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)
El tema de la educación aparece en nuestras clases con frecuencia. Aquí tenéis la intervención de Rita Pierson, una profesora de Estados Unidos, explicando el sentido de la educación. Es una buena práctica de listening, contando con la ayuda de subtítulos en español. Estoy seguro de que os interesará.
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