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{'Nk2': 6432, 'analytic_conductor': 23.718767822307726, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [67, -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': [402, 1, [269, 337], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 8, 'field_disc_factorization': [[2, 3]], 'field_poly': [-2, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': True, 'field_poly_root_of_unity': 8, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [79, 18, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599694479762, 'hecke_ring_generator_nbound': 5, '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': '402.4.a.b', 'level': 402, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 67], 'level_radical': 402, 'minimal_twist': '402.4.a.b', 'nf_label': '2.2.8.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}+3q^{3}+4q^{4}+(-9+\\beta )q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '402.4.a', 'trace_display': [4, 6, -18, -26], 'trace_hash': 1336196753426551875, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.059', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.482', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 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mf_hecke_nf • Show schema
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'char_orbit_index': 1, 'field_poly': [-2, 0, 1], 'hecke_orbit_code': 4503599694479762, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '402.4.a.b', 'level': 402, 'maxp': 2999, 'weight': 4}
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{'AL_dims': [[[[2, -1], [3, 1], [67, 1]], 3, 1], [[[2, -1], [3, -1], [67, -1]], 2, 1], [[[2, -1], [3, 1], [67, -1]], 6, 1], [[[2, -1], [3, -1], [67, 1]], 6, 1], [[[2, 1], [3, -1], [67, 1]], 4, 1], [[[2, 1], [3, -1], [67, -1]], 4, 1], [[[2, 1], [3, 1], [67, -1]], 3, 1], [[[2, 1], [3, 1], [67, 1]], 4, 2]], 'ALdims': [4, 3, 4, 4, 3, 6, 6, 2], 'Nk2': 6432, 'analytic_conductor': 23.718767822307726, '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': [402, 1, [269, 337], [1, 1]], 'conrey_index': 1, 'cusp_dim': 200, 'dim': 32, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 67109266, 'hecke_orbit_dims': [1, 2, 3, 3, 3, 4, 4, 6, 6], 'label': '402.4.a', 'level': 402, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 67], 'level_radical': 402, 'mf_dim': 208, 'mf_new_dim': 32, 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mf_twists_nf • Show schema
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id: 301938
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '402.4.a.b', 'source_level': 402, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '402.4.a.b', 'target_level': 402, 'twist_class_label': '402.4.a.b', 'twist_class_level': 402, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 301939
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '402.4.a.b', 'source_level': 402, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '1206.4.a.d', 'target_level': 1206, 'twist_class_label': '402.4.a.b', 'twist_class_level': 402, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
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mf_hecke_charpolys • Show schema
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id: 841825
{'charpoly_factorization': [[[-2, 1], 2]], 'hecke_orbit_code': 4503599694479762, 'p': 2}
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id: 841826
{'charpoly_factorization': [[[-3, 1], 2]], 'hecke_orbit_code': 4503599694479762, 'p': 3}
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id: 841827
{'charpoly_factorization': [[[79, 18, 1], 1]], 'hecke_orbit_code': 4503599694479762, 'p': 5}
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id: 841828
{'charpoly_factorization': [[[137, 26, 1], 1]], 'hecke_orbit_code': 4503599694479762, 'p': 7}
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id: 841829
{'charpoly_factorization': [[[1316, 76, 1], 1]], 'hecke_orbit_code': 4503599694479762, 'p': 11}
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id: 841830
{'charpoly_factorization': [[[-4284, 36, 1], 1]], 'hecke_orbit_code': 4503599694479762, 'p': 13}
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id: 841831
{'charpoly_factorization': [[[-3296, 48, 1], 1]], 'hecke_orbit_code': 4503599694479762, 'p': 17}
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id: 841832
{'charpoly_factorization': [[[712, 56, 1], 1]], 'hecke_orbit_code': 4503599694479762, 'p': 19}
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id: 841833
{'charpoly_factorization': [[[1271, 122, 1], 1]], 'hecke_orbit_code': 4503599694479762, 'p': 23}
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id: 841834
{'charpoly_factorization': [[[-11592, 192, 1], 1]], 'hecke_orbit_code': 4503599694479762, 'p': 29}
