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{'Nk2': 21560, 'analytic_conductor': 43.03936668947013, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, -1], [7, 1], [11, 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': [5390, 1, [2157, 4511, 981], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 6, 'field_disc': 30728192, 'field_disc_factorization': [[2, 13], [11, 2], [31, 1]], 'field_poly': [-8, -8, 34, 0, -12, 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': [[3, [-8, -8, 34, 0, -12, 0, 1]], [13, [184, -496, 132, 176, -42, -4, 1]], [17, [-32, -64, 36, 64, -36, 0, 1]], [19, [2212, -3736, 786, 448, -62, -8, 1]], [31, [33544, -18016, 612, 832, -86, -8, 1]]], 'hecke_orbit': 63, 'hecke_orbit_code': 279223176930530574, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], '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': '5390.2.a.ck', 'level': 5390, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7, 11], 'level_radical': 770, 'minimal_twist': '5390.2.a.cj', 'nf_label': '6.6.30728192.1', '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': 6, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '5390.2.a', 'trace_display': [-6, 0, 6, 0], 'trace_hash': 703072415981092154, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.162', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.602', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.697', 'prec': 17}, {'__RealLiteral__': 0, 'data': '83.004', 'prec': 20}, {'__RealLiteral__': 0, 'data': '64.793', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1821.253', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.020', 'prec': 17}, 'traces': [6, -6, 0, 6, 6, 0, 0, -6, 6, -6, -6, 0, 4, 0, 0, 6, 0, -6, 8, 6, 0, 6, 0, 0, 6, -4, 0, 0, 20, 0, 8, -6, 0, 0, 0, 6, -8, -8, 16, -6, -4, 0, -12, -6, 6, 0, 8, 0, 0, -6, 0, 4, 8, 0, -6, 0, -8, -20, -20, 0, 20, -8, 0, 6, 4, 0, -8, 0, 32, 0, 16, -6, 16, 8, 0, 8, 0, -16, 28, 6, -10, 4, -12, 0, 0, 12, -8, 6, 40, -6, 0, 0, 0, -8, 8, 0, 44, 0, -6, 6, -20, 0, 40, -4, 0, -8, -4, 0, -8, 6, 32, 0, -16, 8, 0, 20, 52, 20, 0, 0, 6, -20, 16, 8, 6, 0, 0, -6, -16, -4, -16, 0, 0, 8, 0, 0, 4, -32, 0, 0, 24, -16, -4, 6, 20, -16, 0, -8, 4, 0, 4, -8, 40, 0, 8, 16, 28, -28, 16, -6, 0, 10, 8, -4, 0, 12, 0, 0, 22, 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mf_hecke_nf • Show schema
Hide schema
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10], [9, 3, 10, 17, -5, 10], [-30, 11, -1, -13, 14, -6], [3, -4, -3, 6, -1, 13], [-12, 4, 18, -8, 4, -8], [-9, 9, -3, -3, 9, -10], [0, 16, -6, 0, 8, -7], [0, -5, 6, -14, -8, -8], [6, 6, 24, 0, 4, 0], [1, -1, -13, 2, -3, -11], [26, -12, -25, 2, -2, 10], [-18, -6, 7, -7, 6, -18], [25, 0, 13, -4, 5, 7], [-23, -11, -14, -5, -3, -10], [26, 18, -2, -11, 0, -6], [-17, -11, -2, -9, -11, -2], [0, 11, 3, -7, 0, -8], [-4, 6, -18, -14, 4, -8], [6, -12, 13, -3, 8, 10], [0, 2, 20, -4, -8, 4], [13, 11, 0, -9, 1, -5], [-3, 17, 4, 11, 3, -7], [-1, -16, 4, 6, -5, 3], [-13, 5, 16, -5, 11, 6], [-5, -3, -2, -17, -3, -12], [21, -9, 22, 3, 5, 0], [-30, -9, -33, -3, -4, -5], [10, -18, 29, -3, 10, -5], [9, 3, 1, 5, -7, -3], [-3, -6, 2, -16, 1, -14], [1, 15, -31, 4, -13, 1], [-36, -11, -7, 3, -2, 3], [2, -8, 20, 12, 2, 2], [5, 2, 16, 9, -9, 2], [17, -2, -3, 18, -9, 8], [-16, 4, 4, -2, 8, -5], [-44, -7, 8, -10, -8, -1], [17, 5, -8, -7, -11, 8], [51, 15, 17, -7, -7, 5], [-17, 15, -16, 13, -5, 12], [-14, 20, 16, 0, -4, -1], [-3, 1, 22, 9, 13, -8], [-3, -27, 9, -12, 3, -1], [-7, -3, -44, 1, 1, 0], [-5, 0, 3, 2, 7, 1], [13, -3, -18, -11, -3, -1], [-36, 1, 3, -7, -8, 0], [-17, 7, -9, 12, 5, -5], [30, -5, -15, -3, 4, 5], [12, -6, -23, -1, 0, 7], [37, -4, 14, -9, -9, 5], [8, 14, 1, -15, -4, -1], [-20, -6, -7, 17, 2, 10], [-8, -2, -8, 0, 18, -19], [11, -9, 6, 5, -1, 10], [-13, 1, 10, 1, 17, -14], [5, 0, 6, 14, -3, -6], [35, -11, 6, 2, 11, 7], [7, 9, 0, -7, -15, -16], [5, 7, 22, 3, 