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mf_newforms • Show schema
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{'Nk2': 2752, 'analytic_conductor': 5.49370765906409, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 688, 'char_degree': 12, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 35, 'char_orbit_label': 'bi', 'char_order': 28, 'char_parity': 1, 'char_values': [688, 28, [431, 517, 433], [14, 7, 2]], 'cm_discs': [], 'conrey_index': 27, 'dim': 1032, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 2336495764144, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 16, 6, -1, 4, 0], [1, 1, 43, 6, -1, 14, 0], [1, 1, 688, 35, 1, 28, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '688.2.bi.a', 'level': 688, '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, 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
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{'Nk2': 2752, 'analytic_conductor': 5.49370765906409, 'char_conductor': 688, 'char_degree': 12, 'char_is_real': False, 'char_orbit_index': 35, 'char_orbit_label': 'bi', 'char_order': 28, 'char_parity': 1, 'char_values': [688, 28, [431, 517, 433], [14, 7, 2]], 'conrey_index': 27, 'cusp_dim': 1032, 'dim': 1032, 'eis_dim': 48, 'eis_new_dim': 48, 'hecke_cutter_primes': [], 'hecke_orbit_code': 2336495764144, 'hecke_orbit_dims': [1032], 'label': '688.2.bi', 'level': 688, '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, 43], 'level_radical': 86, 'mf_dim': 1080, 'mf_new_dim': 1080, 'num_forms': 1, 'prim_orbit_index': 35, 'relative_dim': 86, 'sturm_bound': 176, 'trace_bound': 0, 'trace_display': [-14, -14, -14, 0], 'traces': [1032, -14, -14, -14, -14, -24, 0, -14, 0, -10, -18, -14, -10, -2, 0, 10, -20, -14, -14, 42, 20, -14, -36, -10, 0, -14, -14, 42, 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mf_twists_cc • Show schema
Hide schema
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id: 24571745
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 27, 'source_dim': 1032, 'source_embedding_index': 1, 'source_hecke_orbit_code': 2336495764144, 'source_is_minimal': True, 'source_label': '688.2.bi.a.27.1', 'source_level': 688, 'target_conrey_index': 27, 'target_dim': 1032, 'target_embedding_index': 1, 'target_hecke_orbit_code': 2336495764144, 'target_is_minimal': True, 'target_label': '688.2.bi.a.27.1', 'target_level': 688, 'twist_class_label': '688.2.bi.a.27.1', 'twist_class_level': 688, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 24571746
{'conductor': 16, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 27, 'source_dim': 1032, 'source_embedding_index': 1, 'source_hecke_orbit_code': 2336495764144, 'source_is_minimal': True, 'source_label': '688.2.bi.a.27.1', 'source_level': 688, 'target_conrey_index': 371, 'target_dim': 1032, 'target_embedding_index': 13, 'target_hecke_orbit_code': 2336495764144, 'target_is_minimal': True, 'target_label': '688.2.bi.a.371.13', 'target_level': 688, 'twist_class_label': '688.2.bi.a.27.1', 'twist_class_level': 688, 'twisting_char_label': '16.3', 'twisting_conrey_index': 3, 'weight': 2}
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id: 24571747
{'conductor': 43, 'degree': 6, 'order': 14, 'parity': -1, 'source_conrey_index': 27, 'source_dim': 1032, 'source_embedding_index': 1, 'source_hecke_orbit_code': 2336495764144, 'source_is_minimal': True, 'source_label': '688.2.bi.a.27.1', 'source_level': 688, 'target_conrey_index': 395, 'target_dim': 1032, 'target_embedding_index': 13, 'target_hecke_orbit_code': 2336495764144, 'target_is_minimal': True, 'target_label': '688.2.bi.a.395.13', 'target_level': 688, 'twist_class_label': '688.2.bi.a.27.1', 'twist_class_level': 688, 'twisting_char_label': '43.8', 'twisting_conrey_index': 8, 'weight': 2}
