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{'Nk2': 16120, 'analytic_conductor': 32.179712014576, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [5, 1], [13, 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': [4030, 1, [807, 1861, 2731], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 8, 'field_disc': 54601204844609, 'field_disc_factorization': [[6423551, 1], [8500159, 1]], 'field_poly': [4, 22, -19, -84, 64, 18, -16, -1, 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, [4, -22, -19, 84, 64, -18, -16, 1, 1]]], 'hecke_orbit': 14, 'hecke_orbit_code': 58546795189374910, 'hecke_ring_generator_nbound': 7, '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': '4030.2.a.n', 'level': 4030, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5, 13, 31], 'level_radical': 4030, 'minimal_twist': '4030.2.a.n', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}-\\beta _{1}q^{3}+q^{4}-q^{5}-\\beta _{1}q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '4030.2.a', 'trace_display': [8, -1, -8, 1], 'trace_hash': 1464180436164110652, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.087', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.267', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.342', 'prec': 17}, {'__RealLiteral__': 0, 'data': '154.957', 'prec': 24}, {'__RealLiteral__': 0, 'data': '192.396', 'prec': 24}, {'__RealLiteral__': 0, 'data': '5046.007', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [8, 8, -1, 8, -8, -1, 1, 8, 9, -8, 4, -1, -8, 1, 1, 8, -5, 9, 2, -8, 17, 4, 4, -1, 8, -8, 11, 1, 11, 1, -8, 8, 10, -5, -1, 9, 19, 2, 1, -8, 10, 17, 19, 4, -9, 4, 11, -1, 11, 8, 7, -8, 8, 11, -4, 1, -11, 11, 28, 1, -12, -8, 20, 8, 8, 10, 24, -5, 30, -1, 18, 9, -3, 19, -1, 2, -7, 1, 22, -8, 24, 10, 17, 17, 5, 19, 11, 4, 17, -9, -1, 4, 1, 11, -2, -1, -24, 11, 23, 8, 7, 7, 23, -8, -17, 8, 17, 11, 10, -4, 49, 1, -26, -11, -4, 11, -9, 28, 42, 1, 34, -12, -39, -8, -8, 20, 20, 8, 15, 8, -5, 10, -21, 24, -11, -5, 33, 30, -11, -1, 34, 18, -4, 9, -11, -3, 7, 19, 72, -1, 9, 2, -62, -7, 8, 1, 22, 22, 3, -8, 30, 24, -19, 10, -10, 17, 1, 17, 8, 5, -18, 19, 41, 11, 1, 4, -16, 17, -15, -9, 26, -1, -16, 4, -19, 1, -49, 11, 73, -2, -18, -1, -15, -24, -1, 11, 47, 23, 26, 8, -38, 7, 28, 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mf_hecke_nf • Show schema
Hide schema
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-3], [-7, 8, -2, -2, -6, -6, -3, 3], [5, -5, 13, 1, -10, -3, 8, -6], [-8, -5, 11, -2, -7, 3, -1, -7], [6, -9, 9, 3, -7, 1, 1, -1], [37, 0, 3, -2, -3, 2, -5, -1], [-8, -2, -2, 11, 0, -3, 5, 1], [-9, 13, -11, -1, 0, -2, 5, 4], [-9, -8, 4, -2, -7, -2, 1, -2], [19, -1, -14, 3, 3, 0, 1, 8], [-4, 4, -5, -7, 0, 3, -6, -6], [10, -10, -1, 1, 4, 1, -7, 0], [31, -10, 3, 3, 4, 4, -1, -3], [-1, 0, -17, 10, 11, -2, -5, 1], [-19, -2, -6, -7, 2, 7, -5, 2], [-19, -6, 1, 8, 0, 1, 3, 1], [6, -1, -4, 0, -1, 0, -5, 7], [-4, 5, -1, -9, -3, 2, -4, -6], [-8, 4, -1, 6, -5, -2, -4, -2], [12, -12, 1, 2, 0, 8, -2, -1], [-9, -6, 6, 0, -3, -4, 4, -6], [1, -8, 10, -4, -7, -3, 2, -1], [2, -2, -7, -4, -4, 3, -1, 2], [-9, -11, -10, 1, -2, 8, 0, 