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mf_newforms • Show schema
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{'Nk2': 2188, 'analytic_conductor': 4.367816990564037, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 547, 'char_degree': 12, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 8, 'char_orbit_label': 'h', 'char_order': 21, 'char_parity': 1, 'char_values': [547, 21, [2], [11]], 'cm_discs': [], 'conrey_index': 13, 'conrey_indexes': [13, 14, 117, 123, 126, 169, 178, 196, 360, 427, 505, 508], 'dim': 540, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 481069892131, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 547, 8, 1, 21, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '547.2.h.a', 'level': 547, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [547], 'level_radical': 547, 'minimal_twist': '547.2.h.a', 'prim_orbit_index': 8, 'related_objects': 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mf_hecke_cc • Show schema
Hide schema
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481069892131, 'label': '547.2.h.a.13.2', 'level': 547, 'weight': 2}
-
mf_newspaces • Show schema
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{'Nk2': 2188, 'analytic_conductor': 4.367816990564037, 'char_conductor': 547, 'char_degree': 12, 'char_is_real': False, 'char_orbit_index': 8, 'char_orbit_label': 'h', 'char_order': 21, 'char_parity': 1, 'char_values': [547, 21, [2], [11]], 'conrey_index': 13, 'cusp_dim': 540, 'dim': 540, 'eis_dim': 24, 'eis_new_dim': 24, 'hecke_cutter_primes': [], 'hecke_orbit_code': 481069892131, 'hecke_orbit_dims': [540], 'label': '547.2.h', 'level': 547, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [547], 'level_radical': 547, 'mf_dim': 564, 'mf_new_dim': 564, 'num_forms': 1, 'prim_orbit_index': 8, 'relative_dim': 45, 'sturm_bound': 91, 'trace_bound': 0, 'trace_display': [-13, -10, -15, -2], 'traces': [540, -13, -10, 33, -15, 10, -2, -26, -96, -4, -8, -18, -11, 5, -7, 53, -10, -59, -12, -18, 20, 70, -15, -46, 26, -39, -1, -56, -40, -100, 59, -5, -15, -8, 36, 43, -32, -108, 34, -27, 39, 46, -16, -110, -103, 12, -60, 42, 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2, 'weight_parity': 1}
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mf_twists_cc • Show schema
Hide schema
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id: 5426773
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 13, 'source_dim': 540, 'source_embedding_index': 2, 'source_hecke_orbit_code': 481069892131, 'source_is_minimal': True, 'source_label': '547.2.h.a.13.2', 'source_level': 547, 'target_conrey_index': 13, 'target_dim': 540, 'target_embedding_index': 2, 'target_hecke_orbit_code': 481069892131, 'target_is_minimal': True, 'target_label': '547.2.h.a.13.2', 'target_level': 547, 'twist_class_label': '547.2.h.a.13.2', 'twist_class_level': 547, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 5426774