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id: 24571748
{'conductor': 688, 'degree': 12, 'order': 28, 'parity': 1, 'source_conrey_index': 27, 'source_dim': 1032, 'source_embedding_index': 1, 'source_hecke_orbit_code': 2336495764144, 'source_is_minimal': True, 'source_label': '688.2.bi.a.27.1', 'source_level': 688, 'target_conrey_index': 51, 'target_dim': 1032, 'target_embedding_index': 1, 'target_hecke_orbit_code': 2336495764144, 'target_is_minimal': True, 'target_label': '688.2.bi.a.51.1', 'target_level': 688, 'twist_class_label': '688.2.bi.a.27.1', 'twist_class_level': 688, 'twisting_char_label': '688.51', 'twisting_conrey_index': 51, 'weight': 2}
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hecke_orbit_code 2336495764144 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 35, 'hecke_orbit': 1, 'label': '688.2.bi.a', 'level': 688, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 14344866
{'hecke_orbit_code': 2336495764144, 'n': 1, 'trace_an': 1032}
-
id: 14344867
{'hecke_orbit_code': 2336495764144, 'n': 2, 'trace_an': -14}
-
id: 14344868
{'hecke_orbit_code': 2336495764144, 'n': 3, 'trace_an': -14}
-
id: 14344869
{'hecke_orbit_code': 2336495764144, 'n': 4, 'trace_an': -14}
-
id: 14344870
{'hecke_orbit_code': 2336495764144, 'n': 5, 'trace_an': -14}
-
id: 14344871
{'hecke_orbit_code': 2336495764144, 'n': 6, 'trace_an': -24}
-
id: 14344872
{'hecke_orbit_code': 2336495764144, 'n': 7, 'trace_an': 0}
-
id: 14344873
{'hecke_orbit_code': 2336495764144, 'n': 8, 'trace_an': -14}
-
id: 14344874
{'hecke_orbit_code': 2336495764144, 'n': 9, 'trace_an': 0}
-
id: 14344875
{'hecke_orbit_code': 2336495764144, 'n': 10, 'trace_an': -10}
-
id: 14344876
{'hecke_orbit_code': 2336495764144, 'n': 11, 'trace_an': -18}
-
id: 14344877
{'hecke_orbit_code': 2336495764144, 'n': 12, 'trace_an': -14}
-
id: 14344878
{'hecke_orbit_code': 2336495764144, 'n': 13, 'trace_an': -10}
-
id: 14344879
{'hecke_orbit_code': 2336495764144, 'n': 14, 'trace_an': -2}
-
id: 14344880
{'hecke_orbit_code': 2336495764144, 'n': 15, 'trace_an': 0}
-
id: 14344881
{'hecke_orbit_code': 2336495764144, 'n': 16, 'trace_an': 10}
-
id: 14344882
{'hecke_orbit_code': 2336495764144, 'n': 17, 'trace_an': -20}
-
id: 14344883
{'hecke_orbit_code': 2336495764144, 'n': 18, 'trace_an': -14}
-
id: 14344884
{'hecke_orbit_code': 2336495764144, 'n': 19, 'trace_an': -14}
-
id: 14344885
{'hecke_orbit_code': 2336495764144, 'n': 20, 'trace_an': 42}
-
id: 14344886
{'hecke_orbit_code': 2336495764144, 'n': 21, 'trace_an': 20}
-
id: 14344887
{'hecke_orbit_code': 2336495764144, 'n': 22, 'trace_an': -14}
-
id: 14344888
{'hecke_orbit_code': 2336495764144, 'n': 23, 'trace_an': -36}
-
id: 14344889
{'hecke_orbit_code': 2336495764144, 'n': 24, 'trace_an': -10}
-
id: 14344890
{'hecke_orbit_code': 2336495764144, 'n': 25, 'trace_an': 0}
-
id: 14344891
{'hecke_orbit_code': 2336495764144, 'n': 26, 'trace_an': -14}
-
id: 14344892
{'hecke_orbit_code': 2336495764144, 'n': 27, 'trace_an': -14}
-
id: 14344893
{'hecke_orbit_code': 2336495764144, 'n': 28, 'trace_an': 42}
-
id: 14344894
{'hecke_orbit_code': 2336495764144, 'n': 29, 'trace_an': -14}
-
id: 14344895
{'hecke_orbit_code': 2336495764144, 'n': 30, 'trace_an': 126}
-
id: 14344896
{'hecke_orbit_code': 2336495764144, 'n': 31, 'trace_an': 0}
-
id: 14344897
{'hecke_orbit_code': 2336495764144, 'n': 32, 'trace_an': -14}
-
id: 14344898
{'hecke_orbit_code': 2336495764144, 'n': 33, 'trace_an': -28}
-
id: 14344899
{'hecke_orbit_code': 2336495764144, 'n': 34, 'trace_an': -14}
-