1], [17, 14, 3, -8, 6, 2, -5, -2], [-10, 11, -1, 9, 1, 2, -6, 0], [8, 9, 1, -5, -6, 5, -5, -1], [1, -4, -2, 0, -8, 2, -1, -1], [9, -4, 4, -3, -10, -8, 7, -4], [-12, 10, -10, 6, 4, 4, 2, -4], [19, -2, -11, 7, 7, -1, -2, 6], [-8, -3, 10, 2, 4, -10, 4, -2], [-12, -7, 0, 5, 2, 4, 8, -5], [2, 12, -5, 0, -1, -9, 7, 3], [-4, 4, 1, -10, -8, 3, -3, -4], [4, 0, 2, -1, -7, -8, 6, 2], [16, 5, -8, 7, 11, -3, -1, -2], [-2, 4, -12, 5, 4, -4, 0, 4], [28, -8, -9, -9, 0, -1, -3, 6], [0, 8, 3, 0, 2, -3, 11, 4], [15, -3, -5, 5, 6, 9, -2, 4], [17, 0, -1, 1, 5, 5, -10, 0], [9, 11, -5, 3, 3, 4, -9, -1], [-12, -9, -1, 1, -2, 3, 1, 0], [-19, 0, 7, 6, -1, 2, 5, -7], [24, -3, -11, 2, 0, 4, -4, 7], [18, 6, -8, -1, 5, -4, 4, -1], [10, -10, 0, 1, 1, 10, 6, -3], [-15, -2, 13, 0, -7, 1, 3, -4], [13, -9, -3, 3, 7, 2, -9, -1], [-7, -3, -10, -4, 1, 4, 3, -2], [-1, -10, 6, -3, 2, -7, 4, 2], [-18, 13, 14, 1, 1, -2, 8, -4], [0, -12, 1, 5, -8, -5, -7, -2], [-26, 13, -8, 7, 9, -4, -7, 3], [-10, 0, -1, 1, -1, 5, 3, -6], [33, 9, 3, 1, -1, -6, -6, -1], [-6, -15, 9, -1, -10, 6, 6, -3], [-12, -16, 8, -5, -7, 6, 9, 3], [5, 0, -11, 4, 6, 1, -2, 1], [-13, -2, 18, 5, -5, -6, -2, -2], [0, -6, -9, 5, -1, 0, 4, 1], [-9, 6, -5, 8, 11, -2, -5, 11], [11, -11, 1, -3, -1, 4, -3, -3], [-3, -10, 5, -4, -7, -5, -6, 0], [20, 8, -9, 3, 6, 0, -12, -1], [17, 4, -2, 1, -2, -9, -6, 11], [2, -4, -4, 12, 10, -7, 2, -1], [-2, -14, 5, -8, -4, -2, 2, 1], [-16, -10, 6, -3, 5, -3, 13, -3], [-23, -5, 9, 3, 4, -8, 7, 2], [-14, -5, -9, 3, -6, -3, 7, -2], [-8, -14, 0, 6, 1, -4, -2, 3], [-9, -6, 16, 2, 0, -1, 10, 0], [-15, 2, -13, 3, 13, 10, -3, 1], [-4, -2, -1, 4, 1, 6, 2, -8], [-12, 9, -6, 8, -4, 3, -3, 3], [-20, 0, -6, 1, 9, 6, 1, -1], [-4, 0, -4, 4, -4, 3, -1, 5], [4, -8, 9, 7, -3, -1, 3, -7], [5, 12, -2, 3, 4, 7, -4, -2], [11, 4, -3, 13, 4, -5, -4, -2], [-27, -6, 12, -2, -6, -9, 10, 0], [7, -4, 9, -8, 3, -3, 2, 1], [-11, 8, -2, -3, -1, 12, -11, -2], [15, 8, -1, 5, 12, 5, -14, 2], [-2, 11, -22, 1, 11, 7, -11, 0], [-1, -14, 2, 6, 6, -5, 12, 1], [-5, 1, 11, -4, -12, -3, 9, -5], [5, -6, 9, 10, 1, -2, 7, -4], [4, 1, 12, -11, -5, -1, 8, 2], [8, -21, 3, 2, -7, -3, 3, 5], [-24, 1, -7, 8, 8, 4, -10, 1], [13, -1, 5, -1, 0, 5, 4, 5], [-10, -8, -2, 0, 10, 4, 3, 0], [-3, -7, 14, -11, -11, 3, 4, -3], [10, 6, 7, -4, 4, -2, -7, 1], [-8, -6, -9, 0, 2, 10, 6, 3], [4, 22, -6, -7, 6, 6, -6, 0], [-18, 15, -2, 0, 1, 1, -9, 2], [5, -9, 8, 5, -1, 1, 12, -1], [13, -17, 9, -1, -5, 2, 3, -3], [-12, 13, -2, 15, -1, -6, -2, 5], [3, 10, 0, 3, 3, -10, 1, 0], [-21, -5, 4, -3, -5, -2, 15, 1], [12, -2, 15, -2, 2, -8, 7, 1], [7, -2, -6, 0, -4, -2, 12, -3], [10, -10, 5, 1, 3, -1, -3, 1], [6, -14, 6, 5, 7, 6, 6, -3], [23, -5, -8, 7, -3, 0, -1, -3], [7, -9, -2, -8, -2, -4, 1, 8], [8, 17, -12, 1, 5, 5, -11, -2], [12, 4, -4, -2, 3, -9, -8, 2], [20, 5, 5, 5, 2, -8, 3, 1], [-2, -7, -1, 3, -5, -6, 10, 4], [-13, 2, -15, 8, 10, 10, -10, 0], [34, 1, -3, 0, 8, -1, 6, 6], [-17, 2, 3, -8, -6, -1, -4, -7], [2, 6, -6, -9, -14, -4, -4, -4], [16, -21, 4, 2, -1, 4, 12, 2], [22, 11, -12, 0, 12, -4, -5, 2], [-7, 6, 19, -9, -14, -5, 11, -5], [-15, -12, 26, 1, -1, -7, 16, -2], [25, 