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mf_newforms • Show schema
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{'Nk2': 2704, 'analytic_conductor': 9.971322790970163, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[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': [169, 1, [2], [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': [[2, [3, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599694479529, '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': False, 'label': '169.4.a.b', 'level': 169, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [13], 'level_radical': 13, 'minimal_twist': '13.4.b.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-3q^{2}-q^{3}+q^{4}+9q^{5}+3q^{6}-15q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '169.4.a', 'trace_display': [-3, -1, 9, -15], 'trace_hash': 1326119092497332806, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.001', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.989', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.915', 'prec': 17}], 'trace_zratio': 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mf_hecke_nf • Show schema
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{'an': [[1], [-3], [-1], [1], [9], [3], [-15], [21], [-26], [-27], [48], [-1], [0], [45], [-9], [-71], [45], [78], [-6], [9], [15], [-144], [-162], [-21], [-44], [0], [53], [-15], [-144], [27], [-264], [45], [-48], [-135], [-135], [-26], [-303], [18], [0], [189], [192], [-45], [97], [48], [-234], [486], [-111], [71], [-118], [132], [-45], [0], [-414], [-159], [432], [-315], [6], [432], [-522], [-9], [376], [792], [390], [433], [0], [144], [36], [45], [162], [405], [-357], [-546], [1098], [909], [44], [-6], [-720], [0], [-830], [-639], [649], [-576], [438], [15], [405], [-291], [144], [1008], [438], [702], [0], [-162], [264], [333], [-54], [-45], [852], [354], [-1248], [-44]], 'ap': [[-3], [-1], [9], [-15], [48], [0], [45], [-6], [-162], [-144], [-264], [-303], [192], [97], [-111], [-414], [-522], [376], [36], [-357], [1098], [-830], [438], [438], [852], [-396], [-182], [-612], [-1083], [90], [-2086], [-1467], [414], [-2419], [930], [1683], [1874], [1194], [2388], [1566], [657], [1222], [1260], [-342], [-81], [-1996], [2833], [3507], [228], [-5493], [-3627], [-6075], [-210], [-7092], [5805], [792], [5472], [-2331], [1384], [4062], [3764], [-4227], [-306], [2106], [10051], [2154], [-10770], [2171], [-7047], [6873], [9318], [-4128], [-2536], [-92], [-10182], [579], [-2106], [1974], [-11886], [-1254], [5823], [7341], [7485], [15203], [1762], [-7317], [5016], [-9870], [14541], [2112], [-3276], [15453], [3660], [-747], [15804], [-12078], [-16110], [3915], [16184], [7923], [-14389], [10383], [16425], [-12213], [6383], [-6426], [21330], [-12084], [2394], [-21971], [-15406], [9630], [-14748], [3672], [19875], [-1710], [16452], [-25902], [18108], [-32904], [-15318], [7729], [19242], [-22518], [-9168], [-1170], [1662], [-30960], [8372], [2739], [6756], [-29643], [-18128], [-6410], [-28290], [27960], [5649], [-756], [-31194], [17055], [-35520], [-1095], [2554], [-21522], [13124], [23424], [-31077], [19422], [1744], [-19179], [-29217], [15633], [-30589], [-25884], [12305], [29772], [47644], [-21924], [32398], [-2097], [20016], [-24993], [40959], [-48933], [-47388], [-16803], [-57526], [-25000]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 4503599694479529, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '169.4.a.b', 'level': 169, 'maxp': 997, 'weight': 4}
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mf_newspaces • Show schema
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{'AL_dims': [[[[13, -1]], 15, 5], [[[13, 1]], 18, 7]], 'ALdims': [18, 15], 'Nk2': 2704, 'analytic_conductor': 9.971322790970163, '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': [169, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 39, 'dim': 33, 'eis_dim': 14, 'eis_new_dim': 11, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 67109033, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 9, 9], 'label': '169.4.a', 'level': 169, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [13], 'level_radical': 13, 'mf_dim': 53, 'mf_new_dim': 44, 'num_forms': 12, 'plus_dim': 18, 'prim_orbit_index': 1, 'relative_dim': 33, 'sturm_bound': 60, 'trace_bound': 3, 'trace_display': [4, 2, 10, 22], 'traces': [33, 4, 2, 110, 10, -12, 22, 48, 159, -78, -54, 150, 0, -186, -16, 274, -98, 220, 210, 100, 212, -136, -144, -588, 581, 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mf_twists_nf • Show schema
