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{'Nk2': 4180, 'analytic_conductor': 8.3443670112238, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 1], [11, -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': [1045, 1, [837, 761, 496], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 7, 'field_disc': 712078252, 'field_disc_factorization': [[2, 2], [17, 1], [23, 1], [109, 1], [4177, 1]], 'field_poly': [11, -18, -16, 27, 8, -10, -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': [[2, [11, -18, -16, 27, 8, -10, -1, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525197425148949, 'hecke_ring_generator_nbound': 2, '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': '1045.2.a.h', 'level': 1045, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 11, 19], 'level_radical': 1045, 'minimal_twist': '1045.2.a.h', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{1}q^{2}+\\beta _{5}q^{3}+(1+\\beta _{2})q^{4}-q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 7, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1045.2.a', 'trace_display': [1, 3, -7, -1], 'trace_hash': 763839157598243686, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.151', 'prec': 17}, {'__RealLiteral__': 0, 'data': '6.147', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.320', 'prec': 17}, {'__RealLiteral__': 0, 'data': '109.890', 'prec': 24}, {'__RealLiteral__': 0, 'data': '96.351', 'prec': 20}, {'__RealLiteral__': 0, 'data': '3223.811', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.005', 'prec': 17}, 'traces': [7, 1, 3, 7, -7, 8, -1, 3, 2, -1, 7, 13, 1, 12, -3, 3, 1, 7, -7, -7, 5, 1, -8, 25, 7, 0, 12, 4, 11, -8, 7, 12, 3, -14, 1, 7, -17, -1, 30, -3, 17, 33, -3, 7, -2, 18, 14, -12, 6, 1, 8, -17, 7, -27, -7, 36, -3, -15, 35, -13, 17, 46, -22, 5, -1, 8, 4, -35, -4, -12, 10, 12, 22, -11, 3, -7, -1, -41, 11, -3, -21, -14, 39, 21, -1, -24, -2, 3, 18, -7, -22, -51, 10, 14, 7, -11, -4, -26, 2, 7, 18, -13, -28, 5, -5, 32, 20, -6, -26, -1, 3, 16, 1, -8, 8, 49, 30, -26, 12, -25, 7, 55, 18, -10, -7, 23, -12, -17, 19, 0, 40, 13, 1, -39, -12, -45, 14, -6, 5, -4, 49, -39, 1, -38, -11, -10, -29, -81, -7, 8, 5, -3, -4, 12, -7, 4, -5, -49, -32, -12, 5, -23, -5, 27, -3, -34, 43, -38, 8, 14, -2, -26, -6, 19, -1, 3, 10, -47, 56, -7, -10, 35, -4, -52, 17, -12, 1, 52, -24, 1, 17, 4, -20, 8, -30, 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mf_hecke_nf • Show schema
Hide schema
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15, -1, 11, 11, -10, 14], [22, 12, 4, -5, -14, -15, -10], [23, -7, -5, -15, 9, -1, 9], [-6, 16, 3, 2, 6, 1, -4], [-6, -4, 1, 4, -6, 11, 5], [29, 7, 5, -10, -21, -11, -11], [-12, -10, 6, 3, 6, 6, -20], [19, -5, -1, 0, 5, -12, -6], [-9, -11, 4, 13, -1, 20, 8], [-1, 17, 3, 0, -19, -8, 2], [-4, 16, -4, 1, 0, -8, 9], [-3, 5, -15, -1, -7, 8, 1], [-28, -8, -8, 16, 20, 20, 4], [19, 5, -1, -4, 5, -2, 7], [24, 2, 7, -8, -4, -21, 8], [-17, -7, -9, 1, -3, 13, -22], [12, 8, 3, 3, 8, -20, 19], [3, 7, -3, -3, -17, 9, -6], [-2, 4, 4, 2, -14, 11, -26], [-38, -28, 4, 1, 6, 11, -6], [24, 