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{'Nk2': 20216, 'analytic_conductor': 40.356393181555106, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [7, -1], [19, 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': [5054, 1, [1445, 1807], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 8, 'field_disc': 19520000000, 'field_disc_factorization': [[2, 12], [5, 7], [61, 1]], 'field_poly': [-4, -32, -72, -24, 50, 16, -12, -2, 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, [-19, 74, 2, -98, 15, 38, -8, -4, 1]], [5, [-19, -18, 138, 254, 90, -46, -22, 2, 1]], [13, [905, -2960, 2600, -290, -505, 170, 10, -10, 1]]], 'hecke_orbit': 33, 'hecke_orbit_code': 144115188109415358, 'hecke_ring_generator_nbound': 5, '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': '5054.2.a.bg', 'level': 5054, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7, 19], 'level_radical': 266, 'minimal_twist': '5054.2.a.bg', 'nf_label': '8.8.19520000000.1', 'prim_orbit_index': 1, 'qexp_display': 'q-q^{2}+(1+\\beta _{2}+\\beta _{5})q^{3}+q^{4}+(-\\beta _{1}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '5054.2.a', 'trace_display': [-8, 4, -2, 8], 'trace_hash': 12681143042817910, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.165', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.398', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.752', 'prec': 17}, {'__RealLiteral__': 0, 'data': '163.237', 'prec': 24}, {'__RealLiteral__': 0, 'data': '18.779', 'prec': 20}, {'__RealLiteral__': 0, 'data': '5911.997', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.005', 'prec': 17}, 'traces': [8, -8, 4, 8, -2, -4, 8, -8, 8, 2, -12, 4, 10, -8, 24, 8, -6, -8, 0, -2, 4, 12, -20, -4, 8, -10, 22, 8, 8, -24, 18, -8, -16, 6, -2, 8, 36, 0, 0, 2, 4, -4, -16, -12, 8, 20, -10, 4, 8, -8, 12, 10, 32, -22, -22, -8, 0, -8, -2, 24, 2, -18, 8, 8, 0, 16, 44, -6, 0, 2, 8, -8, 30, -36, -16, 0, -12, 0, 60, -2, 12, -4, -28, 4, -16, 16, 24, 12, -22, -8, 10, -20, -16, 10, 0, -4, -6, -8, -52, 8, 32, -12, 20, -10, 24, -32, -16, 22, 40, 22, 48, 8, -20, 0, 10, 8, 30, 2, -6, -24, 0, -2, 52, 18, 18, -8, 12, -8, 22, 0, -30, -16, 0, -44, 12, 6, -4, 0, -2, -2, 40, -8, -10, 8, 18, -30, 4, 36, -20, 16, 16, 0, 94, 12, 8, 0, 16, -60, -24, 2, -20, -12, 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mf_hecke_nf • Show schema
Hide schema
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-1, -4, 10, -9, 3], [17, -19, -3, -5, 8, -2, 3, 21], [-2, -9, -18, 6, 1, 1, 3, 1], [23, -1, 4, 0, 5, 7, 12, -19], [8, -11, -19, -12, -1, -13, -14, 19], [-8, -6, -8, -10, 1, -10, -3, 3], [6, 2, 2, -2, 0, 1, -14, -7], [-43, 19, -1, -2, -1, -15, -23, -2], [-15, -12, 4, 3, 5, -13, -20, 29], [3, 3, 8, -2, -10, 6, -3, 10], [11, 9, 17, 4, -1, 15, 6, -15], [-41, 1, -25, 1, -10, -9, -13, 10], [-29, -2, -24, -7, -14, -7, -16, 