Los socios del proyecto MARSOL han actualizado y colgado un nuevo vídeo que explica las características de cada uno de sus siete demo-sites.
Acceso al vídeo (enlace externo Vimeo) / Marsol demo-sites presentation: (external link): https://vimeo.com/194059586
Otros vídeos de MARSOL / Other MARSOL videos in Vimeo: https://vimeo.com/search?q=marsol+demo+sites
https://vimeo.com/220270205
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)
Recarga artificial / Managed Aquifer Recharge