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{'Nk2': 18600, 'analytic_conductor': 37.130436939895375, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [5, -1], [31, 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': [4650, 1, [3101, 2977, 1801], [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': [[7, [3, 1]], [11, [1, 1]], [13, [-3, 1]], [19, [2, 1]]], 'hecke_orbit': 36, 'hecke_orbit_code': 157625986991526442, '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': '4650.2.a.bj', 'level': 4650, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 31], 'level_radical': 930, 'minimal_twist': '4650.2.a.l', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}+q^{3}+q^{4}+q^{6}-3q^{7}+q^{8}+\\cdots', 'related_objects': ['EllipticCurve/Q/4650/bj'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '4650.2.a', 'trace_display': [1, 1, 0, -3], 'trace_hash': 2301528920376886402, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.025', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.099', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.373', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.012', 'prec': 17}, 'traces': [1, 1, 1, 1, 0, 1, -3, 1, 1, 0, -1, 1, 3, -3, 0, 1, -4, 1, -2, 0, -3, -1, 4, 1, 0, 3, 1, -3, 6, 0, -1, 1, -1, -4, 0, 1, 7, -2, 3, 0, 7, -3, 11, -1, 0, 4, 3, 1, 2, 0, -4, 3, 5, 1, 0, -3, -2, 6, 6, 0, 1, -1, -3, 1, 0, -1, 14, -4, 4, 0, -9, 1, 2, 7, 0, -2, 3, 3, 0, 0, 1, 7, 1, -3, 0, 11, 6, -1, 10, 0, -9, 4, -1, 3, 0, 1, 6, 2, -1, 0, 0, -4, -11, 3, 0, 5, -4, 1, -18, 0, 7, -3, -2, -2, 0, 6, 3, 6, 12, 0, -10, 1, 7, -1, 0, -3, -12, 1, 11, 0, -10, -1, 6, 14, 0, -4, -4, 4, 5, 0, 3, -9, -3, 1, 0, 2, 2, 7, 8, 0, 8, -2, -4, 3, 0, 3, 14, 0, 5, 0, -12, 1, -10, 7, 0, 1, -12, -3, -4, 0, -2, 11, 14, 6, 0, -1, 6, 10, 13, 0, 5, -9, 1, 4, 0, -1, 4, 3, -3, 0, -12, 1, -5, 6, 0, 2, -7, -1, 10, 0, 14, 0, -18, -4, 0, -11, 4, 3, 2, 0, -20, 5, -9, -4, 0, 1, 3, -18, 2, 0, -12, 7, 14, -3, 0, -2, 28, -2, 26, 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mf_hecke_nf • Show schema
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{'an': [[1], [1], [1], [1], [0], [1], [-3], [1], [1], [0], [-1], [1], [3], [-3], [0], [1], [-4], [1], [-2], [0], [-3], [-1], [4], [1], [0], [3], [1], [-3], [6], [0], [-1], [1], [-1], [-4], [0], [1], [7], [-2], [3], [0], [7], [-3], [11], [-1], [0], [4], [3], [1], [2], [0], [-4], [3], [5], [1], [0], [-3], [-2], [6], [6], [0], [1], [-1], [-3], [1], [0], [-1], [14], [-4], [4], [0], [-9], [1], [2], [7], [0], [-2], [3], [3], [0], [0], [1], [7], [1], [-3], [0], [11], [6], [-1], [10], [0], [-9], [4], [-1], [3], [0], [1], [6], [2], [-1], [0]], 'ap': [[1], [1], [0], [-3], [-1], [3], [-4], [-2], [4], [6], [-1], [7], [7], [11], [3], [5], [6], [1], [14], [-9], [2], [0], [1], [10], [6], [0], [-11], [-4], [-18], [-2], [-12], [-10], [-4], [5], [8], [8], [14], [-10], [-12], [14], [13], [5], [-12], [-5], [-7], [10], [-20], [14], [28], [26], [7], [-30], [-18], [-9], [11], [-2], [26], [20], [10], [7], [20], [4], [-8], [-33], [-6], [12], [-17], [2], [-11], [-18], [-8], [-28], [-16], [8], [6], [4], [-6], [-18], [32], [-38], [4], [-22], [-33], [8], [-8], [34], [6], [8], [3], [-4], [6], [0], [-4], [-20], [-32], [27], [35], [3], [20], [38], [-32], [30], [24], [28], [-5], [-34], [3], [-15], [25], [-10], [-19], [-10], [17], [-27], [32], [34], [-7], [12], [-42], [8], [8], [-26], [25], [-16], [8], [16], [-10], [-8], [3], [52], [-44], [-36], [-25], [29], [-34], [-5], [6], [45], [-30], [-18], [2], [21], [56], [-36], [-23], [3], [-38], [21], [-31], [44], [-20], [-22], [1], [27], [-24], [14], [-11], [10], [-26], [-14], [-21], [-48], [-26], [60], [-45], [30], [-34], [0], [-14], [31], [57], [-10], [45], [-51], [-17], [-60], [2], [38], [16], [41], [-63], [-36], [-26], [-36], [-49], [7], [-26], [-56], [-38], [39], [-20], [-6], [16], [5], [32], [-48], [0], [-16], [2], [5], [36], [-8], [42], [18], [-12], [-21], [9], [9], [35], [0], [12], [27], [-16], [42], [-44], [-15], [-31], [35], [-32], [36], [13], [-53], [1], [20], [22], [22], [-31], [42], [-6], [-10], [14], [-60], [1], [0], [17], [-70], [43], [50], [15], [-24], [28], [36], [-32], [54], [60], [-24], [-12], [-43], [51], [69], [52], [29], [-30], [26], [14], [-36], [-50], [-27], [22], [-58], [-19], [-60], [-6], [64], [30], [-46], [-30], [-73], [-46], [2], [14], [-13], [-32], [20], [-19], [48], [20], [33], [40], [5], [21], [-76], [-67], [-20], [-78], [6], [84], [-69], [33], [72], [62], [-4], [-54], [-30], [-11], [37], [-28], [42], [15], [-77], [81], [43], [-12], [26], [-41], [-53], [24], [68], [-52], [-8], [46], [-65], [-71], [16], [-88], [56], [-45], [-50], [73], [6], [4], [16], [30], [-11], [54], [-56], [52], [-34], [34], [19], [28], [-18], [61], [-12], [-86], [-88], [67], [18], [9], [-58], [26], [-28], [-81], [44], [-24], [60], [70], [36], [-28], [28], [-13], [48], [-84], [88], [-64], [0], [8], [-73], [-2], [39], [-86], [-18], [-72], [-12], [26], [-96], [-14], [30], [33], [-2], [-6], [77], [8], [73], [47], [72], [21], [-49], [-45], [52], [75], [-96], [-38], [52], [67], [81], [-37], [63], [28], [-12], [-30], [49], [-56], [66], [12], [33], [-66], [90], [84], [-33], [85], [1], [25], [22], [21], [15], [-4], [-6], [-12], [63], [-18], [-22], [-29], [-77], [-22], [90], [-12], [43], [-89], [69], [-90], [-98], [-64], [100], [-30], [45], [6], [-42], [45], [-96]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 157625986991526442, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '4650.2.a.bj', 'level': 4650, 'maxp': 2999, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [5, -1], [31, -1]], 4, 3], [[[2, -1], [3, 1], [5, 1], [31, -1]], 4, 4], [[[2, 1], [3, 1], [5, -1], [31, -1]], 5, 5], [[[2, -1], [3, 1], [5, 1], [31, 1]], 7, 5], [[[2, 1], [3, 1], [5, 1], [31, 1]], 6, 5], [[[2, -1], [3, 1], [5, -1], [31, 1]], 4, 4], [[[2, -1], [3, 1], [5, -1], [31, -1]], 8, 3], [[[2, 1], [3, 1], [5, -1], [31, 1]], 7, 4], [[[2, -1], [3, -1], [5, 1], [31, 1]], 4, 3], [[[2, -1], [3, -1], [5, -1], [31, 1]], 8, 6], [[[2, 1], [3, -1], [5, -1], [31, -1]], 7, 4], [[[2, 1], [3, 1], [5, 1], [31, -1]], 6, 4], [[[2, 1], [3, -1], [5, 1], [31, -1]], 6, 3], [[[2, 1], [3, -1], [5, -1], [31, 1]], 5, 3], [[[2, 1], [3, -1], [5, 1], [31, 1]], 6, 5], [[[2, -1], [3, -1], [5, 1], [31, -1]], 7, 7]], 'ALdims': [6, 6, 7, 5, 6, 6, 5, 7, 7, 4, 4, 8, 4, 7, 8, 4], 'Nk2': 18600, 'analytic_conductor': 37.130436939895375, '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': [4650, 1, [3101, 2977, 1801], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 937, 'dim': 94, 'eis_dim': 47, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11, 13, 19], 'hecke_orbit_code': 33559082, '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, 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, 3, 3, 3, 3, 3, 3, 3, 3], 'label': '4650.2.a', 'level': 4650, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 31], 'level_radical': 930, 'mf_dim': 984, 'mf_new_dim': 94, 'num_forms': 68, 'plus_dim': 38, 'prim_orbit_index': 1, 'relative_dim': 94, 'sturm_bound': 1920, 'trace_bound': 13, 'trace_display': [-2, 0, 0, -8], 'traces': [94, -2, 0, 94, 0, 0, -8, -2, 94, 0, -16, 0, -12, -8, 0, 94, -4, -2, -12, 0, 0, 0, 0, 0, 0, 20, 0, -8, 36, 0, 0, -2, -4, 36, 0, 94, 12, 0, 0, 0, 28, 8, -8, -16, 0, -8, 24, 0, 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mf_twists_nf • Show schema
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id: 1216654
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 36, 'source_is_minimal': True, 'source_label': '4650.2.a.bj', 'source_level': 4650, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 12, 'target_is_minimal': True, 'target_label': '4650.2.a.l', 'target_level': 4650, 'twist_class_label': '4650.2.a.l', 'twist_class_level': 4650, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1216655
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 36, 'source_is_minimal': True, 'source_label': '4650.2.a.bj', 'source_level': 4650, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 36, 'target_is_minimal': True, 'target_label': '4650.2.a.bj', 'target_level': 4650, 'twist_class_label': '4650.2.a.l', 'twist_class_level': 4650, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 1216656
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 36, 'source_is_minimal': True, 'source_label': '4650.2.a.bj', 'source_level': 4650, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 20, 'target_is_minimal': False, 'target_label': '4650.2.d.t', 'target_level': 4650, 'twist_class_label': '4650.2.a.l', 'twist_class_level': 4650, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 3662225
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 157625986991526442, 'p': 2}
