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mf_newforms • Show schema
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{'Nk2': 1440, 'analytic_conductor': 5.310171900516655, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 1], [5, -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': [90, 1, [11, 37], [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': [[7, [-14, 1]], [11, [6, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398576590938, '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': '90.4.a.e', 'level': 90, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'minimal_twist': '90.4.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}+4q^{4}+5q^{5}+14q^{7}+8q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '90.4.a', 'trace_display': [2, 0, 5, 14], 'trace_hash': 1650461076516526317, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.015', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.970', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.901', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.653', 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mf_hecke_nf • Show schema
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{'an': [[1], [2], [0], [4], [5], [0], [14], [8], [0], [10], [-6], [0], [68], [28], [0], [16], [-78], [0], [44], [20], [0], [-12], [-120], [0], [25], [136], [0], [56], [-126], [0], [-244], [32], [0], [-156], [70], [0], [-304], [88], [0], [40], [480], [0], [104], [-24], [0], [-240], [-600], [0], [-147], [50], [0], [272], [258], [0], [-30], [112], [0], [-252], [-534], [0], [362], [-488], [0], [64], [340], [0], [-268], [-312], [0], [140], [972], [0], [470], [-608], [0], [176], [-84], [0], [1244], [80], [0], [960], [-396], [0], [-390], [208], [0], [-48], [972], [0], [952], [-480], [0], [-1200], [220], [0], [-46], [-294], [0], [100]], 'ap': [[2], [0], [5], [14], [-6], [68], [-78], [44], [-120], [-126], [-244], [-304], [480], [104], [-600], [258], [-534], [362], [-268], [972], [470], [1244], [-396], [972], [-46], [1506], [-1474], [-924], [698], [222], [-1906], [-2874], [798], [-700], [-114], [1064], [-1948], [2060], [1248], [1146], [1146], [-118], [-1692], [3350], [3606], [2696], [-4], [-1162], [2400], [-2314], [18], [5868], [-4330], [-498], [-642], [7968], [4218], [848], [-1504], [1308], [-5932], [-5226], [4448], [9132], [-2170], [-7674], [9596], [12158], [-10320], [-2158], [330], [8664], [3782], [11276], [980], [4200], [-13338], [-7192], [2316], [-12358], [-3306], [-14506], [6480], [11894], [-12688], [-4968], [11508], [1082], [11238], [-2302], [-15876], [-4644], [2426], [-234], [14204], [-4920], [4458], [-4212], [-11212], [14018], [18200], [11826], [2952], [-3084], [-4756], [-11014], [852], [-15546], [8616], [17510], [-13894], [-6496], [570], [-2140], [14660], [456], [-23452], [-7224], [-19146], [-27810], [-30598], [-3778], [27198], [-32316], [29324], [-22782], [26054], [5976], [-5110], [17336], [-13660], [-1320], [15860], [22160], [-13116], [32846], [11982], [-21076], [-22086], [-21384], [5228], [38010], [38642], [15432], [-3886], [-27552], [15104], [12306], [-47500], [-4272], [-27796], [39996], [-3772], [5784], [-8440], [31920], [34652], [-1404], [-7654], [-11298], [-28968], [-46410], [-41506], [18246], [-25998], [-14616], [-2968], [-9052]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 18014398576590938, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '90.4.a.e', 'level': 90, 'maxp': 997, 'weight': 4}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [3, -1], [5, 1]], 1, 1], [[[2, 1], [3, -1], [5, -1]], 1, 1], [[[2, -1], [3, 1], [5, -1]], 1, 1], [[[2, 1], [3, 1], [5, 1]], 1, 1], [[[2, -1], [3, -1], [5, 1]], 1, 1]], 'ALdims': [1, 0, 1, 1, 0, 1, 1, 0], 'Nk2': 1440, 'analytic_conductor': 5.310171900516655, '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': [90, 1, [11, 37], [1, 1]], 'conrey_index': 1, 'cusp_dim': 46, 'dim': 5, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11], 'hecke_orbit_code': 67108954, 'hecke_orbit_dims': [1, 1, 1, 1, 1], 'label': '90.4.a', 'level': 90, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 62, 'mf_new_dim': 5, 'num_forms': 5, 'plus_dim': 4, 'prim_orbit_index': 1, 'relative_dim': 5, 'sturm_bound': 72, 'trace_bound': 7, 'trace_display': [-2, 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mf_twists_nf • Show schema
Hide schema
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id: 78344
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '90.4.a.e', 'source_level': 90, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '90.4.a.b', 'target_level': 90, 'twist_class_label': '90.4.a.b', 'twist_class_level': 90, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 78345
