# Pérou : 42 000 voix pour gouverner un pays ingouvernable
**Date de l'événement :** 31/07/2026
* Publié le 31/07/2026

### Date
31/07/2026

## Chapô
**Huit présidents en dix ans, un système partisan fragmenté, une défiance citoyenne devenue structurelle : la crise politique péruvienne paraît sans issue. Elle a pourtant ramené au pouvoir le fujimorisme, force qui avait elle-même largement contribué à la dégradation des institutions, au terme d'un second tour remporté par Keiko Fujimori à quelque 42 000 voix. Gustavo Pastor, ancien étudiant de Sciences Po et spécialiste de l'Amérique latine, revient sur les conditions de cette victoire étriquée et sur ce qu'elle révèle d'un régime démocratique durablement fragilisé. Faut-il y voir une rupture, ou le prolongement d'un dérèglement installé ?**

## Corps du texte
Le retour du fujimorisme au pouvoir constitue un nouvel épisode de la crise politique que traverse le Pérou depuis une décennie. La fragmentation persistante du système partisan, la crise de représentation politique et la dégradation progressive des institutions ont affaibli la légitimité démocratique et accentué la défiance des citoyens (Aragón et Sánchez, 2023). Parallèlement, le fonctionnement des institutions et le respect de l'État de droit se sont continuellement détériorés (Vergara et Barrenechea, 2024). Dans ce contexte, le pays a connu huit présidents en l'espace de dix ans et s'est installé dans une situation d'instabilité politique quasi permanente.

L'incapacité des institutions à répondre aux demandes sociales, conjuguée à la succession de scandales de corruption ayant impliqué la quasi-totalité des présidents élus depuis 1985, a encore creusé le fossé entre les citoyens et les élites politiques. Dès lors, le retour du fujimorisme à la tête de l'exécutif ne constitue pas un événement isolé, mais l'expression d'une crise durable qui a favorisé le retour d'une force politique ayant pourtant elle-même largement contribué au processus de dégradation institutionnelle.

Cet article analyse l'élection présidentielle de 2026 afin d'expliquer les conditions qui ont rendu possible cette issue électorale. L'analyse s'appuie sur les résultats officiels de l'Office national des processus électoraux (ONPE) et du Jury national des élections (JNE), ainsi que sur les principales enquêtes d'opinion et la littérature récente consacrée à la crise politique péruvienne.

### Les incertitudes du premier tour

Les élections générales de 2026 ont confirmé la profonde fragmentation du système partisan péruvien. Trente-six candidatures présidentielles étaient en lice, chacune étant accompagnée d'une liste de candidats au Sénat et à la Chambre des députés. Cette multiplication des candidatures reflétait un phénomène de longue durée caractérisé par la faiblesse des partis politiques et par l'émergence d'organisations conçues avant tout comme des plateformes électorales éphémères (Levitsky et Zavaleta, 2019).

La diversité de l'offre électorale illustrait cette réalité. Aux côtés de personnalités disposant d'une solide expérience politique, telles que Keiko Fujimori, Rafael López Aliaga ou César Acuña, se présentaient des candidats issus du monde du spectacle, du sport ou des médias, comme l'humoriste Carlos Álvarez, l'ancien footballeur George Forsyth ou encore l'ancien présentateur de télévision Carlos Espá, auxquels s'ajoutaient de nombreux candidats dépourvus d'une véritable expérience politique. La compétition électorale s'est ainsi déroulée dans un contexte de forte personnalisation, où les identités partisanes demeuraient faibles.

L'ampleur de l'offre électorale n'a toutefois guère suscité d'enthousiasme parmi les électeurs. Elle a, au contraire, renforcé l'idée que le scrutin ne modifierait pas en profondeur la situation politique du pays. Les enquêtes d'opinion faisaient apparaître un niveau élevé de méconnaissance et de désintérêt à l'égard du processus électoral, ainsi qu'un profond scepticisme quant à la capacité des futurs gouvernants à produire des changements significatifs . Dans ce contexte, la destitution du président par intérim José Jeri, à la suite de révélations concernant des rencontres non déclarées avec des hommes d'affaires chinois, a replacé au cœur du débat public les questions de transparence et de corruption de la classe politique.

Les sondages reflétaient clairement cette situation d'incertitude. Aucun candidat ne dépassait 15 % des intentions de vote et les écarts entre les principaux prétendants demeuraient extrêmement faibles. Rafael López Aliaga a occupé la première place durant une grande partie de la campagne, avant que plusieurs erreurs stratégiques et controverses n'affaiblissent sa candidature. Carlos Álvarez a connu, quant à lui, une progression rapide qui l'a conduit à disputer la deuxième place dans les semaines précédant le scrutin, mais sa dynamique s'est essoufflée dans la dernière ligne droite. À l'inverse, Keiko Fujimori a mené une campagne plus disciplinée, lui permettant de consolider progressivement un électorat relativement stable. Dans le même temps, Roberto Sánchez est parvenu à élargir son audience auprès de l'électorat de gauche et des zones rurales grâce à un discours clairement identifié à l’ancien président Pedro Castillo.

