Un nouveau groupe de travail s’est réuni le 7 décembre dans le cadre de l’agenda social sur la direction d’école. Le ministre a enfin rendu ses arbitrages concernant l’enveloppe de 21 millions d’euros alloués aux directrices et directeurs et les 600 postes supplémentaires consacrés à l’amélioration du régime de décharge.
Le SE-Unsa a mis tout en œuvre pour que les scénarios choisis concernent un maximum de directrices et de directeurs d’école. Les arbitrages définitifs ont été validés par le ministère le 10 décembre.
600 postes supplémentaires destinés aux décharges de direction
Le ministère a précisé qu’il s’agissait d’une première marche dans une démarche globale d’amélioration. Le SE-Unsa a rappelé que l’amélioration du régime de décharge doit concerner tous les directeurs. Néanmoins, cette dotation de 600 nouveaux postes consacrés aux décharges de direction en 2021 est une avancée qui en appelle d’autres. Pour le SE-Unsa, cela nécessite une inscription de montée en charge dans le cadre pluriannuel qui doit passer par une loi de programmation, indispensable pour donner vie à cet escalier. Nous souhaitons obtenir le plus rapidement possible la visibilité sur les étapes suivantes.
Le scénario retenu par le ministère est le suivant :
![](data:image/png;base64,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)
-
Pour les 3 483 écoles à 1 classe : passage de 4 à 6 jours annuels (soit 1 jour de décharge toutes les 6 semaines)
-
Pour les 5 204 écoles à 2 classes : passage de 10 à 12 jours annuels (soit 1 jour de décharge toutes les 3 semaines)
-
Pour les 5 890 écoles à 3 classes : passage de 10 à 12 jours annuels (soit 1 jour de décharge toutes les 3 semaines)
-
Pour les 1 544 écoles à 9 classes élémentaires ou primaires : passage d’un tiers de décharge hebdomadaire à une demi-décharge (alignement sur les maternelles)
-
Pour les 734 écoles à 13 classes élémentaires ou primaires : passage d’une demi-décharge hebdomadaire à trois quarts de décharge (étape vers l’alignement sur les maternelles).
Dès les premiers groupes de travail avec le ministère, le SE-Unsa avait rappelé ses priorités pour la rentrée 2021 :
-
décharges effectives et régulières pour les écoles de 1 à 3 classes ;
-
alignement du régime de décharges des écoles élémentaires et primaires sur celui des écoles maternelles pour les structures de 9 classes et 13 classes ;
-
travail sur les écoles de 7 classes pour faire baisser le seuil de décharge à tiers-temps.
Ce scénario proposé par le ministère est celui qui permet de réunir le maximum de critères parmi ceux que le SE-Unsa a portés. Il concerne 16 855 écoles.
Le SE-Unsa a demandé que ces nouvelles mesures soient accompagnées de consignes précises aux Dasen pour obtenir :
![-](https://enseignants.se-unsa.org/local/cache-vignettes/L8xH11/puce-32883.gif?1608132338)
la régularité des décharges des écoles de 1 à 3 classes ;
![-](https://enseignants.se-unsa.org/local/cache-vignettes/L8xH11/puce-32883.gif?1608132338)
le maintien de régimes de décharges plus avantageux dans les départements où ils existent.
Une enveloppe de 21 millions d’euros de revalorisation
4 scénarios ont été présentés lors de ce groupe de travail.
-
scénario 1 : 450 € pour tous
-
scénario 2 : 300 € pour les classes uniques, 390 € de 2 à 3 classes, 410 € à 4 classes, 485 € de 5 à 9 classes et 570 € à partir de 10 classes
-
scénario 3 : 413 € de 1 à 3 classes, 459 € de 4 à 9 classes, 505 € à partir de 10 classes
-
scénario 4 : 200 € de 1 à 3 classes, 575 € à partir de 4 classes.
Le SE-Unsa privilégiait le scénario 1. C’est bien un montant unique de 450 € bruts annuels qui sera attribué à l’ensemble des directrices et directeurs d’école. Cette indemnité sera mensualisée.
Pour le SE-Unsa, il s’agit d’une première étape. La revalorisation des directeurs et directrices devra être inscrite dans le calendrier de prochaines négociations.
L’avis du SE-Unsa
Pour le SE-Unsa, les directrices et directeurs n’ont que trop attendu : il était urgent de voir se concrétiser les annonces du ministre et de connaître les arbitrages définitifs.
Concernant cette revalorisation, il est important pour le SE-Unsa que soit reconnu l’investissement de l’ensemble des directrices et directeurs d’école par le versement d’une indemnité au montant unique pour toutes et tous.
Concernant l’amélioration du régime de décharges, la transcription des mesures annoncées devra faire l’objet d’une attention particulière lors des opérations locales de carte scolaire. Les améliorations de décharges des écoles de 1 à 3 classes seront des avancées concrètes si cela aboutit à des décharges régulières : toutes les 6 semaines pour les écoles à 1 classes, toutes les 3 semaines pour les écoles de 2 et 3 classes.
Le scénario d’amélioration de décharges 2021 est loin d’être suffisant. Le SE-Unsa a œuvré pour qu’il concerne à la fois un maximum de collègues et différents types d’écoles avec l’enveloppe impartie.
Le SE-Unsa continue à agir pour obtenir une loi de programmation qui permette de construire les prochaines étapes le plus rapidement possible.