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{'Nk2': 22440, 'analytic_conductor': 44.79607553393829, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [5, 1], [11, 1], [17, -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': [5610, 1, [1871, 3367, 1531, 3301], [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': [[7, [1, 1]], [13, [4, 1]], [19, [4, 1]], [23, [-9, 1]]], 'hecke_orbit': 33, 'hecke_orbit_code': 144115188109415914, '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': '5610.2.a.bg', 'level': 5610, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 5, 11, 17], 'level_radical': 5610, 'minimal_twist': '5610.2.a.bg', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}+q^{3}+q^{4}-q^{5}+q^{6}-q^{7}+\\cdots', 'related_objects': ['EllipticCurve/Q/5610/bg'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '5610.2.a', 'trace_display': [1, 1, -1, -1], 'trace_hash': 228113721636209408, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.003', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.009', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.003', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.074', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.016', 'prec': 17}, 'traces': [1, 1, 1, 1, -1, 1, -1, 1, 1, -1, -1, 1, -4, -1, -1, 1, 1, 1, -4, -1, -1, -1, 9, 1, 1, -4, 1, -1, 9, -1, -1, 1, -1, 1, 1, 1, 2, -4, -4, -1, 12, -1, -1, -1, -1, 9, 0, 1, -6, 1, 1, -4, 0, 1, 1, -1, -4, 9, 6, -1, 2, -1, -1, 1, 4, -1, 8, 1, 9, 1, -6, 1, 2, 2, 1, -4, 1, -4, -4, -1, 1, 12, 12, -1, -1, -1, 9, -1, 0, -1, 4, 9, -1, 0, 4, 1, 17, -6, -1, 1, 6, 1, -1, -4, 1, 0, 3, 1, 20, 1, 2, -1, -6, -4, -9, 9, -4, 6, -1, -1, 1, 2, 12, -1, -1, -1, 2, 1, -1, 4, 0, -1, 4, 8, -1, 1, -21, 9, 5, 1, 0, -6, 4, 1, -9, 2, -6, 2, 12, 1, 20, -4, 1, 1, 1, -4, 2, -4, 0, -1, -9, 1, -1, 12, 1, 12, -18, -1, 3, -1, -4, -1, -6, 9, -1, -1, 6, 0, -18, -1, 11, 4, 2, 9, -2, -1, -1, 0, -1, 4, -9, 1, 2, 17, 4, -6, -12, -1, -16, 1, 8, 6, -9, 1, -12, -1, 9, -4, 4, 1, -13, 0, -6, 3, 1, 1, 1, 20, 2, 1, -4, 2, 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mf_hecke_nf • Show schema
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{'an': [[1], [1], [1], [1], [-1], [1], [-1], [1], [1], [-1], [-1], [1], [-4], [-1], [-1], [1], [1], [1], [-4], [-1], [-1], [-1], [9], [1], [1], [-4], [1], [-1], [9], [-1], [-1], [1], [-1], [1], [1], [1], [2], [-4], [-4], [-1], [12], [-1], [-1], [-1], [-1], [9], [0], [1], [-6], [1], [1], [-4], [0], [1], [1], [-1], [-4], [9], [6], [-1], [2], [-1], [-1], [1], [4], [-1], [8], [1], [9], [1], [-6], [1], [2], [2], [1], [-4], [1], [-4], [-4], [-1], [1], [12], [12], [-1], [-1], [-1], [9], [-1], [0], [-1], [4], [9], [-1], [0], [4], [1], [17], [-6], [-1], [1]], 'ap': [[1], [1], [-1], [-1], [-1], [-4], [1], [-4], [9], [9], [-1], [2], [12], [-1], [0], [0], [6], [2], [8], [-6], [2], [-4], [12], [0], [17], [6], [-1], [3], [20], [-6], [2], [0], [-21], [5], [12], [20], [2], [-1], [-18], [-6], [-18], [11], [-9], [2], [-12], [-16], [-13], [23], [3], [-28], [-3], [6], [-25], [-12], [-3], [-3], [-18], [11], [26], [15], [14], [-9], [20], [0], [-1], [3], [-7], [14], [12], [-22], [3], [18], [-22], [14], [-16], [0], [30], [2], [15], [32], [-39], [8], [27], [8], [26], [3], [-3], [-10], [-18], [32], [12], [-3], [-34], [24], [-40], [24], [-18], [-18], [-25], [-28], [-10], [33], [-36], [-6], [-4], [26], [-27], [18], [9], [26], [-40], [-46], [30], [-10], [26], [33], [-7], [-6], [3], [-15], [-16], [-16], [-42], [36], [8], [-18], [-22], [-6], [-49], [32], [-22], [24], [-31], [47], [9], [-10], [24], [-28], [-24], [-42], [-16], [27], [14], [-27], [38], [-18], [-13], [-45], [-1], [36], [-37], [-9], [20], [36], [-55], [0], [29], [-27], [-34], [6], [-6], [18], [-22], [24], [30], [33], [29], [-7], [-31], [3], [-57], [-16], [60], [29], [8], [-6], [44], [18], [-28], [-37], [-1], [-36], [38], [30], [36], [-6], [11], [-28], [-13], [48], [29], [12], [-37], [15], [-33], [-24], [-22], [50], [-3], [51], [-18], [2], [-61], [32], [-42], [-36], [-34], [-48], [-36], [-19], [56], [9], [8], [-57], [-48], [8], [38], [-39], [24], [-42], [-13], [32], [-48], [74], [0], [-19], [18], [54], [14], [-30], [23], [-37], [-25], [-9], [-28], [39], [-28], [24], [15], [0], [-60], [-22], [-13], [-34], [27], [-27], [62], [-21], [50], [-27], [20], [-36], [-72], [74], [69], [15], [26], [-46], [-57], [38], [-52], [-6], [38], [29], [-24], [-31], [39], [-48], [14], [45], [65], [14], [74], [-61], [77], [20], [84], [-19], [38], [-12], [-51], [-16], [-12], [5], [14], [0], [2], [-6], [14], [3], [-30], [-60], [12], [-54], [71], [78], [-82], [24], [-6], [-7], [89], [63], [-70], [-36], [-40], [2], [3], [-82], [-45], [38], [-6], [-90], [-12], [8], [-51], [20], [48], [24], [74], [-39], [41], [-1], [24], [-43], [18], [23], [56], [-1], [-72], [-36], [-22], [27], [-22], [-60], [68], [-60], [20], [39], [32], [74], [74], [54], [27], [-82], [0], [6], [-34], [-28], [21], [63], [-52], [38], [-33], [-52], [-70], [6], [27], [-72], [-15], [-42], [23], [18], [-72], [-54], [68], [68], [-6], [-34], [-70], [-42], [-52], [54], [54], [41], [92], [-36], [69], [65], [-30], [38], [48], [69], [80], [-63], [83], [21], [50], [-13], [-34], [84], [-28], [-27], [54], [-10], [0], [44], [-52], [-90], [-22], [-12], [-4], [-42], [44], [48], [30], [74], [-34], [-90], [-94], [-75], [-70], [78], [12], [-67], [17], [-42], [0], [-16], [-12], [-48], [-18], [-34], [48], [12], [14], [-54], [-48], [78], [65], [-93]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 144115188109415914, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '5610.2.a.bg', 'level': 5610, 'maxp': 2999, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [3, 1], [5, 1], [11, 1], [17, -1]], 2, 2], [[[2, 1], [3, -1], [5, 1], [11, -1], [17, 1]], 3, 3], [[[2, -1], [3, -1], [5, -1], [11, -1], [17, -1]], 7, 2], [[[2, -1], [3, 1], [5, -1], [11, -1], [17, -1]], 1, 1], [[[2, -1], [3, -1], [5, -1], [11, 1], [17, 1]], 5, 1], [[[2, 1], [3, 1], [5, 1], [11, -1], [17, 1]], 2, 1], [[[2, 1], [3, 1], [5, -1], [11, 1], [17, 1]], 3, 3], [[[2, 1], [3, 1], [5, 1], [11, 1], [17, 1]], 5, 3], [[[2, 1], [3, -1], [5, 1], [11, 1], [17, 1]], 4, 1], [[[2, 1], [3, -1], [5, -1], [11, -1], [17, 1]], 5, 3], [[[2, 1], [3, -1], [5, -1], [11, 1], [17, -1]], 4, 2], [[[2, -1], [3, -1], [5, 1], [11, -1], [17, -1]], 2, 2], [[[2, 1], [3, 1], [5, -1], [11, 1], [17, -1]], 4, 1], [[[2, -1], [3, 1], [5, 1], [11, 1], [17, -1]], 2, 1], [[[2, 1], [3, -1], [5, -1], [11, 1], [17, 1]], 4, 2], [[[2, 1], [3, 1], [5, 1], [11, -1], [17, -1]], 4, 3], [[[2, -1], [3, 1], [5, -1], [11, 1], [17, 1]], 3, 1], [[[2, -1], [3, 1], [5, -1], [11, -1], [17, 1]], 5, 1], [[[2, 1], [3, -1], [5, 1], [11, 1], [17, -1]], 4, 3], [[[2, -1], [3, 1], [5, -1], [11, 1], [17, -1]], 4, 3], [[[2, 1], [3, -1], [5, -1], [11, -1], [17, -1]], 2, 2], [[[2, 1], [3, 1], [5, -1], [11, -1], [17, -1]], 4, 2], [[[2, -1], [3, -1], [5, 1], [11, 1], [17, 1]], 3, 2], [[[2, -1], [3, -1], [5, -1], [11, 1], [17, -1]], 1, 1], [[[2, -1], [3, -1], [5, 1], [11, 1], [17, -1]], 5, 3], [[[2, -1], [3, 1], [5, 1], [11, 1], [17, 1]], 3, 3], [[[2, -1], [3, 1], [5, 1], [11, -1], [17, 1]], 3, 2], [[[2, 1], [3, 1], [5, -1], [11, -1], [17, 1]], 2, 2], [[[2, -1], [3, -1], [5, 1], [11, -1], [17, 1]], 5, 2], [[[2, 1], [3, -1], [5, 1], [11, -1], [17, -1]], 4, 2], [[[2, -1], [3, 1], [5, 1], [11, -1], [17, -1]], 5, 2], [[[2, -1], [3, -1], [5, -1], [11, -1], [17, 1]], 1, 1]], 'ALdims': [5, 2, 2, 4, 3, 4, 2, 4, 4, 4, 3, 4, 4, 4, 5, 2, 3, 2, 3, 5, 3, 4, 5, 1, 3, 5, 5, 2, 5, 1, 1, 7], 'Nk2': 22440, 'analytic_conductor': 44.79607553393829, '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': [5610, 1, [1871, 3367, 1531, 3301], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1281, 'dim': 111, 'eis_dim': 31, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 13, 19, 23], 'hecke_orbit_code': 33560042, '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, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 5, 5, 5], 'label': '5610.2.a', 'level': 5610, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 5, 11, 17], 'level_radical': 5610, 'mf_dim': 1312, 'mf_new_dim': 111, 'num_forms': 63, 'plus_dim': 44, 'prim_orbit_index': 1, 'relative_dim': 111, 'sturm_bound': 2592, 'trace_bound': 13, 'trace_display': [-1, 7, -1, 8], 'traces': [111, -1, 7, 111, -1, -1, 8, -1, 111, -1, -1, 7, 2, -8, -1, 111, -1, -1, -4, -1, 8, 7, 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442, -26, -14, -334, -54, 80, -36, -144, -442, -64, -48, 48, -176, 2, -136, 201, -144, 8, 64, 16, -288, 96, -1, 368, -132, -89, 32, 190, 188, -424, -125, -12, -1, -492, 30, 24, 216, 126, 42, -194, 64, -96, -30, 72, -44, -344, -1, -80, 690, -20, -152, -14, -98, -496, 16, -92, -32, -54, 111, 298, -324, -256, -58, -384, -168, -288, -44, 2, 16, 672, 66, 364, -38, -98, 82, -416, -4, 308, -176, -58, 356, 548, 39, 2, 224, 18, 8, 96, -364, -272, 60, -40, 52, -888, 22, 182, 288, -38, 12, 258, 2, 18, -38, 128, 534, -340, 104, -210, -460, 32, 176, 646, 7, -12, -296, -176, -288, 8, 0, -52, -18, -124, -22, 48, -256, 552, -38, -136, 10, 336, 44, -702, 16, 250, 7, -324, 172, -72, -160, 26, -316, -56, -1], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
