Lors de la conférence de presse qui a suivi la réunion du FOMC la semaine dernière, Jerome Powell a été on ne peut plus clair. Compte tenu des deux objectifs du Comité — inflation et emploi maximum — les données plaident pour un relèvement des taux d’intérêt dès le mois de mars et probablement plusieurs hausses de taux par la suite. Les décisions s’appuieront « sur les données disponibles et sur l’évolution des perspectives ». Cette dépendance aux données traduit la crainte d’un resserrement excessif et rend la politique monétaire difficile à prévoir. Plus vite la Fed donnera des tours de vis, plus la probabilité qu’elle fasse une pause pour voir comment l’économie réagit sera grande.
14,3 % contre 0,25 %. Plus que toute autre mesure, l’écart entre ces deux chiffres est le signe que la politique monétaire américaine doit être entièrement révisée. Le premier est celui de l’augmentation, en rythme annuel, du PIB nominal des États-Unis au quatrième trimestre 2021. Le deuxième correspond à la limite supérieure de la fourchette cible actuelle des fonds fédéraux (Fed funds).
Certes, le taux de croissance du PIB nominal ne suffit pas à évaluer l’orientation d’une politique monétaire. Cependant, ce chiffre et sa décomposition (croissance réelle de 6,9 % en rythme annuel, et inflation — basée sur le déflateur du PIB — de 6,9 %) n’en reflètent pas moins la vigueur du cycle économique aux États-Unis et une inflation à un niveau trop élevé.
Le rythme des hausses de prix pèse non seulement sur la confiance des ménages, dont il ampute le pouvoir d’achat, mais il est également devenu un sujet politique susceptible d’influencer les élections de mi-mandat, qui auront lieu le 8 novembre. Lors de la conférence de presse qui a suivi la réunion du FOMC, la semaine dernière, Jerome Powell a été on ne peut plus clair : « Devant les progrès remarquables observés sur le marché du travail et une inflation bien supérieure à notre objectif de 2 % à long terme, des niveaux durablement élevés de soutien de la politique monétaire à l’économie ne se justifient plus. »1 En d’autres termes, il faut s’attendre à une hausse du taux des Fed funds, dès la réunion du FOMC en mars2.
De plus, pour durcir encore davantage son message, le président de la Fed a insisté sur la plus grande robustesse de l’économie et du marché du travail, sans oublier les niveaux de l’inflation beaucoup plus élevés qu’au début du cycle de hausse des taux précédent, en 2015. « Ces différences auront vraisemblablement des conséquences importantes sur le rythme approprié d’ajustement de la politique monétaire », ce qui signifie une accélération des hausses des taux et/ou des augmentations de 50 pb3.
Pour ce qui est de la diminution du caractère accommodant de la politique monétaire, la réduction de la taille du bilan (resserrement quantitatif, QT) ne jouera qu’un rôle secondaire. Le FOMC considère que « le taux cible des Fed funds [constitue] le principal moyen d’ajustement de l’orientation de la politique monétaire » permettant une diminution prévisible de la taille du bilan.
Cela reflète l’idée selon laquelle les conséquences des hausses de taux sont plus faciles à estimer que celles du resserrement quantitatif.
RENDEMENTS DU BON DU TRÉSOR AMÉRICAIN À 2 ANS ET 10 ANSComme il fallait s’y attendre, les rendements obligataires sont repartis à la hausse — le taux à 2 ans augmentant légèrement plus que le taux à 10 ans (graphique 1), les marchés actions se sont repliés — plus sensible aux taux, le Nasdaq a reculé davantage que le S&P500 (graphique 2), et le dollar s’est apprécié (graphique 3).
Le message est clair : les taux seront relevés et les hausses vont, selon toute vraisemblance, s’enchaîner rapidement. Pour autant, l’incertitude entourant les perspectives de politique monétaire n’en reste pas moins élevée, qu’il s’agisse du rythme des tours de vis monétaires ou du taux terminal de ce cycle de hausse des Fed funds. Il n’y a là rien de nouveau. Au début d’un cycle de relèvement des taux, les mêmes questions reviennent encore et encore.
MARCHÉS ACTIONS AMÉRICAINS : SP500 & NASDAQ COMPOSITEAujourd’hui, cependant, l’inflation est en partie due à des ruptures d’approvisionnement, ce qui complique l’analyse.
Les goulets d’étranglement de l’offre devraient être temporaires. La production devrait reprendre et les problèmes logistiques, auxquels sont confrontées les chaînes d’approvisionnement, devraient finir par se régler. Les tensions inflationnistes devraient ainsi s’alléger.
De plus, un niveau élevé d’inflation provenant du côté de l’offre de l’économie devrait peser sur la demande et réduire ainsi le déséquilibre entre cette dernière et l’offre4. Par ailleurs, comme l’a souligné J. Powell, la croissance de la demande devrait également être influencée par la nette réduction des incitations de politique budgétaire.
EURO CONTRE DOLLARD’autre part, le niveau élevé de l’inflation s’est désormais généralisé5 et la croissance des salaires s’accélère en raison de pénuries persistantes de main-d’œuvre.
Les prix devraient ainsi être poussés à la hausse : confrontées à une forte demande, les entreprises pourront plus facilement appliquer des prix plus élevés dans un contexte d’accroissement des coûts salariaux et non salariaux.
Cela justifie un resserrement de la politique monétaire, auquel le marché du travail devrait être en mesure de faire face. « Je pense qu’il existe une bonne marge de manœuvre pour relever les taux d’intérêt sans que cela ne menace le marché du travail. Les tensions sur ce marché ont, à bien des égards, atteint des niveaux records historiques. »6
Pour conclure, le FOMC estime que compte tenu de ses deux objectifs — inflation et emploi maximum — et au vu des données, un relèvement des taux d’intérêt à compter du mois de mars et une accélération des hausses de taux par la suite sont justifiés. Il s’appuiera, ce faisant, « sur les données disponibles et sur l’évolution des perspectives ». Cette dépendance aux données traduit la crainte d’un resserrement excessif et rend la politique monétaire plus difficile à prévoir. Plus vite la Fed donnera des tours de vis, plus la probabilité qu’elle fasse une pause pour voir comment l’économie réagit sera grande.
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)