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444
RECIMUNDO VOL. 7 N°1 (2023)
tosas, otros que encarecen su utilización y
puesta en funcionamiento, a la par que no
en todos los casos es posible su utilización,
lo que requiere un análisis del docente y to-
dos los actores involucrados.
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CITAR ESTE ARTICULO:
Valarezo-Guzmán, G. E., Sánchez-Castro, X. E., Bermúdez-Gallegos, C., &
García-Alay, R. (2023). Simulación y realidad virtual aplicadas a la educación.
RECIMUNDO, 7(1), 432-444. https://doi.org/10.26820/recimundo/7.(1).ene-
ro.2023.432-444
VALAREZO-GUZMÁN, G. E., SÁNCHEZ-CASTRO, X. E., BERMÚDEZ-GALLEGOS, C., & GARCÍA-ALAY, R.