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mf_newforms • Show schema
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{'Nk2': 2288, 'analytic_conductor': 4.567442995617238, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 572, 'char_degree': 8, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 40, 'char_orbit_label': 'bn', 'char_order': 30, 'char_parity': 1, 'char_values': [572, 30, [287, 365, 353], [15, 21, 5]], 'cm_discs': [], 'conrey_index': 95, 'dim': 640, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 2680093147708, 'inner_twist_count': 8, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 4, 2, -1, 2, 0], [1, 1, 11, 4, -1, 10, 0], [1, 1, 13, 5, 1, 6, 0], [1, 1, 44, 7, 1, 10, 0], [1, 1, 52, 9, -1, 6, 0], [1, 1, 143, 22, -1, 30, 0], [1, 1, 572, 40, 1, 30, 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': '572.2.bn.a', 'level': 572, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
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{'Nk2': 2288, 'analytic_conductor': 4.567442995617238, 'char_conductor': 572, 'char_degree': 8, 'char_is_real': False, 'char_orbit_index': 40, 'char_orbit_label': 'bn', 'char_order': 30, 'char_parity': 1, 'char_values': [572, 30, [287, 365, 353], [15, 21, 5]], 'conrey_index': 95, 'cusp_dim': 640, 'dim': 640, 'eis_dim': 64, 'eis_new_dim': 64, 'hecke_cutter_primes': [], 'hecke_orbit_code': 2680093147708, 'hecke_orbit_dims': [640], 'label': '572.2.bn', 'level': 572, '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, 11, 13], 'level_radical': 286, 'mf_dim': 704, 'mf_new_dim': 704, 'num_forms': 1, 'prim_orbit_index': 40, 'relative_dim': 80, 'sturm_bound': 168, 'trace_bound': 0, 'trace_display': [-15, 0, 0, 0], 'traces': [640, -15, 0, -3, 0, -15, 0, 0, -78, 0, 0, -4, -20, -12, 0, -19, -10, 0, 0, -45, 0, -15, 0, -15, 104, -20, 0, -15, -10, 45, 0, 0, -24, 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mf_twists_cc • Show schema
Hide schema
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id: 26638157
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 95, 'source_dim': 640, 'source_embedding_index': 2, 'source_hecke_orbit_code': 2680093147708, 'source_is_minimal': True, 'source_label': '572.2.bn.a.95.2', 'source_level': 572, 'target_conrey_index': 95, 'target_dim': 640, 'target_embedding_index': 2, 'target_hecke_orbit_code': 2680093147708, 'target_is_minimal': True, 'target_label': '572.2.bn.a.95.2', 'target_level': 572, 'twist_class_label': '572.2.bn.a.95.2', 'twist_class_level': 572, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 26638158
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 95, 'source_dim': 640, 'source_embedding_index': 2, 'source_hecke_orbit_code': 2680093147708, 'source_is_minimal': True, 'source_label': '572.2.bn.a.95.2', 'source_level': 572, 'target_conrey_index': 95, 'target_dim': 640, 'target_embedding_index': 24, 'target_hecke_orbit_code': 2680093147708, 'target_is_minimal': True, 'target_label': '572.2.bn.a.95.24', 'target_level': 572, 'twist_class_label': '572.2.bn.a.95.2', 'twist_class_level': 572, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 2}
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id: 26638159
