: 6317978
{'hecke_orbit_code': 33560768, 'n': 979, 'trace_an': 0}
-
id: 6317979
{'hecke_orbit_code': 33560768, 'n': 980, 'trace_an': 0}
-
id: 6317980
{'hecke_orbit_code': 33560768, 'n': 981, 'trace_an': 0}
-
id: 6317981
{'hecke_orbit_code': 33560768, 'n': 982, 'trace_an': 0}
-
id: 6317982
{'hecke_orbit_code': 33560768, 'n': 983, 'trace_an': 0}
-
id: 6317983
{'hecke_orbit_code': 33560768, 'n': 984, 'trace_an': 0}
-
id: 6317984
{'hecke_orbit_code': 33560768, 'n': 985, 'trace_an': -160}
-
id: 6317985
{'hecke_orbit_code': 33560768, 'n': 986, 'trace_an': 0}
-
id: 6317986
{'hecke_orbit_code': 33560768, 'n': 987, 'trace_an': 0}
-
id: 6317987
{'hecke_orbit_code': 33560768, 'n': 988, 'trace_an': 0}
-
id: 6317988
{'hecke_orbit_code': 33560768, 'n': 989, 'trace_an': 400}
-
id: 6317989
{'hecke_orbit_code': 33560768, 'n': 990, 'trace_an': 0}
-
id: 6317990
{'hecke_orbit_code': 33560768, 'n': 991, 'trace_an': 0}
-
id: 6317991
{'hecke_orbit_code': 33560768, 'n': 992, 'trace_an': 0}
-
id: 6317992
{'hecke_orbit_code': 33560768, 'n': 993, 'trace_an': 0}
-
id: 6317993
{'hecke_orbit_code': 33560768, 'n': 994, 'trace_an': 0}
-
id: 6317994
{'hecke_orbit_code': 33560768, 'n': 995, 'trace_an': 0}
-
id: 6317995
{'hecke_orbit_code': 33560768, 'n': 996, 'trace_an': 0}
-
id: 6317996
{'hecke_orbit_code': 33560768, 'n': 997, 'trace_an': 144}
-
id: 6317997
{'hecke_orbit_code': 33560768, 'n': 998, 'trace_an': 0}
-
id: 6317998
{'hecke_orbit_code': 33560768, 'n': 999, 'trace_an': 0}
-
id: 6317999
{'hecke_orbit_code': 33560768, 'n': 1000, 'trace_an': 0}