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{'Nk2': 4488, 'analytic_conductor': 8.959215106787658, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [11, 1], [17, -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': [1122, 1, [749, 409, 1057], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [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': [[5, [-2, 1]], [7, [-4, 1]], [13, [2, 1]], [19, [4, 1]]], 'hecke_orbit': 13, 'hecke_orbit_code': 54043195562001506, 'hecke_ring_generator_nbound': 1, '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': '1122.2.a.m', 'level': 1122, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 11, 17], 'level_radical': 1122, 'minimal_twist': '1122.2.a.m', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}+q^{3}+q^{4}+2q^{5}+q^{6}+4q^{7}+\\cdots', 'related_objects': ['EllipticCurve/Q/1122/m'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1122.2.a', 'trace_display': [1, 1, 2, 4], 'trace_hash': 574375418596344298, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.009', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.014', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.033', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.027', 'prec': 17}, 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mf_hecke_nf • Show schema
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{'an': [[1], [1], [1], [1], [2], [1], [4], [1], [1], [2], [-1], [1], [-2], [4], [2], [1], [1], [1], [-4], [2], [4], [-1], [-4], [1], [-1], [-2], [1], [4], [2], [2], [-4], [1], [-1], [1], [8], [1], [-6], [-4], [-2], [2], [-6], [4], [-4], [-1], [2], [-4], [0], [1], [9], [-1], [1], [-2], [6], [1], [-2], [4], [-4], [2], [4], [2], [-6], [-4], [4], [1], [-4], [-1], [-4], [1], [-4], [8], [4], [1], [10], [-6], [-1], [-4], [-4], [-2], [4], [2], [1], [-6], [12], [4], [2], [-4], [2], [-1], [-6], [2], [-8], [-4], [-4], [0], [-8], [1], [-6], [9], [-1], [-1]], 'ap': [[1], [1], [2], [4], [-1], [-2], [1], [-4], [-4], [2], [-4], [-6], [-6], [-4], [0], [6], [4], [-6], [-4], [4], [10], [4], [12], [-6], [-6], [14], [16], [4], [18], [-6], [-8], [-4], [-6], [-12], [6], [-16], [-2], [-12], [-12], [18], [20], [26], [0], [-22], [18], [-20], [-4], [-24], [-12], [-10], [18], [24], [26], [-20], [2], [-16], [10], [-8], [10], [10], [20], [6], [4], [12], [-14], [-30], [-20], [2], [12], [14], [18], [-8], [-20], [-10], [28], [16], [-18], [-14], [34], [-6], [4], [14], [-4], [2], [20], [28], [2], [10], [6], [-40], [-12], [-12], [4], [-20], [-20], [-12], [6], [26], [4], [26], [28], [-42], [-36], [42], [-20], [34], [-4], [18], [-16], [10], [36], [30], [-14], [-36], [0], [34], [36], [8], [-6], [12], [-18], [26], [50], [-4], [44], [-26], [-30], [-36], [-8], [30], [-20], [4], [20], [-10], [-54], [2], [-18], [44], [-2], [42], [-4], [50], [-44], [-44], [14], [-44], [26], [-54], [-20], [-8], [2], [-6], [44], [12], [20], [-20], [-32], [18], [26], [-6], [-36], [-38], [8], [4], [-30], [36], [-12], [-62], [10], [42], [-60], [-26], [-36], [-6], [0], [-46], [28], [58], [56], [-10], [-8], [-4], [10], [-54], [-16], [54], [-38], [52], [2], [-20], [2], [12], [-20], [38], [20], [-14], [-30], [-62], [26], [8], [-54], [-60], [-26], [66], [-28], [-42], [-56], [-44], [18], [-20], [10], [-66], [-20], [44], [12], [50], [32], [-30], [-60], [14], [-2], [-36], [66], [-52], [-12], [-58], [66], [-12], [-48], [60], [22], [52], [16], [-54], [52], [32], [-54], [66], [20], [32], [52], [-20], [8], [-2], [58], [4], [60], [52], [-20], [0], [-42], [-54], [-24], [42], [46], [68], [-38], [44], [10], [74], [4], [76], [66], [-78], [18], [76], [-66], [42], [28], [-42], [10], [-28], [58], [32], [2], [80], [4], [-34], [58], [44], [8], [-28], [-52], [-10], [-28], [24], [-6], [2], [72], [-30], [10], [-44], [-54], [-28], [42], [-30], [40], [54], [76], [-28], [58], [-66], [-52], [36], [28], [-6], [-60], [-30], [0], [14], [76], [-30], [2], [44], [-24], [-38], [-12], [-20], [-46], [-78], [36], [50], [46], [-24], [-6], [-30], [-52], [20], [68], [-30], [-46], [-62], [-84], [12], [-52], [-60], [-42], [-6], [-70], [-64], [-2], [-22], [34], [-48], [46], [-44], [74], [68], [-36], [90], [4], [-62], [6], [4], [-50], [26], [-24], [12], [-14], [56], [66], [-78], [-48], [-36], [60], [-70], [-30], [-80], [34], [-84], [-12], [-4], [-34], [16], [58], [36], [4], [-30], [18], [10], [58], [-54], [68], [42], [-92], [-60], [-32], [6], [92], [-8], [2], [42], [52], [4], [24], [50], [-24], [42], [-44], [14], [58], [18], [16], [10], [6], [60], [62], [-62], [4], [20], [-14], [38], [-28], [-52], [90], [-30], [-20], [68], [-30], [48], [14], [-86], [-20], [-20], [2], [-74], [76], [-30], [-28], [60]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 54043195562001506, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '1122.2.a.m', 'level': 1122, 'maxp': 2999, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [3, 1], [11, -1], [17, -1]], 2, 1], [[[2, -1], [3, 1], [11, -1], [17, -1]], 2, 2], [[[2, -1], [3, -1], [11, -1], [17, 1]], 3, 