Hausse des prix de 1,7% au cours des neuf premiers mois de l’année 2014.
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)
Les prix à la consommation finale des ménages enregistrent une hausse de
1,7% au cours des neuf premiers mois de 2014 contre 2,1% il y a un an.
En moyenne sur les douze derniers mois, l’augmentation se situe aussi à
1,7% en recul presque d’un demi-point comparativement à la même période
en 2013.
Cette hausse en glissement du niveau général des prix est
tributaire des prix des biens et services des transports qui ont grimpé
de 5,5%. Cette flambée résulte de la révision à la hausse des prix à la
pompe des carburants le 1er juillet 2014. A partir de cette date, le
litre de l’essence super est passé de 569 Fcfa à 650 Fcfa et celui du
Gasoil est passé de 520 Fcfa à 600 Fcfa. De même, dans le train de
mesures prises par le Gouvernement au cours de ce mois de juillet, le
tarif officiel de jour du taxi de ville est passé de 200 Fcfa à 250
Fcfa. Les répercussions de cette flambée des prix des transports sur
les produits alimentaires se sont fait sentir en juillet. Cependant, le
pourvoir d’achat des ménages n’ayant pas suivi malgré la hausse de 5%
des salaires des fonctionnaires, les prix des produits alimentaires se
sont stabilisés entre juillet et septembre.
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