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{'Nk2': 5600, 'analytic_conductor': 11.179056282979253, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, -1], [7, -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': [1400, 1, [351, 701, 1177, 801], [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, [1, 1]], [11, [1, 1]], [13, [-1, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510798915667320, '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': '1400.2.a.d', 'level': 1400, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7], 'level_radical': 70, 'minimal_twist': '280.2.g.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-q^{3}+q^{7}-2q^{9}-q^{11}+q^{13}+3q^{17}+\\cdots', 'related_objects': ['EllipticCurve/Q/1400/d'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1400.2.a', 'trace_display': [0, -1, 0, 1], 'trace_hash': 285372503660954124, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.965', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.854', 'prec': 17}, {'__RealLiteral__': 0, 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mf_hecke_nf • Show schema
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{'an': [[1], [0], [-1], [0], [0], [0], [1], [0], [-2], [0], [-1], [0], [1], [0], [0], [0], [3], [0], [-4], [0], [-1], [0], [-2], [0], [0], [0], [5], [0], [-1], [0], [-6], [0], [1], [0], [0], [0], [-2], [0], [-1], [0], [-10], [0], [0], [0], [0], [0], [-9], [0], [1], [0], [-3], [0], [14], [0], [0], [0], [4], [0], [6], [0], [-4], [0], [-2], [0], [0], [0], [-10], [0], [2], [0], [-16], [0], [-10], [0], [0], [0], [-1], [0], [-11], [0], [1], [0], [-4], [0], [0], [0], [1], [0], [12], [0], [1], [0], [6], [0], [0], [0], [19], [0], [2], [0]], 'ap': [[0], [-1], [0], [1], [-1], [1], [3], [-4], [-2], [-1], [-6], [-2], [-10], [0], [-9], [14], [6], [-4], [-10], [-16], [-10], [-11], [-4], [12], [19], [0], [-1], [-16], [-15], [-14], [-18], [6], [8], [-14], [-6], [13], [14], [-10], [15], [15], [20], [-2], [3], [-4], [6], [10], [1], [15], [7], [18], [0], [17], [2], [10], [-18], [-24], [-6], [-4], [18], [15], [21], [31], [25], [0], [-7], [-12], [28], [-34], [22], [8], [-9], [4], [-17], [-20], [-28], [-24], [9], [15], [13], [-28], [-30], [1], [31], [-6], [-30], [0], [27], [-18], [12], [16], [-27], [2], [38], [5], [23], [29], [10], [-8], [28], [-41], [-4], [36], [-24], [-6], [-44], [-31], [20], [-19], [7], [0], [1], [4], [-2], [-38], [-13], [-18], [15], [32], [24], [-21], [-28], [20], [-3], [4], [-48], [-41], [-17], [-50], [36], [9], [15], [-42], [17], [-8], [22], [-8], [13], [31], [27], [-51], [-42], [45], [10], [42], [-50], [54], [-14], [10], [-8], [-6], [-52], [16], [-16], [-12], [-14], [-12], [-27], [14], [-1], [-28], [-30], [-30], [32], [-18], [-40], [1], [40], [27], [17], [54], [20], [-36], [-21], [-14], [56], [16], [51], [-31], [-28], [-24], [4], [-36], [36], [-6], [24], [34], [-10], [-29], [25], [0], [14], [-48], [13], [54], [-36], [-7], [43], [-14], [23], [19], [6], [52], [2], [-8], [-32], [47], [10], [44], [50], [-8], [58], [30], [34], [-17], [-4], [64], [-22], [14], [-8], [26], [-10], [-32], [-51], [-60], [-65], [-22], [3], [11], [47], [36], [-68], [0], [-72], [5], [-25], [27], [50], [12], [29], [30], [-4], [20], [-13], [38], [21], [-20], [-56], [-60], [33], [4], [-12], [-48], [18], [4], [46], [-9], [-10], [8], [-47], [57], [-56], [-22], [22], [29], [-78], [30], [-31], [-28], [78], [-48], [-38], [-46], [-17], [-32], [-42], [67], [68], [30], [-63], [68], [-61], [-23], [-56], [10], [55], [-69], [-40], [36], [70], [-50], [1], [-83], [74], [-54], [-48], [-54], [-10], [-63], [-52], [-77], [47], [38], [47], [-12], [41], [42], [24], [76], [-24], [-74], [-48], [-33], [58], [-28], [4], [-12], [-12], [-25], [39], [-91], [-20], [-26], [-70], [54], [-8], [-34], [-11], [84], [34], [-34], [-74], [-26], [-26], [49], [36], [-5], [61], [-34], [12], [3], [-34], [-34], [-62], [-77], [18], [48], [-2], [-12], [54], [19], [10], [-40], [-27], [51], [29], [-38], [64], [-70], [8], [14], [-44], [-18], [-58], [15], [-28], [52], [-45], [44], [-19], [75], [64], [-18], [-61], [-8], [4], [-76], [3], [1], [-26], [37], [72], [50], [26], [-70], [74], [-33], [3], [-79], [-52], [45], [93], [27], [-95], [-76], [-13], [-40], [4], [6], [63], [10], [-60], [-46], [-54], [-77], [48], [20], [-50], [83], [-92], [-20], [71], [36], [90], [92], [50], [40], [3], [56], [-22], [-1], [5], [-38], [36], [36], [-99], [-33], [-2], [-22], [38], [-64]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 13510798915667320, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '1400.2.a.d', 'level': 1400, 'maxp': 2999, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [5, 1], [7, -1]], 5, 4], [[[2, -1], [5, -1], [7, -1]], 5, 2], [[[2, 1], [5, -1], [7, -1]], 2, 2], [[[2, 1], [5, 1], [7, 1]], 4, 2], [[[2, 1], [5, -1], [7, 1]], 4, 2], [[[2, -1], [5, -1], [7, 1]], 3, 3], [[[2, -1], [5, 1], [7, -1]], 2, 2], [[[2, -1], [5, 1], [7, 1]], 3, 3]], 'ALdims': [4, 5, 4, 2, 3, 2, 3, 5], 'Nk2': 5600, 'analytic_conductor': 11.179056282979253, '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': [1400, 1, [351, 701, 1177, 801], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 217, 'dim': 28, 'eis_dim': 47, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 11, 13], 'hecke_orbit_code': 33555832, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 3, 3], 'label': '1400.2.a', 'level': 1400, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7], 'level_radical': 70, 'mf_dim': 264, 