Classe Exceptionnelle 2021
Changement par rapport aux années précédentes :
Les candidats au vivier 1 n’ont plus à candidater.
Il suffit de remplir l’onglet ![](data:image/png;base64,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)
dans la partie ![](data:image/png;base64,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)
sur I-PROF, entre le 23 février 2021 et le 10 mars 2021.
Contact SNEP FSU Bordeaux / classe exceptionnelle.