{'conductor': 547, 'degree': 12, 'order': 21, 'parity': 1, 'source_conrey_index': 13, 'source_dim': 540, 'source_embedding_index': 2, 'source_hecke_orbit_code': 481069892131, 'source_is_minimal': True, 'source_label': '547.2.h.a.13.2', 'source_level': 547, 'target_conrey_index': 505, 'target_dim': 540, 'target_embedding_index': 2, 'target_hecke_orbit_code': 481069892131, 'target_is_minimal': True, 'target_label': '547.2.h.a.505.2', 'target_level': 547, 'twist_class_label': '547.2.h.a.13.2', 'twist_class_level': 547, 'twisting_char_label': '547.505', 'twisting_conrey_index': 505, 'weight': 2}
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hecke_orbit_code 481069892131 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 8, 'hecke_orbit': 1, 'label': '547.2.h.a', 'level': 547, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 36204000
{'hecke_orbit_code': 481069892131, 'n': 1, 'trace_an': 540}
-
id: 36204001
{'hecke_orbit_code': 481069892131, 'n': 2, 'trace_an': -13}
-
id: 36204002
{'hecke_orbit_code': 481069892131, 'n': 3, 'trace_an': -10}
-
id: 36204003
{'hecke_orbit_code': 481069892131, 'n': 4, 'trace_an': 33}
-
id: 36204004
{'hecke_orbit_code': 481069892131, 'n': 5, 'trace_an': -15}
-
id: 36204005
{'hecke_orbit_code': 481069892131, 'n': 6, 'trace_an': 10}
-
id: 36204006
{'hecke_orbit_code': 481069892131, 'n': 7, 'trace_an': -2}
-
id: 36204007
{'hecke_orbit_code': 481069892131, 'n': 8, 'trace_an': -26}
-
id: 36204008
{'hecke_orbit_code': 481069892131, 'n': 9, 'trace_an': -96}
-
id: 36204009
{'hecke_orbit_code': 481069892131, 'n': 10, 'trace_an': -4}
-
id: 36204010
{'hecke_orbit_code': 481069892131, 'n': 11, 'trace_an': -8}
-
id: 36204011
{'hecke_orbit_code': 481069892131, 'n': 12, 'trace_an': -18}
-
id: 36204012
{'hecke_orbit_code': 481069892131, 'n': 13, 'trace_an': -11}
-
id: 36204013
{'hecke_orbit_code': 481069892131, 'n': 14, 'trace_an': 5}
-
id: 36204014
{'hecke_orbit_code': 481069892131, 'n': 15, 'trace_an': -7}
-
id: 36204015
{'hecke_orbit_code': 481069892131, 'n': 16, 'trace_an': 53}
-
id: 36204016
{'hecke_orbit_code': 481069892131, 'n': 17, 'trace_an': -10}
-
id: 36204017
{'hecke_orbit_code': 481069892131, 'n': 18, 'trace_an': -59}
-
id: 36204018
{'hecke_orbit_code': 481069892131, 'n': 19, 'trace_an': -12}
-
id: 36204019
{'hecke_orbit_code': 481069892131, 'n': 20, 'trace_an': -18}
-
id: 36204020
{'hecke_orbit_code': 481069892131, 'n': 21, 'trace_an': 20}
-
id: 36204021
{'hecke_orbit_code': 481069892131, 'n': 22, 'trace_an': 70}
-
id: 36204022
{'hecke_orbit_code': 481069892131, 'n': 23, 'trace_an': -15}
-
id: 36204023
{'hecke_orbit_code': 481069892131, 'n': 24, 'trace_an': -46}
-
id: 36204024
{'hecke_orbit_code': 481069892131, 'n': 25, 'trace_an': 26}
-
id: 36204025
{'hecke_orbit_code': 481069892131, 'n': 26, 'trace_an': -39}
-
id: 36204026
{'hecke_orbit_code': 481069892131, 'n': 27, 'trace_an': -1}
-
id: 36204027
{'hecke_orbit_code': 481069892131, 'n': 28, 'trace_an': -56}
-
id: 36204028
{'hecke_orbit_code': 481069892131, 'n': 29, 'trace_an': -40}
-
id: 36204029
{'hecke_orbit_code': 481069892131, 'n': 30, 'trace_an': -100}
-
id: 36204030
{'hecke_orbit_code': 481069892131, 'n': 31, 'trace_an': 59}
-
id: 36204031
{'hecke_orbit_code': 481069892131, 'n': 32, 'trace_an': -5}
-
id: 36204032
{'hecke_orbit_code': 481069892131, 'n': 33, 'trace_an': -15}
-
id: 36204033
