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mf_newforms • Show schema
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{'Nk2': 6084, 'analytic_conductor': 27.104865548393725, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 13, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [169, 2, [2], [1]], 'cm_discs': [], 'conrey_index': 168, 'dim': 6, 'field_disc': -1825676582976, 'field_disc_factorization': [[-1, 1], [2, 6], [3, 2], [56299, 2]], 'field_poly': [65536, 0, 10512, 0, 201, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [197136, 0, 13272, 0, 217, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503668447510697, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 13, 2, 1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '169.6.b.b', 'level': 169, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [13], 'level_radical': 13, 'minimal_twist': '13.6.a.b', 'prim_orbit_index': 2, 'qexp_display': 'q+(\\beta _{1}+\\beta _{2})q^{2}+(3+\\beta _{3}+\\beta _{4})q^{3}+(-40+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '5.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '169.6.b', 'trace_display': [0, 16, 0, 0], 'trace_hash': 1320890836088847261, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.017', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.744', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.476', 'prec': 17}, {'__RealLiteral__': 0, 'data': '179.932', 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mf_hecke_nf • Show schema
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1139451, 9216559, 0, 0, 1042563], [21792883, 0, 0, -1382891, -991749, 0], [-10792703, 0, 0, -3076717, -294757, 0], [-10238080, 0, 0, 1368120, 1228264, 0], [-26603273, 0, 0, 1315813, 654829, 0], [-16298262, 0, 0, -1606874, 475318, 0], [22875104, 0, 0, 1404200, -1375768, 0], [0, 2161326, -10885983, 0, 0, -1200994], [-16322050, 0, 0, -1507308, 4138572, 0], [0, -181565, -4106897, 0, 0, -2757013], [0, 1330194, -19922118, 0, 0, -553066], [7717241, 0, 0, 743331, -1844531, 0], [0, 1673619, 9118624, 0, 0, 1770141], [6138751, 0, 0, -349131, 1204877, 0], [0, 1489320, -9318087, 0, 0, -2050568], [0, -35077, 3303248, 0, 0, -344123], [-22118314, 0, 0, -1390934, -2820518, 0], [-21536830, 0, 0, 616300, 2291284, 0]], 'char_orbit_index': 2, 'field_poly': [65536, 0, 10512, 0, 201, 0, 1], 'hecke_orbit_code': 4503668447510697, 'hecke_ring_character_values': [[2, [-1, 0, 0, 0, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 19968, 156, 208, 832], '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], [-68, 0, 0, -3, 4, 0], [0, -97, 96, 0, 0, 4], [6612, 0, 0, 459, -404, 0], [0, 10009, -14688, 0, 0, 220]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0], [0, 15344, 0, 55, 0, -1], [256, 0, 101, 0, 1, 0], [3792, 0, 153, 0, 1, 0], [0, 4832, 0, 153, 0, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 6, 'label': '169.6.b.b', 'level': 169, 'maxp': 997, 'weight': 6}
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mf_newspaces • Show schema
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{'Nk2': 6084, 'analytic_conductor': 27.104865548393725, 'char_conductor': 13, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [169, 2, [2], [1]], 'conrey_index': 168, 'cusp_dim': 70, 'dim': 58, 'eis_dim': 14, 'eis_new_dim': 10, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68820140201, 'hecke_orbit_dims': [4, 6, 8, 10, 30], 'label': '169.6.b', 'level': 169, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [13], 'level_radical': 13, 'mf_dim': 84, 'mf_new_dim': 68, 'num_forms': 5, 'prim_orbit_index': 2, 'relative_dim': 58, 'sturm_bound': 91, 'trace_bound': 1, 'trace_display': [0, -16, 0, 0], 'traces': [58, 0, -16, -798, 0, 0, 0, 0, 3346, -766, 0, 2866, 0, 1438, 0, 6850, 1934, 0, 0, 0, 0, -11524, 8582, 0, -27776, 0, 7322, 0, -17716, -24186, 0, 0, 0, 0, -37448, 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-2157028, 0, -91203748], 'weight': 6, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 141978
{'conductor': 13, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 6, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '169.6.b.b', 'source_level': 169, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '13.6.a.b', 'target_level': 13, 'twist_class_label': '13.6.a.b', 'twist_class_level': 13, 'twisting_char_label': '13.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 141979
