A partir de la siguiente base de conocimientos[br][img]data:image/png;base64,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[/img][br][br]escribe todas las opciones que arroja la soguiente pregunta[br]?-hombre(X),mujer(Y).[br]
[img]data:image/png;base64,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[/img]