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Comme vous l&#x2019;avons expliqu&#xE9;, la grille de jeu est compos&#xE9; de 25 circumstances et vous avez le choix du nombre d&#x2019;os qui sera pr&#xE9;sent sur cette 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</thumbnail_url></oembed>