16, -3, 10, 10, -15, 2], [4, 10, -2, 2, -12, 1, 12], [29, -3, 2, -11, -19, -19, -12], [37, 3, 5, -21, 3, -15, 15], [13, -3, 1, -11, 21, -7, 23], [-34, 16, -1, 12, 0, 26, -20], [4, -20, 7, 2, -2, 19, -16], [-11, 7, -4, -13, 1, -14, -14], [30, -2, -4, 0, 16, 0, 12], [23, 13, 15, -3, 3, -27, 13], [-3, -11, 16, 9, 3, -4, 5], [-4, 12, 4, -2, 6, -19, 13], [-35, 17, 7, 3, -5, 7, 3], [-7, 27, -4, 6, -5, -9, 2], [-6, -2, 19, 7, 14, -18, 11], [47, 11, 1, -1, 3, -8, 6], [-35, 1, 4, 1, -9, 14, -4], [3, -7, -21, -13, 5, 15, -1], [-3, -3, -14, 7, 29, 4, 11], [-53, 1, 1, 13, 5, 8, -22], [-15, -25, 1, 11, 9, 20, -25], [2, -10, -7, 0, -6, 10, 8], [-25, 1, -15, 20, -7, 32, -14], [12, 10, 7, 12, 6, -17, 22], [7, 5, -2, 0, 3, 4, -13], [17, -1, 9, -4, -9, -13, 0], [7, 3, 3, 0, -3, 14, 2], [-23, -9, 11, -9, -9, -5, -6], [21, -1, 14, -19, -7, -42, 3], [2, 18, -15, 7, -14, 14, -11], [-25, 9, 4, -1, -3, 25, -14], [-10, 0, -1, 2, -4, 4, 1], [-2, -10, 10, -4, 20, -18, 21], [15, -9, 11, 3, 23, -16, 23], [-5, 13, -20, 8, 9, -17, 7], [9, 7, 14, -6, 19, -37, 19], [25, 15, 12, -11, 1, -11, 8], [-8, 4, 6, -3, 8, -17, 7], [3, 25, -4, -12, -9, -5, -6], [20, 10, -9, 3, 0, 1, 6], [-4, -2, -3, -13, -4, 3, -17], [1, -7, -6, 3, 29, -9, 28], [50, 10, 5, -2, 0, -16, 18], [-3, -5, -20, 14, 1, 32, -1], [3, -1, -13, 2, -9, -13, -4], [31, -9, -1, -26, 7, -11, 2], [-19, -11, 0, 6, 11, 20, 14], [-3, 13, -2, -1, -1, -16, 8], [-13, 7, -12, -14, 11, -6, 14], [-7, 13, -6, -10, -17, 8, 8], [-23, -7, -5, -10, 17, -11, 28], [35, 11, 18, -17, 5, -40, 19], [-2, 14, -5, 8, -16, 5, -18], [4, -26, 1, 1, 22, -2, 12], [22, 24, -1, 5, -8, -24, 10], [15, -7, -1, -4, -1, 4, 10], [10, 2, 4, 12, -16, 18, -33], [-14, -34, -5, 11, 2, 16, -15], [-3, -3, -7, 6, -7, 39, -2], [-22, 4, -3, 14, -4, 10, -17], [-11, 19, 10, -9, 1, -8, 0], [-35, -5, -9, 23, 13, 36, -15], [-7, -11, -13, 12, -9, 23, 2], [15, -1, 3, 5, -7, -2, 1], [-28, 0, -8, 23, 20, 26, -5], [-32, -8, 3, -5, -10, -3, 2], [9, 21, -3, 5, -15, -1, -2], [-3, 7, -15, 17, 9, 7, 3], [-22, -10, -5, 8, 10, 15, -10], [-14, -28, 4, -1, 8, 7, -15], [-32, -16, 10, 13, 16, 20, -22], [12, -10, -6, 5, 10, -1, -8], [2, -12, 2, 11, 10, 19, -5], [30, 4, 9, -16, -2, -15, -15], [21, 9, -5, -19, 9, -9, 18], [-3, -19, -10, 0, 5, 4, 12], [-23, -17, 3, -21, -1, -2, 3], [23, 19, -3, -5, 7, -1, 0], [0, -8, 1, 7, -4, -22, -1], [33, -3, 12, -24, 13, -23, 16], [3, -7, 15, 1, -19, 10, -2], [43, -9, 1, -11, 1, -16, 7], [29, 5, -13, -20, -3, -15, 21], [-7, -3, 8, 5, 7, 4, -24], [-13, -9, -21, 5, 15, 9, 13], [34, -12, 6, -22, 6, -21, 18], [0, -2, -13, 11, 2, 25, -5], [-11, 31, -3, -7, 3, 1, -10], [2, 8, -18, 2, -10, -5, -18], [23, -5, 3, -8, -29, 3, -10], [18, -4, 9, -11, -10, -41, 10], [-21, 9, 5, 2, -19, 0, -1], [2, 8, -14, 7, -2, -8, 6], [-16, -8, 0, 5, 12, -4, -19], [18, -32, 7, -16, -18, 8, 0], [-14, -16, 1, 9, -14, 29, -29], [-4, 14, 13, -13, 4, -29, 14], [-9, -15, -6, -7, -1, 11, -7], [2, -2, 13, 13, -8, 26, -14], [25, -25, -6, -16, -1, 3, -15], [25, -1, 3, 6, 3, 11, -16], [-40, 6, 8, 11, 2, 14, -36], [34, 2, 10, -2, -16, 1, -12], [49, 11, 