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mf_newforms • Show schema
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{'Nk2': 3920, 'analytic_conductor': 14.455467951406451, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 1], [7, 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': [245, 1, [197, 101], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 5, 'field_disc': 3865566444, 'field_disc_factorization': [[2, 2], [3, 1], [2087, 1], [154351, 1]], 'field_poly': [64, 288, 21, -37, -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, [64, 288, 21, -37, -1, 1]], [3, [4126, 1731, -462, -76, 8, 1]]], 'hecke_orbit': 13, 'hecke_orbit_code': 54043195595555061, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 4, 'hecke_ring_index_factorization': [[2, 2]], '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': False, 'label': '245.4.a.m', 'level': 245, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 7], 'level_radical': 35, 'minimal_twist': '35.4.e.c', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{1}q^{2}+(-2+\\beta _{2})q^{3}+(7+\\beta _{3})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '245.4.a', 'trace_display': [1, -8, -25, 0], 'trace_hash': 1624727216683190630, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.066', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.755', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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mf_hecke_nf • Show schema
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{'an': [[1, 0, 0, 0, 0], [0, 1, 0, 0, 0], [-2, 0, 1, 0, 0], [7, 0, 0, 1, 0], [-5, 0, 0, 0, 0], [3, -3, 1, 2, 1], [0, 0, 0, 0, 0], [4, 5, 4, 0, 0], [18, -1, -3, 1, -1], [0, -5, 0, 0, 0], [8, 7, -1, 1, 1], [-26, 12, 9, -1, 1], [2, -1, -1, -1, -3], [0, 0, 0, 0, 0], [10, 0, -5, 0, 0], [31, 0, 4, 5, 4], [-2, 4, 2, -6, 0], [-12, 29, -7, -7, -3], [-6, 9, 3, 1, -3], [-35, 0, 0, -5, 0], [0, 0, 0, 0, 0], [98, 13, 11, 5, -1], [40, 7, 0, -9, -3], [171, -19, 5, 14, 1], [25, 0, 0, 0, 0], [2, 3, -29, -3, -1], [-106, -6, 5, -6, 4], [0, 0, 0, 0, 0], [31, 31, -1, -13, 3], [-15, 15, -5, -10, -5], [82, 10, -12, -8, -4], [-32, 9, 24, 8, 4], [-62, 16, 8, 12, 8], [42, -40, -22, 8, 2], [0, 0, 0, 0, 0], [266, -33, -35, 7, 1], [-24, -37, 1, -11, 5], [172, 3, -17, 15, 3], [6, -80, 30, -2, 2], [-20, -25, -20, 0, 0], [-67, 2, 26, 14, 0], [0, 0, 0, 0, 0], [134, -56, -15, -4, -8], [192, 63, 31, 27, 3], [-90, 5, 15, -5, 5], [93, -8, -60, 7, 0], [-88, -33, 9, -15, -9], [-14, 152, -3, -1, -3], [0, 0, 0, 0, 0], [0, 25, 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[5590, 2838, 1432, 2800, -352], [-1712, 282, 2832, -1956, -718]], 'char_orbit_index': 1, 'field_poly': [64, 288, 21, -37, -1, 1], 'hecke_orbit_code': 54043195595555061, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 4, 1, 4], 'hecke_ring_inverse_denominators': [1, 1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0], [0, 1, 0, 0, 0], [15, 0, 0, 1, 0], [4, 21, 4, 0, 0], [327, 0, 4, 29, 4]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0], [0, 1, 0, 0, 0], [-4, -21, 0, 1, 0], [-15, 0, 1, 0, 0], [112, 21, -29, -1, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 5, 'label': '245.4.a.m', 'level': 245, 'maxp': 997, 'weight': 4}
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mf_newspaces • Show schema
Hide schema
{'AL_dims': [[[[5, -1], [7, -1]], 12, 6], [[[5, -1], [7, 1]], 9, 3], [[[5, 1], [7, -1]], 9, 5], [[[5, 1], [7, 1]], 11, 2]], 'ALdims': [11, 9, 9, 12], 'Nk2': 3920, 'analytic_conductor': 14.455467951406451, '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': [245, 1, [197, 101], [1, 1]], 'conrey_index': 1, 'cusp_dim': 76, 'dim': 41, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 67109109, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 3, 5, 5, 6, 6], 'label': '245.4.a', 'level': 245, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 7], 'level_radical': 35, 'mf_dim': 92, 'mf_new_dim': 41, 'num_forms': 