DÉMARCHE Qualité
CERTIFICATION 2023-2026
![Logo qualiopi](/medias/images/logo-qualiopi....jpg)
Certificat qualiopi au titre des actions de formation
Cette démarche, centrée sur les apprenants, a pour but de sécuriser le parcours des formations. Elle assure pour tous et dans tous les domaines : pédagogique, administratif et logistique, une équité de prise en charge et d’accompagnement. Elle tend à harmoniser les pratiques des instituts, IFSI et IFAS, afin de faciliter les organisations et de les rendre claires et transparentes.
La qualité c’est l’affaire de tous !
L’ensemble de l’équipe (pédagogique, administrative) et les apprenants, par leurs évaluations (questionnaires de satisfaction, section de vie étudiante, fiches d’évènements indésirables…) s’engagent dans cette démarche active.
Ces évaluations permettent l’élaboration de documents et procédures et la mise en œuvre d’un plan d’amélioration de la qualité pour mettre en place des réajustements et un suivi régulier.
![Roue de Deming : La méthode PDCA pour l'amélioration 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)
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En quoi consiste la marque « Qualiopi » ?
La marque « Qualiopi » vise à :
- Attester de la qualité du processus mis en œuvre par les prestataires d’actions concourant au développement des compétences ;
- Permettre une plus grande lisibilité de l’offre de formation auprès des entreprises et des usagers.
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