Introduction à l'Économie Publique / (Cours + TD) / Enseignant : CHALANE Smail
ANNONCE IMPORTANTE
![ANNONCE IMPORTANTE](https://elearning.univ-bejaia.dz/pluginfile.php/580487/mod_resource/content/37/t%C3%A9l%C3%A9chargement.png)
![AVIS IMPORTANT](data:image/jpeg;base64,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NOTES DE L'EXAMEN DE RATTRAPAGE
Mise à jour : 02/07/2023
Je tiens à vous informer que les NOTES DE L'EXAMEN DE RATTRAPAGE sont affichées ci-dessous.
3.8Ko Image (PNG) Déposé le 25 Sep 20, 21:38