3], [[[2, 1], [3, -1], [11, -1], [17, -1]], 2, 1], [[[2, -1], [3, 1], [11, -1], [17, 1]], 1, 1], [[[2, 1], [3, 1], [11, 1], [17, 1]], 1, 1], [[[2, -1], [3, -1], [11, 1], [17, -1]], 2, 2], [[[2, 1], [3, -1], [11, -1], [17, 1]], 1, 1], [[[2, -1], [3, 1], [11, 1], [17, -1]], 1, 1], [[[2, -1], [3, 1], [11, 1], [17, 1]], 3, 1], [[[2, 1], [3, 1], [11, 1], [17, -1]], 2, 1], [[[2, 1], [3, 1], [11, -1], [17, 1]], 2, 2], [[[2, 1], [3, -1], [11, 1], [17, -1]], 2, 1], [[[2, -1], [3, -1], [11, 1], [17, 1]], 1, 1]], 'ALdims': [1, 2, 2, 2, 0, 2, 1, 2, 3, 1, 1, 2, 1, 2, 3, 0], 'Nk2': 4488, 'analytic_conductor': 8.959215106787658, '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': [1122, 1, [749, 409, 1057], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 209, 'dim': 25, 'eis_dim': 15, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7, 13, 19], 'hecke_orbit_code': 33555554, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 3], 'label': '1122.2.a', 'level': 1122, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 11, 17], 'level_radical': 1122, 'mf_dim': 224, 'mf_new_dim': 25, 'num_forms': 19, 'plus_dim': 9, 'prim_orbit_index': 1, 'relative_dim': 25, 'sturm_bound': 432, 'trace_bound': 13, 'trace_display': [1, -3, 6, 0], 'traces': [25, 1, -3, 25, 6, 1, 0, 1, 25, 6, 1, -3, 6, 8, 6, 25, 1, 1, -4, 6, -16, -3, -16, 1, 7, 6, -3, 0, -2, 6, 0, 1, 1, -7, 0, 25, 6, -20, -26, 6, 10, 8, -44, 1, 6, 8, 16, -3, 33, 15, 1, 6, -18, 1, 6, 8, -4, 14, -12, 6, -10, 0, 0, 25, 20, 1, 4, 1, 8, 32, 16, 1, 34, 22, 3, -4, 0, 6, -56, 6, 25, 10, 4, -16, 6, -12, -2, -3, 42, 6, 16, -16, 8, 16, 8, 1, -14, -23, 1, 7, -26, -3, 8, 6, 0, 14, -20, -3, 6, 6, 6, 0, 26, 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112, 16, 36, 18, 76, -12, 48, 112, 88, 62, 112, 134, 272, 4, 182, -176, -90, -3, -172, -268, -272, 96, 6, 268, 280, -84], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 650986
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 13, 'source_is_minimal': True, 'source_label': '1122.2.a.m', 'source_level': 1122, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 13, 'target_is_minimal': True, 'target_label': '1122.2.a.m', 'target_level': 1122, 'twist_class_label': '1122.2.a.m', 'twist_class_level': 1122, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 650987
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 13, 'source_is_minimal': True, 'source_label': '1122.2.a.m', 'source_level': 1122, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '3366.2.a.e', 'target_level': 3366, 'twist_class_label': '1122.2.a.m', 'twist_class_level': 1122, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 650988
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 13, 'source_is_minimal': True, 'source_label': '1122.2.a.m', 'source_level': 1122, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 16, 'target_is_minimal': False, 'target_label': '8976.2.a.p', 'target_level': 8976, 'twist_class_label': '1122.2.a.m', 'twist_class_level': 1122, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 1702425
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 54043195562001506, 'p': 2}
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id: 1702426
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 54043195562001506, 'p': 3}
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id: 1702427
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 54043195562001506, 'p': 5}
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id: 1702428
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 54043195562001506, 'p': 7}
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id: 1702429
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 54043195562001506, 'p': 11}
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id: 1702430
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 54043195562001506, 'p': 13}
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id: 1702431
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 54043195562001506, 'p': 17}
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id: 1702432
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 54043195562001506, 'p': 19}
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id: 1702433
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 54043195562001506, 'p': 23}
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id: 1702434
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 54043195562001506, 'p': 29}
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id: 1702435
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 54043195562001506, 'p': 31}
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id: 1702436
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 54043195562001506, 'p': 37}
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id: 1702437
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 54043195562001506, 'p': 41}
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id: 1702438
