L’économie américaine conclut l’année 2024 avec une croissance au T4 de +0,6% t/t de son PIB réel, un chiffre solide bien qu’en léger recul par rapport au trimestre précédent (-0,2 pp). Une nouvelle fois, la consommation des ménages (+1,0% t/t, +0,1 pp) en constitue le moteur principal (cf. graphique). Le secteur public apporte également une contribution positive, à l’inverse de l’investissement fixe privé (-0,1% t/t) malgré la progression de l’investissement résidentiel et des produits de propriété intellectuelle. Ces chiffres portent le taux de croissance annuel moyen à +2,7%, sensiblement au-dessus des estimations de son niveau de long terme (+1,8%), et impliquent un acquis de croissance de +1,0% pour l’année 2025.
L’ISM Manufacturing marque les esprits en janvier en s’établissant à 50,9 (+1,7pp), c’est-à-dire au-dessus du seuil de 50 délimitant les zones de contraction et d’expansion pour la première fois depuis octobre 2022. Les sous-composantes « nouvelles commandes », « production » et « emploi » se situent toutes trois au-dessus de ce seuil.
L’optimisme post-électoral des entreprises se poursuit : l’indice du NFIB termine 2024 à 105,1 (+3,4 pp) – son plus haut niveau depuis octobre 2018. Ce résultat le place pour un deuxième mois consécutif au-dessus de sa moyenne de long terme (98), après 34 mois en deçà de ce niveau.
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)
À l’inverse, la confiance des consommateurs marque le pas. L’indice du Conference Board enregistre un second mois de recul en janvier (de 109,5 à 104,1) majoritairement induit par une moins bonne évaluation de la situation actuelle. De plus, un accroissement des craintes liées à l’emploi ressort de la réduction du différentiel entre les répondants qui estiment les emplois « abondants » et ceux les jugeant « durs à obtenir ».
L’inflation headline, mesurée par l’IPC, augmente au mois de décembre (+0,2 pp à 2,9% a/a, son plus haut niveau depuis juillet). À noter aussi la forte augmentation mensuelle des prix des biens énergétiques (+4,6% m/m, données CVS). En revanche, l’inflation sous-jacente a réservé une surprise positive, refluant légèrement à +3,2% a/a (-0,1pp par rapport au mois précédent et au consensus).
L’Employment situation du mois de janvier continue de dresser le tableau d’un marché de l’emploi solide. Si les créations d’emplois ralentissent à +143k (-163k, consensus : +175k), le chiffre s’accompagne de révisions haussières pour novembre et décembre 2024 (+100k). De plus, les révisions baissières sur l’ensemble de 2024 s’avèrent bien moins importantes qu’escompté, avec une moyenne annuelle de +166k contre +186k initialement. Un fait marquant est la surprise à la hausse sur la croissance des salaires, à +0,5% m/m (+0,2pp), son avancée mensuelle la plus importante depuis janvier 2024. Enfin, le taux de chômage se réduit à 4,0% (-0,1pp), tandis que le taux de participation gagne 0,1pp à 62,6%.
Le FOMC a décidé, lors de sa réunion des 28 et 29 janvier, de maintenir sa cible de taux stable à 4,25% - 4,5%. Cette décision met en suspens le cycle d’assouplissement monétaire initié en septembre dernier, alors que les trois dernières réunions avaient abouti à une baisse de taux (100 pb en cumulé). La Réserve fédérale se place désormais dans une situation d’attente, ne prévoyant pas de nouvelle baisse sans «réels progrès sur l’inflation» ou «affaiblissement inattendu» du marché de l’emploi. Cet attentisme s’étend aux politiques économiques de la nouvelle administration Trump, Powell ayant affirmé que le comité attendait «l’articulation des politiques qui seront décidées» avant d’évaluer leur impact.
Anis Bensaidani (achevé de rédiger le 7 février 2025)