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{'Nk2': 5764, 'analytic_conductor': 11.506442931266504, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[11, -1], [131, -1]], 'atkin_lehner_string': '--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [1441, 1, [1311, 133], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 23, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [16, 104, -279, -2061, 1918, 14101, -7047, -42801, 9658, 69507, -415, -64708, -10374, 35570, 10339, -11448, -4693, 2001, 1131, -138, -140, -6, 7, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199288296865, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '1441.2.a.c', 'level': 1441, 'level_is_powerful': False, 'level_is_prime': False, 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-
mf_newspaces • Show schema
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{'ALdims': [24, 31, 29, 23], 'Nk2': 5764, 'analytic_conductor': 11.506442931266504, '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': [1441, 1, [1311, 133], [1, 1]], 'conrey_index': 1, 'cusp_dim': 131, 'dim': 107, 'eis_dim': 3, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 33555873, 'hecke_orbit_dims': [1, 1, 23, 23, 28, 31], 'label': '1441.2.a', 'level': 1441, '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': True, 'level_primes': [11, 131], 'level_radical': 1441, 'mf_dim': 134, 'mf_new_dim': 107, 'num_forms': 6, 'plus_dim': 47, 'prim_orbit_index': 1, 'relative_dim': 107, 'sturm_bound': 264, 'trace_bound': 4, 'trace_display': [1, -2, -8, -4], 'traces': [107, 1, -2, 99, -8, -4, -4, 9, 101, -2, -3, 8, -22, 8, -6, 87, -10, 29, -16, -6, -36, 3, 14, 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mf_twists_cc • Show schema
Hide schema
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 23, 'source_embedding_index': 5, 'source_hecke_orbit_code': 9007199288296865, 'source_is_minimal': True, 'source_label': '1441.2.a.c.1.5', 'source_level': 1441, 'target_conrey_index': 1, 'target_dim': 23, 'target_embedding_index': 5, 'target_hecke_orbit_code': 9007199288296865, 'target_is_minimal': True, 'target_label': '1441.2.a.c.1.5', 'target_level': 1441, 'twist_class_label': '1441.2.a.c.1.5', 'twist_class_level': 1441, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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hecke_orbit_code 9007199288296865 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '1441.2.a.c', 'level': 1441, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 102014000
{'hecke_orbit_code': 9007199288296865, 'n': 1, 'trace_an': 23}
-
id: 102014001
{'hecke_orbit_code': 9007199288296865, 'n': 2, 'trace_an': -7}
-
id: 102014002
{'hecke_orbit_code': 9007199288296865, 'n': 3, 'trace_an': -3}
-
id: 102014003
{'hecke_orbit_code': 9007199288296865, 'n': 4, 'trace_an': 15}
-
id: 102014004
{'hecke_orbit_code': 9007199288296865, 'n': 5, 'trace_an': -9}
-
id: 102014005
{'hecke_orbit_code': 9007199288296865, 'n': 6, 'trace_an': -11}
-
id: 102014006
{'hecke_orbit_code': 9007199288296865, 'n': 7, 'trace_an': -12}
-
id: 102014007
{'hecke_orbit_code': 9007199288296865, 'n': 8, 'trace_an': -21}
-
id: 102014008
{'hecke_orbit_code': 9007199288296865, 'n': 9, 'trace_an': 12}
-
id: 102014009
{'hecke_orbit_code': 9007199288296865, 'n': 10, 'trace_an': -2}
-
id: 102014010
{'hecke_orbit_code': 9007199288296865, 'n': 11, 'trace_an': 23}
-
id: 102014011
{'hecke_orbit_code': 9007199288296865, 'n': 12, 'trace_an': 8}
-
id: 102014012
{'hecke_orbit_code': 9007199288296865, 'n': 13, 'trace_an': -24}
-
id: 102014013
{'hecke_orbit_code': 9007199288296865, 'n': 14, 'trace_an': -13}
-
id: 102014014
{'hecke_orbit_code': 9007199288296865, 'n': 15, 'trace_an': -27}
-
id: 102014015
{'hecke_orbit_code': 9007199288296865, 'n': 16, 'trace_an': 7}
-
id: 102014016
{'hecke_orbit_code': 9007199288296865, 'n': 17, 'trace_an': -7}
-
id: 102014017
{'hecke_orbit_code': 9007199288296865, 'n': 18, 'trace_an': -14}
-
id: 102014018
{'hecke_orbit_code': 9007199288296865, 'n': 19, 'trace_an': -18}
-
id: 102014019
{'hecke_orbit_code': 9007199288296865, 'n': 20, 'trace_an': -4}
-
id: 102014020
{'hecke_orbit_code': 9007199288296865, 'n': 21, 'trace_an': -29}
-
id: 102014021
{'hecke_orbit_code': 9007199288296865, 'n': 22, 'trace_an': -7}
-
id: 102014022
{'hecke_orbit_code': 9007199288296865, 'n': 23, 'trace_an': -26}
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