16, 'plus_dim': 23, 'prim_orbit_index': 1, 'relative_dim': 41, 'sturm_bound': 112, 'trace_bound': 3, 'trace_display': [0, 2, 5, 0], 'traces': [41, 0, 2, 148, 5, 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44350, -160972, -77274, 79200, 0, 575528, -234424, 70320, 34520, 114328, -50862, 0, 238340, 102340, 43082, 121944, 81812, 97548, 0, -69600, 125262, 103264, 62612, 12500, -182044, 0, -25174, -208468, -15260, 372576, -52104, 79056, 0, -53740, 83353, -186840, -244818, 173572, 51570, 0, 15782, 472860, -46736, 76120, -53700, 788, 0, 94560, -9300, 4688, -314646, -32248, 49776, 0, 142562, -115056, 44982, 67512, -43310, -92508, 0, 371656, -96248, -22320, 123708, 304792, 94704, 0, 39520, 412288, 38406, 341696, -63312, 6000], 'weight': 4, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 196506
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '245.4.a.m', 'source_level': 245, 'target_char_orbit': 5, 'target_dim': 10, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '35.4.e.c', 'target_level': 35, 'twist_class_label': '35.4.e.c', 'twist_class_level': 35, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 196507
{'conductor': 35, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '245.4.a.m', 'source_level': 245, 'target_char_orbit': 5, 'target_dim': 10, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '175.4.e.d', 'target_level': 175, 'twist_class_label': '35.4.e.c', 'twist_class_level': 35, 'twisting_char_label': '35.j', 'twisting_char_orbit': 10, 'weight': 4}
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id: 196508
{'conductor': 35, 'degree': 4, 'multiplicity': 4, 'order': 12, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '245.4.a.m', 'source_level': 245, 'target_char_orbit': 11, 'target_dim': 20, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '175.4.k.d', 'target_level': 175, 'twist_class_label': '35.4.e.c', 'twist_class_level': 35, 'twisting_char_label': '35.l', 'twisting_char_orbit': 12, 'weight': 4}
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id: 196509
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '245.4.a.m', 'source_level': 245, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '245.4.a.m', 'target_level': 245, 'twist_class_label': '35.4.e.c', 'twist_class_level': 35, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 196510
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '245.4.a.m', 'source_level': 245, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '245.4.a.n', 'target_level': 245, 'twist_class_label': '35.4.e.c', 'twist_class_level': 35, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 196511
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '245.4.a.m', 'source_level': 245, 'target_char_orbit': 5, 'target_dim': 10, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '245.4.e.o', 'target_level': 245, 'twist_class_label': '35.4.e.c', 'twist_class_level': 35, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 196512
{'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '245.4.a.m', 'source_level': 245, 'target_char_orbit': 10, 'target_dim': 10, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '315.4.j.g', 'target_level': 315, 'twist_class_label': '35.4.e.c', 'twist_class_level': 35, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 4}
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id: 196513
{'conductor': 28, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '245.4.a.m', 'source_level': 245, 'target_char_orbit': 17, 'target_dim': 10, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '560.4.q.n', 'target_level': 560, 'twist_class_label': '35.4.e.c', 'twist_class_level': 35, 'twisting_char_label': '28.g', 'twisting_char_orbit': 7, 'weight': 4}
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id: 196514
{'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '245.4.a.m', 'source_level': 245, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 32, 'target_is_minimal': False, 'target_label': '1225.4.a.bf', 'target_level': 1225, 'twist_class_label': '35.4.e.c', 'twist_class_level': 35, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 196515