3, 17], [-11, -9, -7, 12, -5, 1], [13, -9, -22, 20, 1, 21], [-16, 4, -7, -13, 8, -5], [11, -3, -12, -3, -7, -17], [14, -2, 21, 7, -2, -5], [26, 19, 6, 14, -2, 10], [9, -5, 12, -11, -19, 2], [12, 14, 5, -1, -14, 15], [-50, -6, 12, 2, 6, 2], [51, 13, -33, 5, -13, 2], [36, -8, 1, 9, 0, 11], [-31, 4, 19, -8, 5, -7], [-1, 7, 2, -6, 1, -7], [12, -14, 2, -12, 6, -10], [11, 13, -8, -1, -5, 2], [12, -3, 34, -5, -14, -1], [18, 4, 10, 15, 8, 18], [18, 6, 24, 4, 10, 4], [26, 15, -13, -3, 10, -10], [10, -8, -14, -2, 16, -7], [34, 11, 4, 14, -2, 6], [-17, -23, 17, 6, 5, 5], [12, 6, -35, 5, -8, -1], [28, 6, -14, -4, -4, -4], [36, 14, -28, 2, -12, 0], [-2, -10, -26, -2, -10, 11], [-12, 14, -14, 10, 10, -6], [3, -9, -30, 13, 13, 8], [-17, -16, 11, -20, 9, -16], [19, -7, -12, 0, -9, -1], [12, 27, 2, 1, -6, 0], [-14, 2, 3, -23, 6, -22], [13, -7, 0, 1, 15, 4], [1, 29, -15, 9, -17, 11], [15, 4, -29, -2, -7, -4], [-15, -2, -20, -16, 1, -4], [-6, -15, 8, -23, -4, 7], [14, 14, 2, 16, 0, 14], [-24, -10, -22, 18, 0, 14], [36, 8, -34, -2, -6, -7], [11, 5, -3, -2, -11, -3], [9, 27, 0, -1, -7, 5]], 'char_orbit_index': 1, 'field_poly': [-8, -8, 34, 0, -12, 0, 1], 'hecke_orbit_code': 279223176930530574, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 4, 4, 4, 2], 'hecke_ring_inverse_denominators': [1, 1, 1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0], [4, 0, -1, 1, 0, 1], [0, 6, -2, 0, 0, 1], [25, 1, -10, 7, 1, 8], [6, 40, -20, 2, 2, 12]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0], [-4, 10, 12, -8, -2, 1], [-12, 14, -8, 4, 2, -1], [8, 30, -16, -12, 2, 1], [-4, -2, 12, -6, -2, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 6, 'label': '5390.2.a.ck', 'level': 5390, 'maxp': 2999, 'weight': 2}
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{'AL_dims': [[[[2, -1], [5, -1], [7, -1], [11, -1]], 5, 4], [[[2, 1], [5, -1], [7, 1], [11, 1]], 11, 4], [[[2, -1], [5, 1], [7, 1], [11, 1]], 8, 2], [[[2, -1], [5, -1], [7, 1], [11, 1]], 6, 3], [[[2, 1], [5, -1], [7, -1], [11, -1]], 11, 6], [[[2, 1], [5, 1], [7, -1], [11, -1]], 8, 6], [[[2, -1], [5, 1], [7, 1], [11, -1]], 7, 2], [[[2, -1], [5, -1], [7, 1], [11, -1]], 11, 2], [[[2, -1], [5, -1], [7, -1], [11, 1]], 11, 6], [[[2, 1], [5, -1], [7, 1], [11, -1]], 6, 3], [[[2, 1], [5, 1], [7, 1], [11, -1]], 8, 3], [[[2, 1], [5, 1], [7, 1], [11, 1]], 7, 2], [[[2, -1], [5, 1], [7, -1], [11, -1]], 11, 5], [[[2, -1], [5, 1], [7, -1], [11, 1]], 8, 6], [[[2, 1], [5, 1], [7, -1], [11, 1]], 11, 7], [[[2, 1], [5, -1], [7, -1], [11, 1]], 5, 4]], 'ALdims': [7, 8, 11, 8, 11, 6, 5, 11, 8, 7, 8, 11, 6, 11, 11, 5], 'Nk2': 21560, 'analytic_conductor': 43.03936668947013, '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': [5390, 1, [2157, 4511, 981], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 977, 'dim': 134, 'eis_dim': 63, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 13, 17, 19, 31], 'hecke_orbit_code': 33559822, '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, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 5, 5, 6, 6, 6, 6], 'label': '5390.2.a', 'level': 5390, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7, 11], 'level_radical': 770, 'mf_dim': 1040, 'mf_new_dim': 134, 'num_forms': 65, 'plus_dim': 52, 'prim_orbit_index': 1, 'relative_dim': 134, 'sturm_bound': 2016, 'trace_bound': 17, 'trace_display': [0, -4, -2, 0], 'traces': [134, 0, -4, 134, -2, -4, 0, 0, 122, 0, 0, -4, -16, 0, 0, 134, 8, 0, -8, -2, 0, 2, 12, -4, 134, 4, -16, 0, -4, -4, -20, 0, -4, -8, 0, 122, 84, 0, 80, 0, 20, 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-128, -64, 8, -58, 400, -72, 0, -68, 752, 288, 272, 120, -16, 0, 60, 104, -80, 36, 944, 184, 0, -292, 40, 92, -48, 8, 456, 0, -512, 56, -96, -20, 136, 204, 0, -4, 600, 24, 944, -184, -68, 0, 376, -56, 268, 912, -64, 8, 0, -424, -476, 184, -168, -292, 336, 0, -60, 16, -104, -24, 624, 132, 0, -16, 1168, 192, -112, -20, 8, 0, 1360, -12, 36, 12, 328, 200, 0, -24, 8, 12, 416, 184, 168, 0, 1492, -280, 128, -4], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 1257096
