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mf_newforms • Show schema
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{'Nk2': 3864, 'analytic_conductor': 7.713548835255685, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -1], [7, 1], [23, -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': [966, 1, [323, 829, 925], [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': [[5, [0, 1]], [11, [2, 1]], [13, [6, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398543037382, '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': True, 'label': '966.2.a.e', 'level': 966, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 23], 'level_radical': 966, 'minimal_twist': '966.2.a.e', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-q^{2}+q^{3}+q^{4}-q^{6}-q^{7}-q^{8}+\\cdots', 'related_objects': ['EllipticCurve/Q/966/e'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '966.2.a', 'trace_display': [-1, 1, 0, -1], 'trace_hash': 2274745924736083736, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.037', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.013', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.142', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.067', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.514', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.028', 'prec': 17}, 'traces': [1, -1, 1, 1, 0, -1, -1, -1, 1, 0, -2, 1, -6, 1, 0, 1, 2, -1, -6, 0, -1, 2, 1, -1, -5, 6, 1, -1, -6, 0, 0, -1, -2, -2, 0, 1, 0, 6, -6, 0, 6, 1, -6, -2, 0, -1, 8, 1, 1, 5, 2, -6, -4, -1, 0, 1, -6, 6, 0, 0, -8, 0, -1, 1, 0, 2, -2, 2, 1, 0, 0, -1, -2, 0, -5, -6, 2, 6, 8, 0, 1, -6, -2, -1, 0, 6, -6, 2, -2, 0, 6, 1, 0, -8, 0, -1, 14, -1, -2, -5, -14, -2, -4, 6, 0, 4, 2, 1, -12, 0, 0, -1, 6, 6, 0, -6, -6, 0, -2, 0, -7, 8, 6, 0, 0, 1, -8, -1, -6, 0, 0, -2, 6, 2, 0, -2, -6, -1, 0, 0, 8, 0, 12, 1, 0, 2, 1, 0, 4, 5, -24, 6, 2, -2, 0, -6, -20, -8, -4, 0, -1, -1, 16, 6, 0, 2, 16, 1, 23, 0, -6, -6, 6, 6, 5, -2, 0, 2, -8, 0, -8, -6, -8, -1, 0, 0, -4, 8, -1, 0, -12, 1, 10, -14, 0, 1, 10, 2, 16, 5, -2, 14, 6, 2, 0, 4, 1, -6, 12, 0, 12, -4, 0, -2, 0, -1, 0, 12, -2, 0, -12, 0, 16, 1, -5, -6, 26, -6, 24, 0, 2, 6, 26, 6, 0, 0, 8, 2, 24, 0, -2, 7, 1, -8, 0, -6, 36, 0, -2, 0, -2, -1, -2, 8, 0, 1, -2, 6, 0, 0, -6, 0, -24, 2, 0, -6, -2, -2, 6, 0, 8, 2, 6, 6, 10, 1, -22, 0, 0, 0, -10, -8, 30, 0, 0, -12, -6, -1, -13, 0, 14, -2, -24, -1, 0, 0, -2, -4, -6, -5, 6, 24, -14, -6, 0, -2, 12, 2, -4, 0, -16, 6, -26, 20, 0, 8, 2, 4, 12, 0, 2, 1, -12, 1, 30, -16, -12, -6, -8, 0, 20, -2, 0, -16, 0, -1, -6, -23, 6, 0, 0, 6, -1, 6, 0, -6, 8, -6, -2, -5, -6, 2, -14, 0, 0, -2, -2, 8, -28, 0, 17, 8, -7, 6, 0, 8, 16, 1, 6, 0, 4, 0, -8, 4, 0, -8, 36, 1, -34, 0, -8, 12, 0, -1, 0, -10, -6, 14, 0, 0, 2, -1, 0, -10, 0, -2, -14, -16, 6, -5, 2, 2, 0, -14, 0, -6, 0, -2, 10, 0, -6, -4, 0, -1, 0, 6, 0, -12, 38, 0, 0, -12, 8, 4, -10, 0, 8, 2, 12, 0, -36, 1, -34, 0, 0, -12, -6, 2, -16, 0, 1, 12, -32, 0, 0, -16, 4, -1, 6, 5, -12, 6, -24, -26, 0, 6, -18, -24, 2, 0, -10, -2, 16, -6, 0, -26, 22, -6, 2, 0, -20, 0, 12, -8, 30, -2, -4, -24, -24, 0, 0, 2, -1, -7, 0, -1, -8, 8, 16, 0, 0, 6, -12, -36, 0, 0, 0, 2, 16, 0, 16, 2, 12, 1, 0, 2, 23, -8, 14, 0, 2, -1, -6, 2, 0, -6, -16, 0, 6, 0, -30, 6, 18, 0, 5, 24, 0, -2, 1, 0, 0, 6, -36, 2, 0, 2, -8, -6, -2, 0, -22, -8, -8, -2, 0, -6, 4, -6, -8, -10, 36, -1, -8, 22, 0, 0, -24, 0, 36, 0, -4, 10, -6, 8, 0, -30, -1, 0, -46, 0, -2, 12, -12, 