Hide schema
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id: 141301
{'conductor': 13, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '169.4.a.b', 'source_level': 169, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '13.4.b.a', 'target_level': 13, 'twist_class_label': '13.4.b.a', 'twist_class_level': 13, 'twisting_char_label': '13.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 141302
{'conductor': 39, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '169.4.a.b', 'source_level': 169, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '117.4.b.a', 'target_level': 117, 'twist_class_label': '13.4.b.a', 'twist_class_level': 13, 'twisting_char_label': '39.f', 'twisting_char_orbit': 6, 'weight': 4}
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id: 141303
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '169.4.a.b', 'source_level': 169, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '169.4.a.b', 'target_level': 169, 'twist_class_label': '13.4.b.a', 'twist_class_level': 13, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 141304
{'conductor': 13, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '169.4.a.b', 'source_level': 169, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '169.4.a.c', 'target_level': 169, 'twist_class_label': '13.4.b.a', 'twist_class_level': 13, 'twisting_char_label': '13.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 141305
{'conductor': 13, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '169.4.a.b', 'source_level': 169, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '169.4.c.b', 'target_level': 169, 'twist_class_label': '13.4.b.a', 'twist_class_level': 13, 'twisting_char_label': '13.e', 'twisting_char_orbit': 5, 'weight': 4}
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id: 141306
{'conductor': 13, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '169.4.a.b', 'source_level': 169, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '169.4.c.c', 'target_level': 169, 'twist_class_label': '13.4.b.a', 'twist_class_level': 13, 'twisting_char_label': '13.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 141307
{'conductor': 13, 'degree': 4, 'multiplicity': 4, 'order': 12, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '169.4.a.b', 'source_level': 169, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '169.4.e.d', 'target_level': 169, 'twist_class_label': '13.4.b.a', 'twist_class_level': 13, 'twisting_char_label': '13.f', 'twisting_char_orbit': 6, 'weight': 4}
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id: 141308
{'conductor': 52, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '169.4.a.b', 'source_level': 169, 'target_char_orbit': 6, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '208.4.f.b', 'target_level': 208, 'twist_class_label': '13.4.b.a', 'twist_class_level': 13, 'twisting_char_label': '52.f', 'twisting_char_orbit': 6, 'weight': 4}
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id: 141309
{'conductor': 65, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '169.4.a.b', 'source_level': 169, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '325.4.c.b', 'target_level': 325, 'twist_class_label': '13.4.b.a', 'twist_class_level': 13, 'twisting_char_label': '65.g', 'twisting_char_orbit': 7, 'weight': 4}
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id: 141310
{'conductor': 65, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '169.4.a.b', 'source_level': 169, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '325.4.d.a', 'target_level': 325, 'twist_class_label': '13.4.b.a', 'twist_class_level': 13, 'twisting_char_label': '65.k', 'twisting_char_orbit': 11, 'weight': 4}
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id: 141311
