Lettre du S3 de Besançon |
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Section académique
du
SNES-FSU. Besançon
19, avenue Droz 25000
Besançon
03 81 47 47 90
s3bes@snes.edu
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Le chiffre du mois : 1 451 €
C’est le montant du traitement mensuel net d’un professeur certifié, à l’échelon 1, après la réussite de son
concours!
Pour comparaison, le salaire minimum légal, avec l’augmentation automatique due à l’inflation, est désormais
fixé à à 1 302 € net (pour 35 heures hebdomadaires).
Dans les années 1980, le salaire d’un certifié débutant s’élevait à plus de 2 fois le SMIC… Plus d’analyses
dans l’US mag : https://www.snes.edu/publications/nos-salaires-a-la-decoupe/
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L’oreille de la rectrice
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Correction des épreuves de spécialités du BAC
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Échos des départements
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Secrétariat
à Besançon |
Accueil par téléphone ou sur place :
Du lundi au jeudi : 9h-12h / 13h-17h15
Vendredi : 9h-12h / 13h-16h |
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)
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