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mf_newforms • Show schema
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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, [-3, 1]], [13, [-2, 1]], [19, [3, 1]]], 'hecke_orbit': 48, 'hecke_orbit_code': 211669182519972394, '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': '4650.2.a.bv', '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': '930.2.a.a', '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/bv'], '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': 1001407537140824219, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.046', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.010', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.101', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.995', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.314', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.969', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.010', 'prec': 17}, 'traces': [1, 1, 1, 1, 0, 1, 3, 1, 1, 0, 3, 1, 2, 3, 0, 1, 4, 1, -3, 0, 3, 3, -5, 1, 0, 2, 1, 3, 4, 0, 1, 1, 3, 4, 0, 1, 0, -3, 2, 0, 4, 3, -1, 3, 0, -5, -10, 1, 2, 0, 4, 2, -3, 1, 0, 3, -3, 4, 6, 0, -2, 1, 3, 1, 0, 3, -2, 4, -5, 0, 7, 1, -5, 0, 0, -3, 9, 2, -1, 0, 1, 4, -12, 3, 0, -1, 4, 3, 1, 0, 6, -5, 1, -10, 0, 1, 10, 2, 3, 0, -1, 4, -16, 2, 0, -3, -9, 1, 20, 0, 0, 3, -9, -3, 0, 4, 2, 6, 12, 0, -2, -2, 4, 1, 0, 3, -8, 1, -1, 0, 6, 3, -9, -2, 0, 4, 10, -5, -14, 0, -10, 7, 6, 1, 0, -5, 2, 0, -11, 0, 0, -3, 4, 9, 0, 2, 5, -1, -3, 0, -15, 1, -14, 4, 0, -12, 19, 3, -9, 0, -3, -1, 22, 4, 0, 3, 6, 1, 4, 0, 5, 6, -2, -5, 0, 1, 12, -10, 3, 0, 16, 1, 6, 10, 0, 2, 6, 3, 7, 0, -2, -1, 12, 4, 0, -16, -5, 2, -9, 0, -19, -3, 7, -9, 0, 1, 3, 20, -5, 0, 8, 0, 6, 3, 0, -9, 27, -3, 13, 0, 9, 4, -15, 2, 0, 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mf_hecke_nf • Show schema
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{'an': [[1], [1], [1], [1], [0], [1], [3], [1], [1], [0], [3], [1], [2], [3], [0], [1], [4], [1], [-3], [0], [3], [3], [-5], [1], [0], [2], [1], [3], [4], [0], [1], [1], [3], [4], [0], [1], [0], [-3], [2], [0], [4], [3], [-1], [3], [0], [-5], [-10], [1], [2], [0], [4], [2], [-3], [1], [0], [3], [-3], [4], [6], [0], [-2], [1], [3], [1], [0], [3], [-2], [4], [-5], [0], [7], [1], [-5], [0], [0], [-3], [9], [2], [-1], [0], [1], [4], [-12], [3], [0], [-1], [4], [3], [1], [0], [6], [-5], [1], [-10], [0], [1], [10], [2], [3], [0]], 'ap': [[1], [1], [0], [3], [3], [2], [4], [-3], [-5], [4], [1], [0], [4], [-1], [-10], [-3], [6], [-2], [-2], [7], [-5], [-1], [-12], [1], [10], [-1], [-16], [-9], [20], [-9], [-8], [6], [10], [-14], [-11], [0], [5], [-14], [19], [22], [4], [5], [16], [6], [6], [7], [-19], [6], [27], [13], [-15], [12], [-18], [-12], [23], [-24], [2], [13], [-12], [16], [24], [-30], [-16], [0], [-30], [8], [12], [2], [32], [-24], [-18], [15], [-2], [9], [15], [-12], [-26], [-35], [25], [8], [12], [-22], [16], [1], [18], [-15], [2], [-10], [0], [-4], [-24], [3], [-32], [-37], [4], [-20], [0], [-18], [43], [22], [-22], [1], [4], [-23], [22], [-4], [-44], [-22], [-27], [42], [-29], [22], [27], [-38], [17], [26], [-19], [-3], [26], [-4], [-14], [-26], [-27], [19], [-31], [-21], [-25], [26], [-45], [18], [-20], [37], [-50], [-50], [45], [9], [31], [35], [-2], [17], [-27], [40], [18], [-20], [-35], [51], [41], [-42], [32], [-43], [-46], [26], [-11], [46], [52], [20], [-38], [-41], [52], [40], [-30], [52], [0], [-54], [-38], [56], [-25], [42], [2], [1], [-36], [-1], [-32], [24], [6], [51], [-20], [55], [-43], [27], [-24], [-23], [-2], [2], [-10], [-30], [13], [16], [48], [45], [7], [-51], [-8], [60], [-8], [-12], [46], [1], [33], [-6], [-13], [-7], [13], [-59], [6], [22], [-56], [-30], [-20], [-60], [-51], [36], [-16], [5], [-10], [-41], [-16], [46], [-8], [10], [27], [-4], [4], [19], [-53], [29], [38], [16], [54], [-22], [-10], [28], [6], [-3], [4], [-35], [-3], [-6], [-47], [72], [-48], [-10], [70], [-2], [-4], [45], [-14], [13], [-40], [56], [-7], [30], [-47], [-17], [12], [30], [2], [-41], [-34], [-72], [69], [70], [-11], [-59], [-14], [-49], [39], [-40], [-10], [28], [28], [-20], [67], [75], [70], [40], [-55], [34], [42], [15], [40], [-6], [58], [-34], [38], [66], [-29], [66], [-40], [66], [-35], [11], [-24], [-18], [-20], [-64], [-60], [26], [41], [81], [10], [59], [40], [51], [54], [88], [82], [58], [-66], [-30], [-16], [68], [34], [-9], [30], [-16], [-12], [48], [-60], [3], [20], [45], [-79], [55], [-57], [28], [-25], [62], [-60], [61], [22], [-38], [86], [-6], [5], [21], [-2], [-51], [25], [52], [-44], [62], [-12], [71], [-42], [-18], [72], [-59], [-78], [-48], [-40], [37], [87], [34], [-54], [-14], [-62], [3], [36], [-26], [55], [5], [19], [-6], [-18], [51], [14], [62], [-65], [-12], [61], [22], [-22], [18], [-58], [-19], [-69], [56], [36], [-57], [12], [-38], [-42], [28], [102], [-62], [-12], [0], [-101], [-57], [44], [65], [-32], [-78], [65], [-38], [63], [14], [82], [-28], [11], [57], [13], [46], [-60], [70], [-46], [30], [-11], [101], [-82], [36], [68], [-20], [64], [41], [-42], [-11], [3], [-6], [-42], [92], [17], [-32], [76], [79], [3], [45], [96], [66]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 211669182519972394, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '4650.2.a.bv', '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: 1216706
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 48, 'source_is_minimal': False, 'source_label': '4650.2.a.bv', 'source_level': 4650, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '930.2.a.a', 'target_level': 930, 'twist_class_label': '930.2.a.a', 'twist_class_level': 930, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1216707
