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{'Nk2': 31200, 'analytic_conductor': 115.0537245111942, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 1], [5, 1], [13, 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': [1950, 1, [1301, 1327, 301], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[7, [2, 1]], [11, [0, 1]]], 'hecke_orbit': 10, 'hecke_orbit_code': 40532396713445278, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '1950.4.a.j', 'level': 1950, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 13], 'level_radical': 390, 'minimal_twist': '390.4.a.d', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}-3q^{3}+4q^{4}-6q^{6}-2q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1950.4.a', 'trace_display': [2, -3, 0, -2], 'trace_hash': 580990185531121902, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.994', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.980', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
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mf_twists_cc • Show schema
Hide schema
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id: 46889838
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532396713445278, 'source_is_minimal': False, 'source_label': '1950.4.a.j.1.1', 'source_level': 1950, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532396713445278, 'target_is_minimal': False, 'target_label': '1950.4.a.j.1.1', 'target_level': 1950, 'twist_class_label': '390.4.a.d.1.1', 'twist_class_level': 390, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
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id: 46889839
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532396713445278, 'source_is_minimal': False, 'source_label': '1950.4.a.j.1.1', 'source_level': 1950, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798949220742, 'target_is_minimal': True, 'target_label': '390.4.a.d.1.1', 'target_level': 390, 'twist_class_label': '390.4.a.d.1.1', 'twist_class_level': 390, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 4}
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id: 46889840
{'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532396713445278, 'source_is_minimal': False, 'source_label': '1950.4.a.j.1.1', 'source_level': 1950, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67553994477667474, 'target_is_minimal': False, 'target_label': '1170.4.a.p.1.1', 'target_level': 1170, 'twist_class_label': '390.4.a.d.1.1', 'twist_class_level': 390, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 4}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 2326075
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 40532396713445278, 'p': 2}
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id: 2326076
{'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 40532396713445278, 'p': 3}
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id: 2326077
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 40532396713445278, 'p': 5}
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id: 2326078
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 40532396713445278, 'p': 7}
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id: 2326079
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 40532396713445278, 'p': 11}
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id: 2326080
{'charpoly_factorization': [[[13, 1], 1]], 'hecke_orbit_code': 40532396713445278, 'p': 13}
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id: 2326081
{'charpoly_factorization': [[[-60, 1], 1]], 'hecke_orbit_code': 40532396713445278, 'p': 17}
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id: 2326082
{'charpoly_factorization': [[[-50, 1], 1]], 'hecke_orbit_code': 40532396713445278, 'p': 19}
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id: 2326083
{'charpoly_factorization': [[[210, 1], 1]], 'hecke_orbit_code': 40532396713445278, 'p': 23}
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id: 2326084
{'charpoly_factorization': [[[228, 1], 1]], 'hecke_orbit_code': 40532396713445278, 'p': 29}
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id: 2326085
{'charpoly_factorization': [[[-116, 1], 1]], 'hecke_orbit_code': 40532396713445278, 'p': 31}
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id: 2326086
{'charpoly_factorization': [[[386, 1], 1]], 'hecke_orbit_code': 40532396713445278, 'p': 37}
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id: 2326087
{'charpoly_factorization': [[[-378, 1], 1]], 'hecke_orbit_code': 40532396713445278, 'p': 41}
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id: 2326088
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 40532396713445278, 'p': 43}
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id: 2326089
{'charpoly_factorization': [[[-312, 1], 1]], 'hecke_orbit_code': 40532396713445278, 'p': 47}
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id: 2326090
