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{'Nk2': 11552, 'analytic_conductor': 42.599379024144724, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [19, 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': [722, 1, [363], [1]], 'cm_discs': [], 'conrey_index': 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': [[3, [-5, 1]], [5, [-3, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398576591570, '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_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '722.4.a.e', 'level': 722, '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, 19], 'level_radical': 38, 'minimal_twist': '38.4.c.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}+5q^{3}+4q^{4}+3q^{5}+10q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '722.4.a', 'trace_display': [2, 5, 3, -32], 'trace_hash': 218200157191830653, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.955', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.869', 'prec': 17}, 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mf_hecke_nf • Show schema
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mf_newspaces • Show schema
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{'ALdims': [22, 20, 18, 25], 'Nk2': 11552, 'analytic_conductor': 42.599379024144724, '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': [722, 1, [363], [1]], 'conrey_index': 1, 'cusp_dim': 265, 'dim': 85, 'eis_dim': 40, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5], 'hecke_orbit_code': 67109586, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 2, 2, 2, 2, 3, 3, 4, 4, 6, 6, 6, 6, 8, 8, 9, 9], 'label': '722.4.a', 'level': 722, '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, 19], 'level_radical': 38, 'mf_dim': 305, 'mf_new_dim': 85, 'num_forms': 21, 'plus_dim': 47, 'prim_orbit_index': 1, 'relative_dim': 85, 'sturm_bound': 380, 'trace_bound': 3, 'trace_display': [2, -8, 16, -12], 'traces': [85, 2, -8, 340, 16, -20, -12, 8, 775, 20, -78, -32, 22, 88, 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mf_twists_nf • Show schema
Hide schema
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id: 469915
{'conductor': 19, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '722.4.a.e', 'source_level': 722, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '38.4.c.a', 'target_level': 38, 'twist_class_label': '38.4.c.a', 'twist_class_level': 38, 'twisting_char_label': '19.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 469916
{'conductor': 76, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '722.4.a.e', 'source_level': 722, 'target_char_orbit': 9, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '304.4.i.b', 'target_level': 304, 'twist_class_label': '38.4.c.a', 'twist_class_level': 38, 'twisting_char_label': '76.g', 'twisting_char_orbit': 7, 'weight': 4}
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id: 469917
{'conductor': 57, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '722.4.a.e', 'source_level': 722, 'target_char_orbit': 7, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '342.4.g.d', 'target_level': 342, 'twist_class_label': '38.4.c.a', 'twist_class_level': 38, 'twisting_char_label': '57.h', 'twisting_char_orbit': 8, 'weight': 4}
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id: 469918
{'conductor': 19, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '722.4.a.e', 'source_level': 722, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '722.4.a.a', 'target_level': 722, 'twist_class_label': '38.4.c.a', 'twist_class_level': 38, 'twisting_char_label': '19.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 469919
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '722.4.a.e', 'source_level': 722, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '722.4.a.e', 'target_level': 722, 'twist_class_label': '38.4.c.a', 'twist_class_level': 38, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 1250825
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 18014398576591570, 'p': 2}
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id: 1250826
{'charpoly_factorization': [[[-5, 1], 1]], 'hecke_orbit_code': 18014398576591570, 'p': 3}
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id: 1250827
{'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 18014398576591570, 'p': 5}
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id: 1250828
{'charpoly_factorization': [[[32, 1], 1]], 'hecke_orbit_code': 18014398576591570, 'p': 7}
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id: 1250829
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 18014398576591570, 'p': 11}
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id: 1250830
{'charpoly_factorization': [[[69, 1], 1]], 'hecke_orbit_code': 18014398576591570, 'p': 13}
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id: 1250831
{'charpoly_factorization': [[[-19, 1], 1]], 'hecke_orbit_code': 18014398576591570, 'p': 17}
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id: 1250832
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398576591570, 'p': 19}
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id: 1250833
{'charpoly_factorization': [[[-67, 1], 1]], 'hecke_orbit_code': 18014398576591570, 'p': 23}
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id: 1250834
{'charpoly_factorization': [[[-51, 1], 1]], 'hecke_orbit_code': 18014398576591570, 'p': 29}
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id: 1250835
{'charpoly_factorization': [[[132, 1], 1]], 'hecke_orbit_code': 18014398576591570, 'p': 31}
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id: 1250836
{'charpoly_factorization': [[[14, 1], 1]], 'hecke_orbit_code': 18014398576591570, 'p': 37}
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id: 1250837
{'charpoly_factorization': [[[413, 1], 1]], 'hecke_orbit_code': 18014398576591570, 'p': 41}
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id: 1250838
{'charpoly_factorization': [[[-129, 1], 1]], 'hecke_orbit_code': 18014398576591570, 'p': 43}
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id: 1250839
{'charpoly_factorization': [[[617, 1], 1]], 'hecke_orbit_code': 18014398576591570, 'p': 47}
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id: 1250840
{'charpoly_factorization': [[[-383, 1], 1]], 'hecke_orbit_code': 18014398576591570, 'p': 53}
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id: 1250841
{'charpoly_factorization': [[[599, 1], 1]], 'hecke_orbit_code': 18014398576591570, 'p': 59}
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id: 1250842
{'charpoly_factorization': [[[217, 1], 1]], 'hecke_orbit_code': 18014398576591570, 'p': 61}
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id: 1250843
{'charpoly_factorization': [[[225, 1], 1]], 'hecke_orbit_code': 18014398576591570, 'p': 67}
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id: 1250844
{'charpoly_factorization': [[[-701, 1], 1]], 'hecke_orbit_code': 18014398576591570, 'p': 71}
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id: 1250845
{'charpoly_factorization': [[[-1015, 1], 1]], 'hecke_orbit_code': 18014398576591570, 'p': 73}
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id: 1250846
{'charpoly_factorization': [[[-349, 1], 1]], 'hecke_orbit_code': 18014398576591570, 'p': 79}
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id: 1250847
{'charpoly_factorization': [[[592, 1], 1]], 'hecke_orbit_code': 18014398576591570, 'p': 83}
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id: 1250848
{'charpoly_factorization': [[[1349, 1], 1]], 'hecke_orbit_code': 18014398576591570, 'p': 89}
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id: 1250849
{'charpoly_factorization': [[[613, 1], 1]], 'hecke_orbit_code': 18014398576591570, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 5, 'label': '722.4.a.e', 'level': 722, 'portrait': 'data:image/png;base64,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', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 39847561
{'hecke_orbit_code': 18014398576591570, 'n': 1, 'trace_an': 1}
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