SECTION SE-Unsa de l'YONNE - MAISON DES SYNDICATS - 7 RUE MAX QUANTIN - 89000 AUXERRE
Tél. 09 64 15 73 64 - Por. 06 40 90 41 86 - 89@se-unsa.org

 
Hors-classe des PE : un taux de promotion enfin Ă©gal au second degrĂ© !
Article publié le mercredi 15 janvier 2020.
  • Lnk_facebook
  • Lnk_google
  • Lnk_twitter

data:image/png;base64,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

L’arrĂŞtĂ© fixant le taux de promotion Ă  la hors-classe des professeurs des Ă©coles a Ă©tĂ© publiĂ© au JO du 10 janvier alignant ainsi le taux de promotion des professeurs des Ă©coles sur ceux des corps du second degrĂ©.
 
Le SE-Unsa, qui demandait cette augmentation du ratio depuis très longtemps au ministère, se fĂ©licite de cette avancĂ©e. L’Unsa, signataire du protocole PPCR* avait obtenu cette garantie de montĂ©e en charge pour les professeurs des Ă©coles, c’est dorĂ©navant une rĂ©alitĂ© qui va offrir de rĂ©elles perspectives de carrière Ă  tous les personnels. Avec un taux de promotion Ă  17%, c’est plus de 16 000 personnes qui accĂ©deront Ă  ce grade en 2020, soit trois fois plus qu’en 2012 oĂą elles Ă©taient moins de 5 000 !

C’est une bonne nouvelle qui n’empêchera pas le SE-Unsa de continuer à demander des améliorations sur les conditions d’accès à la hors-classe et une augmentation du taux d’accès à la hors-classe pour tous les corps, et la possibilité d'obtenir une révision d'appréciation pour les collègues qui n'ont pas eu de troisième rendez-vous de carrière.
 
* Parcours professionnels, carrières et rémunérations

 

 
 
PĂ©tition
 
Nos campagnes
 
Santé
 
Aides spécifiques
 
Mouvement
 
Conditions de travail
 
Concours
 
ALC