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '245.4.a.m', 'source_level': 245, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 33, 'target_is_minimal': False, 'target_label': '1225.4.a.bg', 'target_level': 1225, 'twist_class_label': '35.4.e.c', 'twist_class_level': 35, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 196516
{'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '245.4.a.m', 'source_level': 245, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 46, 'target_is_minimal': False, 'target_label': '2205.4.a.bt', 'target_level': 2205, 'twist_class_label': '35.4.e.c', 'twist_class_level': 35, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 196517
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '245.4.a.m', 'source_level': 245, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 47, 'target_is_minimal': False, 'target_label': '2205.4.a.bu', 'target_level': 2205, 'twist_class_label': '35.4.e.c', 'twist_class_level': 35, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 577375
{'charpoly_factorization': [[[64, 288, 21, -37, -1, 1], 1]], 'hecke_orbit_code': 54043195595555061, 'p': 2}
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id: 577376
{'charpoly_factorization': [[[4126, 1731, -462, -76, 8, 1], 1]], 'hecke_orbit_code': 54043195595555061, 'p': 3}
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id: 577377
{'charpoly_factorization': [[[5, 1], 5]], 'hecke_orbit_code': 54043195595555061, 'p': 5}
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id: 577378
{'charpoly_factorization': [[[0, 1], 5]], 'hecke_orbit_code': 54043195595555061, 'p': 7}
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id: 577379
{'charpoly_factorization': [[[-1022160, -1050784, 109968, -2156, -47, 1], 1]], 'hecke_orbit_code': 54043195595555061, 'p': 11}
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id: 577380
{'charpoly_factorization': [[[307317696, 14524208, -77028, -7652, -1, 1], 1]], 'hecke_orbit_code': 54043195595555061, 'p': 13}
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id: 577381
{'charpoly_factorization': [[[-10657408, 15457760, 44440, -10300, 2, 1], 1]], 'hecke_orbit_code': 54043195595555061, 'p': 17}
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id: 577382
{'charpoly_factorization': [[[-1626396544, 52536096, 109220, -13760, 21, 1], 1]], 'hecke_orbit_code': 54043195595555061, 'p': 19}
-
id: 577383
{'charpoly_factorization': [[[-11116980717, -22414107, 3557846, -11846, -201, 1], 1]], 'hecke_orbit_code': 54043195595555061, 'p': 23}
-
id: 577384
{'charpoly_factorization': [[[-13190815450, 35108245, 7888952, -58358, -190, 1], 1]], 'hecke_orbit_code': 54043195595555061, 'p': 29}
-
id: 577385
{'charpoly_factorization': [[[-2519500032, -168198912, 2449632, 23748, -388, 1], 1]], 'hecke_orbit_code': 54043195595555061, 'p': 31}
-
id: 577386
{'charpoly_factorization': [[[-111213849600, 2909948160, -9861232, -116584, 145, 1], 1]], 'hecke_orbit_code': 54043195595555061, 'p': 37}
-
id: 577387
{'charpoly_factorization': [[[77000100765, -783155827, -25090518, -75374, 281, 1], 1]], 'hecke_orbit_code': 54043195595555061, 'p': 41}
-
id: 577388
{'charpoly_factorization': [[[-72928266842, -8734255685, 76671338, -68548, -568, 1], 1]], 'hecke_orbit_code': 54043195595555061, 'p': 43}
-
id: 577389
{'charpoly_factorization': [[[-376942584320, -9182996608, -67373360, -96200, 473, 1], 1]], 'hecke_orbit_code': 54043195595555061, 'p': 47}
-
id: 577390
{'charpoly_factorization': [[[15657780928, -1023003136, 17269100, -36204, -351, 1], 1]], 'hecke_orbit_code': 54043195595555061, 'p': 53}
-
id: 577391
{'charpoly_factorization': [[[-9224535040, 401016192, 19891456, 69332, -708, 1], 1]], 'hecke_orbit_code': 54043195595555061, 'p': 59}
-
id: 577392
