La importancia de la investigación educativa en los másteres

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FBGENC:v1:vUk4CoKPA9DzRVjfvBQTrA==: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

Si quieres conocer otros artículos parecidos a La importancia de la investigación educativa en los másteres puedes visitar la categoría Másteres en Educación.

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