u003cpu003eLa majorité des membres siégeant sur le comité de politique monétaire (CPM) nu0026rsquo;ont pas voulu prendre de risque avec la croissance. Cu0026rsquo;est ce quu0026rsquo;on constate à lu0026rsquo;issue de la 33e réunion du CPM, une posture qui a eu pour résultat le maintien du taux directeur à 4,65 %. Ce statu quo ainsi que lu0026rsquo;interview de Frédéric Tyack font la couverture de u003cemu003eBusiness Magazineu003c/emu003e cette semaine. Lu0026rsquo;hebdomadaire est accompagné du supplément Automoto.u003c/pu003eu003cpu003eu003cimg alt=\ height=279 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Politique monétaire : guerre des nerfs autour du taux directeur