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 63, 'source_is_minimal': True, 'source_label': '5390.2.a.ck', 'source_level': 5390, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 62, 'target_is_minimal': True, 'target_label': '5390.2.a.cj', 'target_level': 5390, 'twist_class_label': '5390.2.a.cj', 'twist_class_level': 5390, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1257097
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 63, 'source_is_minimal': True, 'source_label': '5390.2.a.ck', 'source_level': 5390, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 63, 'target_is_minimal': True, 'target_label': '5390.2.a.ck', 'target_level': 5390, 'twist_class_label': '5390.2.a.cj', 'twist_class_level': 5390, '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: 3882200
{'charpoly_factorization': [[[1, 1], 6]], 'hecke_orbit_code': 279223176930530574, 'p': 2}
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id: 3882201
{'charpoly_factorization': [[[-8, -8, 34, 0, -12, 0, 1], 1]], 'hecke_orbit_code': 279223176930530574, 'p': 3}
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id: 3882202
{'charpoly_factorization': [[[-1, 1], 6]], 'hecke_orbit_code': 279223176930530574, 'p': 5}
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id: 3882203
{'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 279223176930530574, 'p': 7}
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id: 3882204
{'charpoly_factorization': [[[1, 1], 6]], 'hecke_orbit_code': 279223176930530574, 'p': 11}
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id: 3882205
{'charpoly_factorization': [[[184, -496, 132, 176, -42, -4, 1], 1]], 'hecke_orbit_code': 279223176930530574, 'p': 13}
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id: 3882206
{'charpoly_factorization': [[[-32, -64, 36, 64, -36, 0, 1], 1]], 'hecke_orbit_code': 279223176930530574, 'p': 17}
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id: 3882207
{'charpoly_factorization': [[[2212, -3736, 786, 448, -62, -8, 1], 1]], 'hecke_orbit_code': 279223176930530574, 'p': 19}
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id: 3882208
{'charpoly_factorization': [[[56, -136, -114, 168, -48, 0, 1], 1]], 'hecke_orbit_code': 279223176930530574, 'p': 23}
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id: 3882209
{'charpoly_factorization': [[[-33424, 32944, -11138, 1288, 52, -20, 1], 1]], 'hecke_orbit_code': 279223176930530574, 'p': 29}
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id: 3882210
{'charpoly_factorization': [[[33544, -18016, 612, 832, -86, -8, 1], 1]], 'hecke_orbit_code': 279223176930530574, 'p': 31}
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id: 3882211
{'charpoly_factorization': [[[904, 920, -258, -416, -56, 8, 1], 1]], 'hecke_orbit_code': 279223176930530574, 'p': 37}
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id: 3882212
{'charpoly_factorization': [[[-112, -16, 418, -208, -64, 4, 1], 1]], 'hecke_orbit_code': 279223176930530574, 'p': 41}
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id: 3882213
{'charpoly_factorization': [[[4336, 5968, -108, -544, -24, 12, 1], 1]], 'hecke_orbit_code': 279223176930530574, 'p': 43}
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id: 3882214
{'charpoly_factorization': [[[9872, -8672, 1128, 640, -122, -8, 1], 1]], 'hecke_orbit_code': 279223176930530574, 'p': 47}
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id: 3882215
{'charpoly_factorization': [[[-2824, 9208, -6498, 1672, -128, -8, 1], 1]], 'hecke_orbit_code': 279223176930530574, 'p': 53}
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id: 3882216
{'charpoly_factorization': [[[-496, -1456, -524, 176, 120, 20, 1], 1]], 'hecke_orbit_code': 279223176930530574, 'p': 59}