{'conductor': 39, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 6, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '169.6.b.b', 'source_level': 169, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '117.6.a.d', 'target_level': 117, 'twist_class_label': '13.6.a.b', 'twist_class_level': 13, 'twisting_char_label': '39.f', 'twisting_char_orbit': 6, 'weight': 6}
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id: 141980
{'conductor': 13, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 6, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '169.6.b.b', 'source_level': 169, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '169.6.a.b', 'target_level': 169, 'twist_class_label': '13.6.a.b', 'twist_class_level': 13, 'twisting_char_label': '13.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 141981
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 6, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '169.6.b.b', 'source_level': 169, 'target_char_orbit': 2, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '169.6.b.b', 'target_level': 169, 'twist_class_label': '13.6.a.b', 'twist_class_level': 13, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 141982
{'conductor': 13, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 6, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '169.6.b.b', 'source_level': 169, 'target_char_orbit': 2, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '169.6.b.b', 'target_level': 169, 'twist_class_label': '13.6.a.b', 'twist_class_level': 13, 'twisting_char_label': '13.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 141983
{'conductor': 52, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 6, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '169.6.b.b', 'source_level': 169, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '208.6.a.j', 'target_level': 208, 'twist_class_label': '13.6.a.b', 'twist_class_level': 13, 'twisting_char_label': '52.f', 'twisting_char_orbit': 6, 'weight': 6}
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id: 141984
{'conductor': 65, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 6, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '169.6.b.b', 'source_level': 169, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '325.6.a.c', 'target_level': 325, 'twist_class_label': '13.6.a.b', 'twist_class_level': 13, 'twisting_char_label': '65.g', 'twisting_char_orbit': 7, 'weight': 6}
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id: 141985
{'conductor': 65, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 6, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '169.6.b.b', 'source_level': 169, 'target_char_orbit': 2, 'target_dim': 6, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '325.6.b.c', 'target_level': 325, 'twist_class_label': '13.6.a.b', 'twist_class_level': 13, 'twisting_char_label': '65.f', 'twisting_char_orbit': 6, 'weight': 6}
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id: 141986
{'conductor': 65, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 6, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '169.6.b.b', 'source_level': 169, 'target_char_orbit': 2, 'target_dim': 6, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '325.6.b.c', 'target_level': 325, 'twist_class_label': '13.6.a.b', 'twist_class_level': 13, 'twisting_char_label': '65.k', 'twisting_char_orbit': 11, 'weight': 6}
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id: 141987
{'conductor': 91, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 6, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '169.6.b.b', 'source_level': 169, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '637.6.a.b', 'target_level': 637, 'twist_class_label': '13.6.a.b', 'twist_class_level': 13, 'twisting_char_label': '91.i', 'twisting_char_orbit': 9, 'weight': 6}
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id: 141988
{'conductor': 104, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 6, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '169.6.b.b', 'source_level': 169, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 19, 'target_is_minimal': False, 'target_label': '832.6.a.s', 'target_level': 832, 'twist_class_label': '13.6.a.b', 'twist_class_level': 13, 'twisting_char_label': '104.j', 'twisting_char_orbit': 10, 'weight': 6}
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id: 141989
