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{'Nk2': 11840, 'analytic_conductor': 23.635718998298994, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [5, 1], [37, 1]], 'atkin_lehner_string': '-++', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [2960, 1, [2591, 741, 1777, 2481], [1, 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': [[3, [-2, 1]], [7, [-2, 1]], [13, [2, 1]]], 'hecke_orbit': 11, 'hecke_orbit_code': 45035996307262352, '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': '2960.2.a.k', 'level': 2960, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 37], 'level_radical': 370, 'minimal_twist': '185.2.a.c', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{3}-q^{5}+2q^{7}+q^{9}-2q^{13}+\\cdots', 'related_objects': ['EllipticCurve/Q/2960/k'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '2960.2.a', 'trace_display': [0, 2, -1, 2], 'trace_hash': 909857693188640625, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.017', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.051', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.016', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.186', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.098', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.012', 'prec': 17}, 'traces': [1, 0, 2, 0, -1, 0, 2, 0, 1, 0, 0, 0, -2, 0, -2, 0, 2, 0, -2, 0, 4, 0, 8, 0, 1, 0, -4, 0, 2, 0, 6, 0, 0, 0, -2, 0, -1, 0, -4, 0, 10, 0, 4, 0, -1, 0, 10, 0, -3, 0, 4, 0, -6, 0, 0, 0, -4, 0, 6, 0, 2, 0, 2, 0, 2, 0, 14, 0, 16, 0, 0, 0, 2, 0, 2, 0, 0, 0, 6, 0, -11, 0, -18, 0, -2, 0, 4, 0, 2, 0, -4, 0, 12, 0, 2, 0, -10, 0, 0, 0, 10, 0, 4, 0, -4, 0, -6, 0, 2, 0, -2, 0, 2, 0, -8, 0, -2, 0, 4, 0, -11, 0, 20, 0, -1, 0, 2, 0, 8, 0, -18, 0, -4, 0, 4, 0, -6, 0, 4, 0, 20, 0, 0, 0, -2, 0, -6, 0, -6, 0, 20, 0, 2, 0, -6, 0, 18, 0, -12, 0, 16, 0, -16, 0, 0, 0, -12, 0, -9, 0, -2, 0, 2, 0, 2, 0, 12, 0, -14, 0, 10, 0, 4, 0, 1, 0, 0, 0, -8, 0, -22, 0, 14, 0, 4, 0, 10, 0, 26, 0, 28, 0, 4, 0, -10, 0, 8, 0, 0, 0, 28, 0, 0, 0, -4, 0, 12, 0, 4, 0, -4, 0, -10, 0, 1, 0, 8, 0, -18, 0, 0, 0, -14, 0, -10, 0, 12, 0, 6, 0, 10, 0, -10, 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mf_hecke_nf • Show schema
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{'an': [[1], [0], [2], [0], [-1], [0], [2], [0], [1], [0], [0], [0], [-2], [0], [-2], [0], [2], [0], [-2], [0], [4], [0], [8], [0], [1], [0], [-4], [0], [2], [0], [6], [0], [0], [0], [-2], [0], [-1], [0], [-4], [0], [10], [0], [4], [0], [-1], [0], [10], [0], [-3], [0], [4], [0], [-6], [0], [0], [0], [-4], [0], [6], [0], [2], [0], [2], [0], [2], [0], [14], [0], [16], [0], [0], [0], [2], [0], [2], [0], [0], [0], [6], [0], [-11], [0], [-18], [0], [-2], [0], [4], [0], [2], [0], [-4], [0], [12], [0], [2], [0], [-10], [0], [0], [0]], 'ap': [[0], [2], [-1], [2], [0], [-2], [2], [-2], [8], [2], [6], [-1], [10], [4], [10], [-6], [6], [2], [14], [0], [2], [6], [-18], [2], [-10], [10], [4], [-6], [2], [2], [2], [-18], [-6], [4], [-6], [20], [18], [-16], [-12], [2], [-14], [10], [-22], [14], [10], [26], [28], [-10], [8], [-18], [-14], [6], [10], [14], [-30], [-22], [-30], [0], [-10], [-22], [16], [-14], [-34], [6], [22], [34], [26], [2], [28], [2], [-26], [-12], [2], [-6], [-16], [24], [-30], [-30], [18], [26], [-24], [26], [30], [34], [-22], [-6], [-22], [-18], [18], [32], [16], [-18], [12], [-20], [-14], [-24], [-18], [-18], [20], [10], [-12], [30], [12], [18], [-20], [-14], [-12], [10], [-36], [-26], [8], [2], [-22], [-12], [22], [30], [-32], [-8], [2], [4], [-30], [50], [2], [-4], [-40], [-30], [-46], [12], [8], [-46], [-36], [-6], [-4], [42], [-22], [-38], [18], [10], [14], [10], [-52], [6], [-26], [24], [-46], [0], [-54], [14], [14], [6], [-14], [38], [56], [14], [40], [10], [26], [-14], [-30], [-14], [-32], [-54], [-28], [-12], [-2], [10], [22], [-6], [-42], [42], [-46], [10], [-18], [10], [-24], [-6], [-2], [-38], [-30], [22], [0], [22], [14], [22], [-14], [-42], [18], [-20], [34], [52], [34], [6], [-10], [-34], [-26], [-14], [2], [22], [58], [60], [42], [40], [2], [30], [40], [38], [0], [58], [34], [52], [50], [-54], [40], [10], [-46], [22], [40], [-70], [4], [10], [26], [0], [30], [48], [-18], [-6], [2], [-20], [6], [58], [-6], [16], [-76], [-54], [34], [-30], [34], [-42], [-26], [-50], [36], [-10], [-18], [-62], [-6], [30], [60], [-22], [4], [-20], [-26], [62], [-62], [2], [50], [4], [-18], [-18], [18], [-10], [-56], [60], [70], [34], [-30], [40], [18], [-22], [2], [-50], [58], [0], [58], [18], [-38], [-74], [78], [34], [58], [10], [-18], [14], [26], [30], [64], [-44], [34], [-54], [-62], [26], [-54], [52], [66], [-12], [-6], [46], [12], [-6], [-70], [66], [-66], [50], [68], [12], [10], [-30], [-28], [10], [48], [-66], [10], [-6], [-50], [-38], [-64], [-22], [-60], [-2], [-6], [-14], [-78], [-54], [26], [22], [-54], [-70], [24], [-64], [48], [90], [46], [-14], [38], [4], [54], [66], [6], [-54], [34], [-42], [74], [2], [-6], [18], [-30], [-42], [-10], [-38], [-50], [-62], [-72], [26], [-54], [44], [74], [18], [-30], [-30], [74], [-20], [-26], [-54], [-44], [78], [38], [-50], [-42], [44], [34], [30], [78], [-62], [-70], [98], [2], [-24], [80], [74], [10], [-70], [-46], [-70], [16], [66], [34], [-62], [16], [26], [-36], [-68], [-62], [-54], [-26], [48], [16], [-54], [-94], [-70], [24], [-82], [66], [54], [-48], [6], [98], [56], [-94], [66], [-22], [64], [-46], [50], [-8], [62], [-34], [18], [-64], [-38], [-30], [-48], [-6], [-38], [62], [8], [34], [-6], [42], [26], [-56], [106]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 