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id: 3882217
{'charpoly_factorization': [[[393872, -99584, -6744, 3024, -78, -20, 1], 1]], 'hecke_orbit_code': 279223176930530574, 'p': 61}
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id: 3882218
{'charpoly_factorization': [[[-1171712, 87040, 33864, -1744, -320, 8, 1], 1]], 'hecke_orbit_code': 279223176930530574, 'p': 67}
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id: 3882219
{'charpoly_factorization': [[[1190144, -319872, -1904, 5600, -280, -16, 1], 1]], 'hecke_orbit_code': 279223176930530574, 'p': 71}
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id: 3882220
{'charpoly_factorization': [[[118496, -22080, -7292, 1952, -52, -16, 1], 1]], 'hecke_orbit_code': 279223176930530574, 'p': 73}
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id: 3882221
{'charpoly_factorization': [[[-25616, 49904, -19842, 2048, 132, -28, 1], 1]], 'hecke_orbit_code': 279223176930530574, 'p': 79}
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id: 3882222
{'charpoly_factorization': [[[-20792, 5680, 5820, -1328, -146, 12, 1], 1]], 'hecke_orbit_code': 279223176930530574, 'p': 83}
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id: 3882223
{'charpoly_factorization': [[[-10696, 1312, 5548, -2880, 538, -40, 1], 1]], 'hecke_orbit_code': 279223176930530574, 'p': 89}
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id: 3882224
{'charpoly_factorization': [[[9052, -18848, 13746, -4472, 678, -44, 1], 1]], 'hecke_orbit_code': 279223176930530574, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 63, 'label': '5390.2.a.ck', 'level': 5390, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 279679000
{'hecke_orbit_code': 279223176930530574, 'n': 1, 'trace_an': 6}
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id: 279679001
{'hecke_orbit_code': 279223176930530574, 'n': 2, 'trace_an': -6}
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id: 279679002
{'hecke_orbit_code': 279223176930530574, 'n': 3, 'trace_an': 0}
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id: 279679003
{'hecke_orbit_code': 279223176930530574, 'n': 4, 'trace_an': 6}
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id: 279679004
{'hecke_orbit_code': 279223176930530574, 'n': 5, 'trace_an': 6}
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id: 279679005
{'hecke_orbit_code': 279223176930530574, 'n': 6, 'trace_an': 0}
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id: 279679006
{'hecke_orbit_code': 279223176930530574, 'n': 7, 'trace_an': 0}
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id: 279679007
{'hecke_orbit_code': 279223176930530574, 'n': 8, 'trace_an': -6}
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id: 279679008
{'hecke_orbit_code': 279223176930530574, 'n': 9, 'trace_an': 6}
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id: 279679009
{'hecke_orbit_code': 279223176930530574, 'n': 10, 'trace_an': -6}
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id: 279679010
{'hecke_orbit_code': 279223176930530574, 'n': 11, 'trace_an': -6}
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id: 279679011
{'hecke_orbit_code': 279223176930530574, 'n': 12, 'trace_an': 0}
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id: 279679012
{'hecke_orbit_code': 279223176930530574, 'n': 13, 'trace_an': 4}
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id: 279679013
{'hecke_orbit_code': 279223176930530574, 'n': 14, 'trace_an': 0}
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id: 279679014
{'hecke_orbit_code': 279223176930530574, 'n': 15, 'trace_an': 0}
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id: 279679015
{'hecke_orbit_code': 279223176930530574, 'n': 16, 'trace_an': 6}
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id: 279679016
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