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jeudi 16 janvier 2014

Détergent Arctic Power à 1.50$ après coupon!

Le détergent Arctic Power est à 3$ chez Super C (du 16 au 22 janvier) et avec le coupon de 1.50$ (carnet de coupon UtiliSource ou coupon à imprimé SmartSource), la bouteille est à seulement 1.50$! Et comme à chaque fois, vous pourrez imprimer le coupon à 2 reprises! Merci à Lydia Doucet pour cette belle trouvaille!

Voir les autres aubaines de la semaine.

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