4eme:seance_20bis

Différences

Ci-dessous, les différences entre deux révisions de la page.

Lien vers cette vue comparative

Les deux révisions précédentes Révision précédente
Prochaine révision		 Révision précédente
4eme:seance_20bis [2025/03/11 16:20] – [3. A faire pour la semaine prochaine] physix4eme:seance_20bis [2025/03/11 16:21] (Version actuelle) – [3. A faire pour la semaine prochaine] physix
Ligne 27: Ligne 27:
 - 4ème - 4ème
  
-{{data:image/png;base64,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?nolink&610x288}}+{{:4eme:4b2600da5d8682f23abae64931341da5.png?622x294}}
  
 Bien apprendre sa leçon. Bien apprendre sa leçon.
  
  
  • 4eme/seance_20bis.1741706435.txt.gz
  • Dernière modification : 2025/03/11 16:20
  • de physix