6, 2, 9, 5, -3, 2, 3], [-12, 7, 1, -8, 7, -3, -1, 1], [-10, -10, -11, 7, 2, 1, -3, 1], [17, -11, -5, -1, 8, 10, -11, 2], [32, 21, -2, -2, -3, 1, 1, 0], [10, -1, -18, -8, -2, 5, -8, 9], [-2, 15, -13, -2, -7, -6, 4, 0], [-21, -9, 14, 11, 2, -1, 5, -8], [-20, 6, 8, 6, -7, -3, 7, 4], [-12, -3, -13, 5, 10, -3, -13, 4], [22, -3, -3, 0, 3, -7, 6, 11], [-47, 12, 4, -2, 0, -5, 4, -2], [-2, -13, -3, -4, -5, -5, 10, 5], [12, -13, 6, -2, 0, 6, -4, -4], [29, 3, 2, 10, 2, -2, -1, 3], [30, -21, 0, 3, 8, -5, 17, 3], [-16, -4, 8, -3, -1, 6, 6, -9], [-15, -4, 1, -3, -2, 5, 6, 3], [26, 25, -12, 1, -4, 5, -5, -7], [4, -8, -4, -1, 7, -4, -2, -3], [-15, -17, 4, -10, -4, 5, 4, 4], [-14, 10, -12, 2, 0, 5, -5, 1], [-20, 1, -2, 5, -4, -3, 6, -3], [23, 14, -7, 5, -2, -10, -1, -1], [-34, 12, -1, -4, 4, 6, -4, -5], [-14, 22, -11, 8, 0, -5, 8, 4], [19, 5, 19, -8, -13, -2, 0, -3], [19, -3, -5, 11, 10, -7, 10, -2], [9, -18, 25, -7, -12, -2, 7, 0], [-6, 11, -15, 5, 4, 3, -11, 0], [-44, 15, -20, 9, 11, 6, -3, 3], [-13, -1, -6, 11, 1, -3, -5, 3], [-21, -6, 8, 7, 3, -2, 2, 4], [19, 5, -14, 16, 3, -2, -15, 2], [18, 19, -3, -3, -2, 5, -1, 2], [9, 8, 15, -12, -11, 2, 3, 1], [5, -6, 10, -1, -4, -6, -4, 5], [4, 0, 9, -10, -5, 0, -2, -3], [13, 4, 9, 2, -4, -3, 2, -3], [16, -9, 11, -16, -9, 2, 4, -1], [2, 0, 2, -7, -3, -3, 1, -6], [11, -12, 24, -3, -4, -5, 14, -1], [-12, -2, 15, -13, -11, 3, -9, -3], [16, -11, -9, 9, 14, 4, -8, 3], [-20, -12, 5, 6, 7, 1, 5, -2], [19, -5, 10, -10, -13, -3, 8, 0], [-15, 6, -12, 4, -2, -1, -4, -4], [-5, -7, 8, 3, -12, -4, 8, -5], [-20, 5, -3, -7, 0, 1, 13, 4], [-5, -12, -2, -4, 6, -3, -6, 4], [-6, 11, 11, -10, -7, -2, 13, 0], [0, 24, -3, 2, -1, 4, -6, 4], [3, -9, 10, -10, -1, 10, 5, -6], [6, 3, -6, -4, -3, -1, -11, 12], [-27, -9, 22, -3, 0, -1, 10, -1], [-4, 2, 8, 3, 3, -2, 7, 5], [-15, -6, 10, -4, -5, -8, 5, 0], [-10, -3, 7, 2, 4, 7, -9, -8], [-25, 5, -4, -4, 7, 2, -14, 4], [31, 11, 8, -10, -1, 2, -9, 5], [34, -5, 6, 5, -1, -2, 6, -3], [-7, 3, -2, -11, 6, 4, -3, 0], [1, 12, -10, 6, 9, 0, -21, 4], [4, -4, 16, -6, 1, -6, 12, 1]], 'char_orbit_index': 1, 'field_poly': [4, 22, -19, -84, 64, 18, -16, -1, 1], 'hecke_orbit_code': 58546795189374910, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 58, 29, 58, 29, 58, 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], [4, 0, -1, 1, 1, 0, 0, 0], [-1, 8, -1, 0, 1, 0, -1, 1], [31, 1, -13, 9, 10, 1, -2, 1], [-10, 69, -12, 3, 12, -1, -13, 13], [263, 20, -138, 81, 94, 17, -28, 12], [-73, 613, -116, 49, 126, -17, -138, 138]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0, 0], [-108, -319, 426, 186, -112, -44, 7, 3], [-102, 203, 325, -211, -80, 39, 5, -2], [-136, -725, -166, 608, 48, -122, -3, 7], [-205, -203, 1271, -467, -320, 127, 20, -8], [-318, 145, 1786, -1434, -362, 386, 19, -25], [-8, 3, 82, -62, -18, 16, 1, -1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 8, 'label': '4030.2.a.n', 'level': 4030, 'maxp': 2999, 'weight': 2}
