Après avoir enregistré une croissance quatre fois plus importante que celle de la zone euro en 2024 (3,2% en moyenne annuelle contre 0,8% respectivement), l’économie espagnole devrait maintenir son dynamisme tout au long de 2025. Fort d’une progression de 0,8% t/t au cours des trois derniers trimestres de l’année, le PIB réel devrait continuer sur sa lancée avec une croissance attendue de 0,7% t/t au T1 2025, marquant ainsi le septième trimestre consécutif de croissance supérieure ou égale à 0,7%.
L’indice de sentiment économique (ESI) de la Commission européenne va dans ce sens, poursuivant sa poussée en janvier (104,4 ; +1,5 pt sur un mois). Toutefois, le PMI manufacturier a décrit une croissance moins forte de l’activité du secteur ce mois-ci (50,9 ; -2,4 pts) : la production (50,2 ; -4,2 pts) et les nouvelles commandes (51,3 ; -1,6 pt) ont notamment cru à des taux significativement plus faibles que le mois dernier.
Du côté du marché du travail, l’orientation reste positive : en décembre, le taux de chômage est repassé pour la première fois depuis 2008 sous les 11% (10,6% ; -1,3 pt sur un an). Bien qu’il reste toujours élevé en comparaison européenne, il a davantage baissé chez les femmes que chez les hommes (11,9% [-1,5 pt sur un an] contre 9,5% [-1 pt] respectivement). Enfin, sans grande surprise, et notamment en raison des records touristiques enregistrés durant l’année, le secteur des services est celui ayant enregistré la plus grande diminution du nombre de chômeurs au T4 (-34 400), suivi de l’agriculture (-16 200) et de l’industrie (-12 100).
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)
L’inflation harmonisée est remontée pour le quatrième mois consécutif en janvier (2,9% a/a ; +0,1 pp sur un mois). L’effet de base sur les prix des carburants, la suppression du taux réduit de TVA sur les denrées alimentaires de base et des réductions d’impôts sur l’électricité ont contribué à cette hausse. La composante sous-jacente continue de ralentir (2,4% ; -0,2 pp).
La croissance des salaires négociés (3,1% a/a au T4) et la revalorisation du salaire minimum de 4,4% décidée en janvier devraient permettre à la consommation privée de rester le moteur de la croissance espagnole. Mais ce soutien serait atténué par la contribution négative du commerce extérieur due à la plus grande progression des importations, comme cela a déjà été le cas sur les deux derniers trimestres de 2024 (cf. graphique).
Lucie Barette (achevé de rédiger le 3 février 2025)