Ci-dessous, les différences entre deux révisions de la page.
Les deux révisions précédentes Révision précédente Prochaine révision | Révision précédente |
5eme:seance_25 [2025/05/20 08:58] – physix | 5eme:seance_25 [2025/05/20 09:02] (Version actuelle) – physix |
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===== 1. Correction des exercices VIII a ===== | ===== 1. Correction des exercices VIII a ===== |
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