6, -5, 1, 6, 13, 10, 0, 2, -14, 8, 2, 0, 24, 48, 1, 0, 0, 10, 0, 14, 2, 0, 4, 16, 6, -40, 5, -34, -6, -2, -24, 0, 14, 48, 6, 6, 0, -48, 2, -20, -12, 0, -2, -42, 4, 14, 0, 1, 16, 2, -6, 25, 26, 12, -20, 0, 0, 4, -8, 12, -2, 0, -4, -6, -12, 0, 0, -30, -2, -26, -1, 0, 12, 0, -1, 0, -30, 0, 16, 22, 12, 0, 6, -2, 8, -6, 0, -8, -20, -12, 2, 0, 0, -6, 16, 16, 0, 16, 1, -50, 6, -5, 23, -8, -6, -14, 0, 26, 0, 44, -6, 0, 1, 24, -6, 24, 0, -8, 6, 2, -8, 0, 6, 12, 2, 26, 5, 24, 6, 0, -2, 0, 14, 14, 0, 32, 0, 8, 2, 0, 2, 0, -8, 24, 28, -40, 0, 4, -17, -2, -8, 30, 7, 40, -6, 1, 0, -12, -8, 20, -16, 0, -1, 4, -6, 8, 0, 36, -4, -32, 0, 0, 8, -2, -4, -2, 0, 20, 8, -2, -36, 0, -1, -28, 34, -2, 0, 42, 8, 12, -12, 0, 0, 0, 1, -34, 0, -2, 10, 28, 6, 0, -14, 0, 0, -36, 0, 0, -2, -6, 1, 0, 0, -10, 10, -24, 0, -6, 2, 48, 14, 0, 16, -52, -6, 16, 5, -2, -2, 4, -2, 0, 0, 6, 14, 26, 0, -48, 6, 8, 0, 0, 2, 36, -10, 6, 0, -42, 6, -8, 4, 10, 0, 42, 1, -34, 0, -22, -6, 2, 0, 0, 12, 0, -38, 0, 0, 7, 0, -10, 12, 0, -8, 7, -4, 30, 10, 0, 0, 34, -8, 0, -2, 42, -12, -20, 0, -6, 36, -56, -1, 0, 34, -13, 0, -16, 0, 12, 12, 14, 6, 0, -2, 18, 16, -24, 0, 30, -1, -36, -12, 0, 32, 48, 0, 8, 0, -2, 16, -48, -4, 0, 1, -6, -6, 0, -5, -8, 12, 6, -6, 0, 24, -38, 26, -14, 0, 44, -6, 4, 18, 0, 24, 0, -2, 0, 0, 12, 10, 0, 2, 0, -16, -4, 6, 30, 0, -6, 26, -16, -22, 0, 6, -38, -2, -26, 0, -48, 20, 6, 0, 0, -12, 32, 8, 12, -30, 2, 2, 58, 4, 0, 24, 12, 24, 6, 0, -31, 0, 2, -2, 0, 1, -56, 7, -12, 0, -6, 1, 0, 8, 30, -8, 10, -16, 4, 0, -12, 0, -36, -6, 0, 12, -8, 36, -6, 0, -24, 0, 20, 0, 0, -2, 38, -16, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_hecke_nf • Show schema
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{'an': [[1], [-1], [1], [1], [0], [-1], [-1], [-1], [1], [0], [-2], [1], [-6], [1], [0], [1], [2], [-1], [-6], [0], [-1], [2], [1], [-1], [-5], [6], [1], [-1], [-6], [0], [0], [-1], [-2], [-2], [0], [1], [0], [6], [-6], [0], [6], [1], [-6], [-2], [0], [-1], [8], [1], [1], [5], [2], [-6], [-4], [-1], [0], [1], [-6], [6], [0], [0], [-8], [0], [-1], [1], [0], [2], [-2], [2], [1], [0], [0], [-1], [-2], [0], [-5], [-6], [2], [6], [8], [0], [1], [-6], [-2], [-1], [0], [6], [-6], [2], [-2], [0], [6], [1], [0], [-8], [0], [-1], [14], [-1], [-2], [-5]], 'ap': [[-1], [1], [0], [-1], [-2], [-6], [2], [-6], [1], [-6], [0], [0], [6], [-6], [8], [-4], [0], [-8], [-2], [0], [-2], [8], [-2], [-2], [14], [-14], [-4], [2], [-12], [6], [-8], [0], [-6], [0], [4], [-24], [-20], [16], [16], [6], [-8], [-8], [-12], [10], [10], [16], [12], [16], [26], [24], [26], [24], [-2], [-2], [-2], [-24], [6], [8], [-22], [-10], [30], [-24], [12], [-16], [-26], [2], [20], [-6], [8], [-2], [-14], [-28], [16], [-8], [-34], [0], [0], [-14], [2], [10], [38], [0], [-36], [-34], [-16], [-32], [6], [-18], [-10], [16], [22], [-24], [-8], [0], [16], [12], [14], [-30], [18], [-22], [4], [-24], [-6], [-46], [-2], [6], [48], [14], [-40], [-34], [48], [-20], [-42], [14], [4], [-30], [-26], [0], [22], [-6], [-8], [-50], [-8], [44], [-8], [24], [32], [-40], [40], [20], [8], [-32], [20], [-28], [42], [-34], [28], [-10], [-52], [26], [-48], [-42], [-8], [42], [-34], [0], [34], [42], [-20], [-56], [18], [30], [-36], [48], [-38], [44], [0], [30], [-38], [-48], [32], [58], [-56], [-6], [10], [-36], [-24], [38]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 18014398543037382, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '966.2.a.e', 