{'conductor': 11, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 95, 'source_dim': 640, 'source_embedding_index': 2, 'source_hecke_orbit_code': 2680093147708, 'source_is_minimal': True, 'source_label': '572.2.bn.a.95.2', 'source_level': 572, 'target_conrey_index': 459, 'target_dim': 640, 'target_embedding_index': 50, 'target_hecke_orbit_code': 2680093147708, 'target_is_minimal': True, 'target_label': '572.2.bn.a.459.50', 'target_level': 572, 'twist_class_label': '572.2.bn.a.95.2', 'twist_class_level': 572, 'twisting_char_label': '11.8', 'twisting_conrey_index': 8, 'weight': 2}
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id: 26638160
{'conductor': 13, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 95, 'source_dim': 640, 'source_embedding_index': 2, 'source_hecke_orbit_code': 2680093147708, 'source_is_minimal': True, 'source_label': '572.2.bn.a.95.2', 'source_level': 572, 'target_conrey_index': 491, 'target_dim': 640, 'target_embedding_index': 27, 'target_hecke_orbit_code': 2680093147708, 'target_is_minimal': True, 'target_label': '572.2.bn.a.491.27', 'target_level': 572, 'twist_class_label': '572.2.bn.a.95.2', 'twist_class_level': 572, 'twisting_char_label': '13.10', 'twisting_conrey_index': 10, 'weight': 2}
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id: 26638161
{'conductor': 44, 'degree': 4, 'order': 10, 'parity': 1, 'source_conrey_index': 95, 'source_dim': 640, 'source_embedding_index': 2, 'source_hecke_orbit_code': 2680093147708, 'source_is_minimal': True, 'source_label': '572.2.bn.a.95.2', 'source_level': 572, 'target_conrey_index': 459, 'target_dim': 640, 'target_embedding_index': 27, 'target_hecke_orbit_code': 2680093147708, 'target_is_minimal': True, 'target_label': '572.2.bn.a.459.27', 'target_level': 572, 'twist_class_label': '572.2.bn.a.95.2', 'twist_class_level': 572, 'twisting_char_label': '44.19', 'twisting_conrey_index': 19, 'weight': 2}
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id: 26638162
{'conductor': 52, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 95, 'source_dim': 640, 'source_embedding_index': 2, 'source_hecke_orbit_code': 2680093147708, 'source_is_minimal': True, 'source_label': '572.2.bn.a.95.2', 'source_level': 572, 'target_conrey_index': 491, 'target_dim': 640, 'target_embedding_index': 50, 'target_hecke_orbit_code': 2680093147708, 'target_is_minimal': True, 'target_label': '572.2.bn.a.491.50', 'target_level': 572, 'twist_class_label': '572.2.bn.a.95.2', 'twist_class_level': 572, 'twisting_char_label': '52.23', 'twisting_conrey_index': 23, 'weight': 2}
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id: 26638163
{'conductor': 143, 'degree': 8, 'order': 30, 'parity': -1, 'source_conrey_index': 95, 'source_dim': 640, 'source_embedding_index': 2, 'source_hecke_orbit_code': 2680093147708, 'source_is_minimal': True, 'source_label': '572.2.bn.a.95.2', 'source_level': 572, 'target_conrey_index': 283, 'target_dim': 640, 'target_embedding_index': 24, 'target_hecke_orbit_code': 2680093147708, 'target_is_minimal': True, 'target_label': '572.2.bn.a.283.24', 'target_level': 572, 'twist_class_label': '572.2.bn.a.95.2', 'twist_class_level': 572, 'twisting_char_label': '143.140', 'twisting_conrey_index': 140, 'weight': 2}
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id: 26638164