{'conductor': 65, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '169.4.a.b', 'source_level': 169, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '325.4.d.b', 'target_level': 325, 'twist_class_label': '13.4.b.a', 'twist_class_level': 13, 'twisting_char_label': '65.f', 'twisting_char_orbit': 6, 'weight': 4}
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id: 141312
{'conductor': 104, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '169.4.a.b', 'source_level': 169, 'target_char_orbit': 6, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '832.4.f.c', 'target_level': 832, 'twist_class_label': '13.4.b.a', 'twist_class_level': 13, 'twisting_char_label': '104.m', 'twisting_char_orbit': 13, 'weight': 4}
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id: 141313
{'conductor': 104, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '169.4.a.b', 'source_level': 169, 'target_char_orbit': 6, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '832.4.f.e', 'target_level': 832, 'twist_class_label': '13.4.b.a', 'twist_class_level': 13, 'twisting_char_label': '104.j', 'twisting_char_orbit': 10, 'weight': 4}
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id: 141314
{'conductor': 39, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '169.4.a.b', 'source_level': 169, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '1521.4.a.d', 'target_level': 1521, 'twist_class_label': '13.4.b.a', 'twist_class_level': 13, 'twisting_char_label': '39.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 141315
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '169.4.a.b', 'source_level': 169, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '1521.4.a.i', 'target_level': 1521, 'twist_class_label': '13.4.b.a', 'twist_class_level': 13, '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: 435875
{'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 4503599694479529, 'p': 2}
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id: 435876
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 4503599694479529, 'p': 3}
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id: 435877
{'charpoly_factorization': [[[-9, 1], 1]], 'hecke_orbit_code': 4503599694479529, 'p': 5}
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id: 435878
{'charpoly_factorization': [[[15, 1], 1]], 'hecke_orbit_code': 4503599694479529, 'p': 7}
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id: 435879
{'charpoly_factorization': [[[-48, 1], 1]], 'hecke_orbit_code': 4503599694479529, 'p': 11}
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id: 435880
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599694479529, 'p': 13}
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id: 435881
{'charpoly_factorization': [[[-45, 1], 1]], 'hecke_orbit_code': 4503599694479529, 'p': 17}
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id: 435882
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 4503599694479529, 'p': 19}
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id: 435883
{'charpoly_factorization': [[[162, 1], 1]], 'hecke_orbit_code': 4503599694479529, 'p': 23}
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id: 435884
{'charpoly_factorization': [[[144, 1], 1]], 'hecke_orbit_code': 4503599694479529, 'p': 29}
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id: 435885
{'charpoly_factorization': [[[264, 1], 1]], 'hecke_orbit_code': 4503599694479529, 'p': 31}
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id: 435886
{'charpoly_factorization': [[[303, 1], 1]], 'hecke_orbit_code': 4503599694479529, 'p': 37}
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id: 435887
{'charpoly_factorization': [[[-192, 1], 1]], 'hecke_orbit_code': 4503599694479529, 'p': 41}
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id: 435888
{'charpoly_factorization': [[[-97, 1], 1]], 'hecke_orbit_code': 4503599694479529, 'p': 43}
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id: 435889
{'charpoly_factorization': [[[111, 1], 1]], 'hecke_orbit_code': 4503599694479529, 'p': 47}
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id: 435890