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '90.4.a.e', 'source_level': 90, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '90.4.a.e', 'target_level': 90, 'twist_class_label': '90.4.a.b', 'twist_class_level': 90, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 78346
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '90.4.a.e', 'source_level': 90, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '450.4.a.c', 'target_level': 450, 'twist_class_label': '90.4.a.b', 'twist_class_level': 90, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 78347
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '90.4.a.e', 'source_level': 90, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '450.4.a.m', 'target_level': 450, 'twist_class_label': '90.4.a.b', 'twist_class_level': 90, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 78348
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '90.4.a.e', 'source_level': 90, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '450.4.c.f', 'target_level': 450, 'twist_class_label': '90.4.a.b', 'twist_class_level': 90, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 78349
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '90.4.a.e', 'source_level': 90, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '450.4.c.g', 'target_level': 450, 'twist_class_label': '90.4.a.b', 'twist_class_level': 90, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 4}
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id: 78350
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '90.4.a.e', 'source_level': 90, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '720.4.a.e', 'target_level': 720, 'twist_class_label': '90.4.a.b', 'twist_class_level': 90, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 78351
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '90.4.a.e', 'source_level': 90, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 20, 'target_is_minimal': False, 'target_label': '720.4.a.t', 'target_level': 720, 'twist_class_label': '90.4.a.b', 'twist_class_level': 90, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 78352
{'conductor': 9, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '90.4.a.e', 'source_level': 90, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '810.4.e.a', 'target_level': 810, 'twist_class_label': '90.4.a.b', 'twist_class_level': 90, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 78353
{'conductor': 9, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '90.4.a.e', 'source_level': 90, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 21, 'target_is_minimal': False, 'target_label': '810.4.e.u', 'target_level': 810, 'twist_class_label': '90.4.a.b', 'twist_class_level': 90, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 4}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 270550
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 18014398576590938, 'p': 2}
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id: 270551
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398576590938, 'p': 3}
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id: 270552
{'charpoly_factorization': [[[-5, 1], 1]], 'hecke_orbit_code': 18014398576590938, 'p': 5}
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id: 270553
{'charpoly_factorization': [[[-14, 1], 1]], 'hecke_orbit_code': 18014398576590938, 'p': 7}
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id: 270554
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 18014398576590938, 'p': 11}
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id: 270555
{'charpoly_factorization': [[[-68, 1], 1]], 'hecke_orbit_code': 18014398576590938, 'p': 13}
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id: 270556
{'charpoly_factorization': [[[78, 1], 1]], 'hecke_orbit_code': 18014398576590938, 'p': 17}
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id: 270557
{'charpoly_factorization': [[[-44, 1], 1]], 'hecke_orbit_code': 18014398576590938, 'p': 19}
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id: 270558
{'charpoly_factorization': [[[120, 1], 1]], 'hecke_orbit_code': 18014398576590938, 'p': 23}
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id: 270559
{'charpoly_factorization': [[[126, 1], 1]], 'hecke_orbit_code': 18014398576590938, 'p': 29}
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id: 270560
{'charpoly_factorization': [[[244, 1], 1]], 'hecke_orbit_code': 18014398576590938, 'p': 31}
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id: 270561
{'charpoly_factorization': [[[304, 1], 1]], 'hecke_orbit_code': 18014398576590938, 'p': 37}
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id: 270562
{'charpoly_factorization': [[[-480, 1], 1]], 'hecke_orbit_code': 18014398576590938, 'p': 41}
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id: 270563
{'charpoly_factorization': [[[-104, 1], 1]], 'hecke_orbit_code': 18014398576590938, 'p': 43}