15], [4, -12, -11, -6, -8, 4, -29, -11], [-26, 0, -2, -6, -4, 0, -18, 0], [-1, -9, -10, 4, 3, 4, 11, -2], [-16, 7, 8, 7, 10, -13, 12, 14], [-4, 0, -7, -3, 10, -17, -6, -4], [3, 10, 15, -3, -5, -5, -10, -6], [3, -2, -11, -13, -11, -5, -3, 19], [8, 6, 0, 3, -1, 17, -12, -28], [28, 2, -8, 4, 12, -16, 16, -4], [-8, -9, 21, -5, -2, -4, -17, -3], [-23, 6, -9, 8, 3, -6, 5, -8], [1, -8, 4, -1, -8, 3, 2, 3], [0, -12, 2, -2, -2, 10, -11, -2], [6, 12, 4, 5, -5, 3, 10, -6], [4, -11, -4, 1, 8, 9, 9, -13], [4, -12, -7, -9, -4, -4, -18, 1], [20, 15, 13, -2, 10, -8, 40, 4], [10, 6, 2, 13, 3, 7, 1, -12], [-19, -3, -1, -2, -15, -9, -20, 14], [-39, -3, -15, -5, 0, -4, -31, -7], [19, 1, -1, 11, -6, 12, 3, -9], [-6, -11, -9, -6, -4, -14, -16, 26], [21, 6, 7, 6, 6, 19, 6, -8], [21, 5, -13, -3, 12, -8, 4, -3], [-12, -2, -24, -6, -12, 0, -22, 6], [-10, -9, 1, -3, -12, 8, -32, 5], [9, -22, -9, -7, -1, 7, -11, 25], [31, 16, 7, 0, -7, 4, 16, -5], [14, 2, -6, -10, -4, 4, -24, 7], [16, -3, 3, -4, 2, -7, 4, 35], [27, 10, 13, 4, 22, -8, 43, -5], [-10, -2, 11, -7, 2, 5, -20, 6], [8, -2, 10, -8, -8, 24, 4, -16], [-37, 10, 8, -4, -4, 4, -24, 6], [12, -15, -8, 4, -7, 5, 13, 1], [28, -7, 17, -3, 4, -2, 6, 13], [-2, -1, -3, -6, -6, 27, -24, -7], [19, -12, -10, -5, -3, -7, 5, 12], [2, 10, 1, 10, 8, 6, 25, -10], [22, -7, 9, -6, 4, 15, 5, 0], [-1, -11, 16, 10, 4, 10, -13, -12], [8, 18, -2, 4, -13, 7, 4, -3], [-3, -14, 10, 6, -20, 20, -10, -5], [-4, 16, 12, 3, -7, 7, -1, -19], [1, 6, 3, 5, 9, 3, -9, -10], [2, 7, 13, 12, 14, -5, 17, -14], [-12, -2, 7, 3, -14, -3, -12, 20], [0, 8, 20, 6, 14, 16, 12, -6], [-41, -6, -4, -13, -18, 2, -43, 9], [36, 0, 10, -2, 4, 0, 42, 8], [35, 3, -7, 1, -2, -2, -11, -1], [15, -4, 14, 2, -12, 22, 5, -5], [10, 4, 22, -2, -1, 22, -11, -3], [-19, 6, -6, -5, 1, -7, -23, -2], [1, 8, -11, -8, 2, -5, -7, -3], [13, 20, -20, 5, -3, -3, 5, 4], [-5, -6, 4, 9, -12, 17, -9, -8], [15, 16, 4, 15, 4, 15, 35, -14], [-2, 2, -11, -7, -9, -13, -14, 17], [10, 9, 1, 14, 13, -13, 21, -13], [-27, -3, -8, -6, -9, -11, -22, 8], [-20, 2, -20, -10, -2, -20, -10, 4], [29, 3, -13, -4, 3, -7, -2, 10], [14, -6, -7, -4, -6, -10, -2, 26], [15, 0, -8, -3, -3, -10, -32, 16], [-22, 11, -5, 4, 1, -11, -3, 3], [0, -7, 0, -9, 2, -2, -10, 21], [-7, -3, 2, -8, 4, -6, 6, 15], [13, 16, 6, 8, -10, 14, -12, -23], [18, 6, 3, 2, -12, -14, 10, 3], [-19, -6, -8, -5, -13, -19, -12, 15], [7, 2, 17, -1, 3, -1, 19, -11], [-5, 2, 16, 9, 2, 2, -2, -8], [-25, -7, 5, 1, -2, 7, -47, 0], [20, 10, -14, -7, 5, -1, -7, -4], [31, -1, 3, -3, -6, 9, 3, -4], [18, 19, 0, 6, 13, -11, 36, -2], [3, -11, -1, -11, 1, -11, -32, 17], [-23, -7, 10, 6, 23, -19, 8, 6], [9, 2, -9, 0, 15, -8, 8, -19], [28, -10, 9, -2, -4, 14, 3, 3], [7, -9, 18, 5, 4, -2, -14, -1], [25, -22, -9, -6, -11, 0, 1, 8], [13, 2, 11, 5, -11, 9, 2, 1], [-24, 3, -9, 