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id: 3662226
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 157625986991526442, 'p': 3}
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id: 3662227
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 157625986991526442, 'p': 5}
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id: 3662228
{'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 157625986991526442, 'p': 7}
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id: 3662229
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 157625986991526442, 'p': 11}
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id: 3662230
{'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 157625986991526442, 'p': 13}
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id: 3662231
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 157625986991526442, 'p': 17}
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id: 3662232
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 157625986991526442, 'p': 19}
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id: 3662233
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 157625986991526442, 'p': 23}
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id: 3662234
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 157625986991526442, 'p': 29}
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id: 3662235
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 157625986991526442, 'p': 31}
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id: 3662236
{'charpoly_factorization': [[[-7, 1], 1]], 'hecke_orbit_code': 157625986991526442, 'p': 37}
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id: 3662237
{'charpoly_factorization': [[[-7, 1], 1]], 'hecke_orbit_code': 157625986991526442, 'p': 41}
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id: 3662238
{'charpoly_factorization': [[[-11, 1], 1]], 'hecke_orbit_code': 157625986991526442, 'p': 43}
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id: 3662239
{'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 157625986991526442, 'p': 47}
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id: 3662240
{'charpoly_factorization': [[[-5, 1], 1]], 'hecke_orbit_code': 157625986991526442, 'p': 53}
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id: 3662241
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 157625986991526442, 'p': 59}
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id: 3662242
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 157625986991526442, 'p': 61}
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id: 3662243
{'charpoly_factorization': [[[-14, 1], 1]], 'hecke_orbit_code': 157625986991526442, 'p': 67}
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id: 3662244
{'charpoly_factorization': [[[9, 1], 1]], 'hecke_orbit_code': 157625986991526442, 'p': 71}
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id: 3662245
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 157625986991526442, 'p': 73}
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id: 3662246
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 157625986991526442, 'p': 79}
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id: 3662247
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 157625986991526442, 'p': 83}
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id: 3662248
{'charpoly_factorization': [[[-10, 1], 1]], 'hecke_orbit_code': 157625986991526442, 'p': 89}
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id: 3662249
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 157625986991526442, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 36, 'label': '4650.2.a.bj', 'level': 4650, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 270245000
{'hecke_orbit_code': 157625986991526442, 'n': 1, 'trace_an': 1}
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id: 270245001
{'hecke_orbit_code': 157625986991526442, 'n': 2, 'trace_an': 1}
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id: 270245002
{'hecke_orbit_code': 157625986991526442, 'n': 3, 'trace_an': 1}
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id: 270245003
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id: 270245999
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