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{'Nk2': 27300, 'analytic_conductor': 54.497899379523865, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, 1], [7, 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': [6825, 1, [2276, 3277, 976, 4201], [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': [[2, [-2, 1]], [11, [2, 1]], [17, [-4, 1]], [19, [-3, 1]]], 'hecke_orbit': 12, 'hecke_orbit_code': 49539595934636713, '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': '6825.2.a.l', 'level': 6825, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 7, 13], 'level_radical': 1365, 'minimal_twist': '273.2.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}+q^{3}+2q^{4}+2q^{6}-q^{7}+q^{9}+\\cdots', 'related_objects': ['EllipticCurve/Q/6825/l'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '6825.2.a', 'trace_display': [2, 1, 0, -1], 'trace_hash': 141784354463009780, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.957', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.877', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.612', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.018', 'prec': 17}, 'traces': [1, 2, 1, 2, 0, 2, -1, 0, 1, 0, -2, 2, -1, -2, 0, -4, 4, 2, 3, 0, -1, -4, 9, 0, 0, -2, 1, -2, -1, 0, -5, -8, -2, 8, 0, 2, 8, 6, -1, 0, 6, -2, 9, -4, 0, 18, 3, -4, 1, 0, 4, -2, -3, 2, 0, 0, 3, -2, 0, 0, 10, -10, -1, -8, 0, -4, 2, 8, 9, 0, 12, 0, -5, 16, 0, 6, 2, -2, -13, 0, 1, 12, 11, -2, 0, 18, -1, 0, 1, 0, 1, 18, -5, 6, 0, -8, -1, 2, -2, 0, -6, 8, 12, 0, 0, -6, -12, 2, -2, 0, 8, 4, 15, 6, 0, -2, -1, 0, -4, 0, -7, 20, 6, -10, 0, -2, 4, 0, 9, 0, 4, -4, -3, 4, 0, 0, 0, 18, -18, 0, 3, 24, 2, -4, 0, -10, 1, 16, 18, 0, 4, 0, 4, 4, 0, -2, -24, -26, -3, 0, -9, 2, -8, 12, 0, 22, -7, 0, 1, 0, 3, 18, -12, -2, 0, 8, 0, 2, -5, 0, 14, 2, 10, 0, 0, -10, -8, 6, -1, 0, -16, -8, 6, -2, 0, 2, 6, -4, -4, 0, 2, -12, 1, 8, 0, 24, 9, 4, -6, 0, 19, -6, 12, -24, 0, 0, 5, -4, -5, 0, -4, 16, 23, 8, 0, 30, 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mf_hecke_nf • Show schema
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{'an': [[1], [2], [1], [2], [0], [2], [-1], [0], [1], [0], [-2], [2], [-1], [-2], [0], [-4], [4], [2], [3], [0], [-1], [-4], [9], [0], [0], [-2], [1], [-2], [-1], [0], [-5], [-8], [-2], [8], [0], [2], [8], [6], [-1], [0], [6], [-2], [9], [-4], [0], [18], [3], [-4], [1], [0], [4], [-2], [-3], [2], [0], [0], [3], [-2], [0], [0], [10], [-10], [-1], [-8], [0], [-4], [2], [8], [9], [0], [12], [0], [-5], [16], [0], [6], [2], [-2], [-13], [0], [1], [12], [11], [-2], [0], [18], [-1], [0], [1], [0], [1], [18], [-5], [6], [0], [-8], [-1], [2], [-2], [0]], 'ap': [[2], [1], [0], [-1], [-2], [-1], [4], [3], [9], [-1], [-5], [8], [6], [9], [3], [-3], [0], [10], [2], [12], [-5], [-13], [11], [1], [-1], [-6], [12], [-12], [-2], [15], [4], [4], [0], [-18], [18], [4], [-24], [-8], [-7], [-12], [-5], [14], [-16], [6], [6], [-4], [19], [23], [-4], [26], [-19], [-24], [25], [30], [-14], [27], [-20], [0], [7], [-22], [-24], [33], [7], [-18], [-30], [-20], [-10], [-9], [-24], [-35], [14], [12], [-10], [2], [-18], [4], [-26], [19], [-20], [-11], [-2], [20], [30], [8], [-34], [-23], [16], [-8], [-2], [-34], [18], [39], [18], [-36], [24], [26], [-17], [0], [34], [12], [-25], [12], [0], [-29], [-1], [34], [-13], [17], [-25], [22], [46], [-28], [-10], [36], [-34