{'charpoly_factorization': [[[414, 1], 1]], 'hecke_orbit_code': 4503599694479529, 'p': 53}
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id: 435891
{'charpoly_factorization': [[[522, 1], 1]], 'hecke_orbit_code': 4503599694479529, 'p': 59}
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id: 435892
{'charpoly_factorization': [[[-376, 1], 1]], 'hecke_orbit_code': 4503599694479529, 'p': 61}
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id: 435893
{'charpoly_factorization': [[[-36, 1], 1]], 'hecke_orbit_code': 4503599694479529, 'p': 67}
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id: 435894
{'charpoly_factorization': [[[357, 1], 1]], 'hecke_orbit_code': 4503599694479529, 'p': 71}
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id: 435895
{'charpoly_factorization': [[[-1098, 1], 1]], 'hecke_orbit_code': 4503599694479529, 'p': 73}
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id: 435896
{'charpoly_factorization': [[[830, 1], 1]], 'hecke_orbit_code': 4503599694479529, 'p': 79}
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id: 435897
{'charpoly_factorization': [[[-438, 1], 1]], 'hecke_orbit_code': 4503599694479529, 'p': 83}
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id: 435898
{'charpoly_factorization': [[[-438, 1], 1]], 'hecke_orbit_code': 4503599694479529, 'p': 89}
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id: 435899
{'charpoly_factorization': [[[-852, 1], 1]], 'hecke_orbit_code': 4503599694479529, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '169.4.a.b', 'level': 169, 'portrait': 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', 'weight': 4}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 72236000
{'hecke_orbit_code': 4503599694479529, 'n': 1, 'trace_an': 1}
-
id: 72236001
{'hecke_orbit_code': 4503599694479529, 'n': 2, 'trace_an': -3}
-
id: 72236002
{'hecke_orbit_code': 4503599694479529, 'n': 3, 'trace_an': -1}
-
id: 72236003
{'hecke_orbit_code': 4503599694479529, 'n': 4, 'trace_an': 1}
-
id: 72236004
{'hecke_orbit_code': 4503599694479529, 'n': 5, 'trace_an': 9}
-
id: 72236005
{'hecke_orbit_code': 4503599694479529, 'n': 6, 'trace_an': 3}
-
id: 72236006
{'hecke_orbit_code': 4503599694479529, 'n': 7, 'trace_an': -15}
-
id: 72236007
{'hecke_orbit_code': 4503599694479529, 'n': 8, 'trace_an': 21}
-
id: 72236008
{'hecke_orbit_code': 4503599694479529, 'n': 9, 'trace_an': -26}
-
id: 72236009
{'hecke_orbit_code': 4503599694479529, 'n': 10, 'trace_an': -27}
-
id: 72236010
{'hecke_orbit_code': 4503599694479529, 'n': 11, 'trace_an': 48}
-
id: 72236011
{'hecke_orbit_code': 4503599694479529, 'n': 12, 'trace_an': -1}
-
id: 72236012
{'hecke_orbit_code': 4503599694479529, 'n': 13, 'trace_an': 0}
-
id: 72236013
{'hecke_orbit_code': 4503599694479529, 'n': 14, 'trace_an': 45}
-
id: 72236014
{'hecke_orbit_code': 4503599694479529, 'n': 15, 'trace_an': -9}
-
id: 72236015
{'hecke_orbit_code': 4503599694479529, 'n': 16, 'trace_an': -71}
-
id: 72236016
{'hecke_orbit_code': 4503599694479529, 'n': 17, 'trace_an': 45}
-
id: 72236017
{'hecke_orbit_code': 4503599694479529, 'n': 18, 'trace_an': 78}
-
id: 72236018
{'hecke_orbit_code': 4503599694479529, 'n': 19, 'trace_an': -6}
-
id: 72236019
{'hecke_orbit_code': 4503599694479529, 'n': 20, 'trace_an': 9}
-
id: 72236020
{'hecke_orbit_code': 4503599694479529, 'n': 21, 'trace_an': 15}
-
id: 72236021
{'hecke_orbit_code': 4503599694479529, 'n': 22, 'trace_an': -144}
-
id: 72236022
{'hecke_orbit_code': 4503599694479529, 'n': 23, 'trace_an': -162}
-
id: 72236023
{'hecke_orbit_code': 4503599694479529, 'n': 24, 'trace_an': -21}
-
id: 72236024
{'hecke_orbit_code': 4503599694479529, 'n': 25, 'trace_an': -44}
-
id: 72236025
{'hecke_orbit_code': 4503599694479529, 'n': 26, 'trace_an': 0}
-
id: 72236026
{'hecke_orbit_code': 4503599694479529, 'n': 27, 'trace_an': 53}
-
id: 72236027
{'hecke_orbit_code': 4503599694479529, 'n': 28, 'trace_an': -15}
-
id: 72236028
{'hecke_orbit_code': 4503599694479529, 'n': 29, 'trace_an': -144}
-
id: 72236029
{'hecke_orbit_code': 4503599694479529, 'n': 30, 'trace_an': 27}
-
id: 72236030
{'hecke_orbit_code': 4503599694479529, 'n': 31, 'trace_an': -264}