'level': 966, 'maxp': 997, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [3, 1], [7, 1], [23, 1]], 1, 1], [[[2, 1], [3, 1], [7, -1], [23, -1]], 2, 2], [[[2, 1], [3, 1], [7, -1], [23, 1]], 1, 1], [[[2, -1], [3, -1], [7, -1], [23, 1]], 3, 2], [[[2, -1], [3, 1], [7, -1], [23, -1]], 1, 1], [[[2, 1], [3, -1], [7, -1], [23, -1]], 3, 2], [[[2, -1], [3, -1], [7, 1], [23, -1]], 2, 2], [[[2, 1], [3, -1], [7, 1], [23, -1]], 1, 1], [[[2, -1], [3, 1], [7, -1], [23, 1]], 1, 1], [[[2, 1], [3, -1], [7, 1], [23, 1]], 2, 1], [[[2, 1], [3, 1], [7, 1], [23, -1]], 2, 1], [[[2, -1], [3, 1], [7, 1], [23, 1]], 2, 1]], 'ALdims': [1, 2, 1, 2, 2, 1, 0, 3, 2, 0, 1, 1, 0, 2, 3, 0], 'Nk2': 3864, 'analytic_conductor': 7.713548835255685, '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': [966, 1, [323, 829, 925], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 185, 'dim': 21, 'eis_dim': 15, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11, 13], 'hecke_orbit_code': 33555398, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2], 'label': '966.2.a', 'level': 966, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 23], 'level_radical': 966, 'mf_dim': 200, 'mf_new_dim': 21, 'num_forms': 16, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 21, 'sturm_bound': 384, 'trace_bound': 7, 'trace_display': [-3, 1, -2, 1], 'traces': [21, -3, 1, 21, -2, 1, 1, -3, 21, -2, 12, 1, 6, 1, 6, 21, 10, -3, 20, -2, 1, 12, 1, 1, 35, -10, 1, 1, 6, 6, 16, -3, -4, -6, 6, 21, 14, 20, 14, -2, 2, 1, 12, 12, -2, -7, 16, 1, 21, -13, 2, 6, -18, 1, -24, 1, -12, 14, -4, 6, -26, 0, 1, 21, -12, 12, -12, 10, 1, -2, -8, -3, 2, -18, -1, 20, -20, 6, 48, -2, 21, 2, -44, 1, -36, -4, -2, 12, -14, -2, 14, 1, 24, -32, -40, 1, 26, -3, 12, 35, 14, 2, -8, -10, -2, -2, 12, 1, -10, 24, 6, 1, -6, -12, 6, 6, 6, 44, -14, 6, -7, -10, 26, 16, -84, 1, -24, -3, 28, 4, 36, -4, 4, 4, 6, -6, -78, 1, 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-32, -12, 1, 28, -40, 64, 0, 128, 1, 24, 42, 12, 26, -34, -60, 18, -3, 4, -90, 32, 12, -74, 40, 20, 35, 138, -12, 64, 14, -2, -2, -24, 2, 34, -68, -54, -8, -4, -7, 136, -10, 36, 32, 68, -2, -82, 84, 16, -2, 182, -24, -34, 12, -8, 104, 64, 1, 42, 0, -28, -10, -28, 42, -8, 24, 21, -68, 12, 6, 28, 32, -26, 1, 106, -13, 152, -6, -40, 20, 20, -12, -14, -34, 2, 6, 54, 4, -120, 6, -96, 2, 52, 6, -12, 48, -34, 44, 16, -32, 12, -14, -18, 0, 192, 6, -76, -54, -3, -7, 28, 1, 32, -10, 20, -2, 44, 26, 44, -40, -24, 16, 8, -44, 36, -84, -16, -84, 88, 1, 52, 12, 87, -24, 70, -4, -6, -3, -12, -6, 32, 28, -64, -42, 22, 4, -62, 14, 76, 36, -1, -40, -96, -4, 21, 100, -4, 4, -4, 58, -72, 4, -76, 38, 12, 6, -10, 64, 38, -6, 148, -2, 68, -78, -26, 100, 152, 1, -16, 94, 4, -20, 38, 0, 184, 6, -88, 18, 116, -40, -20, 28, 1, -24, 98, -8, -84, 8, 48, 26, -17, 21, -22, 119, -30, 20, 20, -46, 88, -46, -12, -18, 108, 1, -96, 72, 22, 14, 138, 12, 44, 14, 56, 14, 24, -1, 2, 12, -12, 48, 22, -2, -32, 20, 30, -12, 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-208, 0, 24, 68, -24, -2, -133, -114, 26, -44, -46, -32, 5, -18, 124, -26, 22, -40, 110, 14, -40, 12, 2, 8, -4, -8, -6, 128, -256, 1, -12, 106, -45, 16, 128, 20, -104, -10, 26, 4, 12, 10, -154, 104, -42, -24, 202, -3, -172, -20, 8, -28, -136, -58, 64, -68, 12, 0, 64, 22, -184, 1, -2, 42, 32, 35, -100, -72, 28, 10, -188, 72, -180, -28, 14, -60, 32, -12, 0, -30, -76, 14, -92, 2, 216, 6, 12, -154, 16, 4, 146, 192, -8, 14, 58, -64, 20, 18, 16, -60, -336, -10, 2, 4, -6, -48, -90, -2, -6, -4, -2, 48, -92, 32, -20, 108, -50, 2, 146, -2, -128, 64, -152, -96, -54, 6, 5, -156, 12, -22, -196, -11, -136, -31, -8, -60, -52, 1, -20, 88, 138, -26, -358, 52, 88, -2, -10, -20, -8, -30, -188, -116, 48, -8, -4, 24, 80, 0, 76, -24, -128, -12, -178, 36, 6, -36], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 594274