], [-19], [-8], [-22], [6], [37], [9], [23], [14], [12], [45], [-7], [-38], [6], [-14], [27], [-22], [24], [-25], [-1], [35], [-45], [-10], [5], [38], [-27], [-28], [-34], [0], [8], [2], [0], [45], [-38], [-26], [-40], [40], [10], [20], [48], [-39], [5], [48], [-9], [-44], [-35], [-18], [3], [46], [-30], [-54], [-43], [4], [-52], [18], [-12], [30], [-14], [5], [0], [60], [36], [48], [-30], [14], [6], [16], [-30], [-14], [-51], [-50], [-54], [-7], [-11], [26], [-21], [8], [-34], [-65], [-25], [15], [48], [-2], [-13], [7], [54], [-60], [32], [-49], [-40], [69], [52], [31], [-19], [44], [-2], [13], [-12], [64], [-28], [-11], [71], [13], [-64], [-12], [24], [-19], [16], [28], [38], [18], [55], [12], [-55], [-22], [-46], [-66], [-40], [-16], [-18], [-22], [3], [-70], [32], [-19], [-2], [32], [46], [16], [-66], [-21], [-72], [47], [3], [-28], [-33], [-8], [50], [-42], [10], [-6], [-68], [-73], [4], [-12], [-13], [-3], [-49], [-19], [2], [-18], [-38], [-34], [45], [-14], [38], [26], [24], [26], [53], [0], [8], [-28], [16], [-8], [0], [66], [74], [20], [53], [-44], [-5], [53], [-48], [32], [20], [15], [0], [-66], [-33], [11], [-8], [42], [-16], [20], [1], [22], [32], [55], [61], [-7], [42], [-20], [76], [30], [-39], [28], [-54], [-50], [71], [-32], [56], [-69], [-50], [-55], [33], [-64], [68], [-18], [-12], [0], [36], [56], [-37], [20], [-6], [50], [69], [-38], [-77], [-74], [5], [40], [-86], [14], [62], [-24], [-70], [-34], [-64], [40], [48], [-14], [56], [-85], [-46], [63], [-18], [60], [-50], [-10], [-62], [29], [21], [-66], [14], [-66], [78], [-27], [-72], [38], [17], [-75], [-58], [-57], [60], [-18], [32], [-33], [-60], [-27], [-36], [96], [38], [4], [-6], [-21], [-6], [64], [12], [25], [59], [-60], [96], [4], [-68], [-70], [-65], [-40], [28], [-100], [23], [-40], [78], [37], [72], [83], [33], [-10], [63], [35], [8], [68], [-64], [-33], [9], [40], [-53], [51], [52], [33], [-60], [-4], [-56], [42], [28], [-5], [102], [-68], [-64], [-86], [-67], [-15], [-48], [65], [42]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 49539595934636713, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '6825.2.a.l', 'level': 6825, 'maxp': 2999, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [5, -1], [7, -1], [13, -1]], 8, 2], [[[3, 1], [5, 1], [7, -1], [13, -1]], 13, 6], [[[3, 1], [5, -1], [7, -1], [13, 1]], 14, 4], [[[3, 1], [5, -1], [7, -1], [13, -1]], 16, 2], [[[3, -1], [5, 1], [7, -1], [13, 1]], 12, 4], [[[3, -1], [5, 1], [7, 1], [13, -1]], 10, 4], [[[3, -1], [5, -1], [7, 1], [13, -1]], 18, 4], [[[3, -1], [5, 1], [7, 1], [13, 1]], 13, 5], [[[3, 1], [5, 1], [7, -1], [13, 1]], 16, 4], [[[3, 1], [5, 1], [7, 1], [13, -1]], 12, 4], [[[3, -1], [5, 1], [7, -1], [13, -1]], 19, 4], [[[3, -1], [5, -1], [7, -1], [13, 1]], 18, 2], [[[3, 1], [5, -1], [7, 1], [13, -1]], 18, 2], [[[3, -1], [5, -1], [7, 1], [13, 1]], 16, 3], [[[3, 1], [5, 1], [7, 1], [13, 1]], 13, 5], [[[3, 1], [5, -1], [7, 1], [13, 1]], 12, 2]], 'ALdims': [13, 12, 16, 13, 12, 18, 14, 16, 13, 10, 12, 19, 16, 18, 18, 8], 'Nk2': 27300, 'analytic_conductor': 54.497899379523865, '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': [6825, 1, [2276, 3277, 976, 4201], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1097, 'dim': 228, 'eis_dim': 47, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 11, 17, 19], 'hecke_orbit_code': 