4, -9, -1, 4, -11], [12, 8, -3, 8, -6, -4, 5, -13], [10, 15, 0, 1, -4, 10, 12, -3], [10, -15, -13, -2, -11, 3, -11, 3], [-25, -6, -44, 3, -1, -17, -20, 9], [-20, 9, -7, 8, -12, 7, 5, -22], [-24, 21, -9, 0, 5, -7, -16, 3], [-7, -1, 28, 1, 6, -6, -4, 9], [-17, -33, -15, -1, -1, -7, -7, 26], [30, -5, 14, 3, 6, 4, -12, 1], [-10, 5, 6, -3, -3, -6, 20, -25], [-7, -8, -20, -1, -11, -8, -33, 21], [-9, -1, 8, 6, 13, -2, -11, -6], [16, -2, 26, -12, -12, 18, -6, -12], [11, 1, -14, 9, 6, -20, 4, 1], [20, 12, -14, -4, 6, -6, 20, -4], [-17, 0, -4, -3, -5, 1, -30, 5], [-13, 1, 2, 3, 4, -28, 17, 18], [0, -8, 22, 6, 12, -2, 18, -14], [-14, 17, -5, 6, -13, 5, 4, -23], [10, 15, 7, -5, -4, -12, 16, -11], [17, 13, -5, 5, 12, -23, 28, 13], [-7, -3, -2, 16, 6, 10, 16, -13], [6, 19, 2, 9, -6, -11, 11, -7], [21, -3, 7, -4, 11, -11, -4, 10], [23, -9, -13, 2, -3, 3, 21, -4], [-3, -21, 13, 3, 14, -22, -7, 19], [14, 21, 9, -1, -4, 10, 21, -26], [4, 5, -7, 4, 0, -6, 29, 5], [18, 2, -4, 0, -8, 18, -4, -10], [-34, -5, -13, -10, -13, -7, -32, 19], [27, -5, -14, -7, -6, 4, -17, -7], [-12, 12, -13, -16, 2, -8, 15, -7], [8, -1, 9, -4, 5, 7, -15, -7], [19, -4, 8, -5, -7, -16, 5, 25], [25, 3, 2, -6, 7, 7, 16, -22], [12, 5, 30, 11, 4, 6, 12, -10], [0, 10, -18, -8, -8, -12, 8, -6], [-15, 5, -1, -8, -3, 9, -30, 21], [35, 14, -4, 1, 4, 7, 30, -23], [8, -22, -12, 0, -6, 2, -8, 24], [7, -6, -12, -11, -3, -5, -16, 19], [27, 9, 0, 2, -7, 9, -20, -12], [14, -19, -12, -13, -8, -5, -13, 23], [14, -17, 12, 5, 0, 22, -2, -21], [12, -4, 18, 0, -2, 12, -12, -4], [22, -3, 0, 3, 9, 5, 21, 21], [-11, 18, 2, 9, -1, 11, 2, -39], [-4, 7, -13, 6, -7, -13, 2, 11], [11, 11, 3, 5, -14, 0, 13, -2], [10, -17, -15, -12, -13, 3, -20, 29], [5, 21, -1, 23, 2, 5, 23, -24], [4, 7, 3, -4, -20, 8, -11, -15], [-5, -15, 14, 16, 4, 10, -23, 16], [25, -10, 32, -4, 2, 12, 14, 0], [1, -10, 13, -7, -1, -5, 5, 7], [13, -15, 10, 0, -7, 11, 1, 20], [-11, 0, -23, 0, -2, 15, -12, -24], [-9, 4, -23, 2, 15, -20, -8, -1], [2, -12, -20, -27, -17, -11, -22, 34], [-34, -8, 11, -11, -9, -2, -8, 5], [6, -7, -18, -12, -5, -7, 8, 20], [43, -9, 9, -1, 10, 0, 27, 7], [19, 3, 4, -8, 3, -3, 10, 10], [-13, 14, -20, -1, -5, -3, 27, 14], [4, 12, 0, 6, 12, -10, 8, -20], [-35, 19, -9, -11, -1, -22, -25, 13], [-3, -10, 12, 0, 14, -8, 7, 7], [-3, 7, 6, 0, 11, -23, 8, 9], [-12, -1, 4, 7, 5, 4, -17, -26], [-4, -8, 14, 0, 7, -3, -5, -8], [41, 4, -11, 5, -13, 1, 10, -9], [-27, -9, 1, -7, -10, 12, -11, -2], [16, -28, -3, -9, 10, -13, -9, 25], [29, -3, -4, -2, 13, -13, 25, 8], [10, 13, -16, 1, -2, 6, -2, -23], [-17, -14, -16, -21, -11, -19, -29, 18], [17, 15, 2, 10, 4, 15, 38, 6], [-15, 21, -17, 3, -9, 14, 30, -22], [-15, 15, 10, 3, 12, -12, 20, -34], [14, -8, -1, -6, 2, 0, -6, 37], [-53, -3, 5, -3, 6, -14, 11, 3], [21, 7, 1, 5, 3, 8, 1, -43], [17, -5, -17, -3, -6, 