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{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 33, 'source_is_minimal': True, 'source_label': '5610.2.a.bg', 'source_level': 5610, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 33, 'target_is_minimal': True, 'target_label': '5610.2.a.bg', 'target_level': 5610, 'twist_class_label': '5610.2.a.bg', 'twist_class_level': 5610, '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: 3947875
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 144115188109415914, 'p': 2}
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id: 3947876
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 144115188109415914, 'p': 3}
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id: 3947877
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 144115188109415914, 'p': 5}
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id: 3947878
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 144115188109415914, 'p': 7}
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id: 3947879
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 144115188109415914, 'p': 11}
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id: 3947880
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 144115188109415914, 'p': 13}
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id: 3947881
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 144115188109415914, 'p': 17}
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id: 3947882
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 144115188109415914, 'p': 19}
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id: 3947883
{'charpoly_factorization': [[[-9, 1], 1]], 'hecke_orbit_code': 144115188109415914, 'p': 23}
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id: 3947884
{'charpoly_factorization': [[[-9, 1], 1]], 'hecke_orbit_code': 144115188109415914, 'p': 29}
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id: 3947885
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 144115188109415914, 'p': 31}
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id: 3947886
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 144115188109415914, 'p': 37}
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id: 3947887
{'charpoly_factorization': [[[-12, 1], 1]], 'hecke_orbit_code': 144115188109415914, 'p': 41}
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id: 3947888
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 144115188109415914, 'p': 43}
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id: 3947889
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 144115188109415914, 'p': 47}
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id: 3947890
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 144115188109415914, 'p': 53}
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id: 3947891
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 144115188109415914, 'p': 59}
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id: 3947892
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 144115188109415914, 'p': 61}
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id: 3947893
{'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 144115188109415914, 'p': 67}
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id: 3947894
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 144115188109415914, 'p': 71}
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id: 3947895
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 144115188109415914, 'p': 73}
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id: 3947896
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 144115188109415914, 'p': 79}
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id: 3947897
{'charpoly_factorization': [[[-12, 1], 1]], 'hecke_orbit_code': 144115188109415914, 'p': 83}
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id: 3947898
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 144115188109415914, 'p': 89}
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id: 3947899
{'charpoly_factorization': [[[-17, 1], 1]], 'hecke_orbit_code': 144115188109415914, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 33, 'label': '5610.2.a.bg', 'level': 5610, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 267749000
{'hecke_orbit_code': 144115188109415914, 'n': 1, 'trace_an': 1}
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id: 267749001
{'hecke_orbit_code': 144115188109415914, 'n': 2, 'trace_an': 1}
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id: 267749002
{'hecke_orbit_code': 144115188109415914, 'n': 3, 'trace_an': 1}
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