{'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': True, 'source_label': '966.2.a.e', 'source_level': 966, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '966.2.a.e', 'target_level': 966, 'twist_class_label': '966.2.a.e', 'twist_class_level': 966, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 594275
{'conductor': 3, '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': True, 'source_label': '966.2.a.e', 'source_level': 966, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '2898.2.a.n', 'target_level': 2898, 'twist_class_label': '966.2.a.e', 'twist_class_level': 966, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 594276
{'conductor': 7, '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': True, 'source_label': '966.2.a.e', 'source_level': 966, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '6762.2.a.f', 'target_level': 6762, 'twist_class_label': '966.2.a.e', 'twist_class_level': 966, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 594277
{'conductor': 4, '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': True, 'source_label': '966.2.a.e', 'source_level': 966, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '7728.2.a.g', 'target_level': 7728, 'twist_class_label': '966.2.a.e', 'twist_class_level': 966, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 1542700
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 18014398543037382, 'p': 2}
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id: 1542701
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 18014398543037382, 'p': 3}
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id: 1542702
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398543037382, 'p': 5}
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id: 1542703
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 18014398543037382, 'p': 7}
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id: 1542704
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 18014398543037382, 'p': 11}
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id: 1542705
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 18014398543037382, 'p': 13}
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id: 1542706
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 18014398543037382, 'p': 17}
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id: 1542707
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 18014398543037382, 'p': 19}
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id: 1542708
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 18014398543037382, 'p': 23}
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id: 1542709
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 18014398543037382, 'p': 29}
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id: 1542710
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398543037382, 'p': 31}
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id: 1542711
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398543037382, 'p': 37}
