modèles en barre

Informations sur l'utilisation de cet outil :
[u][b][img]data:image/png;base64,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[/img][br]Réglette sans valeur :[/b][/u] Cliquer à l'endroit où vous souhaitez placer la barre puis indiquer la longueur souhaitée.[br][br][u][b][img]data:image/png;base64,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[/img][br]Réglette avec valeur :[/b][/u] Cliquer à l'endroit où vous souhaitez placer la barre, indiquer la longueur en centimètres de la barre souhaitée puis, dans un deuxième temps, indiquer la valeur que vous désirez inscrire dans la barre (qui peut être différente de sa longueur). [br][br]Les réglettes créées prennent la couleur de la réglette cuisenaire de longueur correspondante.[br]Dans le cas où sa longueur ne correspond pas à celle d'une réglette cuisenaire, elle est blanche.[br][u][b][br][img]data:image/png;base64,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[/img] 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[/img][br]Flèche_dessous et Flèche_dessus :[/b][/u] Cliquer sur le point inférieur gauche de la barre du début puis indiquer la longueur souhaitée pour la flèche. Insérer ensuite un texte sur le point créé. [br][br][u][b]Une fois le travail terminé[/b][/u], il ne suffit plus que d'enlever l'affichage des points indésirables et de replacer éventuellement les textes "à la main".[br][br][br][size=150][size=200]Pour plus de facilité à utiliser cet outil, rendez-vous sur ce [url=https://youtu.be/_HGvYMHpDLk]tuto vidéo[/url] ![/size][/size]
Exemple d'utilisation :
[b][u]Enoncé :[/u][/b][br]Arnaud, Amelle et Antoine se partagent une somme d'argent de 180€.[br]Amelle obtient deux fois plus d'euros qu'Arnaud et Antoine obtient 40€ de plus qu'Arnaud.[br]Quelle est la somme d'argent que chaque personne a reçue ?
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[/img]

Informazioni: modèles en barre