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 54043195562001506, 'p': 43}
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id: 1702439
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 54043195562001506, 'p': 47}
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id: 1702440
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 54043195562001506, 'p': 53}
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id: 1702441
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 54043195562001506, 'p': 59}
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id: 1702442
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 54043195562001506, 'p': 61}
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id: 1702443
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 54043195562001506, 'p': 67}
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id: 1702444
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 54043195562001506, 'p': 71}
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id: 1702445
{'charpoly_factorization': [[[-10, 1], 1]], 'hecke_orbit_code': 54043195562001506, 'p': 73}
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id: 1702446
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 54043195562001506, 'p': 79}
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id: 1702447
{'charpoly_factorization': [[[-12, 1], 1]], 'hecke_orbit_code': 54043195562001506, 'p': 83}
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id: 1702448
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 54043195562001506, 'p': 89}
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id: 1702449
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 54043195562001506, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 13, 'label': '1122.2.a.m', 'level': 1122, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 221113000
{'hecke_orbit_code': 54043195562001506, 'n': 1, 'trace_an': 1}
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id: 221113001
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id: 221113977
{'hecke_orbit_code': 54043195562001506, 'n': 978, 'trace_an': -12}
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id: 221113978
{'hecke_orbit_code': 54043195562001506, 'n': 979, 'trace_an': 6}
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id: 221113979
{'hecke_orbit_code': 54043195562001506, 'n': 980, 'trace_an': 18}
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id: 221113980
{'hecke_orbit_code': 54043195562001506, 'n': 981, 'trace_an': 18}
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id: 221113981
{'hecke_orbit_code': 54043195562001506, 'n': 982, 'trace_an': -20}
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id: 221113982
{'hecke_orbit_code': 54043195562001506, 'n': 983, 'trace_an': 36}
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id: 221113983
{'hecke_orbit_code': 54043195562001506, 'n': 984, 'trace_an': -6}
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id: 221113984
{'hecke_orbit_code': 54043195562001506, 'n': 985, 'trace_an': 36}
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id: 221113985
{'hecke_orbit_code': 54043195562001506, 'n': 986, 'trace_an': 2}
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id: 221113986
{'hecke_orbit_code': 54043195562001506, 'n': 987, 'trace_an': 0}
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id: 221113987
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id: 221113988
{'hecke_orbit_code': 54043195562001506, 'n': 989, 'trace_an': 16}
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id: 221113989
{'hecke_orbit_code': 54043195562001506, 'n': 990, 'trace_an': -2}
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id: 221113990
{'hecke_orbit_code': 54043195562001506, 'n': 991, 'trace_an': -12}
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id: 221113991
{'hecke_orbit_code': 54043195562001506, 'n': 992, 'trace_an': -4}
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id: 221113992
{'hecke_orbit_code': 54043195562001506, 'n': 993, 'trace_an': -20}
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id: 221113993
{'hecke_orbit_code': 54043195562001506, 'n': 994, 'trace_an': 16}
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id: 221113994
{'hecke_orbit_code': 54043195562001506, 'n': 995, 'trace_an': -40}
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id: 221113995
{'hecke_orbit_code': 54043195562001506, 'n': 996, 'trace_an': 12}
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id: 221113996
{'hecke_orbit_code': 54043195562001506, 'n': 997, 'trace_an': -62}
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id: 221113997
{'hecke_orbit_code': 54043195562001506, 'n': 998, 'trace_an': -20}
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id: 221113998
{'hecke_orbit_code': 54043195562001506, 'n': 999, 'trace_an': -6}
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id: 221113999
{'hecke_orbit_code': 54043195562001506, 'n': 1000, 'trace_an': -12}