Article publié le jeudi 19 novembre 2020.
Un nouveau groupe de travail a eu lieu le 24 novembre dans le cadre de l’agenda social sur la direction d’école. Il portait sur les décharges et la revalorisation pour faire suite aux annonces ministérielles du 16 novembre. Le SE-Unsa met tout en œuvre lors des négociations pour que l’amélioration du régime de décharge touche un maximum de directrices et de directeurs.
Les annonces du ministre
Le ministre a annoncé le 16 novembre :
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21 millions d’euros alloués à une revalorisation des directrices et directeurs ;
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900 postes sanctuarisés pour les décharges réglementaires des écoles de 1 à 3 classes, actuellement réglementaires mais pas toujours effectives ;
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600 postes supplémentaires consacrés à l’amélioration du régime de décharge.
Les propositions du SE-Unsa sur l’utilisation des 600 postes supplémentaires destinés aux décharges de direction
Le ministère n’ayant attribué qu’une enveloppe de 600 ETP supplémentaires pour la rentrée 2021, le SE-Unsa agit pour construire une progressivité avec cette nouvelle enveloppe de décharges de direction, même s’il ne peut évidemment s’agir que d’une étape qui en appelle d’autres.
Le SE-Unsa fait des propositions avec plusieurs objectifs :
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Obtenir de la régularité et de la visibilité pour les directeurs des écoles de 1 à 3 classes. La gestion des décharges de direction des écoles de 1 à 3 classes est souvent difficile car elle ne s’inscrit pas dans un calendrier régulier : 4 jours dans l’année pour les écoles à 1 classe, 10 jours dans l’année pour les écoles de 2 et 3 classes. Le SE-Unsa propose ainsi de rendre ces décharges régulières, ce qui permet également de faciliter la gestion du calendrier de ces décharges avec :
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6 jours annuels de décharge pour les écoles à 1 classe. Cela correspond à 1 jour de décharge toutes les 6 semaines.
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12 jours annuels de décharge pour les écoles de 2 classes. Cela correspond à 1 jour de décharge toutes les 3 semaines.
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18 jours annuels de décharge pour les écoles de 3 classes. Cela correspond à 1 jour de décharge toutes les 2 semaines.
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Améliorer la situation des écoles à 7 classes. Ces écoles accueillent 200 élèves en moyenne et autant de familles pour des directrices et directeurs qui ne sont déchargés qu’un jour dans la semaine. Il est important de leur octroyer davantage de temps et les aligner ainsi sur le régime de décharge des écoles 8 classes.
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Aligner le régime de décharge des écoles élémentaires et primaires sur celui des écoles maternelles pour les structures de 9 classes et 13 classes. Les écoles de 9 et 13 classes n’ont pas la même décharge selon qu’il s’agisse d’écoles maternelles ou non. Pour le SE-Unsa, il est impératif d’aligner le temps de décharge des écoles élémentaires et primaires sur celui des maternelles.
Les revendications du SE-Unsa
Le SE-Unsa revendique dans son projet pour l’école l’amélioration du régime de décharge pour tous les directeurs.
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)
(*) Le régime amélioré de décharge pourrait prévoir un groupe intermédiaire de 7 à 10 classes, entre la demi-décharge et la décharge totale, où les directeurs d’école, complètement déchargés de la responsabilité d’une classe, conservent une mission d’enseignement, sur le principe d’un maître supplémentaire dans l’école.
L’avis du SE-Unsa
Avec une enveloppe contrainte de seulement 600 ETP destinés à financer une hausse des décharges, les possibilités offertes sont insuffisantes au regard des besoins criants des directrices et directeurs.
Néanmoins, elles permettent une amélioration du régime de décharge pour un nombre important de directrices et directeurs d’école.
Pour le SE-Unsa, les avancées arrachées tous les 5 ans environ et, pour certains segments d’école seulement, ne permet pas de franchir le cap dont l’École a besoin pour répondre aux attentes qui croissent beaucoup plus vite. Cette amélioration 2021 doit se poursuivre au travers d’une programmation pluriannuelle. Il est urgent de construire un plan global d’amélioration et de montée en charge visant à sortir les directeurs de la situation intenable dans laquelle ils se trouvent.