La tesis de Nancy de Ramón J. Sender:
La tesis de Nancy es una crítica mirada a la España de su tiempo que Ramón J. Sender hace a través de los ojos de una sorprendida estudiante norteamericana. Refleja a la vez la tradición y la modernidad de un país que se abría tímidamente al mundo desarrollado pero que guardaba todavía, en algunos momentos como un tesoro, pero en otras como un lastres, el profundo poso de siglos de costumbrismo difícil de asumir, interpretar y comprender, no sólo para el viajero entusiasta como Nancy, sino para muchos españoles a los que los avatares de su vida y de su nación habían llevado como a Sender a un exilio forzado o voluntario.
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