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id: 1542712
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 18014398543037382, 'p': 41}
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id: 1542713
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 18014398543037382, 'p': 43}
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id: 1542714
{'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 18014398543037382, 'p': 47}
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id: 1542715
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 18014398543037382, 'p': 53}
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id: 1542716
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398543037382, 'p': 59}
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id: 1542717
{'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 18014398543037382, 'p': 61}
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id: 1542718
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 18014398543037382, 'p': 67}
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id: 1542719
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398543037382, 'p': 71}
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id: 1542720
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 18014398543037382, 'p': 73}
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id: 1542721
{'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 18014398543037382, 'p': 79}
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id: 1542722
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 18014398543037382, 'p': 83}
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id: 1542723
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 18014398543037382, 'p': 89}
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id: 1542724
{'charpoly_factorization': [[[-14, 1], 1]], 'hecke_orbit_code': 18014398543037382, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 5, 'label': '966.2.a.e', 'level': 966, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
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id: 147285000
{'hecke_orbit_code': 18014398543037382, 'n': 1, 'trace_an': 1}
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id: 147285001
{'hecke_orbit_code': 18014398543037382, 'n': 2, 'trace_an': -1}
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id: 147285002
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{'hecke_orbit_code': 18014398543037382, 'n': 993, 'trace_an': 20}
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id: 147285993
{'hecke_orbit_code': 18014398543037382, 'n': 994, 'trace_an': 0}
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id: 147285994
{'hecke_orbit_code': 18014398543037382, 'n': 995, 'trace_an': 0}
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id: 147285995
{'hecke_orbit_code': 18014398543037382, 'n': 996, 'trace_an': -2}
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id: 147285996
{'hecke_orbit_code': 18014398543037382, 'n': 997, 'trace_an': 38}
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id: 147285997
{'hecke_orbit_code': 18014398543037382, 'n': 998, 'trace_an': -16}
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id: 147285998
{'hecke_orbit_code': 18014398543037382, 'n': 999, 'trace_an': 0}
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id: 147285999
{'hecke_orbit_code': 18014398543037382, 'n': 1000, 'trace_an': 0}