id: 14344900
{'hecke_orbit_code': 2336495764144, 'n': 35, 'trace_an': 40}
-
id: 14344901
{'hecke_orbit_code': 2336495764144, 'n': 36, 'trace_an': 0}
-
id: 14344902
{'hecke_orbit_code': 2336495764144, 'n': 37, 'trace_an': 0}
-
id: 14344903
{'hecke_orbit_code': 2336495764144, 'n': 38, 'trace_an': -10}
-
id: 14344904
{'hecke_orbit_code': 2336495764144, 'n': 39, 'trace_an': -28}
-
id: 14344905
{'hecke_orbit_code': 2336495764144, 'n': 40, 'trace_an': 30}
-
id: 14344906
{'hecke_orbit_code': 2336495764144, 'n': 41, 'trace_an': 0}
-
id: 14344907
{'hecke_orbit_code': 2336495764144, 'n': 42, 'trace_an': 0}
-
id: 14344908
{'hecke_orbit_code': 2336495764144, 'n': 43, 'trace_an': 0}
-
id: 14344909
{'hecke_orbit_code': 2336495764144, 'n': 44, 'trace_an': 24}
-
id: 14344910
{'hecke_orbit_code': 2336495764144, 'n': 45, 'trace_an': -14}
-
id: 14344911
{'hecke_orbit_code': 2336495764144, 'n': 46, 'trace_an': -14}
-
id: 14344912
{'hecke_orbit_code': 2336495764144, 'n': 47, 'trace_an': 0}
-
id: 14344913
{'hecke_orbit_code': 2336495764144, 'n': 48, 'trace_an': -14}
-
id: 14344914
{'hecke_orbit_code': 2336495764144, 'n': 49, 'trace_an': -936}
-
id: 14344915
{'hecke_orbit_code': 2336495764144, 'n': 50, 'trace_an': 0}
-
id: 14344916
{'hecke_orbit_code': 2336495764144, 'n': 51, 'trace_an': -14}
-
id: 14344917
{'hecke_orbit_code': 2336495764144, 'n': 52, 'trace_an': 42}
-
id: 14344918
{'hecke_orbit_code': 2336495764144, 'n': 53, 'trace_an': 30}
-
id: 14344919
{'hecke_orbit_code': 2336495764144, 'n': 54, 'trace_an': 22}
-
id: 14344920
{'hecke_orbit_code': 2336495764144, 'n': 55, 'trace_an': 196}
-
id: 14344921
{'hecke_orbit_code': 2336495764144, 'n': 56, 'trace_an': 102}
-
id: 14344922
{'hecke_orbit_code': 2336495764144, 'n': 57, 'trace_an': 0}
-
id: 14344923
{'hecke_orbit_code': 2336495764144, 'n': 58, 'trace_an': -30}
-
id: 14344924
{'hecke_orbit_code': 2336495764144, 'n': 59, 'trace_an': 22}
-
id: 14344925
{'hecke_orbit_code': 2336495764144, 'n': 60, 'trace_an': -42}
-
id: 14344926
{'hecke_orbit_code': 2336495764144, 'n': 61, 'trace_an': -14}
-
id: 14344927
{'hecke_orbit_code': 2336495764144, 'n': 62, 'trace_an': -14}
-
id: 14344928
{'hecke_orbit_code': 2336495764144, 'n': 63, 'trace_an': 0}
-
id: 14344929
{'hecke_orbit_code': 2336495764144, 'n': 64, 'trace_an': -38}
-
id: 14344930
{'hecke_orbit_code': 2336495764144, 'n': 65, 'trace_an': -28}
-
id: 14344931
{'hecke_orbit_code': 2336495764144, 'n': 66, 'trace_an': -18}
-
id: 14344932
{'hecke_orbit_code': 2336495764144, 'n': 67, 'trace_an': -50}
-
id: 14344933
{'hecke_orbit_code': 2336495764144, 'n': 68, 'trace_an': -128}
-
id: 14344934
{'hecke_orbit_code': 2336495764144, 'n': 69, 'trace_an': -14}
-
id: 14344935
{'hecke_orbit_code': 2336495764144, 'n': 70, 'trace_an': 28}
-
id: 14344936
{'hecke_orbit_code': 2336495764144, 'n': 71, 'trace_an': -28}
-
id: 14344937
{'hecke_orbit_code': 2336495764144, 'n': 72, 'trace_an': -14}
-
id: 14344938
{'hecke_orbit_code': 2336495764144, 'n': 73, 'trace_an': 0}
-
id: 14344939
{'hecke_orbit_code': 2336495764144, 'n': 74, 'trace_an': 116}
-
id: 14344940
{'hecke_orbit_code': 2336495764144, 'n': 75, 'trace_an': -14}
-
id: 14344941
{'hecke_orbit_code': 2336495764144, 'n': 76, 'trace_an': -14}
-
id: 14344942
{'hecke_orbit_code': 2336495764144, 'n': 77, 'trace_an': 84}
-
id: 14344943
{'hecke_orbit_code': 2336495764144, 'n': 78, 'trace_an': -148}
-
id: 14344944
{'hecke_orbit_code': 2336495764144, 'n': 79, 'trace_an': 0}
-
id: 14344945
{'hecke_orbit_code': 2336495764144, 'n': 80, 'trace_an': 0}
-
id: 14344946
{'hecke_orbit_code': 2336495764144, 'n': 81, 'trace_an': 120}
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