A partir de la siguiente base de Conocimiento[br][br][img]data:image/png;base64,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[/img][br][br]Si hago la siguiente pregunta:[br][br]?-legusta(juan, vino).[br]
A partir de la siguiente base de Conocimiento[br][br][img]data:image/png;base64,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[/img][br][br]Si hago la siguiente pregunta:[br][br]?-legusta(juan, edgar).