33561257, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 6, 6, 6, 6, 6, 6, 8, 8, 8, 8, 8, 8, 10, 10, 12, 12], 'label': '6825.2.a', 'level': 6825, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 7, 13], 'level_radical': 1365, 'mf_dim': 1144, 'mf_new_dim': 228, 'num_forms': 57, 'plus_dim': 104, 'prim_orbit_index': 1, 'relative_dim': 228, 'sturm_bound': 2240, 'trace_bound': 17, 'trace_display': [4, 0, 0, 4], 'traces': [228, 4, 0, 224, 0, -8, 4, 12, 228, 0, 8, -8, 0, 4, 0, 208, 8, 4, -8, 0, -4, -8, 12, -24, 0, 0, 0, 12, 20, 0, -8, 28, 8, -16, 0, 224, 32, -40, -8, 0, 24, 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mf_twists_nf • Show schema
Hide schema
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id: 1320169
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '6825.2.a.l', 'source_level': 6825, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '273.2.a.a', 'target_level': 273, 'twist_class_label': '273.2.a.a', 'twist_class_level': 273, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1320170
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '6825.2.a.l', 'source_level': 6825, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '819.2.a.e', 'target_level': 819, 'twist_class_label': '273.2.a.a', 'twist_class_level': 273, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 1320171
{'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '6825.2.a.l', 'source_level': 6825, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '1911.2.a.a', 'target_level': 1911, 'twist_class_label': '273.2.a.a', 'twist_class_level': 273, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 1320172
{'conductor': 65, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '6825.2.a.l', 'source_level': 6825, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '3549.2.a.d', 'target_level': 3549, 'twist_class_label': '273.2.a.a', 'twist_class_level': 273, 'twisting_char_label': '65.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 1320173
{'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '6825.2.a.l', 'source_level': 6825, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '4368.2.a.q', 'target_level': 4368, 'twist_class_label': '273.2.a.a', 'twist_class_level': 273, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 1320174
{'conductor': 105, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '6825.2.a.l', 'source_level': 6825, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '5733.2.a.m', 'target_level': 5733, 'twist_class_label': '273.2.a.a', 'twist_class_level': 273, 'twisting_char_label': '105.g', 'twisting_char_orbit': 7, 'weight': 2}
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id: 1320175
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '6825.2.a.l', 'source_level': 6825, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '6825.2.a.l', 'target_level': 6825, 'twist_class_label': '273.2.a.a', 'twist_class_level': 273, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 4299125
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 49539595934636713, 'p': 2}
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id: 4299126
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 49539595934636713, 'p': 3}
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id: 4299127
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 49539595934636713, 'p': 5}