La forte volatilité des intentions de vote a constitué l'un des traits les plus marquants de la campagne. Une part importante de l'électorat n'a arrêté son choix qu'au cours des derniers jours, sous l'influence des débats télévisés, de la publication des sondages et des logiques de vote stratégique . Plus qu'une confrontation entre projets politiques clairement différenciés, le premier tour a été marqué par les difficultés rencontrées par les différentes candidatures pour construire des soutiens durables.

Les résultats ont confirmé cette dynamique. Seules six des trente-six formations en compétition ont franchi le seuil électoral et obtenu une représentation parlementaire. Avec seulement 17,2 % des suffrages exprimés à l'élection présidentielle, Fuerza Popular est néanmoins redevenu la première force politique du pays au Sénat comme à la Chambre des députés, en raison des mécanismes du système électoral.

Loin de recomposer le système politique, le premier tour a confirmé la persistance de la fragmentation partisane ainsi que l'incapacité du système politique à produire des majorités stables. Dans un contexte de très forte dispersion des suffrages, l'accès au second tour a davantage reposé sur des écarts marginaux entre les principaux candidats que sur l'existence de véritables bases sociales majoritaires.

  
![](data:image/png;base64,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)  

### Le second tour : une victoire étriquée

Le second tour s'est déroulé dans un contexte de crise logistique qui a profondément affecté la campagne électorale. L'entreprise chargée par l'Office national des processus électoraux (ONPE) d'assurer la distribution du matériel électoral à Lima n'a pas rempli ses obligations, provoquant des retards dans l'ouverture de nombreux bureaux de vote. La faiblesse de l'écart entre les principaux candidats à l'issue du premier tour, conjuguée au discours de confrontation adopté par Rafael López, a favorisé la diffusion rapide d'accusations de fraude au sein d'une partie de l'opinion publique, ravivant un discours déjà présent lors de précédents scrutins.

Dans l'impossibilité de voter le 12 avril, plusieurs milliers d'électeurs ont été convoqués de nouveau le lendemain. Si les enquêtes ont écarté l'hypothèse d'une fraude organisée et que les missions internationales d'observation ont attribué les dysfonctionnements à de graves défaillances logistiques, la crise a conduit à la démission du chef de l'ONPE, Piero Corvetto, et retardé de près d'un mois la proclamation officielle des résultats du premier tour. La campagne du second tour s'en est trouvée réduite à près de la moitié de sa durée habituelle.

Dans ce contexte, Keiko Fujimori et Roberto Sánchez ont adopté des stratégies de campagne nettement différenciées. Fujimori a mené une campagne relativement fermée, s'appuyant sur un cercle restreint de collaborateurs de confiance et articulant son discours autour du rétablissement de l'ordre public, de la défense du modèle économique et de la nécessité d'empêcher le retour de la gauche au pouvoir. Sánchez, quant à lui, a cherché à élargir sa base électorale en modérant son discours et en intégrant à son équipe plusieurs personnalités politiques et cadres techniques du centre et de la gauche.

Cette dynamique s'est également reflétée dans le débat public. Une large partie des leaders d'opinion et des organisations de gauche ont appelé à soutenir Roberto Sánchez, présenté comme la meilleure option pour empêcher le retour du fujimorisme. À l'inverse, les milieux conservateurs et une grande partie du secteur entrepreneurial ont défendu Keiko Fujimori comme la seule candidate capable de garantir la stabilité économique et d'éviter le retour d'une gauche qualifiée de populiste. La campagne s'est ainsi progressivement structurée autour d'une logique de polarisation négative, dans laquelle une part importante de l'électorat a voté moins par adhésion à un programme que par rejet du candidat adverse.

Les enquêtes d'opinion accordaient un léger avantage à Keiko Fujimori, tout en la maintenant systématiquement à l'intérieur de la marge d'erreur. Le jour du scrutin, tant les sondages réalisés à la sortie des urnes que les estimations fondées sur le dépouillement rapide annonçaient une courte victoire de Roberto Sánchez. Le décompte officiel effectué par le Jury national des élections (JNE) a toutefois finalement donné la victoire à Keiko Fujimori avec une avance de seulement 42 000 voix, principalement grâce au vote des Péruviens résidant à l'étranger et à la validation des procès-verbaux qui avaient fait l'objet d'observations.