'mf_new_dim': 28, 'num_forms': 20, 'plus_dim': 11, 'prim_orbit_index': 1, 'relative_dim': 28, 'sturm_bound': 480, 'trace_bound': 13, 'trace_display': [0, 2, 0, 0], 'traces': [28, 0, 2, 0, 0, 0, 0, 0, 20, 0, 8, 0, -2, 0, 0, 0, -4, 0, 6, 0, -2, 0, 0, 0, 0, 0, 20, 0, 12, 0, -4, 0, -24, 0, 0, 0, 12, 0, 0, 0, 16, 0, 4, 0, 0, 0, -4, 0, 28, 0, 56, 0, 24, 0, 0, 0, 12, 0, 18, 0, 38, 0, -4, 0, 0, 0, 32, 0, 8, 0, -8, 0, -8, 0, 0, 0, 4, 0, -16, 0, 0, 0, -26, 0, 0, 0, 12, 0, 4, 0, 10, 0, 32, 0, 0, 0, -36, 0, 44, 0, -66, 0, 44, 0, 0, 0, -24, 0, -44, 0, -44, 0, -12, 0, 0, 0, 62, 0, -4, 0, 16, 0, -76, 0, 0, 0, -16, 0, 8, 0, -6, 0, 14, 0, 0, 0, 0, 0, -38, 0, 56, 0, -64, 0, 0, 0, 2, 0, -48, 0, 16, 0, -20, 0, 0, 0, -10, 0, 20, 0, -8, 0, 28, 0, 0, 0, -28, 0, 32, 0, 34, 0, -42, 0, 0, 0, -4, 0, -4, 0, -78, 0, 64, 0, 0, 0, -48, 0, 4, 0, 72, 0, 12, 0, 0, 0, 32, 0, 36, 0, -20, 0, -20, 0, 0, 0, -32, 0, -108, 0, -12, 0, 16, 0, 0, 0, -12, 0, 64, 0, -92, 0, 48, 0, 0, 0, 22, 0, 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mf_twists_nf • Show schema
Hide schema
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id: 725852
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '1400.2.a.d', 'source_level': 1400, 'target_char_orbit': 7, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '280.2.g.a', 'target_level': 280, 'twist_class_label': '280.2.g.a', 'twist_class_level': 280, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 725853
{'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '1400.2.a.d', 'source_level': 1400, 'target_char_orbit': 7, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '560.2.g.d', 'target_level': 560, 'twist_class_label': '280.2.g.a', 'twist_class_level': 280, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 2}
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id: 725854
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '1400.2.a.d', 'source_level': 1400, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '1400.2.a.d', 'target_level': 1400, 'twist_class_label': '280.2.g.a', 'twist_class_level': 280, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 725855
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '1400.2.a.d', 'source_level': 1400, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '1400.2.a.j', 'target_level': 1400, 'twist_class_label': '280.2.g.a', 'twist_class_level': 280, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 725856
{'conductor': 35, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '1400.2.a.d', 'source_level': 1400, 'target_char_orbit': 7, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '1960.2.g.a', 'target_level': 1960, 'twist_class_label': '280.2.g.a', 'twist_class_level': 280, 'twisting_char_label': '35.f', 'twisting_char_orbit': 6, 'weight': 2}
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id: 725857
{'conductor': 40, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '1400.2.a.d', 'source_level': 1400, 'target_char_orbit': 7, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '2240.2.g.a', 'target_level': 2240, 'twist_class_label': '280.2.g.a', 'twist_class_level': 280, 'twisting_char_label': '40.k', 'twisting_char_orbit': 11, 'weight': 2}
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id: 725858
{'conductor': 40, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '1400.2.a.d', 'source_level': 1400, 'target_char_orbit': 7, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '2240.2.g.b', 'target_level': 2240, 'twist_class_label': '280.2.g.a', 'twist_class_level': 280, 'twisting_char_label': '40.i', 'twisting_char_orbit': 9, 'weight': 2}
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id: 725859
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '1400.2.a.d', 'source_level': 1400, 'target_char_orbit': 20, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '2520.2.t.a', 'target_level': 2520, 'twist_class_label': '280.2.g.a', 'twist_class_level': 280, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 2}
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id: 725860
{'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '1400.2.a.d', 'source_level': 1400, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '2800.2.a.k', 'target_level': 2800, 'twist_class_label': '280.2.g.a', 'twist_class_level': 280, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 725861
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '1400.2.a.d', 'source_level': 1400, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 21, 'target_is_minimal': False, 'target_label': '2800.2.a.u', 'target_level': 2800, 'twist_class_label': '280.2.g.a', 'twist_class_level': 280, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 725862
{'conductor': 60, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '1400.2.a.d', 'source_level': 1400, 'target_char_orbit': 20, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '5040.2.t.a', 'target_level': 5040, 'twist_class_label': '280.2.g.a', 'twist_class_level': 280, 'twisting_char_label': '60.l', 'twisting_char_orbit': 12, 'weight': 2}
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id: 725863
{'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '1400.2.a.d', 'source_level': 1400, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 16, 'target_is_minimal': False, 'target_label': '9800.2.a.p', 'target_level': 9800, 'twist_class_label': '280.2.g.a', 'twist_class_level': 280, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 725864