10, -5, -19, -12, 3], [7, 1, 21, -5, -17, -28, -4], [-19, -15, 0, 25, -1, 26, -29], [3, 25, 18, -3, -27, 1, -6], [-1, -27, -2, 16, 7, 16, -4], [4, 16, -15, 13, 10, 1, 7], [-28, -14, -17, 9, 4, 31, -7], [3, -7, -4, -9, 9, -9, -4], [-14, 8, -6, -5, 4, -17, 6], [27, -21, -3, -7, 11, 1, 12], [26, 2, 12, -7, 6, -28, 11], [-8, -16, 10, -19, -10, 7, -32], [-9, -3, 8, 7, 21, -3, -6], [-4, -14, 13, -1, 20, -7, 25], [-11, 9, 10, -3, 5, -4, 4], [14, 8, 14, -8, -10, -21, 10], [33, -11, 8, -14, -15, -5, 5], [13, 25, 7, 6, -7, -20, 18], [7, 29, 12, -8, 1, -24, 6], [52, 14, 11, 2, -10, -28, 19], [32, -2, -17, 11, 12, 0, 10], [-12, -4, 7, 13, 6, 21, -15], [-15, -19, 9, -3, 13, -7, 8], [-34, -22, -17, 0, 18, 13, -4], [-5, 17, -5, 0, -27, 9, 3], [-2, -4, -1, -8, -30, 20, -14], [16, -28, 2, -3, 10, 17, -21], [31, 31, 8, -2, -21, -9, 5], [-46, 6, -4, 7, 4, 9, -9], [15, 7, -3, 5, -1, -15, 6], [-3, 1, 18, -6, -31, -9, -9], [-41, 13, 1, 0, 5, -1, 16], [23, -3, 8, 2, -25, -9, -19], [1, 7, 11, 2, -17, -23, 1], [-24, 8, -13, 17, 16, 12, -3], [14, -26, -1, -8, 28, -19, 27]], 'char_orbit_index': 1, 'field_poly': [11, -18, -16, 27, 8, -10, -1, 1], 'hecke_orbit_code': 31525197425148949, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1, 1, 1, 1, 1], 'hecke_ring_inverse_denominators': [1, 1, 1, 1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0], [3, 0, 1, 0, 0, 0, 0], [0, 5, 0, 1, 0, 1, 1], [14, 1, 7, 1, 1, -1, 0], [1, 28, 0, 9, 3, 7, 9], [76, 11, 44, 12, 11, -9, 2]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0], [-3, 0, 1, 0, 0, 0, 0], [21, -10, -33, 2, 11, 0, -1], [27, -1, -52, -5, 20, 1, -2], [41, -10, -78, -3, 30, 1, -3], [-62, 15, 111, 2, -41, -1, 4]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 7, 'label': '1045.2.a.h', 'level': 1045, 'maxp': 2999, 'weight': 2}
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{'AL_dims': [[[[5, -1], [11, -1], [19, -1]], 9, 1], [[[5, 1], [11, 1], [19, -1]], 9, 1], [[[5, -1], [11, 1], [19, 1]], 8, 2], [[[5, 1], [11, 1], [19, 1]], 7, 2], [[[5, -1], [11, 1], [19, -1]], 6, 2], [[[5, -1], [11, -1], [19, 1]], 8, 1], [[[5, 1], [11, -1], [19, 1]], 7, 1], [[[5, 1], [11, -1], [19, -1]], 5, 1]], 'ALdims': [7, 9, 7, 5, 8, 6, 8, 9], 'Nk2': 4180, 'analytic_conductor': 8.3443670112238, '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': [1045, 1, [837, 761, 496], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 117, 'dim': 59, 'eis_dim': 7, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 33555477, 'hecke_orbit_dims': [1, 1, 2, 5, 5, 6, 6, 7, 8, 9, 9], 'label': '1045.2.a', 'level': 1045, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 11, 19], 'level_radical': 1045, 'mf_dim': 124, 'mf_new_dim': 59, 'num_forms': 11, 'plus_dim': 26, 'prim_orbit_index': 1, 'relative_dim': 59, 'sturm_bound': 240, 'trace_bound': 5, 'trace_display': [-3, -4, 3, -8], 'traces': [59, -3, -4, 53, 3, 20, -8, 9, 55, -3, -1, 36, -14, 32, -4, 37, -18, 25, -1, 13, 0, -3, 0, 52, 59, -10, 8, -56, 2, -4, -24, 25, -4, -46, 0, 17, -38, 9, 16, -15, -18, -16, -4, 1, 23, -16, 32, 28, 43, -3, 40, -26, -38, 