{'conductor': 572, 'degree': 8, 'order': 30, 'parity': 1, 'source_conrey_index': 95, 'source_dim': 640, 'source_embedding_index': 2, 'source_hecke_orbit_code': 2680093147708, 'source_is_minimal': True, 'source_label': '572.2.bn.a.95.2', 'source_level': 572, 'target_conrey_index': 283, 'target_dim': 640, 'target_embedding_index': 2, 'target_hecke_orbit_code': 2680093147708, 'target_is_minimal': True, 'target_label': '572.2.bn.a.283.2', 'target_level': 572, 'twist_class_label': '572.2.bn.a.95.2', 'twist_class_level': 572, 'twisting_char_label': '572.283', 'twisting_conrey_index': 283, 'weight': 2}
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hecke_orbit_code 2680093147708 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 40, 'hecke_orbit': 1, 'label': '572.2.bn.a', 'level': 572, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 14662980
{'hecke_orbit_code': 2680093147708, 'n': 1, 'trace_an': 640}
-
id: 14662981
{'hecke_orbit_code': 2680093147708, 'n': 2, 'trace_an': -15}
-
id: 14662982
{'hecke_orbit_code': 2680093147708, 'n': 3, 'trace_an': 0}
-
id: 14662983
{'hecke_orbit_code': 2680093147708, 'n': 4, 'trace_an': -3}
-
id: 14662984
{'hecke_orbit_code': 2680093147708, 'n': 5, 'trace_an': 0}
-
id: 14662985
{'hecke_orbit_code': 2680093147708, 'n': 6, 'trace_an': -15}
-
id: 14662986
{'hecke_orbit_code': 2680093147708, 'n': 7, 'trace_an': 0}
-
id: 14662987
{'hecke_orbit_code': 2680093147708, 'n': 8, 'trace_an': 0}
-
id: 14662988
{'hecke_orbit_code': 2680093147708, 'n': 9, 'trace_an': -78}
-
id: 14662989
{'hecke_orbit_code': 2680093147708, 'n': 10, 'trace_an': 0}
-
id: 14662990
{'hecke_orbit_code': 2680093147708, 'n': 11, 'trace_an': 0}
-
id: 14662991
{'hecke_orbit_code': 2680093147708, 'n': 12, 'trace_an': -4}
-
id: 14662992
{'hecke_orbit_code': 2680093147708, 'n': 13, 'trace_an': -20}
-
id: 14662993
{'hecke_orbit_code': 2680093147708, 'n': 14, 'trace_an': -12}
-
id: 14662994
{'hecke_orbit_code': 2680093147708, 'n': 15, 'trace_an': 0}
-
id: 14662995
{'hecke_orbit_code': 2680093147708, 'n': 16, 'trace_an': -19}
-
id: 14662996
{'hecke_orbit_code': 2680093147708, 'n': 17, 'trace_an': -10}
-
id: 14662997
{'hecke_orbit_code': 2680093147708, 'n': 18, 'trace_an': 0}
-
id: 14662998
{'hecke_orbit_code': 2680093147708, 'n': 19, 'trace_an': 0}
-
id: 14662999
{'hecke_orbit_code': 2680093147708, 'n': 20, 'trace_an': -45}
-
id: 14663000
{'hecke_orbit_code': 2680093147708, 'n': 21, 'trace_an': 0}
-
id: 14663001
{'hecke_orbit_code': 2680093147708, 'n': 22, 'trace_an': -15}
-
id: 14663002
{'hecke_orbit_code': 2680093147708, 'n': 23, 'trace_an': 0}
-
id: 14663003
{'hecke_orbit_code': 2680093147708, 'n': 24, 'trace_an': -15}
-
id: 14663004
{'hecke_orbit_code': 2680093147708, 'n': 25, 'trace_an': 104}
-
id: 14663005
{'hecke_orbit_code': 2680093147708, 'n': 26, 'trace_an': -20}
-
id: 14663006
{'hecke_orbit_code': 2680093147708, 'n': 27, 'trace_an': 0}
-
id: 14663007
{'hecke_orbit_code': 2680093147708, 'n': 28, 'trace_an': -15}
-
id: 14663008
{'hecke_orbit_code': 2680093147708, 'n': 29, 'trace_an': -10}
-
id: 14663009
{'hecke_orbit_code': 2680093147708, 'n': 30, 'trace_an': 45}
-
id: 14663010
{'hecke_orbit_code': 2680093147708, 'n': 31, 'trace_an': 0}
-
id: 14663011
{'hecke_orbit_code': 2680093147708, 'n': 32, 'trace_an': 0}
-
id: 14663012
{'hecke_orbit_code': 2680093147708, 'n': 33, 'trace_an': -24}
-
id: 14663013
{'hecke_orbit_code': 2680093147708, 'n': 34, 'trace_an': 0}
-
id: 14663014
{'hecke_orbit_code': 2680093147708, 'n': 35, 'trace_an': 0}
-
id: 14663015
{'hecke_orbit_code': 2680093147708, 'n': 36, 'trace_an': 4}
-
id: 14663016
{'hecke_orbit_code': 2680093147708, 'n': 37, 'trace_an': -18}
-
