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{'Nk2': 33800, 'analytic_conductor': 67.47358970798193, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -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': [8450, 1, [677, 3551], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 12, 'field_disc_factorization': [[2, 2], [3, 1]], 'field_poly': [-3, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': True, 'field_poly_root_of_unity': 12, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-2, -2, 1]], [7, [3, 1]], [11, [3, 1]], [17, [-18, -6, 1]], [31, [6, 6, 1]]], 'hecke_orbit': 39, 'hecke_orbit_code': 171136785873641730, 'hecke_ring_generator_nbound': 3, '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': '8450.2.a.bm', 'level': 8450, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 13], 'level_radical': 130, 'minimal_twist': '130.2.l.a', 'nf_label': '2.2.12.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}+(1+\\beta )q^{3}+q^{4}+(1+\\beta )q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '8450.2.a', 'trace_display': [2, 2, 0, -6], 'trace_hash': 296057475821067654, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.986', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.122', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.731', 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-132, 60, 0], 'weight': 2, 'weight_parity': 1}
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mf_hecke_nf • Show schema
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{'an': [[1, 0], [1, 0], [1, 1], [1, 0], [0, 0], [1, 1], [-3, 0], [1, 0], [1, 2], [0, 0], [-3, 0], [1, 1], [0, 0], [-3, 0], [0, 0], [1, 0], [3, -3], [1, 2], [-3, -2], [0, 0], [-3, -3], [-3, 0], [6, -2], [1, 1], [0, 0], [0, 0], [4, 0], [-3, 0], [-6, -2], [0, 0], [-3, 1], [1, 0], [-3, -3], [3, -3], [0, 0], [1, 2], [-6, -3], [-3, -2], [0, 0], [0, 0], [0, 6], [-3, -3], [2, 0], [-3, 0], [0, 0], [6, -2], [-3, 0], [1, 1], [2, 0], [0, 0], [-6, 0], [0, 0], [3, 2], [4, 0], [0, 0], [-3, 0], [-9, -5], [-6, -2], [0, -6], [0, 0], [1, -3], [-3, 1], [-3, -6], [1, 0], [0, 0], [-3, -3], [0, 0], [3, -3], [0, 4], [0, 0], [6, 0], [1, 2], [-3, 5], [-6, -3], [0, 0], [-3, -2], [9, 0], [0, 0], [1, 3], [0, 0], [1, -2], [0, 6], [-3, 3], [-3, -3], [0, 0], [2, 0], [-12, -8], [-3, 0], [-12, -3], [0, 0], [0, 0], [6, -2], [0, -2], [-3, 0], [0, 0], [1, 1], [-3, -7], [2, 0], [-3, -6], [0, 0]], 'ap': [[1, 0], [1, 1], [0, 0], [-3, 0], [-3, 0], [0, 0], [3, -3], [-3, -2], [6, -2], [-6, -2], [-3, 1], [-6, -3], [0, 6], [2, 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-18], [24, -6], [78, 0], [21, 3], [-66, -2], [-26, -18], [45, -19], [33, 3], [-12, -20], [-21, -27], [34, 6], [-30, 24], [-51, 1], [-30, 5], [54, 10], [-45, 11], [-3, -36], [19, 15], [-33, -3], [30, -24], [15, -3], [-21, -1], [-9, 3], [6, 29], [-10, 9], [12, 5], [12, 24], [-45, -15], [-17, -9], [24, -15], [66, 5], [-68, 0], [48, 22], [9, 21], [-15, 14], [-15, -20], [51, 3], [0, 6], [40, 21], [5, 39], [0, -2], [-33, -3], [-21, 42], [18, -26], [-27, 30], [-12, -29], [3, 30], [-12, 16], [-27, -12], [2, 0], [-56, 12], [-12, -12], [-39, 14], [34, -18], [6, 14], [-2, 33], [18, 36], [-9, 41], [-32, 0], [10, -6], [39, 30], [18, 0], [-36, 18], [45, 18], [-25, -27], [15, 9], [-36, -36], [-21, 0], [36, 24], [-39, -20], [3, -24], [12, -14], [-14, 18], [39, -1], [-6, -2], [-42, -17], [30, -27], [-33, -30], [-19, 21], [9, 27], [-4, -30], [18, -32], [-42, -6], [4, -30], [33, -9], [-54, 8], [-39, 11], [-30, 12], [12, 48], [87, 9], [61, 3], [-6, 12], [12, -15], [-27, 1], [-27, -6], [17, 45], [9, -34], [15, 23], [40, -9], [83, 3], [-30, -12], [54, 24], [-34, -27], [-60, 18], [24, -4], [-60, -6], [-6, 9], [-75, 6], [-66, 17], [18, 14], [66, -3], [3, -45], [-36, 39], [-51, -16], [30, 32]], 'char_orbit_index': 1, 'field_poly': [-3, 0, 1], 'hecke_orbit_code': 171136785873641730, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '8450.2.a.bm', 'level': 8450, 'maxp': 2999, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [5, 1], [13, -1]], 33, 9], [[[2, -1], [5, -1], [13, -1]], 37, 6], [[[2, 1], [5, -1], [13, 1]], 34, 10], [[[2, 1], [5, -1], [13, -1]], 31, 6], [[[2, -1], [5, -1], [13, 1]], 27, 9], [[[2, -1], [5, 1], [13, 1]], 35, 16], [[[2, 1], [5, 1], [13, 1]], 24, 14], [[[2, -1], [5, 1], [13, -1]], 24, 9]], 'ALdims': [24, 33, 34, 31, 35, 24, 27, 37], 'Nk2': 33800, 