48, 7, 8, -4, 22, 44, -28, -22, -32, 0, 45, -6, -12, 4, -62, -48, 8, -32, 5, -58, -50, -4, -7, 16, -80, -56, 13, 67, -14, 68, -104, -10, -52, -16, -15, -18, -39, -32, -24, 32, 72, -1, 4, -42, -67, -13, 53, 50, -72, -64, -42, 32, 22, -44, 8, -22, -3, 16, -56, -18, -12, 0, -42, 10, 116, 16, -36, 59, -2, 40, -72, 3, -80, -80, -23, -24, 6, 4, -28, 0, -68, -40, 58, 6, -48, -68, -24, 88, 32, -14, -135, 10, -22, -36, 22, -30, 20, -48, 45, 14, 16, 16, -104, -70, -40, 8, -63, 40, 165, -36, 74, -4, 132, 96, 72, 37, -46, 3, 28, 122, -40, -8, -15, 104, 106, 4, 41, -38, 144, -64, -16, -30, -104, 6, 64, 128, 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724, -240, -36], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 629526
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 7, 'source_hecke_orbit': 8, 'source_is_minimal': True, 'source_label': '1045.2.a.h', 'source_level': 1045, 'target_char_orbit': 1, 'target_dim': 7, 'target_hecke_orbit': 8, 'target_is_minimal': True, 'target_label': '1045.2.a.h', 'target_level': 1045, 'twist_class_label': '1045.2.a.h', 'twist_class_level': 1045, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 629527
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 7, 'source_hecke_orbit': 8, 'source_is_minimal': True, 'source_label': '1045.2.a.h', 'source_level': 1045, 'target_char_orbit': 1, 'target_dim': 7, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '5225.2.a.m', 'target_level': 5225, 'twist_class_label': '1045.2.a.h', 'twist_class_level': 1045, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 629528
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 7, 'source_hecke_orbit': 8, 'source_is_minimal': True, 'source_label': '1045.2.a.h', 'source_level': 1045, 'target_char_orbit': 1, 'target_dim': 7, 'target_hecke_orbit': 30, 'target_is_minimal': False, 'target_label': '9405.2.a.bd', 'target_level': 9405, 'twist_class_label': '1045.2.a.h', 'twist_class_level': 1045, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 1629875
{'charpoly_factorization': [[[11, -18, -16, 27, 8, -10, -1, 1], 1]], 'hecke_orbit_code': 31525197425148949, 'p': 2}
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id: 1629876
{'charpoly_factorization': [[[4, -20, -31, 17, 20, -7, -3, 1], 1]], 'hecke_orbit_code': 31525197425148949, 'p': 3}
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id: 1629877
{'charpoly_factorization': [[[1, 1], 7]], 'hecke_orbit_code': 31525197425148949, 'p': 5}
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id: 1629878
{'charpoly_factorization': [[[296, -460, 3, 205, -18, -27, 1, 1], 1]], 'hecke_orbit_code': 31525197425148949, 'p': 7}
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id: 1629879
{'charpoly_factorization': [[[-1, 1], 7]], 'hecke_orbit_code': 31525197425148949, 'p': 11}
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id: 1629880
{'charpoly_factorization': [[[-1184, -184, 1133, 526, -55, -49, -1, 1], 1]], 'hecke_orbit_code': 31525197425148949, 'p': 13}
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id: 1629881