45035996307262352, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '2960.2.a.k', 'level': 2960, 'maxp': 2999, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [5, -1], [37, -1]], 12, 6], [[[2, -1], [5, -1], [37, 1]], 7, 3], [[[2, 1], [5, 1], [37, -1]], 11, 3], [[[2, -1], [5, 1], [37, -1]], 7, 3], [[[2, -1], [5, 1], [37, 1]], 10, 6], [[[2, 1], [5, -1], [37, 1]], 11, 2], [[[2, 1], [5, -1], [37, -1]], 6, 4], [[[2, 1], [5, 1], [37, 1]], 8, 2]], 'ALdims': [8, 11, 11, 6, 10, 7, 7, 12], 'Nk2': 11840, 'analytic_conductor': 23.635718998298994, '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': [2960, 1, [2591, 741, 1777, 2481], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 445, 'dim': 72, 'eis_dim': 23, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 7, 13], 'hecke_orbit_code': 33557392, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 3, 3, 3, 3, 4, 5, 5, 5, 5, 5, 5, 6], 'label': '2960.2.a', 'level': 2960, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 37], 'level_radical': 370, 'mf_dim': 468, 'mf_new_dim': 72, 'num_forms': 29, 'plus_dim': 28, 'prim_orbit_index': 1, 'relative_dim': 72, 'sturm_bound': 912, 'trace_bound': 13, 'trace_display': [0, 0, 0, 0], 'traces': [72, 0, 0, 0, 0, 0, 0, 0, 80, 0, 0, 0, 0, 0, 4, 0, 8, 0, 8, 0, 8, 0, 12, 0, 72, 0, 24, 0, 8, 0, 8, 0, 0, 0, -12, 0, 0, 0, 0, 0, -8, 0, -12, 0, 8, 0, -24, 0, 72, 0, -16, 0, 16, 0, 8, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 0, 0, 24, 0, -8, 0, 24, 0, 0, 0, 48, 0, -16, 0, 80, 0, 0, 0, -16, 0, 48, 0, 16, 0, 64, 0, -16, 0, 0, 0, 40, 0, -24, 0, -24, 0, 68, 0, -8, 0, 16, 0, -16, 0, 0, 0, 8, 0, 8, 0, -16, 0, 56, 0, 96, 0, 72, 0, 0, 0, 0, 0, -40, 0, 0, 0, 16, 0, -8, 0, -24, 0, 72, 0, -56, 0, 16, 0, 0, 0, 80, 0, 40, 0, 80, 0, -24, 0, 16, 0, 8, 0, 88, 0, -8, 0, -12, 0, 0, 0, 84, 0, 120, 0, 120, 0, -24, 0, 0, 0, 0, 0, 32, 0, 8, 0, 120, 0, 0, 0, 64, 0, 64, 0, -48, 0, 56, 0, 0, 0, 8, 0, 88, 0, -8, 0, 32, 0, 24, 0, 20, 0, -32, 0, 80, 0, -48, 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504, 0], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
Hide schema
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id: 1027833
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '2960.2.a.k', 'source_level': 2960, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '185.2.a.c', 'target_level': 185, 'twist_class_label': '185.2.a.c', 'twist_class_level': 185, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1027834
{'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '2960.2.a.k', 'source_level': 2960, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '925.2.a.a', 'target_level': 925, 'twist_class_label': '185.2.a.c', 'twist_class_level': 185, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 1027835
{'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '2960.2.a.k', 'source_level': 2960, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '925.2.b.c', 'target_level': 925, 'twist_class_label': '185.2.a.c', 'twist_class_level': 185, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 2}
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id: 1027836
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '2960.2.a.k', 'source_level': 2960, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '1665.2.a.b', 'target_level': 1665, 'twist_class_label': '185.2.a.c', 'twist_class_level': 185, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1027837
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '2960.2.a.k', 'source_level': 2960, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '2960.2.a.k', 'target_level': 2960, 'twist_class_label': '185.2.a.c', 'twist_class_level': 185, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 1027838
{'conductor': 148, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '2960.2.a.k', 'source_level': 2960, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '6845.2.a.a', 'target_level': 6845, 'twist_class_label': '185.2.a.c', 'twist_class_level': 185, 'twisting_char_label': '148.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1027839
{'conductor': 60, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '2960.2.a.k', 'source_level': 2960, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 25, 'target_is_minimal': False, 'target_label': '8325.2.a.y', 'target_level': 8325, 'twist_class_label': '185.2.a.c', 'twist_class_level': 185, 'twisting_char_label': '60.h', 'twisting_char_orbit': 8, 'weight': 2}
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id: 1027840
