Business Magazine

Gregory De Clerck : «Seule une forte croissance des arrivées touristiques pourra permettre à l’industrie de sortir de l’ornière»

u003cpu003eLe taux de remplissage reste faible dans lu0026rsquo;hôtellerie. Ajouté à cela, la performance du secteur est minée par la dépréciation de lu0026rsquo;euro et la concurrence émanant de destinations concurrentes. Une conjoncture difficile qui fait dire à Gregory De Clerck, le Chairman de lu0026rsquo;AHRIM, que seule une forte croissance des arrivées touristiques pourra permettre à lu0026rsquo;industrie de sortir de lu0026rsquo;ornière. Par ailleurs, lu0026rsquo;arrestation de lu0026rsquo;ex-PM remet sur le tapis la question du financement des partis politiques tandis que Cristalco et british entendent tirer parti de la libéralisation à venir dans le secteur du sucre. Ce numéro de u003cemu003eBusiness Magazineu003c/emu003e est accompagné du mensuel u003cemu003eLifestyleu003c/emu003e qui conseille pour la Saint-Valentin. Bonne lecture.u003c/pu003eu003cpu003eu003cimg alt=\ height=393 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