Cómo el constructivismo se aplica en la enseñanza de Tecnología e Informática

FBGENC:v1:pmfaCU9ApHr9JlHa6xzEkQ==: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
Si quieres conocer otros artículos parecidos a Cómo el constructivismo se aplica en la enseñanza de Tecnología e Informática puedes visitar la categoría Másteres en Tecnología e Informática.

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