{'charpoly_factorization': [[[-5292345093084, 84224408157, -507497740, 1442274, -1944, 1], 1]], 'hecke_orbit_code': 54043195595555061, 'p': 61}
-
id: 577393
{'charpoly_factorization': [[[-17139028321380, -8041100913, 323769418, -164136, -1118, 1], 1]], 'hecke_orbit_code': 54043195595555061, 'p': 67}
-
id: 577394
{'charpoly_factorization': [[[6439908260352, -81579114752, 277412208, -98636, -864, 1], 1]], 'hecke_orbit_code': 54043195595555061, 'p': 71}
-
id: 577395
{'charpoly_factorization': [[[-16172766031616, -127323181184, -182463712, 596948, 1652, 1], 1]], 'hecke_orbit_code': 54043195595555061, 'p': 73}
-
id: 577396
{'charpoly_factorization': [[[-32568043234176, 127361767104, 265318504, -964004, -218, 1], 1]], 'hecke_orbit_code': 54043195595555061, 'p': 79}
-
id: 577397
{'charpoly_factorization': [[[-17832616128012, 194810441343, -519110330, -314296, 1502, 1], 1]], 'hecke_orbit_code': 54043195595555061, 'p': 83}
-
id: 577398
{'charpoly_factorization': [[[292828216813434, -1256104690671, 1302506592, 981286, -2322, 1], 1]], 'hecke_orbit_code': 54043195595555061, 'p': 89}
-
id: 577399
{'charpoly_factorization': [[[863391264288, -21243162032, 128945744, -138328, -598, 1], 1]], 'hecke_orbit_code': 54043195595555061, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 13, 'label': '245.4.a.m', 'level': 245, 'portrait': 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', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 224359000
{'hecke_orbit_code': 54043195595555061, 'n': 1, 'trace_an': 5}
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id: 224359001
{'hecke_orbit_code': 54043195595555061, 'n': 2, 'trace_an': 1}
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id: 224359002
{'hecke_orbit_code': 54043195595555061, 'n': 3, 'trace_an': -8}
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id: 224359003
{'hecke_orbit_code': 54043195595555061, 'n': 4, 'trace_an': 35}
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id: 224359004
{'hecke_orbit_code': 54043195595555061, 'n': 5, 'trace_an': -25}
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id: 224359005
{'hecke_orbit_code': 54043195595555061, 'n': 6, 'trace_an': 16}
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id: 224359006
{'hecke_orbit_code': 54043195595555061, 'n': 7, 'trace_an': 0}
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id: 224359007
{'hecke_orbit_code': 54043195595555061, 'n': 8, 'trace_an': 33}
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id: 224359008
{'hecke_orbit_code': 54043195595555061, 'n': 9, 'trace_an': 81}
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id: 224359009
{'hecke_orbit_code': 54043195595555061, 'n': 10, 'trace_an': -5}
-
id: 224359010
{'hecke_orbit_code': 54043195595555061, 'n': 11, 'trace_an': 47}
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id: 224359011
{'hecke_orbit_code': 54043195595555061, 'n': 12, 'trace_an': -98}
-
id: 224359012
{'hecke_orbit_code': 54043195595555061, 'n': 13, 'trace_an': 1}
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id: 224359013
{'hecke_orbit_code': 54043195595555061, 'n': 14, 'trace_an': 0}
-
id: 224359014
{'hecke_orbit_code': 54043195595555061, 'n': 15, 'trace_an': 40}
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id: 224359015
{'hecke_orbit_code': 54043195595555061, 'n': 16, 'trace_an': 171}
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id: 224359016
{'hecke_orbit_code': 54043195595555061, 'n': 17, 'trace_an': -2}
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id: 224359017
{'hecke_orbit_code': 54043195595555061, 'n': 18, 'trace_an': -51}
-
id: 224359018
{'hecke_orbit_code': 54043195595555061, 'n': 19, 'trace_an': -21}
-
id: 224359019
{'hecke_orbit_code': 54043195595555061, 'n': 20, 'trace_an': -175}
-
id: 224359020
{'hecke_orbit_code': 54043195595555061, 'n': 21, 'trace_an': 0}
-
id: 224359021
{'hecke_orbit_code': 54043195595555061, 'n': 22, 'trace_an': 523}
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