16, -25, -1], [29, -3, 4, 1, -20, 18, 6, 14], [10, -7, -9, -9, -20, 18, -8, 7], [4, 24, 12, 6, 20, 6, 23, -6], [19, -6, 2, -14, -6, 16, -22, 2], [3, 20, -22, 15, 4, -9, 16, -13], [3, 27, -6, 11, -2, -4, 5, -16], [-19, 4, -13, -14, -17, 0, -20, 33], [1, 14, -10, -7, 15, -23, 27, 20], [-30, -14, -3, -1, 2, 7, -13, -9], [-7, 4, 31, -4, 6, 0, 2, 10], [-6, -16, -12, 4, -4, -3, -7, 0], [43, 9, -7, 4, -15, 21, -15, -6], [3, -14, 12, 1, 0, 6, 2, -2], [25, 3, 22, 0, 0, 37, -3, -25], [-23, 27, -1, 7, -2, 5, 18, -31], [-27, 21, 12, 2, 3, 3, 22, -24], [51, 16, 0, 21, 15, 13, 26, -13], [-6, 9, -7, 0, -8, -1, -14, -5], [18, -3, 3, 4, 13, 1, 20, 29]], 'char_orbit_index': 1, 'field_poly': [-4, -32, -72, -24, 50, 16, -12, -2, 1], 'hecke_orbit_code': 144115188109415358, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 2, 2, 2, 2, 2, 2], 'hecke_ring_inverse_denominators': [1, 1, 1, 1, 1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0, 0], [3, 1, 0, 0, 1, -1, 0, 0], [2, 6, 1, 1, 1, -1, 0, 0], [16, 10, 4, 2, 8, -8, 0, 0], [20, 42, 16, 12, 16, -14, 0, 0], [102, 92, 56, 30, 70, -66, 4, 2], [188, 326, 188, 122, 180, -148, 10, 4]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0, 0], [6, 8, -6, -2, 1, 0, 0, 0], [-4, -18, 4, 4, -1, 0, 0, 0], [-2, 16, 10, -8, -2, 1, 0, 0], [4, 18, 8, -8, -2, 1, 0, 0], [-16, -64, -32, 48, 17, -12, -2, 1], [24, 116, 86, -84, -43, 22, 5, -2]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 8, 'label': '5054.2.a.bg', 'level': 5054, 'maxp': 2999, 'weight': 2}
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{'AL_dims': [[[[2, -1], [7, 1], [19, 1]], 22, 4], [[[2, -1], [7, -1], [19, -1]], 29, 6], [[[2, 1], [7, -1], [19, -1]], 16, 5], [[[2, 1], [7, -1], [19, 1]], 26, 4], [[[2, 1], [7, 1], [19, -1]], 25, 6], [[[2, -1], [7, -1], [19, 1]], 14, 4], [[[2, -1], [7, 1], [19, -1]], 20, 6], [[[2, 1], [7, 1], [19, 1]], 18, 4]], 'ALdims': [18, 25, 26, 16, 22, 20, 14, 29], 'Nk2': 20216, 'analytic_conductor': 40.356393181555106, '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': [5054, 1, [1445, 1807], [1, 1]], 'conrey_index': 1, 'cusp_dim': 721, 'dim': 170, 'eis_dim': 79, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5, 13], 'hecke_orbit_code': 33559486, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 4, 4, 4, 4, 6, 6, 6, 6, 6, 6, 8, 8, 8, 8, 9, 9, 12, 12], 'label': '5054.2.a', 'level': 5054, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7, 19], 'level_radical': 266, 'mf_dim': 800, 'mf_new_dim': 170, 'num_forms': 39, 'plus_dim': 68, 'prim_orbit_index': 1, 'relative_dim': 170, 'sturm_bound': 1520, 'trace_bound': 9, 'trace_display': [0, -2, -6, 0], 'traces': [170, 0, -2, 170, -6, 2, 0, 0, 162, -6, -8, -2, -2, 2, 0, 170, 0, 4, 0, -6, -2, 12, 8, 2, 166, -2, 4, 0, 16, 16, -28, 0, 24, -12, 2, 162, -16, 0, 16, -6, 8, -2, 0, -8, 18, 0, 36, -2, 