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id: 841835
{'charpoly_factorization': [[[-74431, 58, 1], 1]], 'hecke_orbit_code': 4503599694479762, 'p': 31}
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id: 841836
{'charpoly_factorization': [[[-775, 10, 1], 1]], 'hecke_orbit_code': 4503599694479762, 'p': 37}
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id: 841837
{'charpoly_factorization': [[[43631, 466, 1], 1]], 'hecke_orbit_code': 4503599694479762, 'p': 41}
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id: 841838
{'charpoly_factorization': [[[-919, -218, 1], 1]], 'hecke_orbit_code': 4503599694479762, 'p': 43}
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id: 841839
{'charpoly_factorization': [[[-106492, 68, 1], 1]], 'hecke_orbit_code': 4503599694479762, 'p': 47}
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id: 841840
{'charpoly_factorization': [[[-21761, -162, 1], 1]], 'hecke_orbit_code': 4503599694479762, 'p': 53}
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id: 841841
{'charpoly_factorization': [[[-6849, 66, 1], 1]], 'hecke_orbit_code': 4503599694479762, 'p': 59}
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id: 841842
{'charpoly_factorization': [[[255872, -1024, 1], 1]], 'hecke_orbit_code': 4503599694479762, 'p': 61}
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id: 841843
{'charpoly_factorization': [[[-67, 1], 2]], 'hecke_orbit_code': 4503599694479762, 'p': 67}
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id: 841844
{'charpoly_factorization': [[[-157948, -116, 1], 1]], 'hecke_orbit_code': 4503599694479762, 'p': 71}
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id: 841845
{'charpoly_factorization': [[[190433, -1022, 1], 1]], 'hecke_orbit_code': 4503599694479762, 'p': 73}
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id: 841846
{'charpoly_factorization': [[[74816, -656, 1], 1]], 'hecke_orbit_code': 4503599694479762, 'p': 79}
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id: 841847
{'charpoly_factorization': [[[-1857409, 142, 1], 1]], 'hecke_orbit_code': 4503599694479762, 'p': 83}
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id: 841848
{'charpoly_factorization': [[[20036, 284, 1], 1]], 'hecke_orbit_code': 4503599694479762, 'p': 89}
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id: 841849
{'charpoly_factorization': [[[89788, 868, 1], 1]], 'hecke_orbit_code': 4503599694479762, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '402.4.a.b', 'level': 402, 'portrait': 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', 'weight': 4}
-
mf_hecke_traces • Show schema
Hide schema
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id: 72469000
{'hecke_orbit_code': 4503599694479762, 'n': 1, 'trace_an': 2}
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id: 72469001
{'hecke_orbit_code': 4503599694479762, 'n': 2, 'trace_an': 4}
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id: 72469002
{'hecke_orbit_code': 4503599694479762, 'n': 3, 'trace_an': 6}
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id: 72469003
{'hecke_orbit_code': 4503599694479762, 'n': 4, 'trace_an': 8}
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id: 72469004
{'hecke_orbit_code': 4503599694479762, 'n': 5, 'trace_an': -18}
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id: 72469005
{'hecke_orbit_code': 4503599694479762, 'n': 6, 'trace_an': 12}
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id: 72469006
{'hecke_orbit_code': 4503599694479762, 'n': 7, 'trace_an': -26}
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id: 72469007
{'hecke_orbit_code': 4503599694479762, 'n': 8, 'trace_an': 16}
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id: 72469008
{'hecke_orbit_code': 4503599694479762, 'n': 9, 'trace_an': 18}
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id: 72469009
{'hecke_orbit_code': 4503599694479762, 'n': 10, 'trace_an': -36}
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id: 72469010
{'hecke_orbit_code': 4503599694479762, 'n': 11, 'trace_an': -76}
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id: 72469011
{'hecke_orbit_code': 4503599694479762, 'n': 12, 'trace_an': 24}
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id: 72469012
{'hecke_orbit_code': 4503599694479762, 'n': 13, 'trace_an': -36}
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id: 72469013
{'hecke_orbit_code': 4503599694479762, 'n': 14, 'trace_an': -52}
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id: 72469014
{'hecke_orbit_code': 4503599694479762, 'n': 15, 'trace_an': -54}
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id: 72469015
{'hecke_orbit_code': 4503599694479762, 'n': 16, 'trace_an': 32}
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