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À chaque devoir noté, j'évalue également les compétences. Comment procéder ?
C'est lors de la création du devoir noté que vous pouvez anticiper également l'évaluation des compétences.
- Allez dans Notes > Saisie des notes et après avoir sélectionné la classe ou le groupe, la période de notation et le service, cliquez sur le bouton
Créer un devoir.
- En bas du formulaire, cochez l'option Créer une évaluation
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- Dans la fenêtre qui s’affiche, cochez les éléments évalués parmi ceux des grilles par domaine et / ou par matière et validez. Si un même élément doit être évalué plusieurs fois, saisissez le nombre d'occurrences dans la colonne Nb.
- Cliquez sur le bouton Valider.
ASTUCE : si vous souhaitez modifier les compétences déjà choisies, cliquez sur les trois petits points et faites vos modifications, puis validez.
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)
- Vous pouvez maintenant saisir les niveaux de maîtrise de chaque élève pour chaque compétence en cliquant sur le bouton de compétences
ajouté dans la colonne du devoir.
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