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{'AL_dims': [[[[2, -1], [5, -1], [13, -1], [31, -1]], 6, 1], [[[2, 1], [5, 1], [13, 1], [31, 1]], 7, 1], [[[2, -1], [5, -1], [13, 1], [31, 1]], 6, 1], [[[2, -1], [5, 1], [13, 1], [31, -1]], 7, 1], [[[2, -1], [5, 1], [13, -1], [31, 1]], 6, 1], [[[2, -1], [5, -1], [13, -1], [31, 1]], 9, 1], [[[2, 1], [5, -1], [13, -1], [31, -1]], 9, 2], [[[2, 1], [5, 1], [13, -1], [31, -1]], 6, 1], [[[2, 1], [5, -1], [13, 1], [31, 1]], 8, 1], [[[2, 1], [5, -1], [13, -1], [31, 1]], 6, 1], [[[2, 1], [5, 1], [13, -1], [31, 1]], 10, 2], [[[2, 1], [5, -1], [13, 1], [31, -1]], 7, 1], [[[2, -1], [5, 1], [13, -1], [31, -1]], 9, 1], [[[2, -1], [5, -1], [13, 1], [31, -1]], 8, 1], [[[2, -1], [5, 1], [13, 1], [31, 1]], 8, 1], [[[2, 1], [5, 1], [13, 1], [31, -1]], 9, 1]], 'ALdims': [7, 9, 10, 6, 8, 7, 6, 9, 8, 7, 6, 9, 6, 8, 9, 6], 'Nk2': 16120, 'analytic_conductor': 32.179712014576, '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': [4030, 1, [807, 1861, 2731], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 665, 'dim': 121, 'eis_dim': 15, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 33558462, 'hecke_orbit_dims': [1, 2, 6, 6, 6, 6, 6, 7, 7, 7, 8, 8, 8, 8, 8, 9, 9, 9], 'label': '4030.2.a', 'level': 4030, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5, 13, 31], 'level_radical': 4030, 'mf_dim': 680, 'mf_new_dim': 121, 'num_forms': 18, 'plus_dim': 51, 'prim_orbit_index': 1, 'relative_dim': 121, 'sturm_bound': 1344, 'trace_bound': 5, 'trace_display': [-3, -4, -3, 8], 'traces': [121, -3, -4, 121, -3, -12, 8, -3, 117, 1, 4, -4, 1, 0, 4, 121, -6, -7, -20, -3, 16, -12, 8, -12, 121, 1, 8, 8, 6, -4, 1, -3, 16, -38, 8, 117, -10, 12, 4, 1, 10, 0, 4, 4, -7, 0, -16, -4, 73, -3, 40, 1, 6, -24, -4, 0, -16, -2, -76, 4, 6, 1, 24, 121, 1, 32, -28, -6, -80, -24, 24, -7, 2, 22, -4, -20, -64, -4, -48, 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'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': 8, 'source_hecke_orbit': 14, 'source_is_minimal': True, 'source_label': '4030.2.a.n', 'source_level': 4030, 'target_char_orbit': 1, 'target_dim': 8, 'target_hecke_orbit': 14, 'target_is_minimal': True, 'target_label': '4030.2.a.n', 'target_level': 4030, 'twist_class_label': '4030.2.a.n', 'twist_class_level': 4030, '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: 3476350
{'charpoly_factorization': [[[-1, 1], 8]], 'hecke_orbit_code': 58546795189374910, 'p': 2}
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id: 3476351
{'charpoly_factorization': [[[4, -22, -19, 84, 64, -18, -16, 1, 1], 1]], 'hecke_orbit_code': 58546795189374910, 'p': 3}
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id: 3476352
{'charpoly_factorization': [[[1, 1], 8]], 'hecke_orbit_code': 58546795189374910, 'p': 5}
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id: 3476353
{'charpoly_factorization': [[[-189, 1098, -762, -373, 300, 40, -33, -1, 1], 1]], 'hecke_orbit_code': 58546795189374910, 'p': 7}
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id: 3476354
{'charpoly_factorization': [[[-52, 334, 199, -2858, 680, 216, -53, -4, 1], 1]], 'hecke_orbit_code': 58546795189374910, 'p': 11}
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id: 3476355
{'charpoly_factorization': [[[1, 1], 8]], 'hecke_orbit_code': 58546795189374910, 'p': 13}
