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mf_newforms • Show schema
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{'Nk2': 1884, 'analytic_conductor': 3.760953935202306, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 157, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [471, 3, [158, 319], [3, 1]], 'cm_discs': [], 'conrey_index': 169, 'conrey_indexes': [169, 301], 'dim': 28, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [18, -154, 246, 565, -841, -749, 995, 459, -552, -136, 152, 19, -20, -1, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007474166202839, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 157, 3, 1, 3, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '471.2.e.c', 'level': 471, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 157], 'level_radical': 471, 'minimal_twist': 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
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{'Nk2': 1884, 'analytic_conductor': 3.760953935202306, 'char_conductor': 157, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [471, 3, [158, 319], [3, 1]], 'conrey_index': 169, 'cusp_dim': 102, 'dim': 54, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 274911461847, 'hecke_orbit_dims': [4, 22, 28], 'label': '471.2.e', 'level': 471, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 157], 'level_radical': 471, 'mf_dim': 110, 'mf_new_dim': 54, 'num_forms': 3, 'prim_orbit_index': 3, 'relative_dim': 27, 'sturm_bound': 105, 'trace_bound': 1, 'trace_display': [4, -1, -6, 0], 'traces': [54, 4, -1, 56, -6, 0, 0, 0, -27, 2, 6, 2, 5, -28, 2, 52, 10, -2, -27, -6, -4, -16, -8, 0, -41, 10, 2, -36, 12, -4, -16, 44, -2, 2, -24, -28, -7, 24, 10, 8, 32, 0, -5, 0, 12, 32, -14, 12, 54, -16, -4, 44, 20, 0, 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mf_twists_cc • Show schema
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id: 40816149
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 301, 'source_dim': 28, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9007474166202839, 'source_is_minimal': True, 'source_label': '471.2.e.c.301.3', 'source_level': 471, 'target_conrey_index': 301, 'target_dim': 28, 'target_embedding_index': 3, 'target_hecke_orbit_code': 9007474166202839, 'target_is_minimal': True, 'target_label': '471.2.e.c.301.3', 'target_level': 471, 'twist_class_label': '471.2.e.c.169.3', 'twist_class_level': 471, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 40816150
{'conductor': 157, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 301, 'source_dim': 28, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9007474166202839, 'source_is_minimal': True, 'source_label': '471.2.e.c.301.3', 'source_level': 471, 'target_conrey_index': 169, 'target_dim': 28, 'target_embedding_index': 3, 'target_hecke_orbit_code': 9007474166202839, 'target_is_minimal': True, 'target_label': '471.2.e.c.169.3', 'target_level': 471, 'twist_class_label': '471.2.e.c.169.3', 'twist_class_level': 471, 'twisting_char_label': '157.12', 'twisting_conrey_index': 12, 'weight': 2}
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hecke_orbit_code 9007474166202839 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
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{'char_orbit_index': 5, 'hecke_orbit': 3, 'label': '471.2.e.c', 'level': 471, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 118038000
{'hecke_orbit_code': 9007474166202839, 'n': 1, 'trace_an': 28}
-
id: 118038001
{'hecke_orbit_code': 9007474166202839, 'n': 2, 'trace_an': 2}
-
id: 118038002
{'hecke_orbit_code': 9007474166202839, 'n': 3, 'trace_an': -14}
-
id: 118038003
{'hecke_orbit_code': 9007474166202839, 'n': 4, 'trace_an': 26}
-
id: 118038004
{'hecke_orbit_code': 9007474166202839, 'n': 5, 'trace_an': -2}
-
id: 118038005
{'hecke_orbit_code': 9007474166202839, 'n': 6, 'trace_an': -1}
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id: 118038006
{'hecke_orbit_code': 9007474166202839, 'n': 7, 'trace_an': 4}
-
id: 118038007
{'hecke_orbit_code': 9007474166202839, 'n': 8, 'trace_an': 0}
-
id: 118038008
{'hecke_orbit_code': 9007474166202839, 'n': 9, 'trace_an': -14}
-
id: 118038009
{'hecke_orbit_code': 9007474166202839, 'n': 10, 'trace_an': -1}
-
id: 118038010
{'hecke_orbit_code': 9007474166202839, 'n': 11, 'trace_an': 2}
-
id: 118038011
{'hecke_orbit_code': 9007474166202839, 'n': 12, 'trace_an': -13}
-
id: 118038012
{'hecke_orbit_code': 9007474166202839, 'n': 13, 'trace_an': 0}
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id: 118038013
{'hecke_orbit_code': 9007474166202839, 'n': 14, 'trace_an': -14}
-
id: 118038014
{'hecke_orbit_code': 9007474166202839, 'n': 15, 'trace_an': -2}
-
id: 118038015
{'hecke_orbit_code': 9007474166202839, 'n': 16, 'trace_an': 14}
-
id: 118038016
{'hecke_orbit_code': 9007474166202839, 'n': 17, 'trace_an': 3}
-
id: 118038017
{'hecke_orbit_code': 9007474166202839, 'n': 18, 'trace_an': -1}
-
id: 118038018
{'hecke_orbit_code': 9007474166202839, 'n': 19, 'trace_an': -11}
-
id: 118038019
{'hecke_orbit_code': 9007474166202839, 'n': 20, 'trace_an': 1}
-
id: 118038020
{'hecke_orbit_code': 9007474166202839, 'n': 21, 'trace_an': -2}
-
id: 118038021
{'hecke_orbit_code': 9007474166202839, 'n': 22, 'trace_an': -2}
-
id: 118038022
{'hecke_orbit_code': 9007474166202839, 'n': 23, 'trace_an': -6}
-
id: 118038023
{'hecke_orbit_code': 9007474166202839, 'n': 24, 'trace_an': 0}
-
id: 118038024
{'hecke_orbit_code': 9007474166202839, 'n': 25, 'trace_an': -20}
-
id: 118038025
{'hecke_orbit_code': 9007474166202839, 'n': 26, 'trace_an': 12}
-
id: 118038026
{'hecke_orbit_code': 9007474166202839, 'n': 27, 'trace_an': 28}
-
id: 118038027
{'hecke_orbit_code': 9007474166202839, 'n': 28, 'trace_an': 2}
-
id: 118038028
{'hecke_orbit_code': 9007474166202839, 'n': 29, 'trace_an': -10}
-
id: 118038029
{'hecke_orbit_code': 9007474166202839, 'n': 30, 'trace_an': -1}
-
id: 118038030
{'hecke_orbit_code': 9007474166202839, 'n': 31, 'trace_an': -14}
-
id: 118038031
{'hecke_orbit_code': 9007474166202839, 'n': 32, 'trace_an': 12}
-
id: 118038032
{'hecke_orbit_code': 9007474166202839, 'n': 33, 'trace_an': 2}
-
id: 118038033
{'hecke_orbit_code': 9007474166202839, 'n': 34, 'trace_an': -15}
-
id: 118038034
{'hecke_orbit_code': 9007474166202839, 'n': 35, 'trace_an': -13}
-
id: 118038035
{'hecke_orbit_code': 9007474166202839, 'n': 36, 'trace_an': -13}
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id: 118038036
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