{'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '2960.2.a.k', 'source_level': 2960, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '9065.2.a.e', 'target_level': 9065, 'twist_class_label': '185.2.a.c', 'twist_class_level': 185, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 2937500
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 45035996307262352, 'p': 2}
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id: 2937501
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 45035996307262352, 'p': 3}
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id: 2937502
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 45035996307262352, 'p': 5}
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id: 2937503
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 45035996307262352, 'p': 7}
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id: 2937504
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 45035996307262352, 'p': 11}
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id: 2937505
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 45035996307262352, 'p': 13}
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id: 2937506
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 45035996307262352, 'p': 17}
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id: 2937507
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 45035996307262352, 'p': 19}
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id: 2937508
{'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 45035996307262352, 'p': 23}
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id: 2937509
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 45035996307262352, 'p': 29}
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id: 2937510
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 45035996307262352, 'p': 31}
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id: 2937511
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 45035996307262352, 'p': 37}
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id: 2937512
{'charpoly_factorization': [[[-10, 1], 1]], 'hecke_orbit_code': 45035996307262352, 'p': 41}
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id: 2937513
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 45035996307262352, 'p': 43}
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id: 2937514
{'charpoly_factorization': [[[-10, 1], 1]], 'hecke_orbit_code': 45035996307262352, 'p': 47}
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id: 2937515
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 45035996307262352, 'p': 53}
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id: 2937516
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 45035996307262352, 'p': 59}
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id: 2937517
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 45035996307262352, 'p': 61}
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id: 2937518
{'charpoly_factorization': [[[-14, 1], 1]], 'hecke_orbit_code': 45035996307262352, 'p': 67}
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id: 2937519
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 45035996307262352, 'p': 71}
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id: 2937520
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 45035996307262352, 'p': 73}
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id: 2937521
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 45035996307262352, 'p': 79}
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id: 2937522
{'charpoly_factorization': [[[18, 1], 1]], 'hecke_orbit_code': 45035996307262352, 'p': 83}
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id: 2937523
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 45035996307262352, 'p': 89}
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id: 2937524
{'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 45035996307262352, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 11, 'label': '2960.2.a.k', 'level': 2960, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 210566000
{'hecke_orbit_code': 45035996307262352, 'n': 1, 'trace_an': 1}
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id: 210566001
{'hecke_orbit_code': 45035996307262352, 'n': 2, 'trace_an': 0}
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id: 210566002
{'hecke_orbit_code': 45035996307262352, 'n': 3, 'trace_an': 2}
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id: 210566003
{'hecke_orbit_code': 45035996307262352, 'n': 4, 'trace_an': 0}
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id: 210566004
{'hecke_orbit_code': 45035996307262352, 'n': 5, 'trace_an': -1}
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id: 210566005
{'hecke_orbit_code': 45035996307262352, 'n': 6, 'trace_an': 0}
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id: 210566006
{'hecke_orbit_code': 45035996307262352, 'n': 7, 'trace_an': 2}
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