'analytic_conductor': 67.47358970798193, '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': [8450, 1, [677, 3551], [1, 1]], 'conrey_index': 1, 'cusp_dim': 1281, 'dim': 245, 'eis_dim': 167, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 7, 11, 17, 31], 'hecke_orbit_code': 33562882, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 6, 6, 8, 8, 9, 9, 9, 9, 9, 9, 9, 9], 'label': '8450.2.a', 'level': 8450, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 13], 'level_radical': 130, 'mf_dim': 1448, 'mf_new_dim': 245, 'num_forms': 79, 'plus_dim': 106, 'prim_orbit_index': 1, 'relative_dim': 245, 'sturm_bound': 2730, 'trace_bound': 17, 'trace_display': [1, -2, 0, -8], 'traces': [245, 1, -2, 245, 0, -2, -8, 1, 245, 0, 2, -2, 0, 0, 0, 245, -10, 5, -2, 0, -16, -6, 8, -2, 0, 0, -8, -8, -8, 0, -20, 1, 20, 4, 0, 245, 2, -2, 0, 0, 8, -12, -10, 2, 0, -8, 0, -2, 225, 0, 70, 0, 28, -2, 0, 0, -8, 2, 36, 0, -16, 0, 0, 245, 0, 14, 0, -10, 72, 0, 24, 5, 2, 8, 0, -2, 36, 0, 0, 0, 317, 22, 24, -16, 0, -8, 28, -6, 28, 0, 0, 8, -32, 16, 0, -2, 6, -7, 40, 0, -4, 4, -52, 0, 0, 18, 38, -8, -14, 0, -20, -8, -18, 14, 0, -8, 0, -2, 28, 0, 313, -18, 32, -20, 0, 28, 108, 1, 108, 0, 46, 20, 68, 12, 0, 4, -18, 36, 124, 0, 36, -12, 0, 245, 0, 0, 138, 2, 18, 0, 28, -2, -6, 40, 0, 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mf_twists_nf • Show schema
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id: 1392062
{'conductor': 65, 'degree': 4, 'multiplicity': 2, 'order': 12, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 39, 'source_is_minimal': False, 'source_label': '8450.2.a.bm', 'source_level': 8450, 'target_char_orbit': 12, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '130.2.l.a', 'target_level': 130, 'twist_class_label': '130.2.l.a', 'twist_class_level': 130, 'twisting_char_label': '65.s', 'twisting_char_orbit': 19, 'weight': 2}
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id: 1392063
{'conductor': 13, 'degree': 4, 'multiplicity': 2, 'order': 12, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 39, 'source_is_minimal': False, 'source_label': '8450.2.a.bm', 'source_level': 8450, 'target_char_orbit': 13, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '650.2.m.a', 'target_level': 650, 'twist_class_label': '130.2.l.a', 'twist_class_level': 130, 'twisting_char_label': '13.f', 'twisting_char_orbit': 6, 'weight': 2}
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id: 1392064
{'conductor': 65, 'degree': 4, 'multiplicity': 2, 'order': 12, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 39, 'source_is_minimal': False, 'source_label': '8450.2.a.bm', 'source_level': 8450, 'target_char_orbit': 14, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '650.2.n.a', 'target_level': 650, 'twist_class_label': '130.2.l.a', 'twist_class_level': 130, 'twisting_char_label': '65.o', 'twisting_char_orbit': 15, 'weight': 2}
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id: 1392065
{'conductor': 65, 'degree': 4, 'multiplicity': 2, 'order': 12, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 39, 'source_is_minimal': False, 'source_label': '8450.2.a.bm', 'source_level': 8450, 'target_char_orbit': 14, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '650.2.n.b', 'target_level': 650, 'twist_class_label': '130.2.l.a', 'twist_class_level': 130, 'twisting_char_label': '65.t', 'twisting_char_orbit': 20, 'weight': 2}
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id: 1392066
{'conductor': 260, 'degree': 4, 'multiplicity': 2, 'order': 12, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 39, 'source_is_minimal': False, 'source_label': '8450.2.a.bm', 'source_level': 8450, 'target_char_orbit': 79, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '1040.2.da.a', 'target_level': 1040, 'twist_class_label': '130.2.l.a', 'twist_class_level': 130, 'twisting_char_label': '260.bc', 'twisting_char_orbit': 29, 'weight': 2}
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id: 1392067
{'conductor': 195, 'degree': 4, 'multiplicity': 2, 'order': 12, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 39, 'source_is_minimal': False, 'source_label': '8450.2.a.bm', 'source_level': 8450, 'target_char_orbit': 45, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '1170.2.bs.c', 'target_level': 1170, 'twist_class_label': '130.2.l.a', 'twist_class_level': 130, 'twisting_char_label': '195.bh', 'twisting_char_orbit': 34, 'weight': 2}
