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)
Aux États-Unis, l’incertitude sur la politique économique, basée sur la couverture médiatique, a augmenté en octobre, pour la deuxième fois consécutive. Cette hausse est probablement due à la menace d’un «shutdown» qui pesait encore sur l’administration américaine ainsi qu’à une part d’incertitude sur la tonalité de la déclaration de la Fed à l’issue du FOMC du 31 octobre-1er novembre.
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)
Après une légère hausse de l’incertitude en septembre, les entreprises américaines se sont déclarées un peu plus confiantes à l’égard de la croissance de leur chiffre d’affaires en octobre. Cette amélioration est probablement en lien avec la performance de la croissance au T3 2023.