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id: 3476356
{'charpoly_factorization': [[[-19, -330, -677, 1260, 500, -279, -60, 5, 1], 1]], 'hecke_orbit_code': 58546795189374910, 'p': 17}
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id: 3476357
{'charpoly_factorization': [[[19, 71, -88, -189, 106, 54, -25, -2, 1], 1]], 'hecke_orbit_code': 58546795189374910, 'p': 19}
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id: 3476358
{'charpoly_factorization': [[[12343, 10996, -5217, -4534, 907, 435, -88, -4, 1], 1]], 'hecke_orbit_code': 58546795189374910, 'p': 23}
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id: 3476359
{'charpoly_factorization': [[[625, -14750, 26425, -8290, -1028, 651, -30, -11, 1], 1]], 'hecke_orbit_code': 58546795189374910, 'p': 29}
-
id: 3476360
{'charpoly_factorization': [[[1, 1], 8]], 'hecke_orbit_code': 58546795189374910, 'p': 31}
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id: 3476361
{'charpoly_factorization': [[[1300393, -1174963, 333225, -6976, -12363, 1811, 18, -19, 1], 1]], 'hecke_orbit_code': 58546795189374910, 'p': 37}
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id: 3476362
{'charpoly_factorization': [[[-1765844, 1577282, 371327, -207899, 11166, 2821, -237, -10, 1], 1]], 'hecke_orbit_code': 58546795189374910, 'p': 41}
-
id: 3476363
{'charpoly_factorization': [[[-2588, -1622, 6167, -1492, -1371, 348, 63, -19, 1], 1]], 'hecke_orbit_code': 58546795189374910, 'p': 43}
-
id: 3476364
{'charpoly_factorization': [[[-18599, 58294, 4534, -28361, 4960, 1394, -151, -11, 1], 1]], 'hecke_orbit_code': 58546795189374910, 'p': 47}
-
id: 3476365
{'charpoly_factorization': [[[1792116, 784836, -222829, -70163, 10540, 1703, -217, -8, 1], 1]], 'hecke_orbit_code': 58546795189374910, 'p': 53}
-
id: 3476366
{'charpoly_factorization': [[[2185429, -3497556, 1215197, -44368, -30569, 3393, 102, -28, 1], 1]], 'hecke_orbit_code': 58546795189374910, 'p': 59}
-
id: 3476367
{'charpoly_factorization': [[[154847, -94548, -235244, 107707, 13857, -2330, -219, 12, 1], 1]], 'hecke_orbit_code': 58546795189374910, 'p': 61}
-
id: 3476368
{'charpoly_factorization': [[[468, 70056, 35473, -15177, -4174, 1132, 86, -24, 1], 1]], 'hecke_orbit_code': 58546795189374910, 'p': 67}
-
id: 3476369
{'charpoly_factorization': [[[2850148, -3882972, 1476041, -171538, -13109, 3904, -121, -18, 1], 1]], 'hecke_orbit_code': 58546795189374910, 'p': 71}
-
id: 3476370
{'charpoly_factorization': [[[-90396, -13878, 54241, 27583, 2844, -684, -125, 3, 1], 1]], 'hecke_orbit_code': 58546795189374910, 'p': 73}
-
id: 3476371
{'charpoly_factorization': [[[-11685836, 13876620, 1009373, -602484, -4298, 7922, -263, -22, 1], 1]], 'hecke_orbit_code': 58546795189374910, 'p': 79}
-
id: 3476372
{'charpoly_factorization': [[[-24687, 325056, -554270, -151231, 16544, 3192, -201, -17, 1], 1]], 'hecke_orbit_code': 58546795189374910, 'p': 83}
-
id: 3476373
{'charpoly_factorization': [[[-13637, -21056, 46551, 11526, -28850, 5561, -212, -17, 1], 1]], 'hecke_orbit_code': 58546795189374910, 'p': 89}
-
id: 3476374