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id: 1392068
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 39, 'source_is_minimal': False, 'source_label': '8450.2.a.bm', 'source_level': 8450, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '1690.2.a.j', 'target_level': 1690, 'twist_class_label': '130.2.l.a', 'twist_class_level': 130, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1392069
{'conductor': 65, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 39, 'source_is_minimal': False, 'source_label': '8450.2.a.bm', 'source_level': 8450, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '1690.2.a.m', 'target_level': 1690, 'twist_class_label': '130.2.l.a', 'twist_class_level': 130, 'twisting_char_label': '65.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 1392070
{'conductor': 65, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 39, 'source_is_minimal': False, 'source_label': '8450.2.a.bm', 'source_level': 8450, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '1690.2.d.f', 'target_level': 1690, 'twist_class_label': '130.2.l.a', 'twist_class_level': 130, 'twisting_char_label': '65.g', 'twisting_char_orbit': 7, 'weight': 2}
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id: 1392071
{'conductor': 65, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 39, 'source_is_minimal': False, 'source_label': '8450.2.a.bm', 'source_level': 8450, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '1690.2.e.l', 'target_level': 1690, 'twist_class_label': '130.2.l.a', 'twist_class_level': 130, 'twisting_char_label': '65.l', 'twisting_char_orbit': 12, 'weight': 2}
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id: 1392072
{'conductor': 65, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 39, 'source_is_minimal': False, 'source_label': '8450.2.a.bm', 'source_level': 8450, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '1690.2.e.n', 'target_level': 1690, 'twist_class_label': '130.2.l.a', 'twist_class_level': 130, 'twisting_char_label': '65.n', 'twisting_char_orbit': 14, 'weight': 2}
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id: 1392073
{'conductor': 65, 'degree': 4, 'multiplicity': 2, 'order': 12, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 39, 'source_is_minimal': False, 'source_label': '8450.2.a.bm', 'source_level': 8450, 'target_char_orbit': 12, 'target_dim': 4, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '1690.2.l.g', 'target_level': 1690, 'twist_class_label': '130.2.l.a', 'twist_class_level': 130, 'twisting_char_label': '65.s', 'twisting_char_orbit': 19, 'weight': 2}
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id: 1392074
{'conductor': 13, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 39, 'source_is_minimal': False, 'source_label': '8450.2.a.bm', 'source_level': 8450, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 32, 'target_is_minimal': False, 'target_label': '8450.2.a.bf', 'target_level': 8450, 'twist_class_label': '130.2.l.a', 'twist_class_level': 130, 'twisting_char_label': '13.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1392075
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 39, 'source_is_minimal': False, 'source_label': '8450.2.a.bm', 'source_level': 8450, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 39, 'target_is_minimal': False, 'target_label': '8450.2.a.bm', 'target_level': 8450, 'twist_class_label': '130.2.l.a', 'twist_class_level': 130, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 4728700
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 171136785873641730, 'p': 2}
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id: 4728701
{'charpoly_factorization': [[[-2, -2, 1], 1]], 'hecke_orbit_code': 171136785873641730, 'p': 3}
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id: 4728702
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 171136785873641730, 'p': 5}
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id: 4728703
{'charpoly_factorization': [[[3, 1], 2]], 'hecke_orbit_code': 171136785873641730, 'p': 7}
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id: 4728704
{'charpoly_factorization': [[[3, 1], 2]], 'hecke_orbit_code': 171136785873641730, 'p': 11}
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id: 4728705
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 171136785873641730, 'p': 13}
