Ci-dessous, les différences entre deux révisions de la page.
Prochaine révision | Révision précédente |
6eme:chp_i_diversite_de_la_matiere:exercices [2016/06/30 19:03] – créée physix | 6eme:chp_i_diversite_de_la_matiere:exercices [2020/07/24 03:30] (Version actuelle) – modification externe 127.0.0.1 |
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====== Exercices ====== | ====== Exercices ====== |
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===== Exercice 1 : mot croisé ===== | ===== Exercice 1 : matériau composite ===== |
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