{'charpoly_factorization': [[[-198, 1], 1]], 'hecke_orbit_code': 40532396713445278, 'p': 53}
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id: 2326091
{'charpoly_factorization': [[[-624, 1], 1]], 'hecke_orbit_code': 40532396713445278, 'p': 59}
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id: 2326092
{'charpoly_factorization': [[[-638, 1], 1]], 'hecke_orbit_code': 40532396713445278, 'p': 61}
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id: 2326093
{'charpoly_factorization': [[[200, 1], 1]], 'hecke_orbit_code': 40532396713445278, 'p': 67}
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id: 2326094
{'charpoly_factorization': [[[408, 1], 1]], 'hecke_orbit_code': 40532396713445278, 'p': 71}
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id: 2326095
{'charpoly_factorization': [[[1148, 1], 1]], 'hecke_orbit_code': 40532396713445278, 'p': 73}
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id: 2326096
{'charpoly_factorization': [[[-824, 1], 1]], 'hecke_orbit_code': 40532396713445278, 'p': 79}
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id: 2326097
{'charpoly_factorization': [[[1332, 1], 1]], 'hecke_orbit_code': 40532396713445278, 'p': 83}
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id: 2326098
{'charpoly_factorization': [[[-54, 1], 1]], 'hecke_orbit_code': 40532396713445278, 'p': 89}
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id: 2326099
{'charpoly_factorization': [[[-244, 1], 1]], 'hecke_orbit_code': 40532396713445278, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 10, 'label': '1950.4.a.j', 'level': 1950, 'portrait': 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', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
-
id: 207771000
{'hecke_orbit_code': 40532396713445278, 'n': 1, 'trace_an': 1}
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id: 207771001
{'hecke_orbit_code': 40532396713445278, 'n': 2, 'trace_an': 2}
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id: 207771002
{'hecke_orbit_code': 40532396713445278, 'n': 3, 'trace_an': -3}
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id: 207771003
{'hecke_orbit_code': 40532396713445278, 'n': 4, 'trace_an': 4}
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id: 207771004
{'hecke_orbit_code': 40532396713445278, 'n': 5, 'trace_an': 0}
-
id: 207771005
{'hecke_orbit_code': 40532396713445278, 'n': 6, 'trace_an': -6}
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id: 207771006
{'hecke_orbit_code': 40532396713445278, 'n': 7, 'trace_an': -2}
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id: 207771007
{'hecke_orbit_code': 40532396713445278, 'n': 8, 'trace_an': 8}
-
id: 207771008
{'hecke_orbit_code': 40532396713445278, 'n': 9, 'trace_an': 9}
-
id: 207771009
{'hecke_orbit_code': 40532396713445278, 'n': 10, 'trace_an': 0}
-
id: 207771010
{'hecke_orbit_code': 40532396713445278, 'n': 11, 'trace_an': 0}
-
id: 207771011
{'hecke_orbit_code': 40532396713445278, 'n': 12, 'trace_an': -12}
-
id: 207771012
{'hecke_orbit_code': 40532396713445278, 'n': 13, 'trace_an': -13}
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id: 207771013
{'hecke_orbit_code': 40532396713445278, 'n': 14, 'trace_an': -4}
-
id: 207771014
{'hecke_orbit_code': 40532396713445278, 'n': 15, 'trace_an': 0}
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id: 207771015
{'hecke_orbit_code': 40532396713445278, 'n': 16, 'trace_an': 16}
-
id: 207771016
{'hecke_orbit_code': 40532396713445278, 'n': 17, 'trace_an': 60}
-
id: 207771017
{'hecke_orbit_code': 40532396713445278, 'n': 18, 'trace_an': 18}
-
id: 207771018
{'hecke_orbit_code': 40532396713445278, 'n': 19, 'trace_an': 50}
-
id: 207771019
{'hecke_orbit_code': 40532396713445278, 'n': 20, 'trace_an': 0}
-
id: 207771020
{'hecke_orbit_code': 40532396713445278, 'n': 21, 'trace_an': 6}
-
id: 207771021
{'hecke_orbit_code': 40532396713445278, 'n': 22, 'trace_an': 0}
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id: 207771022
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-
id: 207771990
{'hecke_orbit_code': 40532396713445278, 'n': 991, 'trace_an': -59584}
-
id: 207771991
{'hecke_orbit_code': 40532396713445278, 'n': 992, 'trace_an': 3712}
-
id: 207771992
{'hecke_orbit_code': 40532396713445278, 'n': 993, 'trace_an': 3090}
-
id: 207771993
{'hecke_orbit_code': 40532396713445278, 'n': 994, 'trace_an': 1632}
-
id: 207771994
{'hecke_orbit_code': 40532396713445278, 'n': 995, 'trace_an': 0}
-
id: 207771995
{'hecke_orbit_code': 40532396713445278, 'n': 996, 'trace_an': 15984}
-
id: 207771996
{'hecke_orbit_code': 40532396713445278, 'n': 997, 'trace_an': -32042}
-
id: 207771997
{'hecke_orbit_code': 40532396713445278, 'n': 998, 'trace_an': 6268}
-
id: 207771998
{'hecke_orbit_code': 40532396713445278, 'n': 999, 'trace_an': 10422}
-
id: 207771999
{'hecke_orbit_code': 40532396713445278, 'n': 1000, 'trace_an': 0}