{'conductor': 104, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 6, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '169.6.b.b', 'source_level': 169, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 20, 'target_is_minimal': False, 'target_label': '832.6.a.t', 'target_level': 832, 'twist_class_label': '13.6.a.b', 'twist_class_level': 13, 'twisting_char_label': '104.m', 'twisting_char_orbit': 13, 'weight': 6}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 437100
{'charpoly_factorization': [[[197136, 0, 13272, 0, 217, 0, 1], 1]], 'hecke_orbit_code': 4503668447510697, 'p': 2}
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id: 437101
{'charpoly_factorization': [[[2196, -237, -8, 1], 2]], 'hecke_orbit_code': 4503668447510697, 'p': 3}
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id: 437102
{'charpoly_factorization': [[[5385504996, 0, 25284393, 0, 11398, 0, 1], 1]], 'hecke_orbit_code': 4503668447510697, 'p': 5}
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id: 437103
{'charpoly_factorization': [[[7311616, 0, 941145, 0, 5850, 0, 1], 1]], 'hecke_orbit_code': 4503668447510697, 'p': 7}
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id: 437104
{'charpoly_factorization': [[[1575951529441536, 0, 50294157072, 0, 465976, 0, 1], 1]], 'hecke_orbit_code': 4503668447510697, 'p': 11}
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id: 437105
{'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 4503668447510697, 'p': 13}
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id: 437106
{'charpoly_factorization': [[[-77884638, -1417827, 908, 1], 2]], 'hecke_orbit_code': 4503668447510697, 'p': 17}
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id: 437107
{'charpoly_factorization': [[[2004643999150758144, 0, 28487600248336, 0, 10617848, 0, 1], 1]], 'hecke_orbit_code': 4503668447510697, 'p': 19}
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id: 437108
{'charpoly_factorization': [[[-5045833728, 786048, 3624, 1], 2]], 'hecke_orbit_code': 4503668447510697, 'p': 23}
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id: 437109
{'charpoly_factorization': [[[-221025174456, -22280052, 8758, 1], 2]], 'hecke_orbit_code': 4503668447510697, 'p': 29}
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id: 437110
{'charpoly_factorization': [[[2582591960698470400, 0, 123557137737984, 0, 28265568, 0, 1], 1]], 'hecke_orbit_code': 4503668447510697, 'p': 31}
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id: 437111
{'charpoly_factorization': [[[2135631796080203573476, 0, 8081796821371305, 0, 225792198, 0, 1], 1]], 'hecke_orbit_code': 4503668447510697, 'p': 37}
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id: 437112
{'charpoly_factorization': [[[867708842610266210304, 0, 850462041710592, 0, 198374244, 0, 1], 1]], 'hecke_orbit_code': 4503668447510697, 'p': 41}
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id: 437113
{'charpoly_factorization': [[[-281385762060, -80653829, 2032, 1], 2]], 'hecke_orbit_code': 4503668447510697, 'p': 43}
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id: 437114
{'charpoly_factorization': [[[485629030895880064827456, 0, 42110394430056345, 0, 574214490, 0, 1], 1]], 'hecke_orbit_code': 4503668447510697, 'p': 47}
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id: 437115
{'charpoly_factorization': [[[-4415410372608, -699425280, 12570, 1], 2]], 'hecke_orbit_code': 4503668447510697, 'p': 53}
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id: 437116
{'charpoly_factorization': [[[3735241962342221954121984, 0, 847195345591268112, 0, 1997097144, 0, 1], 1]], 'hecke_orbit_code': 4503668447510697, 'p': 59}
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id: 437117
{'charpoly_factorization': [[[-18650455523968, -1152934528, 12754, 1], 2]], 'hecke_orbit_code': 4503668447510697, 'p': 61}
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id: 437118
{'charpoly_factorization': [[[4327517179941094094807296, 0, 465475033601823504, 0, 2187607224, 0, 1], 1]], 'hecke_orbit_code': 4503668447510697, 'p': 67}
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id: 437119
{'charpoly_factorization': [[[1398393587061825885930295296, 0, 6187802536210136265, 0, 4776756810, 0, 1], 1]], 'hecke_orbit_code': 4503668447510697, 'p': 71}
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id: 437120