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id: 4299128
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 49539595934636713, 'p': 7}
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id: 4299129
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 49539595934636713, 'p': 11}
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id: 4299130
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 49539595934636713, 'p': 13}
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id: 4299131
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 49539595934636713, 'p': 17}
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id: 4299132
{'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 49539595934636713, 'p': 19}
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id: 4299133
{'charpoly_factorization': [[[-9, 1], 1]], 'hecke_orbit_code': 49539595934636713, 'p': 23}
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id: 4299134
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 49539595934636713, 'p': 29}
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id: 4299135
{'charpoly_factorization': [[[5, 1], 1]], 'hecke_orbit_code': 49539595934636713, 'p': 31}
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id: 4299136
{'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 49539595934636713, 'p': 37}
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id: 4299137
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 49539595934636713, 'p': 41}
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id: 4299138
{'charpoly_factorization': [[[-9, 1], 1]], 'hecke_orbit_code': 49539595934636713, 'p': 43}
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id: 4299139
{'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 49539595934636713, 'p': 47}
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id: 4299140
{'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 49539595934636713, 'p': 53}
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id: 4299141
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 49539595934636713, 'p': 59}
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id: 4299142
{'charpoly_factorization': [[[-10, 1], 1]], 'hecke_orbit_code': 49539595934636713, 'p': 61}
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id: 4299143
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 49539595934636713, 'p': 67}
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id: 4299144
{'charpoly_factorization': [[[-12, 1], 1]], 'hecke_orbit_code': 49539595934636713, 'p': 71}
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id: 4299145
{'charpoly_factorization': [[[5, 1], 1]], 'hecke_orbit_code': 49539595934636713, 'p': 73}
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id: 4299146
{'charpoly_factorization': [[[13, 1], 1]], 'hecke_orbit_code': 49539595934636713, 'p': 79}
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id: 4299147
{'charpoly_factorization': [[[-11, 1], 1]], 'hecke_orbit_code': 49539595934636713, 'p': 83}
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id: 4299148
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 49539595934636713, 'p': 89}
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id: 4299149