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '1400.2.a.d', 'source_level': 1400, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 28, 'target_is_minimal': False, 'target_label': '9800.2.a.bb', 'target_level': 9800, 'twist_class_label': '280.2.g.a', 'twist_class_level': 280, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 1920100
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510798915667320, 'p': 2}
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id: 1920101
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 13510798915667320, 'p': 3}
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id: 1920102
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510798915667320, 'p': 5}
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id: 1920103
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 13510798915667320, 'p': 7}
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id: 1920104
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 13510798915667320, 'p': 11}
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id: 1920105
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 13510798915667320, 'p': 13}
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id: 1920106
{'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 13510798915667320, 'p': 17}
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id: 1920107
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 13510798915667320, 'p': 19}
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id: 1920108
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 13510798915667320, 'p': 23}
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id: 1920109
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 13510798915667320, 'p': 29}
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id: 1920110
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 13510798915667320, 'p': 31}
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id: 1920111
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 13510798915667320, 'p': 37}
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id: 1920112
{'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 13510798915667320, 'p': 41}
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id: 1920113
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510798915667320, 'p': 43}
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id: 1920114
{'charpoly_factorization': [[[9, 1], 1]], 'hecke_orbit_code': 13510798915667320, 'p': 47}
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id: 1920115
{'charpoly_factorization': [[[-14, 1], 1]], 'hecke_orbit_code': 13510798915667320, 'p': 53}
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id: 1920116
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 13510798915667320, 'p': 59}
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id: 1920117
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 13510798915667320, 'p': 61}
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id: 1920118
{'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 13510798915667320, 'p': 67}
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id: 1920119
{'charpoly_factorization': [[[16, 1], 1]], 'hecke_orbit_code': 13510798915667320, 'p': 71}
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id: 1920120
{'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 13510798915667320, 'p': 73}
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id: 1920121
{'charpoly_factorization': [[[11, 1], 1]], 'hecke_orbit_code': 13510798915667320, 'p': 79}
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id: 1920122
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 13510798915667320, 'p': 83}
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id: 1920123
{'charpoly_factorization': [[[-12, 1], 1]], 'hecke_orbit_code': 13510798915667320, 'p': 89}
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id: 1920124
{'charpoly_factorization': [[[-19, 1], 1]], 'hecke_orbit_code': 13510798915667320, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 4, 'label': '1400.2.a.d', 'level': 1400, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 126670000
{'hecke_orbit_code': 13510798915667320, 'n': 1, 'trace_an': 1}
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id: 126670001
{'hecke_orbit_code': 13510798915667320, 'n': 2, 'trace_an': 0}
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id: 126670002
{'hecke_orbit_code': 13510798915667320, 'n': 3, 'trace_an': -1}
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id: 126670003
{'hecke_orbit_code': 13510798915667320, 'n': 4, 'trace_an': 0}
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id: 126670004
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id: 126670989
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id: 126670990
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id: 126670991
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id: 126670992
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id: 126670993
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id: 126670994
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id: 126670995
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id: 126670996
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id: 126670997
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id: 126670998
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id: 126670999
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