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 48, 'source_is_minimal': False, 'source_label': '4650.2.a.bv', 'source_level': 4650, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 25, 'target_is_minimal': False, 'target_label': '2790.2.a.y', 'target_level': 2790, 'twist_class_label': '930.2.a.a', 'twist_class_level': 930, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 1216708
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 48, 'source_is_minimal': False, 'source_label': '4650.2.a.bv', 'source_level': 4650, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 48, 'target_is_minimal': False, 'target_label': '4650.2.a.bv', 'target_level': 4650, 'twist_class_label': '930.2.a.a', 'twist_class_level': 930, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 1216709
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 48, 'source_is_minimal': False, 'source_label': '4650.2.a.bv', 'source_level': 4650, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 25, 'target_is_minimal': False, 'target_label': '4650.2.d.y', 'target_level': 4650, 'twist_class_label': '930.2.a.a', 'twist_class_level': 930, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 1216710
{'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 48, 'source_is_minimal': False, 'source_label': '4650.2.a.bv', 'source_level': 4650, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 22, 'target_is_minimal': False, 'target_label': '7440.2.a.v', 'target_level': 7440, 'twist_class_label': '930.2.a.a', 'twist_class_level': 930, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 3662525
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 211669182519972394, 'p': 2}
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id: 3662526
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 211669182519972394, 'p': 3}
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id: 3662527
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 211669182519972394, 'p': 5}
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id: 3662528
{'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 211669182519972394, 'p': 7}
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id: 3662529
{'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 211669182519972394, 'p': 11}
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id: 3662530
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 211669182519972394, 'p': 13}
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id: 3662531
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 211669182519972394, 'p': 17}
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id: 3662532
{'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 211669182519972394, 'p': 19}
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id: 3662533
{'charpoly_factorization': [[[5, 1], 1]], 'hecke_orbit_code': 211669182519972394, 'p': 23}
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id: 3662534
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 211669182519972394, 'p': 29}
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id: 3662535
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 211669182519972394, 'p': 31}
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id: 3662536
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 211669182519972394, 'p': 37}
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id: 3662537
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 211669182519972394, 'p': 41}
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id: 3662538
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 211669182519972394, 'p': 43}
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id: 3662539
{'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 211669182519972394, 'p': 47}
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id: 3662540
{'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 211669182519972394, 'p': 53}
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id: 3662541
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 211669182519972394, 'p': 59}
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id: 3662542
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 211669182519972394, 'p': 61}
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id: 3662543
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 211669182519972394, 'p': 67}
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id: 3662544
{'charpoly_factorization': [[[-7, 1], 1]], 'hecke_orbit_code': 211669182519972394, 'p': 71}
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id: 3662545
{'charpoly_factorization': [[[5, 1], 1]], 'hecke_orbit_code': 211669182519972394, 'p': 73}
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id: 3662546
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 211669182519972394, 'p': 79}
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id: 3662547
{'charpoly_factorization': [[[12, 1], 1]], 'hecke_orbit_code': 211669182519972394, 'p': 83}
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id: 3662548
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 211669182519972394, 'p': 89}
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id: 3662549
{'charpoly_factorization': [[[-10, 1], 1]], 'hecke_orbit_code': 211669182519972394, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 48, 'label': '4650.2.a.bv', 'level': 4650, 'portrait': 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', 'weight': 2}
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id: 276507000
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