170, 12, 44, -2, 20, 44, 32, 2, 0, 0, 26, 0, -6, 20, 12, 170, 52, 32, 8, 0, 32, 6, 0, 4, -4, 0, -14, 0, 4, 0, -40, -6, 174, 12, 26, -2, -4, 20, 36, 12, -28, -6, -14, 8, 8, -20, 0, 2, -32, 0, -56, 166, 34, 20, -36, -2, 24, -20, -8, 4, -48, -8, 4, 0, 8, 0, -8, 16, 22, 22, -4, 16, 174, 10, -4, -28, -36, -2, 40, 0, -16, -12, -30, 24, 0, 4, 16, -12, 36, -48, -34, 2, -32, 16, -88, 162, -12, -24, -2, -16, 24, 22, -16, 0, -32, 12, 16, 16, 54, -24, 4, -6, -8, -20, 16, 8, 32, 30, 52, -2, 134, -60, 0, 0, 54, -28, 4, -8, 68, 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1}
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mf_twists_nf • Show schema
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id: 1240203
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 8, 'source_hecke_orbit': 33, 'source_is_minimal': True, 'source_label': '5054.2.a.bg', 'source_level': 5054, 'target_char_orbit': 1, 'target_dim': 8, 'target_hecke_orbit': 33, 'target_is_minimal': True, 'target_label': '5054.2.a.bg', 'target_level': 5054, 'twist_class_label': '5054.2.a.bg', 'twist_class_level': 5054, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 1240204
{'conductor': 19, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 8, 'source_hecke_orbit': 33, 'source_is_minimal': True, 'source_label': '5054.2.a.bg', 'source_level': 5054, 'target_char_orbit': 1, 'target_dim': 8, 'target_hecke_orbit': 34, 'target_is_minimal': True, 'target_label': '5054.2.a.bh', 'target_level': 5054, 'twist_class_label': '5054.2.a.bg', 'twist_class_level': 5054, 'twisting_char_label': '19.b', 'twisting_char_orbit': 2, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 3785750
{'charpoly_factorization': [[[1, 1], 8]], 'hecke_orbit_code': 144115188109415358, 'p': 2}
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id: 3785751
{'charpoly_factorization': [[[-19, 74, 2, -98, 15, 38, -8, -4, 1], 1]], 'hecke_orbit_code': 144115188109415358, 'p': 3}
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id: 3785752
{'charpoly_factorization': [[[-19, -18, 138, 254, 90, -46, -22, 2, 1], 1]], 'hecke_orbit_code': 144115188109415358, 'p': 5}
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id: 3785753
{'charpoly_factorization': [[[-1, 1], 8]], 'hecke_orbit_code': 144115188109415358, 'p': 7}
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id: 3785754
{'charpoly_factorization': [[[-779, 3212, 3268, 4, -710, -156, 28, 12, 1], 1]], 'hecke_orbit_code': 144115188109415358, 'p': 11}
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id: 3785755
{'charpoly_factorization': [[[905, -2960, 2600, -290, -505, 170, 10, -10, 1], 1]], 'hecke_orbit_code': 144115188109415358, 'p': 13}
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id: 3785756
{'charpoly_factorization': [[[-24719, -1556, 19052, 8822, 295, -462, -58, 6, 1], 1]], 'hecke_orbit_code': 144115188109415358, 'p': 17}