{'charpoly_factorization': [[[31918554546207289969344064, 0, 880640904948084528, 0, 4189445100, 0, 1], 1]], 'hecke_orbit_code': 4503668447510697, 'p': 73}
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id: 437121
{'charpoly_factorization': [[[-2044988893184, -1519042752, 61872, 1], 2]], 'hecke_orbit_code': 4503668447510697, 'p': 79}
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id: 437122
{'charpoly_factorization': [[[322965500232286272453709824, 0, 6999811926937350912, 0, 13349850544, 0, 1], 1]], 'hecke_orbit_code': 4503668447510697, 'p': 83}
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id: 437123
{'charpoly_factorization': [[[834509032669609814945415744, 0, 55755899271095690544, 0, 16327730476, 0, 1], 1]], 'hecke_orbit_code': 4503668447510697, 'p': 89}
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id: 437124
{'charpoly_factorization': [[[146467599103923679350254656, 0, 1122385528258712112, 0, 2380123596, 0, 1], 1]], 'hecke_orbit_code': 4503668447510697, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 2, 'hecke_orbit': 2, 'label': '169.6.b.b', 'level': 169, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 20636364
{'hecke_orbit_code': 4503668447510697, 'n': 1, 'trace_an': 6}
-
id: 20636365
{'hecke_orbit_code': 4503668447510697, 'n': 2, 'trace_an': 0}
-
id: 20636366
{'hecke_orbit_code': 4503668447510697, 'n': 3, 'trace_an': 16}
-
id: 20636367
{'hecke_orbit_code': 4503668447510697, 'n': 4, 'trace_an': -242}
-
id: 20636368
{'hecke_orbit_code': 4503668447510697, 'n': 5, 'trace_an': 0}
-
id: 20636369
{'hecke_orbit_code': 4503668447510697, 'n': 6, 'trace_an': 0}
-
id: 20636370
{'hecke_orbit_code': 4503668447510697, 'n': 7, 'trace_an': 0}
-
id: 20636371
{'hecke_orbit_code': 4503668447510697, 'n': 8, 'trace_an': 0}
-
id: 20636372
{'hecke_orbit_code': 4503668447510697, 'n': 9, 'trace_an': -382}
-
id: 20636373
{'hecke_orbit_code': 4503668447510697, 'n': 10, 'trace_an': 2582}
-
id: 20636374
{'hecke_orbit_code': 4503668447510697, 'n': 11, 'trace_an': 0}
-
id: 20636375
{'hecke_orbit_code': 4503668447510697, 'n': 12, 'trace_an': 2182}
-
id: 20636376
{'hecke_orbit_code': 4503668447510697, 'n': 13, 'trace_an': 0}
-
id: 20636377
{'hecke_orbit_code': 4503668447510697, 'n': 14, 'trace_an': -1586}
-
id: 20636378
{'hecke_orbit_code': 4503668447510697, 'n': 15, 'trace_an': 0}
-
id: 20636379
{'hecke_orbit_code': 4503668447510697, 'n': 16, 'trace_an': 5570}
-
id: 20636380
{'hecke_orbit_code': 4503668447510697, 'n': 17, 'trace_an': -1816}
-
id: 20636381
{'hecke_orbit_code': 4503668447510697, 'n': 18, 'trace_an': 0}
-
id: 20636382
{'hecke_orbit_code': 4503668447510697, 'n': 19, 'trace_an': 0}
-
id: 20636383
{'hecke_orbit_code': 4503668447510697, 'n': 20, 'trace_an': 0}
-
id: 20636384
{'hecke_orbit_code': 4503668447510697, 'n': 21, 'trace_an': 0}
-
id: 20636385
{'hecke_orbit_code': 4503668447510697, 'n': 22, 'trace_an': -6820}
-
id: 20636386
{'hecke_orbit_code': 4503668447510697, 'n': 23, 'trace_an': -7248}
-
id: 20636387
{'hecke_orbit_code': 4503668447510697, 'n': 24, 'trace_an': 0}
-
id: 20636388
{'hecke_orbit_code': 4503668447510697, 'n': 25, 'trace_an': -4046}
-
id: 20636389
{'hecke_orbit_code': 4503668447510697, 'n': 26, 'trace_an': 0}
-
id: 20636390
{'hecke_orbit_code': 4503668447510697, 'n': 27, 'trace_an': -8552}
-
id: 20636391
{'hecke_orbit_code': 4503668447510697, 'n': 28, 'trace_an': 0}
-
id: 20636392
{'hecke_orbit_code': 4503668447510697, 'n': 29, 'trace_an': -17516}
-
id: 20636393
{'hecke_orbit_code': 4503668447510697, 'n': 30, 'trace_an': -3434}
-
id: 20636394
{'hecke_orbit_code': 4503668447510697, 'n': 31, 'trace_an': 0}
-
id: 20636395
{'hecke_orbit_code': 4503668447510697, 'n': 32, 'trace_an': 0}
-
id: 20636396
{'hecke_orbit_code': 4503668447510697, 'n': 33, 'trace_an': 0}
-
id: 20636397
{'hecke_orbit_code': 4503668447510697, 'n': 34, 'trace_an': 0}
-
id: 20636398
{'hecke_orbit_code': 4503668447510697, 'n': 35, 'trace_an': 8696}
-
id: 20636399
{'hecke_orbit_code': 4503668447510697, 'n': 36, 'trace_an': 9356}
-
id: 20636400
{'hecke_orbit_code': 4503668447510697, 'n': 37, 'trace_an': 0}
-
id: 20636401
{'hecke_orbit_code': 4503668447510697, 'n': 38, 'trace_an': -67572}
-
id: 20636402
{'hecke_orbit_code': 4503668447510697, 'n': 39, 'trace_an': 0}
-
id: 20636403
{'hecke_orbit_code': 4503668447510697, 'n': 40, 'trace_an': -87018}
-
id: 20636404
{'hecke_orbit_code': 4503668447510697, 'n': 41, 'trace_an': 0}
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