{'charpoly_factorization': [[[1096, 428, -1829, 616, 141, -61, -1, 1], 1]], 'hecke_orbit_code': 31525197425148949, 'p': 17}
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id: 1629882
{'charpoly_factorization': [[[1, 1], 7]], 'hecke_orbit_code': 31525197425148949, 'p': 19}
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id: 1629883
{'charpoly_factorization': [[[-7724, -1508, 3449, 326, -341, -38, 8, 1], 1]], 'hecke_orbit_code': 31525197425148949, 'p': 23}
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id: 1629884
{'charpoly_factorization': [[[-368, 960, -435, -420, 253, 1, -11, 1], 1]], 'hecke_orbit_code': 31525197425148949, 'p': 29}
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id: 1629885
{'charpoly_factorization': [[[8300, -13500, -7261, 1474, 547, -83, -7, 1], 1]], 'hecke_orbit_code': 31525197425148949, 'p': 31}
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id: 1629886
{'charpoly_factorization': [[[-20896, 8216, 18113, -1999, -1170, -10, 17, 1], 1]], 'hecke_orbit_code': 31525197425148949, 'p': 37}
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id: 1629887
{'charpoly_factorization': [[[-1328, 520, 897, -543, -35, 80, -17, 1], 1]], 'hecke_orbit_code': 31525197425148949, 'p': 41}
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id: 1629888
{'charpoly_factorization': [[[2872, -16172, 6573, 3343, -510, -159, 3, 1], 1]], 'hecke_orbit_code': 31525197425148949, 'p': 43}
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id: 1629889
{'charpoly_factorization': [[[35972, -95404, -31135, 3760, 1239, -82, -14, 1], 1]], 'hecke_orbit_code': 31525197425148949, 'p': 47}
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id: 1629890
{'charpoly_factorization': [[[1211488, -493272, -86071, 20236, 1551, -263, -7, 1], 1]], 'hecke_orbit_code': 31525197425148949, 'p': 53}
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id: 1629891
{'charpoly_factorization': [[[-106388, 139916, 50927, -18274, 119, 357, -35, 1], 1]], 'hecke_orbit_code': 31525197425148949, 'p': 59}
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id: 1629892
{'charpoly_factorization': [[[1052, -12172, 28087, -16456, 3035, -103, -17, 1], 1]], 'hecke_orbit_code': 31525197425148949, 'p': 61}
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id: 1629893
{'charpoly_factorization': [[[-1748, -11912, -17537, 4510, 542, -133, -4, 1], 1]], 'hecke_orbit_code': 31525197425148949, 'p': 67}
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id: 1629894
{'charpoly_factorization': [[[14492, -35628, -19889, 1982, 1135, -110, -10, 1], 1]], 'hecke_orbit_code': 31525197425148949, 'p': 71}
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id: 1629895
{'charpoly_factorization': [[[85096, -145236, 82651, -20270, 1850, 69, -22, 1], 1]], 'hecke_orbit_code': 31525197425148949, 'p': 73}
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id: 1629896
{'charpoly_factorization': [[[19664, -26336, -9323, 3017, 646, -106, -11, 1], 1]], 'hecke_orbit_code': 31525197425148949, 'p': 79}
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id: 1629897