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 49539595934636713, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 12, 'label': '6825.2.a.l', 'level': 6825, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 218053000
{'hecke_orbit_code': 49539595934636713, 'n': 1, 'trace_an': 1}
-
id: 218053001
{'hecke_orbit_code': 49539595934636713, 'n': 2, 'trace_an': 2}
-
id: 218053002
{'hecke_orbit_code': 49539595934636713, 'n': 3, 'trace_an': 1}
-
id: 218053003
{'hecke_orbit_code': 49539595934636713, 'n': 4, 'trace_an': 2}
-
id: 218053004
{'hecke_orbit_code': 49539595934636713, 'n': 5, 'trace_an': 0}
-
id: 218053005
{'hecke_orbit_code': 49539595934636713, 'n': 6, 'trace_an': 2}
-
id: 218053006
{'hecke_orbit_code': 49539595934636713, 'n': 7, 'trace_an': -1}
-
id: 218053007
{'hecke_orbit_code': 49539595934636713, 'n': 8, 'trace_an': 0}
-
id: 218053008
{'hecke_orbit_code': 49539595934636713, 'n': 9, 'trace_an': 1}
-
id: 218053009
{'hecke_orbit_code': 49539595934636713, 'n': 10, 'trace_an': 0}
-
id: 218053010
{'hecke_orbit_code': 49539595934636713, 'n': 11, 'trace_an': -2}
-
id: 218053011
{'hecke_orbit_code': 49539595934636713, 'n': 12, 'trace_an': 2}
-
id: 218053012
{'hecke_orbit_code': 49539595934636713, 'n': 13, 'trace_an': -1}
-
id: 218053013
{'hecke_orbit_code': 49539595934636713, 'n': 14, 'trace_an': -2}
-
id: 218053014
{'hecke_orbit_code': 49539595934636713, 'n': 15, 'trace_an': 0}
-
id: 218053015
{'hecke_orbit_code': 49539595934636713, 'n': 16, 'trace_an': -4}
-
id: 218053016
{'hecke_orbit_code': 49539595934636713, 'n': 17, 'trace_an': 4}
-
id: 218053017
{'hecke_orbit_code': 49539595934636713, 'n': 18, 'trace_an': 2}
-
id: 218053018
{'hecke_orbit_code': 49539595934636713, 'n': 19, 'trace_an': 3}
-
id: 218053019
{'hecke_orbit_code': 49539595934636713, 'n': 20, 'trace_an': 0}
-
id: 218053020
{'hecke_orbit_code': 49539595934636713, 'n': 21, 'trace_an': -1}
-
id: 218053021
{'hecke_orbit_code': 49539595934636713, 'n': 22, 'trace_an': -4}
-
id: 218053022
{'hecke_orbit_code': 49539595934636713, 'n': 23, 'trace_an': 9}
-
id: 218053023
{'hecke_orbit_code': 49539595934636713, 'n': 24, 'trace_an': 0}
-
id: 218053024
{'hecke_orbit_code': 49539595934636713, 'n': 25, 'trace_an': 0}
-
id: 218053025
{'hecke_orbit_code': 49539595934636713, 'n': 26, 'trace_an': -2}
-
id: 218053026
{'hecke_orbit_code': 49539595934636713, 'n': 27, 'trace_an': 1}
-
id: 218053027
{'hecke_orbit_code': 49539595934636713, 'n': 28, 'trace_an': -2}
-
id: 218053028
{'hecke_orbit_code': 49539595934636713, 'n': 29, 'trace_an': -1}
-
id: 218053029
{'hecke_orbit_code': 49539595934636713, 'n': 30, 'trace_an': 0}
-
id: 218053030
{'hecke_orbit_code': 49539595934636713, 'n': 31, 'trace_an': -5}
-
id: 218053031
{'hecke_orbit_code': 49539595934636713, 'n': 32, 'trace_an': -8}
-
id: 218053032
{'hecke_orbit_code': 49539595934636713, 'n': 33, 'trace_an': -2}
-
id: 218053033
{'hecke_orbit_code': 49539595934636713, 'n': 34, 'trace_an': 8}
-
id: 218053034
{'hecke_orbit_code': 49539595934636713, 'n': 35, 'trace_an': 0}
-
id: 218053035
{'hecke_orbit_code': 49539595934636713, 'n': 36, 'trace_an': 2}
-
id: 218053036
{'hecke_orbit_code': 49539595934636713, 'n': 37, 'trace_an': 8}
-
id: 218053037
{'hecke_orbit_code': 49539595934636713, 'n': 38, 'trace_an': 6}
-
id: 218053038
{'hecke_orbit_code': 49539595934636713, 'n': 39, 'trace_an': -1}
-
id: 218053039
{'hecke_orbit_code': 49539595934636713, 'n': 40, 'trace_an': 0}
-
id: 218053040