Après trois défaites consécutives au second tour de l'élection présidentielle, Keiko Fujimori est ainsi parvenue à accéder à la présidence de la République. L'extrême étroitesse de sa victoire laissait cependant présager un mandat confronté à des défis majeurs en matière de gouvernabilité.

![](data:image/png;base64,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)

### Que faut-il attendre du retour du fujimorisme au pouvoir ?

Il est encore trop tôt pour déterminer avec certitude quelle orientation prendra le second gouvernement dirigé par Keiko Fujimori. L'histoire du fujimorisme permet néanmoins d'identifier plusieurs éléments susceptibles d'éclairer les attentes, mais aussi les incertitudes, qui entourent son retour au pouvoir. Depuis son émergence au début des années 1990, ce mouvement conjugue la défense d'une économie de marché avec une conception résolument autoritaire de l'exercice du pouvoir.

Au cours des années 1990, le gouvernement d'Alberto Fujimori est parvenu à vaincre militairement le Sentier lumineux (Sendero Luminoso) et à mettre en œuvre des réformes économiques qui ont contribué à stabiliser le pays après la profonde crise de la fin des années 1980. Parallèlement, il a concentré le pouvoir entre les mains de l'exécutif, affaibli les mécanismes de contrôle institutionnel, commis de graves violations des droits de l'homme et favorisé la constitution de vastes réseaux de corruption qui ont finalement entraîné la chute du régime. Keiko Fujimori revendique une partie de cet héritage, tout en cherchant à se démarquer de ses aspects les plus controversés. Pour une part importante de son électorat, le nom Fujimori demeure associé au rétablissement de l'ordre et à la stabilité économique ; pour ses adversaires, il continue d'incarner l'un des principaux symboles de l'autoritarisme dans le Pérou contemporain.

Au cours des deux dernières décennies, Fuerza Popular s'est imposé comme l'un des principaux acteurs du système politique péruvien. Malgré ses défaites successives à l'élection présidentielle, le parti a conservé une présence parlementaire qui lui a permis d'exercer une influence décisive sur l'agenda politique national. Son rôle durant les présidences de Pedro Pablo Kuczynski et de ses successeurs a fait de Fuerza Popular l'un des principaux protagonistes de l'affrontement entre les pouvoirs de l'État, au point qu'il est difficile de comprendre l'instabilité politique récente sans tenir compte de la place qu'y a occupée le fujimorisme (Dargent et Rousseau, 2022).

Dans le même temps, Fuerza Popular a fait l'objet de vives critiques. Son implication dans les affrontements répétés entre les pouvoirs de l'État, les accusations concernant l'affaiblissement d'institutions, ainsi que les enquêtes portant sur le financement présumé illicite de ses campagnes électorales dans le cadre de l'affaire Odebrecht, ont considérablement détérioré l'image publique de Keiko Fujimori. Si une partie de ces procédures a ensuite été classée sans suite ou annulée par des décisions judiciaires, elles ont durablement alimenté la défiance envers le parti et renforcé l'association du fujimorisme avec des pratiques politiques peu transparentes.

Ces antécédents expliquent les interrogations qui accompagnent le retour du fujimorisme à la tête de l'exécutif. Son parcours autorise à anticiper de possibles tensions en matière de séparation des pouvoirs, d'indépendance de la justice et de lutte contre la corruption. Il dispose néanmoins d'atouts dont les gouvernements récents étaient largement dépourvus : un parti relativement structuré, des responsables politiques expérimentés et des liens durables avec différents secteurs de l'administration et du monde économique.

Le principal défi du nouveau gouvernement sera de démontrer qu'il est capable de mettre cette expérience au service de l'action publique sans reproduire les pratiques autoritaires qui ont marqué une partie de l'histoire du fujimorisme. L'étroitesse de la victoire électorale, la persistance de la polarisation politique et le niveau élevé de défiance citoyenne limiteront considérablement sa marge de manœuvre. Plus qu'une nouvelle séquence politique, les élections de 2026 semblent confirmer les dysfonctionnements persistants du système politique péruvien (Sosa, 2024). En ce sens, le retour du fujimorisme apparaît moins comme une rupture que comme l'expression d'une démocratie dont la pérennité demeure incertaine.

### Thématique
`#Géopolitique` 

**Licence :** `#CC-BY-ND (Attribution, Pas de modification)` 

**Langue :** `#Français` 



---
### Navigation pour IA
- [Index de tous les contenus](https://conference.sciencespo.fr/llms.txt)
- [Plan du site (Sitemap)](https://conference.sciencespo.fr/sitemap.xml)
- [Retour à l'accueil](https://conference.sciencespo.fr/)