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id: 270564
{'charpoly_factorization': [[[600, 1], 1]], 'hecke_orbit_code': 18014398576590938, 'p': 47}
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id: 270565
{'charpoly_factorization': [[[-258, 1], 1]], 'hecke_orbit_code': 18014398576590938, 'p': 53}
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id: 270566
{'charpoly_factorization': [[[534, 1], 1]], 'hecke_orbit_code': 18014398576590938, 'p': 59}
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id: 270567
{'charpoly_factorization': [[[-362, 1], 1]], 'hecke_orbit_code': 18014398576590938, 'p': 61}
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id: 270568
{'charpoly_factorization': [[[268, 1], 1]], 'hecke_orbit_code': 18014398576590938, 'p': 67}
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id: 270569
{'charpoly_factorization': [[[-972, 1], 1]], 'hecke_orbit_code': 18014398576590938, 'p': 71}
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id: 270570
{'charpoly_factorization': [[[-470, 1], 1]], 'hecke_orbit_code': 18014398576590938, 'p': 73}
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id: 270571
{'charpoly_factorization': [[[-1244, 1], 1]], 'hecke_orbit_code': 18014398576590938, 'p': 79}
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id: 270572
{'charpoly_factorization': [[[396, 1], 1]], 'hecke_orbit_code': 18014398576590938, 'p': 83}
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id: 270573
{'charpoly_factorization': [[[-972, 1], 1]], 'hecke_orbit_code': 18014398576590938, 'p': 89}
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id: 270574
{'charpoly_factorization': [[[46, 1], 1]], 'hecke_orbit_code': 18014398576590938, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 5, 'label': '90.4.a.e', 'level': 90, 'portrait': 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', 'weight': 4}
-
mf_hecke_traces • Show schema
Hide schema
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id: 154102000
{'hecke_orbit_code': 18014398576590938, 'n': 1, 'trace_an': 1}
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id: 154102001
{'hecke_orbit_code': 18014398576590938, 'n': 2, 'trace_an': 2}
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id: 154102002
{'hecke_orbit_code': 18014398576590938, 'n': 3, 'trace_an': 0}
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id: 154102003
{'hecke_orbit_code': 18014398576590938, 'n': 4, 'trace_an': 4}
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id: 154102004
{'hecke_orbit_code': 18014398576590938, 'n': 5, 'trace_an': 5}
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id: 154102005
{'hecke_orbit_code': 18014398576590938, 'n': 6, 'trace_an': 0}
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id: 154102006
{'hecke_orbit_code': 18014398576590938, 'n': 7, 'trace_an': 14}
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id: 154102007
{'hecke_orbit_code': 18014398576590938, 'n': 8, 'trace_an': 8}
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id: 154102008
{'hecke_orbit_code': 18014398576590938, 'n': 9, 'trace_an': 0}
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id: 154102009
{'hecke_orbit_code': 18014398576590938, 'n': 10, 'trace_an': 10}
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id: 154102010
{'hecke_orbit_code': 18014398576590938, 'n': 11, 'trace_an': -6}
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id: 154102011
{'hecke_orbit_code': 18014398576590938, 'n': 12, 'trace_an': 0}
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id: 154102012
{'hecke_orbit_code': 18014398576590938, 'n': 13, 'trace_an': 68}
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id: 154102013
{'hecke_orbit_code': 18014398576590938, 'n': 14, 'trace_an': 28}
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id: 154102014
{'hecke_orbit_code': 18014398576590938, 'n': 15, 'trace_an': 0}
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id: 154102015
{'hecke_orbit_code': 18014398576590938, 'n': 16, 'trace_an': 16}
-
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id: 154102990
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id: 154102991
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id: 154102992
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id: 154102993
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id: 154102994
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id: 154102995
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id: 154102996
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id: 154102997
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id: 154102998
{'hecke_orbit_code': 18014398576590938, 'n': 999, 'trace_an': 0}
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id: 154102999
{'hecke_orbit_code': 18014398576590938, 'n': 1000, 'trace_an': 1000}