{'hecke_orbit_code': 49539595934636713, 'n': 41, 'trace_an': 6}
-
id: 218053041
{'hecke_orbit_code': 49539595934636713, 'n': 42, 'trace_an': -2}
-
id: 218053042
{'hecke_orbit_code': 49539595934636713, 'n': 43, 'trace_an': 9}
-
id: 218053043
{'hecke_orbit_code': 49539595934636713, 'n': 44, 'trace_an': -4}
-
id: 218053044
{'hecke_orbit_code': 49539595934636713, 'n': 45, 'trace_an': 0}
-
id: 218053045
{'hecke_orbit_code': 49539595934636713, 'n': 46, 'trace_an': 18}
-
id: 218053046
{'hecke_orbit_code': 49539595934636713, 'n': 47, 'trace_an': 3}
-
id: 218053047
{'hecke_orbit_code': 49539595934636713, 'n': 48, 'trace_an': -4}
-
id: 218053048
{'hecke_orbit_code': 49539595934636713, 'n': 49, 'trace_an': 1}
-
id: 218053049
{'hecke_orbit_code': 49539595934636713, 'n': 50, 'trace_an': 0}
-
id: 218053050
{'hecke_orbit_code': 49539595934636713, 'n': 51, 'trace_an': 4}
-
id: 218053051
{'hecke_orbit_code': 49539595934636713, 'n': 52, 'trace_an': -2}
-
id: 218053052
{'hecke_orbit_code': 49539595934636713, 'n': 53, 'trace_an': -3}
-
id: 218053053
{'hecke_orbit_code': 49539595934636713, 'n': 54, 'trace_an': 2}
-
id: 218053054
{'hecke_orbit_code': 49539595934636713, 'n': 55, 'trace_an': 0}
-
id: 218053055
{'hecke_orbit_code': 49539595934636713, 'n': 56, 'trace_an': 0}
-
id: 218053056
{'hecke_orbit_code': 49539595934636713, 'n': 57, 'trace_an': 3}
-
id: 218053057
{'hecke_orbit_code': 49539595934636713, 'n': 58, 'trace_an': -2}
-
id: 218053058
{'hecke_orbit_code': 49539595934636713, 'n': 59, 'trace_an': 0}
-
id: 218053059
{'hecke_orbit_code': 49539595934636713, 'n': 60, 'trace_an': 0}
-
id: 218053060
{'hecke_orbit_code': 49539595934636713, 'n': 61, 'trace_an': 10}
-
id: 218053061
{'hecke_orbit_code': 49539595934636713, 'n': 62, 'trace_an': -10}
-
id: 218053062
{'hecke_orbit_code': 49539595934636713, 'n': 63, 'trace_an': -1}
-
id: 218053063
{'hecke_orbit_code': 49539595934636713, 'n': 64, 'trace_an': -8}
-
id: 218053064
{'hecke_orbit_code': 49539595934636713, 'n': 65, 'trace_an': 0}
-
id: 218053065
{'hecke_orbit_code': 49539595934636713, 'n': 66, 'trace_an': -4}
-
id: 218053066
{'hecke_orbit_code': 49539595934636713, 'n': 67, 'trace_an': 2}
-
id: 218053067
{'hecke_orbit_code': 49539595934636713, 'n': 68, 'trace_an': 8}
-
id: 218053068
{'hecke_orbit_code': 49539595934636713, 'n': 69, 'trace_an': 9}
-
id: 218053069
{'hecke_orbit_code': 49539595934636713, 'n': 70, 'trace_an': 0}
-
id: 218053070
{'hecke_orbit_code': 49539595934636713, 'n': 71, 'trace_an': 12}
-
id: 218053071
{'hecke_orbit_code': 49539595934636713, 'n': 72, 'trace_an': 0}
-
id: 218053072
{'hecke_orbit_code': 49539595934636713, 'n': 73, 'trace_an': -5}
-
id: 218053073
{'hecke_orbit_code': 49539595934636713, 'n': 74, 'trace_an': 16}
-
id: 218053074
{'hecke_orbit_code': 49539595934636713, 'n': 75, 'trace_an': 0}
-
id: 218053075
{'hecke_orbit_code': 49539595934636713, 'n': 76, 'trace_an': 6}
-
id: 218053076
{'hecke_orbit_code': 49539595934636713, 'n': 77, 'trace_an': 2}
-
id: 218053077
{'hecke_orbit_code': 49539595934636713, 'n': 78, 'trace_an': -2}
-
id: 218053078
{'hecke_orbit_code': 49539595934636713, 'n': 79, 'trace_an': -13}
-
id: 218053079
{'hecke_orbit_code': 49539595934636713, 'n': 80, 'trace_an': 0}
-
id: 218053080
{'hecke_orbit_code': 49539595934636713, 'n': 81, 'trace_an': 1}
-
id: 218053081
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