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id: 3785757
{'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 144115188109415358, 'p': 19}
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id: 3785758
{'charpoly_factorization': [[[-5795, 8380, 4320, -3940, -1910, 20, 120, 20, 1], 1]], 'hecke_orbit_code': 144115188109415358, 'p': 23}
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id: 3785759
{'charpoly_factorization': [[[-2179, 10792, 948, -5736, 690, 424, -52, -8, 1], 1]], 'hecke_orbit_code': 144115188109415358, 'p': 29}
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id: 3785760
{'charpoly_factorization': [[[4541, -9258, 3238, 2394, -1630, 154, 78, -18, 1], 1]], 'hecke_orbit_code': 144115188109415358, 'p': 31}
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id: 3785761
{'charpoly_factorization': [[[-396379, 895876, -648248, 193748, -21470, -948, 432, -36, 1], 1]], 'hecke_orbit_code': 144115188109415358, 'p': 37}
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id: 3785762
{'charpoly_factorization': [[[-9559, -17886, 7402, 17662, 5855, 78, -148, -4, 1], 1]], 'hecke_orbit_code': 144115188109415358, 'p': 41}
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id: 3785763
{'charpoly_factorization': [[[2944801, -2593096, -234638, 159352, 8455, -2872, -158, 16, 1], 1]], 'hecke_orbit_code': 144115188109415358, 'p': 43}
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id: 3785764
{'charpoly_factorization': [[[8597405, -2495090, -820830, 152430, 23210, -2390, -270, 10, 1], 1]], 'hecke_orbit_code': 144115188109415358, 'p': 47}
-
id: 3785765
{'charpoly_factorization': [[[-48299, 468648, 292448, -12624, -17470, 1256, 248, -32, 1], 1]], 'hecke_orbit_code': 144115188109415358, 'p': 53}
-
id: 3785766
{'charpoly_factorization': [[[29921, -22338, -27882, 4054, 3350, -206, -122, 2, 1], 1]], 'hecke_orbit_code': 144115188109415358, 'p': 59}
-
id: 3785767
{'charpoly_factorization': [[[7421, 9638, -2202, -3414, 610, 346, -82, -2, 1], 1]], 'hecke_orbit_code': 144115188109415358, 'p': 61}
-
id: 3785768
{'charpoly_factorization': [[[-51619, 238284, -324498, 155152, -13985, -3072, 662, -44, 1], 1]], 'hecke_orbit_code': 144115188109415358, 'p': 67}
-
id: 3785769
{'charpoly_factorization': [[[17936, 24832, -40832, -8416, 3960, 544, -112, -8, 1], 1]], 'hecke_orbit_code': 144115188109415358, 'p': 71}
-
id: 3785770
{'charpoly_factorization': [[[27334525, 14084100, 564300, -461650, -17665, 6270, -10, -30, 1], 1]], 'hecke_orbit_code': 144115188109415358, 'p': 73}
-
id: 3785771
{'charpoly_factorization': [[[-6438695, 3898520, -206650, -375860, 125995, -18660, 1470, -60, 1], 1]], 'hecke_orbit_code': 144115188109415358, 'p': 79}
-
id: 3785772