id: 14663017
{'hecke_orbit_code': 2680093147708, 'n': 38, 'trace_an': -14}
-
id: 14663018
{'hecke_orbit_code': 2680093147708, 'n': 39, 'trace_an': 0}
-
id: 14663019
{'hecke_orbit_code': 2680093147708, 'n': 40, 'trace_an': -20}
-
id: 14663020
{'hecke_orbit_code': 2680093147708, 'n': 41, 'trace_an': -30}
-
id: 14663021
{'hecke_orbit_code': 2680093147708, 'n': 42, 'trace_an': -13}
-
id: 14663022
{'hecke_orbit_code': 2680093147708, 'n': 43, 'trace_an': 0}
-
id: 14663023
{'hecke_orbit_code': 2680093147708, 'n': 44, 'trace_an': 0}
-
id: 14663024
{'hecke_orbit_code': 2680093147708, 'n': 45, 'trace_an': -108}
-
id: 14663025
{'hecke_orbit_code': 2680093147708, 'n': 46, 'trace_an': -15}
-
id: 14663026
{'hecke_orbit_code': 2680093147708, 'n': 47, 'trace_an': 0}
-
id: 14663027
{'hecke_orbit_code': 2680093147708, 'n': 48, 'trace_an': 35}
-
id: 14663028
{'hecke_orbit_code': 2680093147708, 'n': 49, 'trace_an': -74}
-
id: 14663029
{'hecke_orbit_code': 2680093147708, 'n': 50, 'trace_an': -90}
-
id: 14663030
{'hecke_orbit_code': 2680093147708, 'n': 51, 'trace_an': 0}
-
id: 14663031
{'hecke_orbit_code': 2680093147708, 'n': 52, 'trace_an': 15}
-
id: 14663032
{'hecke_orbit_code': 2680093147708, 'n': 53, 'trace_an': -8}
-
id: 14663033
{'hecke_orbit_code': 2680093147708, 'n': 54, 'trace_an': 0}
-
id: 14663034
{'hecke_orbit_code': 2680093147708, 'n': 55, 'trace_an': 0}
-
id: 14663035
{'hecke_orbit_code': 2680093147708, 'n': 56, 'trace_an': 50}
-
id: 14663036
{'hecke_orbit_code': 2680093147708, 'n': 57, 'trace_an': 0}
-
id: 14663037
{'hecke_orbit_code': 2680093147708, 'n': 58, 'trace_an': 27}
-
id: 14663038
{'hecke_orbit_code': 2680093147708, 'n': 59, 'trace_an': 0}
-
id: 14663039
{'hecke_orbit_code': 2680093147708, 'n': 60, 'trace_an': 0}
-
id: 14663040
{'hecke_orbit_code': 2680093147708, 'n': 61, 'trace_an': -10}
-
id: 14663041
{'hecke_orbit_code': 2680093147708, 'n': 62, 'trace_an': -5}
-
id: 14663042
{'hecke_orbit_code': 2680093147708, 'n': 63, 'trace_an': 0}
-
id: 14663043
{'hecke_orbit_code': 2680093147708, 'n': 64, 'trace_an': -84}
-
id: 14663044
{'hecke_orbit_code': 2680093147708, 'n': 65, 'trace_an': 0}
-
id: 14663045
{'hecke_orbit_code': 2680093147708, 'n': 66, 'trace_an': -146}
-
id: 14663046
{'hecke_orbit_code': 2680093147708, 'n': 67, 'trace_an': 0}
-
id: 14663047
{'hecke_orbit_code': 2680093147708, 'n': 68, 'trace_an': -70}
-
id: 14663048
{'hecke_orbit_code': 2680093147708, 'n': 69, 'trace_an': -26}
-
id: 14663049
{'hecke_orbit_code': 2680093147708, 'n': 70, 'trace_an': 0}
-
id: 14663050
{'hecke_orbit_code': 2680093147708, 'n': 71, 'trace_an': 0}
-
id: 14663051
{'hecke_orbit_code': 2680093147708, 'n': 72, 'trace_an': -15}
-
id: 14663052
{'hecke_orbit_code': 2680093147708, 'n': 73, 'trace_an': 0}
-
id: 14663053
{'hecke_orbit_code': 2680093147708, 'n': 74, 'trace_an': -55}
-
id: 14663054
{'hecke_orbit_code': 2680093147708, 'n': 75, 'trace_an': 0}
-
id: 14663055
{'hecke_orbit_code': 2680093147708, 'n': 76, 'trace_an': 0}
-
id: 14663056
{'hecke_orbit_code': 2680093147708, 'n': 77, 'trace_an': 44}
-
id: 14663057
{'hecke_orbit_code': 2680093147708, 'n': 78, 'trace_an': 24}
-
id: 14663058
{'hecke_orbit_code': 2680093147708, 'n': 79, 'trace_an': 0}
-
id: 14663059
{'hecke_orbit_code': 2680093147708, 'n': 80, 'trace_an': -39}
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id: 14663060
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