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id: 4728706
{'charpoly_factorization': [[[-18, -6, 1], 1]], 'hecke_orbit_code': 171136785873641730, 'p': 17}
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id: 4728707
{'charpoly_factorization': [[[-3, 6, 1], 1]], 'hecke_orbit_code': 171136785873641730, 'p': 19}
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id: 4728708
{'charpoly_factorization': [[[24, -12, 1], 1]], 'hecke_orbit_code': 171136785873641730, 'p': 23}
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id: 4728709
{'charpoly_factorization': [[[24, 12, 1], 1]], 'hecke_orbit_code': 171136785873641730, 'p': 29}
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id: 4728710
{'charpoly_factorization': [[[6, 6, 1], 1]], 'hecke_orbit_code': 171136785873641730, 'p': 31}
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id: 4728711
{'charpoly_factorization': [[[9, 12, 1], 1]], 'hecke_orbit_code': 171136785873641730, 'p': 37}
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id: 4728712
{'charpoly_factorization': [[[-108, 0, 1], 1]], 'hecke_orbit_code': 171136785873641730, 'p': 41}
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id: 4728713
{'charpoly_factorization': [[[-2, 1], 2]], 'hecke_orbit_code': 171136785873641730, 'p': 43}
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id: 4728714
{'charpoly_factorization': [[[3, 1], 2]], 'hecke_orbit_code': 171136785873641730, 'p': 47}
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id: 4728715
{'charpoly_factorization': [[[-3, -6, 1], 1]], 'hecke_orbit_code': 171136785873641730, 'p': 53}
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id: 4728716
{'charpoly_factorization': [[[-108, 0, 1], 1]], 'hecke_orbit_code': 171136785873641730, 'p': 59}
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id: 4728717
{'charpoly_factorization': [[[-26, -2, 1], 1]], 'hecke_orbit_code': 171136785873641730, 'p': 61}
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id: 4728718
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 171136785873641730, 'p': 67}
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id: 4728719
{'charpoly_factorization': [[[-6, 1], 2]], 'hecke_orbit_code': 171136785873641730, 'p': 71}
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id: 4728720
{'charpoly_factorization': [[[-66, 6, 1], 1]], 'hecke_orbit_code': 171136785873641730, 'p': 73}
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id: 4728721
{'charpoly_factorization': [[[-26, -2, 1], 1]], 'hecke_orbit_code': 171136785873641730, 'p': 79}
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id: 4728722
{'charpoly_factorization': [[[-18, 6, 1], 1]], 'hecke_orbit_code': 171136785873641730, 'p': 83}
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id: 4728723
{'charpoly_factorization': [[[117, 24, 1], 1]], 'hecke_orbit_code': 171136785873641730, 'p': 89}
-
id: 4728724
{'charpoly_factorization': [[[-138, 6, 1], 1]], 'hecke_orbit_code': 171136785873641730, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 39, 'label': '8450.2.a.bm', 'level': 8450, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 272631000
{'hecke_orbit_code': 171136785873641730, 'n': 1, 'trace_an': 2}
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id: 272631001
{'hecke_orbit_code': 171136785873641730, 'n': 2, 'trace_an': 2}
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id: 272631960
{'hecke_orbit_code': 171136785873641730, 'n': 961, 'trace_an': -38}
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id: 272631961
{'hecke_orbit_code': 171136785873641730, 'n': 962, 'trace_an': 0}
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id: 272631962
{'hecke_orbit_code': 171136785873641730, 'n': 963, 'trace_an': 42}
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id: 272631963
{'hecke_orbit_code': 171136785873641730, 'n': 964, 'trace_an': 0}
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id: 272631964
{'hecke_orbit_code': 171136785873641730, 'n': 965, 'trace_an': 0}
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id: 272631965
{'hecke_orbit_code': 171136785873641730, 'n': 966, 'trace_an': 0}
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id: 272631966
{'hecke_orbit_code': 171136785873641730, 'n': 967, 'trace_an': -6}
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id: 272631967
