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{'Nk2': 15600, 'analytic_conductor': 57.5268622555971, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [5, 1], [13, 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': [975, 1, [326, 352, 301], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 3, 'field_disc': 3144, 'field_disc_factorization': [[2, 3], [3, 1], [131, 1]], 'field_poly': [-8, -16, -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, [-24, -15, 2, 1]], [7, [-1984, -288, 30, 1]]], 'hecke_orbit': 12, 'hecke_orbit_code': 49539595968185295, 'hecke_ring_generator_nbound': 2, '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': False, 'label': '975.4.a.l', 'level': 975, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 13], 'level_radical': 195, 'minimal_twist': '39.4.a.c', 'nf_label': '3.3.3144.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-1+\\beta _{1})q^{2}-3q^{3}+(3+\\beta _{2})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '975.4.a', 'trace_display': [-2, -9, 0, -30], 'trace_hash': 2231237087227975503, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.051', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.840', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.565', 'prec': 17}, {'__RealLiteral__': 0, 'data': '22.066', 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mf_hecke_nf • Show schema
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-222, 808], [-105678, 16956, -15822], [-69598, -12920, 7998], [-86152, 52488, 4632], [-55878, 24360, -20840], [-16762, 13324, 1206], [-42436, -7086, -5452], [124944, 25490, -4562], [-121874, -8832, -16848], [22954, 21700, 33988], [-59172, 68624, 1240], [74292, -1740, -3556], [-16618, -25536, -9832], [-109074, 73428, 9204], [-173260, 8026, 3486], [187912, 17784, -9192], [247050, -6332, 2930], [-76328, -1312, -15096], [-72794, 32564, -12384], [-173062, 20784, -5356], [-16244, -7034, -2102], [105284, 22968, 12256], [-41354, 23904, 14424], [138926, -35512, 446], [4044, -22452, 30972], [50862, -46524, -6786], [-31132, 198, -744], [35232, -23492, 1724]], 'char_orbit_index': 1, 'field_poly': [-8, -16, -1, 1], 'hecke_orbit_code': 49539595968185295, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1], 'hecke_ring_inverse_denominators': [1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0], [0, 1, 0], [10, 2, 1]], 'hecke_ring_numerators': [[1, 0, 0], [0, 1, 0], [-10, -2, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '975.4.a.l', 'level': 975, 'maxp': 2999, 'weight': 4}
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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [5, -1], [13, -1]], 12, 3], [[[3, -1], [5, -1], [13, 1]], 18, 2], [[[3, 1], [5, 1], [13, 1]], 13, 4], [[[3, 1], [5, 1], [13, -1]], 14, 5], [[[3, 1], [5, -1], [13, -1]], 16, 3], [[[3, -1], [5, 1], [13, 1]], 11, 5], [[[3, 1], [5, -1], [13, 1]], 14, 3], [[[3, -1], [5, 1], [13, -1]], 16, 4]], 'ALdims': [13, 14, 14, 16, 11, 16, 18, 12], 'Nk2': 15600, 'analytic_conductor': 57.5268622555971, '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': [975, 1, [326, 352, 301], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 408, 'dim': 114, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 7], 'hecke_orbit_code': 67109839, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 3, 3, 3, 4, 4, 4, 4, 4, 5, 5, 6, 6, 7, 7, 7, 7, 11, 11], 'label': '975.4.a', 'level': 975, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': 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mf_twists_nf • Show schema
Hide schema
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id: 601435
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '975.4.a.l', 'source_level': 975, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '39.4.a.c', 'target_level': 39, 'twist_class_label': '39.4.a.c', 'twist_class_level': 39, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 601436
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '975.4.a.l', 'source_level': 975, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '117.4.a.f', 'target_level': 117, 'twist_class_label': '39.4.a.c', 'twist_class_level': 39, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 601437
{'conductor': 65, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '975.4.a.l', 'source_level': 975, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '507.4.a.h', 'target_level': 507, 'twist_class_label': '39.4.a.c', 'twist_class_level': 39, 'twisting_char_label': '65.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 601438