{'charpoly_factorization': [[[-592303, -1707541, 180572, 533722, 442, -8062, -252, 24, 1], 1]], 'hecke_orbit_code': 58546795189374910, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 14, 'label': '4030.2.a.n', 'level': 4030, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 226741000
{'hecke_orbit_code': 58546795189374910, 'n': 1, 'trace_an': 8}
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id: 226741001
{'hecke_orbit_code': 58546795189374910, 'n': 2, 'trace_an': 8}
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id: 226741002
{'hecke_orbit_code': 58546795189374910, 'n': 3, 'trace_an': -1}
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id: 226741003
{'hecke_orbit_code': 58546795189374910, 'n': 4, 'trace_an': 8}
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id: 226741004
{'hecke_orbit_code': 58546795189374910, 'n': 5, 'trace_an': -8}
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id: 226741005
{'hecke_orbit_code': 58546795189374910, 'n': 6, 'trace_an': -1}
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id: 226741006
{'hecke_orbit_code': 58546795189374910, 'n': 7, 'trace_an': 1}
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id: 226741007
{'hecke_orbit_code': 58546795189374910, 'n': 8, 'trace_an': 8}
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id: 226741008
{'hecke_orbit_code': 58546795189374910, 'n': 9, 'trace_an': 9}
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id: 226741009
{'hecke_orbit_code': 58546795189374910, 'n': 10, 'trace_an': -8}
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id: 226741010
{'hecke_orbit_code': 58546795189374910, 'n': 11, 'trace_an': 4}
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id: 226741011
{'hecke_orbit_code': 58546795189374910, 'n': 12, 'trace_an': -1}
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id: 226741012
{'hecke_orbit_code': 58546795189374910, 'n': 13, 'trace_an': -8}
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id: 226741013
{'hecke_orbit_code': 58546795189374910, 'n': 14, 'trace_an': 1}
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id: 226741014
{'hecke_orbit_code': 58546795189374910, 'n': 15, 'trace_an': 1}
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id: 226741015
{'hecke_orbit_code': 58546795189374910, 'n': 16, 'trace_an': 8}
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id: 226741016
{'hecke_orbit_code': 58546795189374910, 'n': 17, 'trace_an': -5}
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id: 226741017
{'hecke_orbit_code': 58546795189374910, 'n': 18, 'trace_an': 9}
-
id: 226741018
{'hecke_orbit_code': 58546795189374910, 'n': 19, 'trace_an': 2}
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id: 226741019
{'hecke_orbit_code': 58546795189374910, 'n': 20, 'trace_an': -8}
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{'hecke_orbit_code': 58546795189374910, 'n': 975, 'trace_an': 1}
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id: 226741975
{'hecke_orbit_code': 58546795189374910, 'n': 976, 'trace_an': -12}
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id: 226741976
{'hecke_orbit_code': 58546795189374910, 'n': 977, 'trace_an': -30}