-
id: 72236031
{'hecke_orbit_code': 4503599694479529, 'n': 32, 'trace_an': 45}
-
id: 72236032
{'hecke_orbit_code': 4503599694479529, 'n': 33, 'trace_an': -48}
-
id: 72236033
{'hecke_orbit_code': 4503599694479529, 'n': 34, 'trace_an': -135}
-
id: 72236034
{'hecke_orbit_code': 4503599694479529, 'n': 35, 'trace_an': -135}
-
id: 72236035
{'hecke_orbit_code': 4503599694479529, 'n': 36, 'trace_an': -26}
-
id: 72236036
{'hecke_orbit_code': 4503599694479529, 'n': 37, 'trace_an': -303}
-
id: 72236037
{'hecke_orbit_code': 4503599694479529, 'n': 38, 'trace_an': 18}
-
id: 72236038
{'hecke_orbit_code': 4503599694479529, 'n': 39, 'trace_an': 0}
-
id: 72236039
{'hecke_orbit_code': 4503599694479529, 'n': 40, 'trace_an': 189}
-
id: 72236040
{'hecke_orbit_code': 4503599694479529, 'n': 41, 'trace_an': 192}
-
id: 72236041
{'hecke_orbit_code': 4503599694479529, 'n': 42, 'trace_an': -45}
-
id: 72236042
{'hecke_orbit_code': 4503599694479529, 'n': 43, 'trace_an': 97}
-
id: 72236043
{'hecke_orbit_code': 4503599694479529, 'n': 44, 'trace_an': 48}
-
id: 72236044
{'hecke_orbit_code': 4503599694479529, 'n': 45, 'trace_an': -234}
-
id: 72236045
{'hecke_orbit_code': 4503599694479529, 'n': 46, 'trace_an': 486}
-
id: 72236046
{'hecke_orbit_code': 4503599694479529, 'n': 47, 'trace_an': -111}
-
id: 72236047
{'hecke_orbit_code': 4503599694479529, 'n': 48, 'trace_an': 71}
-
id: 72236048
{'hecke_orbit_code': 4503599694479529, 'n': 49, 'trace_an': -118}
-
id: 72236049
{'hecke_orbit_code': 4503599694479529, 'n': 50, 'trace_an': 132}
-
id: 72236050
{'hecke_orbit_code': 4503599694479529, 'n': 51, 'trace_an': -45}
-
id: 72236051
{'hecke_orbit_code': 4503599694479529, 'n': 52, 'trace_an': 0}
-
id: 72236052
{'hecke_orbit_code': 4503599694479529, 'n': 53, 'trace_an': -414}
-
id: 72236053
{'hecke_orbit_code': 4503599694479529, 'n': 54, 'trace_an': -159}
-
id: 72236054
{'hecke_orbit_code': 4503599694479529, 'n': 55, 'trace_an': 432}
-
id: 72236055
{'hecke_orbit_code': 4503599694479529, 'n': 56, 'trace_an': -315}
-
id: 72236056
{'hecke_orbit_code': 4503599694479529, 'n': 57, 'trace_an': 6}
-
id: 72236057
{'hecke_orbit_code': 4503599694479529, 'n': 58, 'trace_an': 432}
-
id: 72236058
{'hecke_orbit_code': 4503599694479529, 'n': 59, 'trace_an': -522}
-
id: 72236059
{'hecke_orbit_code': 4503599694479529, 'n': 60, 'trace_an': -9}
-
id: 72236060
{'hecke_orbit_code': 4503599694479529, 'n': 61, 'trace_an': 376}
-
id: 72236061
{'hecke_orbit_code': 4503599694479529, 'n': 62, 'trace_an': 792}
-
id: 72236062
{'hecke_orbit_code': 4503599694479529, 'n': 63, 'trace_an': 390}
-
id: 72236063
{'hecke_orbit_code': 4503599694479529, 'n': 64, 'trace_an': 433}
-
id: 72236064
{'hecke_orbit_code': 4503599694479529, 'n': 65, 'trace_an': 0}
-
id: 72236065
{'hecke_orbit_code': 4503599694479529, 'n': 66, 'trace_an': 144}
-
id: 72236066
{'hecke_orbit_code': 4503599694479529, 'n': 67, 'trace_an': 36}
-
id: 72236067
{'hecke_orbit_code': 4503599694479529, 'n': 68, 'trace_an': 45}
-
id: 72236068
{'hecke_orbit_code': 4503599694479529, 'n': 69, 'trace_an': 162}
-
id: 72236069
{'hecke_orbit_code': 4503599694479529, 'n': 70, 'trace_an': 405}
-
id: 72236070
{'hecke_orbit_code': 4503599694479529, 'n': 71, 'trace_an': -357}
-
id: 72236071
{'hecke_orbit_code': 4503599694479529, 'n': 72, 'trace_an': -546}
-
id: 72236072
{'hecke_orbit_code': 4503599694479529, 'n': 73, 'trace_an': 1098}
-
id: 72236073
{'hecke_orbit_code': 4503599694479529, 'n': 74, 'trace_an': 909}
-
id: 72236074
{'hecke_orbit_code': 4503599694479529, 'n': 75, 'trace_an': 44}
-
id: 72236075
{'hecke_orbit_code': 4503599694479529, 'n': 76, 'trace_an': -6}
-
id: 72236076
{'hecke_orbit_code': 4503599694479529, 'n': 77, 'trace_an': -720}
-
id: 72236077
{'hecke_orbit_code': 4503599694479529, 'n': 78, 'trace_an': 0}
-
id: 72236078
{'hecke_orbit_code': 4503599694479529, 'n': 79, 'trace_an': -830}
-
id: 72236079
{'hecke_orbit_code': 4503599694479529, 'n': 80, 'trace_an': -639}
-
id: 72236080
{'hecke_orbit_code': 4503599694479529, 'n': 81, 'trace_an': 649}
-
id: 72236081
{'hecke_orbit_code': 4503599694479529, 'n': 82, 'trace_an': -576}
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