{'charpoly_factorization': [[[-23760304, -3954912, 1543488, 284096, -22020, -5264, -12, 28, 1], 1]], 'hecke_orbit_code': 144115188109415358, 'p': 83}
-
id: 3785773
{'charpoly_factorization': [[[580621, -3478988, 1255068, 396734, -15385, -7246, -222, 22, 1], 1]], 'hecke_orbit_code': 144115188109415358, 'p': 89}
-
id: 3785774
{'charpoly_factorization': [[[-1404719, 1126874, 1442622, 378162, 18750, -3962, -378, 6, 1], 1]], 'hecke_orbit_code': 144115188109415358, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 33, 'label': '5054.2.a.bg', 'level': 5054, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 267685000
{'hecke_orbit_code': 144115188109415358, 'n': 1, 'trace_an': 8}
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id: 267685001
{'hecke_orbit_code': 144115188109415358, 'n': 2, 'trace_an': -8}
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id: 267685002
{'hecke_orbit_code': 144115188109415358, 'n': 3, 'trace_an': 4}
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id: 267685003
{'hecke_orbit_code': 144115188109415358, 'n': 4, 'trace_an': 8}
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id: 267685004
{'hecke_orbit_code': 144115188109415358, 'n': 5, 'trace_an': -2}
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id: 267685005
{'hecke_orbit_code': 144115188109415358, 'n': 6, 'trace_an': -4}
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id: 267685006
{'hecke_orbit_code': 144115188109415358, 'n': 7, 'trace_an': 8}
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id: 267685007
{'hecke_orbit_code': 144115188109415358, 'n': 8, 'trace_an': -8}
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id: 267685008
{'hecke_orbit_code': 144115188109415358, 'n': 9, 'trace_an': 8}
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id: 267685009
{'hecke_orbit_code': 144115188109415358, 'n': 10, 'trace_an': 2}
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id: 267685010
{'hecke_orbit_code': 144115188109415358, 'n': 11, 'trace_an': -12}
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id: 267685011
{'hecke_orbit_code': 144115188109415358, 'n': 12, 'trace_an': 4}
-
id: 267685012
{'hecke_orbit_code': 144115188109415358, 'n': 13, 'trace_an': 10}
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id: 267685013
{'hecke_orbit_code': 144115188109415358, 'n': 14, 'trace_an': -8}
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id: 267685014
{'hecke_orbit_code': 144115188109415358, 'n': 15, 'trace_an': 24}
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id: 267685015
{'hecke_orbit_code': 144115188109415358, 'n': 16, 'trace_an': 8}
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id: 267685016
{'hecke_orbit_code': 144115188109415358, 'n': 17, 'trace_an': -6}
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id: 267685017
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