{'hecke_orbit_code': 481069892131, 'n': 34, 'trace_an': -8}
-
id: 36204034
{'hecke_orbit_code': 481069892131, 'n': 35, 'trace_an': 36}
-
id: 36204035
{'hecke_orbit_code': 481069892131, 'n': 36, 'trace_an': 43}
-
id: 36204036
{'hecke_orbit_code': 481069892131, 'n': 37, 'trace_an': -32}
-
id: 36204037
{'hecke_orbit_code': 481069892131, 'n': 38, 'trace_an': -108}
-
id: 36204038
{'hecke_orbit_code': 481069892131, 'n': 39, 'trace_an': 34}
-
id: 36204039
{'hecke_orbit_code': 481069892131, 'n': 40, 'trace_an': -27}
-
id: 36204040
{'hecke_orbit_code': 481069892131, 'n': 41, 'trace_an': 39}
-
id: 36204041
{'hecke_orbit_code': 481069892131, 'n': 42, 'trace_an': 46}
-
id: 36204042
{'hecke_orbit_code': 481069892131, 'n': 43, 'trace_an': -16}
-
id: 36204043
{'hecke_orbit_code': 481069892131, 'n': 44, 'trace_an': -110}
-
id: 36204044
{'hecke_orbit_code': 481069892131, 'n': 45, 'trace_an': -103}
-
id: 36204045
{'hecke_orbit_code': 481069892131, 'n': 46, 'trace_an': 12}
-
id: 36204046
{'hecke_orbit_code': 481069892131, 'n': 47, 'trace_an': -60}
-
id: 36204047
{'hecke_orbit_code': 481069892131, 'n': 48, 'trace_an': 42}
-
id: 36204048
{'hecke_orbit_code': 481069892131, 'n': 49, 'trace_an': 57}
-
id: 36204049
{'hecke_orbit_code': 481069892131, 'n': 50, 'trace_an': -168}
-
id: 36204050
{'hecke_orbit_code': 481069892131, 'n': 51, 'trace_an': 57}
-
id: 36204051
{'hecke_orbit_code': 481069892131, 'n': 52, 'trace_an': -46}
-
id: 36204052
{'hecke_orbit_code': 481069892131, 'n': 53, 'trace_an': -30}
-
id: 36204053
{'hecke_orbit_code': 481069892131, 'n': 54, 'trace_an': 113}
-
id: 36204054
{'hecke_orbit_code': 481069892131, 'n': 55, 'trace_an': 38}
-
id: 36204055
{'hecke_orbit_code': 481069892131, 'n': 56, 'trace_an': 64}
-
id: 36204056
{'hecke_orbit_code': 481069892131, 'n': 57, 'trace_an': 22}
-
id: 36204057
{'hecke_orbit_code': 481069892131, 'n': 58, 'trace_an': -88}
-
id: 36204058
{'hecke_orbit_code': 481069892131, 'n': 59, 'trace_an': 55}
-
id: 36204059
{'hecke_orbit_code': 481069892131, 'n': 60, 'trace_an': 9}
-
id: 36204060
{'hecke_orbit_code': 481069892131, 'n': 61, 'trace_an': 26}
-
id: 36204061
{'hecke_orbit_code': 481069892131, 'n': 62, 'trace_an': -32}
-
id: 36204062
{'hecke_orbit_code': 481069892131, 'n': 63, 'trace_an': 6}
-
id: 36204063
{'hecke_orbit_code': 481069892131, 'n': 64, 'trace_an': -50}
-
id: 36204064
{'hecke_orbit_code': 481069892131, 'n': 65, 'trace_an': 73}
-
id: 36204065
{'hecke_orbit_code': 481069892131, 'n': 66, 'trace_an': 72}
-
id: 36204066
{'hecke_orbit_code': 481069892131, 'n': 67, 'trace_an': -104}
-
id: 36204067
{'hecke_orbit_code': 481069892131, 'n': 68, 'trace_an': -181}
-
id: 36204068
{'hecke_orbit_code': 481069892131, 'n': 69, 'trace_an': -125}
-
id: 36204069
{'hecke_orbit_code': 481069892131, 'n': 70, 'trace_an': -50}
-
id: 36204070
{'hecke_orbit_code': 481069892131, 'n': 71, 'trace_an': 39}
-
id: 36204071
{'hecke_orbit_code': 481069892131, 'n': 72, 'trace_an': -434}
-
id: 36204072
{'hecke_orbit_code': 481069892131, 'n': 73, 'trace_an': 46}
-
id: 36204073
{'hecke_orbit_code': 481069892131, 'n': 74, 'trace_an': -178}
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