{'conductor': 65, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '975.4.a.l', 'source_level': 975, 'target_char_orbit': 2, 'target_dim': 6, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '507.4.b.g', 'target_level': 507, 'twist_class_label': '39.4.a.c', 'twist_class_level': 39, 'twisting_char_label': '65.g', 'twisting_char_orbit': 7, 'weight': 4}
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id: 601439
{'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '975.4.a.l', 'source_level': 975, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 20, 'target_is_minimal': False, 'target_label': '624.4.a.t', 'target_level': 624, 'twist_class_label': '39.4.a.c', 'twist_class_level': 39, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 601440
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '975.4.a.l', 'source_level': 975, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '975.4.a.l', 'target_level': 975, 'twist_class_label': '39.4.a.c', 'twist_class_level': 39, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 601441
{'conductor': 195, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '975.4.a.l', 'source_level': 975, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 21, 'target_is_minimal': False, 'target_label': '1521.4.a.u', 'target_level': 1521, 'twist_class_label': '39.4.a.c', 'twist_class_level': 39, 'twisting_char_label': '195.e', 'twisting_char_orbit': 5, 'weight': 4}
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id: 601442
{'conductor': 60, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '975.4.a.l', 'source_level': 975, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 37, 'target_is_minimal': False, 'target_label': '1872.4.a.bk', 'target_level': 1872, 'twist_class_label': '39.4.a.c', 'twist_class_level': 39, 'twisting_char_label': '60.h', 'twisting_char_orbit': 8, 'weight': 4}
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id: 601443
{'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '975.4.a.l', 'source_level': 975, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '1911.4.a.k', 'target_level': 1911, 'twist_class_label': '39.4.a.c', 'twist_class_level': 39, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 601444
{'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '975.4.a.l', 'source_level': 975, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 38, 'target_is_minimal': False, 'target_label': '2496.4.a.bl', 'target_level': 2496, 'twist_class_label': '39.4.a.c', 'twist_class_level': 39, 'twisting_char_label': '40.f', 'twisting_char_orbit': 6, 'weight': 4}
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id: 601445
{'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '975.4.a.l', 'source_level': 975, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 42, 'target_is_minimal': False, 'target_label': '2496.4.a.bp', 'target_level': 2496, 'twist_class_label': '39.4.a.c', 'twist_class_level': 39, 'twisting_char_label': '40.e', 'twisting_char_orbit': 5, 'weight': 4}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 1560550
{'charpoly_factorization': [[[-24, -15, 2, 1], 1]], 'hecke_orbit_code': 49539595968185295, 'p': 2}
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id: 1560551
{'charpoly_factorization': [[[3, 1], 3]], 'hecke_orbit_code': 49539595968185295, 'p': 3}
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id: 1560552
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 49539595968185295, 'p': 5}
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id: 1560553
{'charpoly_factorization': [[[-1984, -288, 30, 1], 1]], 'hecke_orbit_code': 49539595968185295, 'p': 7}
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id: 1560554
{'charpoly_factorization': [[[30336, -2256, 16, 1], 1]], 'hecke_orbit_code': 49539595968185295, 'p': 11}
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id: 1560555
{'charpoly_factorization': [[[13, 1], 3]], 'hecke_orbit_code': 49539595968185295, 'p': 13}
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id: 1560556
{'charpoly_factorization': [[[-71256, 6060, -146, 1], 1]], 'hecke_orbit_code': 49539595968185295, 'p': 17}
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id: 1560557
{'charpoly_factorization': [[[779616, -14432, -94, 1], 1]], 'hecke_orbit_code': 49539595968185295, 'p': 19}
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id: 1560558
{'charpoly_factorization': [[[-534528, -20928, -48, 1], 1]], 'hecke_orbit_code': 49539595968185295, 'p': 23}
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id: 1560559
{'charpoly_factorization': [[[-199176, -10116, 2, 1], 1]], 'hecke_orbit_code': 49539595968185295, 'p': 29}
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id: 1560560
{'charpoly_factorization': [[[7197248, -17536, -302, 1], 1]], 'hecke_orbit_code': 49539595968185295, 'p': 31}
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id: 1560561
