Jeux géographiques![](data:image/png;base64,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)
Le site internet "Jeux géographiques" propose un jeu très apprécié. Il est, parmi sites ludiques et éducatifs en ligne, l'un des plus consultés par les collégiens.
Le but est de trouver le nom des pays du monde ou des villes et des capitales ou encore les départements français. Ainsi on peut gagner le plus de point possible.
Paul , Timothé et Joao Andre