{'hecke_orbit_code': 171136785873641730, 'n': 968, 'trace_an': -4}
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id: 272631968
{'hecke_orbit_code': 171136785873641730, 'n': 969, 'trace_an': 36}
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id: 272631969
{'hecke_orbit_code': 171136785873641730, 'n': 970, 'trace_an': 0}
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id: 272631970
{'hecke_orbit_code': 171136785873641730, 'n': 971, 'trace_an': 0}
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id: 272631971
{'hecke_orbit_code': 171136785873641730, 'n': 972, 'trace_an': -34}
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id: 272631972
{'hecke_orbit_code': 171136785873641730, 'n': 973, 'trace_an': 24}
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id: 272631973
{'hecke_orbit_code': 171136785873641730, 'n': 974, 'trace_an': 18}
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id: 272631974
{'hecke_orbit_code': 171136785873641730, 'n': 975, 'trace_an': 0}
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id: 272631975
{'hecke_orbit_code': 171136785873641730, 'n': 976, 'trace_an': 2}
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id: 272631976
{'hecke_orbit_code': 171136785873641730, 'n': 977, 'trace_an': -12}
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id: 272631977
{'hecke_orbit_code': 171136785873641730, 'n': 978, 'trace_an': 12}
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id: 272631978
{'hecke_orbit_code': 171136785873641730, 'n': 979, 'trace_an': 72}
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id: 272631979
{'hecke_orbit_code': 171136785873641730, 'n': 980, 'trace_an': 0}
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id: 272631980
{'hecke_orbit_code': 171136785873641730, 'n': 981, 'trace_an': 48}
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id: 272631981
{'hecke_orbit_code': 171136785873641730, 'n': 982, 'trace_an': -24}
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id: 272631982
{'hecke_orbit_code': 171136785873641730, 'n': 983, 'trace_an': -6}
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id: 272631983
{'hecke_orbit_code': 171136785873641730, 'n': 984, 'trace_an': 36}
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id: 272631984
{'hecke_orbit_code': 171136785873641730, 'n': 985, 'trace_an': 0}
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id: 272631985
{'hecke_orbit_code': 171136785873641730, 'n': 986, 'trace_an': 0}
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id: 272631986
{'hecke_orbit_code': 171136785873641730, 'n': 987, 'trace_an': 18}
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id: 272631987
{'hecke_orbit_code': 171136785873641730, 'n': 988, 'trace_an': 0}
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id: 272631988
{'hecke_orbit_code': 171136785873641730, 'n': 989, 'trace_an': 24}
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id: 272631989
{'hecke_orbit_code': 171136785873641730, 'n': 990, 'trace_an': 0}
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id: 272631990
{'hecke_orbit_code': 171136785873641730, 'n': 991, 'trace_an': 40}
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id: 272631991
{'hecke_orbit_code': 171136785873641730, 'n': 992, 'trace_an': -6}
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id: 272631992
{'hecke_orbit_code': 171136785873641730, 'n': 993, 'trace_an': 12}
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id: 272631993
{'hecke_orbit_code': 171136785873641730, 'n': 994, 'trace_an': -36}
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id: 272631994
{'hecke_orbit_code': 171136785873641730, 'n': 995, 'trace_an': 0}
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id: 272631995
{'hecke_orbit_code': 171136785873641730, 'n': 996, 'trace_an': 12}
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id: 272631996
{'hecke_orbit_code': 171136785873641730, 'n': 997, 'trace_an': 2}
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id: 272631997
{'hecke_orbit_code': 171136785873641730, 'n': 998, 'trace_an': -24}
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id: 272631998
{'hecke_orbit_code': 171136785873641730, 'n': 999, 'trace_an': -48}
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id: 272631999
{'hecke_orbit_code': 171136785873641730, 'n': 1000, 'trace_an': 0}