{'charpoly_factorization': [[[2216, -15716, 3111, 5798, -2997, 533, -39, 1], 1]], 'hecke_orbit_code': 31525197425148949, 'p': 83}
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id: 1629898
{'charpoly_factorization': [[[-20716, -39380, -19859, 664, 1628, -81, -18, 1], 1]], 'hecke_orbit_code': 31525197425148949, 'p': 89}
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id: 1629899
{'charpoly_factorization': [[[-6460112, -1303672, 202011, 46188, -1394, -415, 4, 1], 1]], 'hecke_orbit_code': 31525197425148949, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 8, 'label': '1045.2.a.h', 'level': 1045, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 185509000
{'hecke_orbit_code': 31525197425148949, 'n': 1, 'trace_an': 7}
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id: 185509001
{'hecke_orbit_code': 31525197425148949, 'n': 2, 'trace_an': 1}
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id: 185509002
{'hecke_orbit_code': 31525197425148949, 'n': 3, 'trace_an': 3}
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id: 185509003
{'hecke_orbit_code': 31525197425148949, 'n': 4, 'trace_an': 7}
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id: 185509004
{'hecke_orbit_code': 31525197425148949, 'n': 5, 'trace_an': -7}
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id: 185509005
{'hecke_orbit_code': 31525197425148949, 'n': 6, 'trace_an': 8}
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id: 185509006
{'hecke_orbit_code': 31525197425148949, 'n': 7, 'trace_an': -1}
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id: 185509007
{'hecke_orbit_code': 31525197425148949, 'n': 8, 'trace_an': 3}
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id: 185509008
{'hecke_orbit_code': 31525197425148949, 'n': 9, 'trace_an': 2}
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id: 185509009
{'hecke_orbit_code': 31525197425148949, 'n': 10, 'trace_an': -1}
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id: 185509010
{'hecke_orbit_code': 31525197425148949, 'n': 11, 'trace_an': 7}
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id: 185509011
{'hecke_orbit_code': 31525197425148949, 'n': 12, 'trace_an': 13}
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id: 185509012
{'hecke_orbit_code': 31525197425148949, 'n': 13, 'trace_an': 1}
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id: 185509013
{'hecke_orbit_code': 31525197425148949, 'n': 14, 'trace_an': 12}
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id: 185509014
{'hecke_orbit_code': 31525197425148949, 'n': 15, 'trace_an': -3}
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id: 185509015
{'hecke_orbit_code': 31525197425148949, 'n': 16, 'trace_an': 3}
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id: 185509016
{'hecke_orbit_code': 31525197425148949, 'n': 17, 'trace_an': 1}
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id: 185509017
{'hecke_orbit_code': 31525197425148949, 'n': 18, 'trace_an': 7}
-
id: 185509018
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