Défi Tableur - Les nombres de Benjamin

[b][url=https://nuage03.apps.education.fr/index.php/s/cafgGyLfKtWJg5X/download/D%C3%A9fi%20%20Tableur%20-%20Les%20nombres%20de%20Benjamin.xlsx]Lien de téléchargement[/url][br][/b](D’après Zéphir 6ème)
[img]data:image/png;base64,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[/img]

Information: Défi Tableur - Les nombres de Benjamin