{'charpoly_factorization': [[[-7758104, -36964, 374, 1], 1]], 'hecke_orbit_code': 49539595968185295, 'p': 37}
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id: 1560562
{'charpoly_factorization': [[[12919824, 1716, -480, 1], 1]], 'hecke_orbit_code': 49539595968185295, 'p': 41}
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id: 1560563
{'charpoly_factorization': [[[3663168, -38096, -260, 1], 1]], 'hecke_orbit_code': 49539595968185295, 'p': 43}
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id: 1560564
{'charpoly_factorization': [[[-18102528, -168480, -24, 1], 1]], 'hecke_orbit_code': 49539595968185295, 'p': 47}
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id: 1560565
{'charpoly_factorization': [[[1471608, -42228, -678, 1], 1]], 'hecke_orbit_code': 49539595968185295, 'p': 53}
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id: 1560566
{'charpoly_factorization': [[[137423808, 956112, 1788, 1], 1]], 'hecke_orbit_code': 49539595968185295, 'p': 59}
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id: 1560567
{'charpoly_factorization': [[[6279512, -44452, -230, 1], 1]], 'hecke_orbit_code': 49539595968185295, 'p': 61}
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id: 1560568
{'charpoly_factorization': [[[-4260896, -409216, 74, 1], 1]], 'hecke_orbit_code': 49539595968185295, 'p': 67}
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id: 1560569
{'charpoly_factorization': [[[-70464384, -12576, 948, 1], 1]], 'hecke_orbit_code': 49539595968185295, 'p': 71}
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id: 1560570
{'charpoly_factorization': [[[-22780552, -943236, -222, 1], 1]], 'hecke_orbit_code': 49539595968185295, 'p': 73}
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id: 1560571
{'charpoly_factorization': [[[7757824, -78336, 24, 1], 1]], 'hecke_orbit_code': 49539595968185295, 'p': 79}
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id: 1560572
{'charpoly_factorization': [[[-13963968, 189072, -796, 1], 1]], 'hecke_orbit_code': 49539595968185295, 'p': 83}
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id: 1560573
{'charpoly_factorization': [[[-30129888, 421284, -1436, 1], 1]], 'hecke_orbit_code': 49539595968185295, 'p': 89}
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id: 1560574
{'charpoly_factorization': [[[1218481048, 3465500, 3242, 1], 1]], 'hecke_orbit_code': 49539595968185295, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 12, 'label': '975.4.a.l', 'level': 975, 'portrait': 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', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 219467000
{'hecke_orbit_code': 49539595968185295, 'n': 1, 'trace_an': 3}
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id: 219467001
{'hecke_orbit_code': 49539595968185295, 'n': 2, 'trace_an': -2}
-
id: 219467002
{'hecke_orbit_code': 49539595968185295, 'n': 3, 'trace_an': -9}
-
id: 219467003
{'hecke_orbit_code': 49539595968185295, 'n': 4, 'trace_an': 10}
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id: 219467004
{'hecke_orbit_code': 49539595968185295, 'n': 5, 'trace_an': 0}
-
id: 219467005
{'hecke_orbit_code': 49539595968185295, 'n': 6, 'trace_an': 6}
-
id: 219467006
{'hecke_orbit_code': 49539595968185295, 'n': 7, 'trace_an': -30}
-
id: 219467007
{'hecke_orbit_code': 49539595968185295, 'n': 8, 'trace_an': 6}
-
id: 219467008
{'hecke_orbit_code': 49539595968185295, 'n': 9, 'trace_an': 27}
-
id: 219467009
{'hecke_orbit_code': 49539595968185295, 'n': 10, 'trace_an': 0}
-
id: 219467010
{'hecke_orbit_code': 49539595968185295, 'n': 11, 'trace_an': -16}
-
id: 219467011
{'hecke_orbit_code': 49539595968185295, 'n': 12, 'trace_an': -30}
-
id: 219467012
{'hecke_orbit_code': 49539595968185295, 'n': 13, 'trace_an': -39}
-
id: 219467013
{'hecke_orbit_code': 49539595968185295, 'n': 14, 'trace_an': -176}
-
id: 219467014
{'hecke_orbit_code': 49539595968185295, 'n': 15, 'trace_an': 0}
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id: 219467015
{'hecke_orbit_code': 49539595968185295, 'n': 16, 'trace_an': -110}
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id: 219467016
{'hecke_orbit_code': 49539595968185295, 'n': 17, 'trace_an': 146}
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id: 219467017
{'hecke_orbit_code': 49539595968185295, 'n': 18, 'trace_an': -18}
-
id: 219467018
{'hecke_orbit_code': 49539595968185295, 'n': 19, 'trace_an': 94}
-
id: 219467019
{'hecke_orbit_code': 49539595968185295, 'n': 20, 'trace_an': 0}
-
id: 219467020
{'hecke_orbit_code': 49539595968185295, 'n': 21, 'trace_an': 90}
-
id: 219467021
{'hecke_orbit_code': 49539595968185295, 'n': 22, 'trace_an': 56}
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