Cómo el constructivismo transforma la formación docente en másteres

FBGENC:v1:mxzMkVtojgUhBv8uDPGoDw==: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
Si quieres conocer otros artículos parecidos a Cómo el constructivismo transforma la formación docente en másteres puedes visitar la categoría Másteres en Educación.

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