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id: 226741977
{'hecke_orbit_code': 58546795189374910, 'n': 978, 'trace_an': -21}
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id: 226741978
{'hecke_orbit_code': 58546795189374910, 'n': 979, 'trace_an': 205}
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id: 226741979
{'hecke_orbit_code': 58546795189374910, 'n': 980, 'trace_an': -11}
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id: 226741980
{'hecke_orbit_code': 58546795189374910, 'n': 981, 'trace_an': -80}
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id: 226741981
{'hecke_orbit_code': 58546795189374910, 'n': 982, 'trace_an': -13}
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id: 226741982
{'hecke_orbit_code': 58546795189374910, 'n': 983, 'trace_an': 24}
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id: 226741983
{'hecke_orbit_code': 58546795189374910, 'n': 984, 'trace_an': -39}
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id: 226741984
{'hecke_orbit_code': 58546795189374910, 'n': 985, 'trace_an': -47}
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id: 226741985
{'hecke_orbit_code': 58546795189374910, 'n': 986, 'trace_an': -62}
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id: 226741986
{'hecke_orbit_code': 58546795189374910, 'n': 987, 'trace_an': -11}
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id: 226741987
{'hecke_orbit_code': 58546795189374910, 'n': 988, 'trace_an': -2}
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id: 226741988
{'hecke_orbit_code': 58546795189374910, 'n': 989, 'trace_an': -15}
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id: 226741989
{'hecke_orbit_code': 58546795189374910, 'n': 990, 'trace_an': -23}
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id: 226741990
{'hecke_orbit_code': 58546795189374910, 'n': 991, 'trace_an': -89}
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id: 226741991
{'hecke_orbit_code': 58546795189374910, 'n': 992, 'trace_an': -8}
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id: 226741992
{'hecke_orbit_code': 58546795189374910, 'n': 993, 'trace_an': -28}
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id: 226741993
{'hecke_orbit_code': 58546795189374910, 'n': 994, 'trace_an': 36}
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id: 226741994
{'hecke_orbit_code': 58546795189374910, 'n': 995, 'trace_an': -26}
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id: 226741995
{'hecke_orbit_code': 58546795189374910, 'n': 996, 'trace_an': 30}
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id: 226741996
{'hecke_orbit_code': 58546795189374910, 'n': 997, 'trace_an': -171}
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id: 226741997
{'hecke_orbit_code': 58546795189374910, 'n': 998, 'trace_an': 15}
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id: 226741998
{'hecke_orbit_code': 58546795189374910, 'n': 999, 'trace_an': 149}
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id: 226741999
{'hecke_orbit_code': 58546795189374910, 'n': 1000, 'trace_an': -8}