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)
1- Dans ce parcours magistère, vous retrouverez des ressources dans les domaines suivants:
- Les objets connectés
- La réalité virtuelle et la réalité augmentée
- Le design
- L'éco-quartier
- L'usinage soustractif et additif
Ces ressources pourront être complétées par vos documents et vos supports de cours si vous souhaitez les partager.
2- Dans chaque domaine vous retrouverez des exemples de progressions. Ces progressions auront ( devront ) été ( être ) réalisées dans le cadre d'un travail commun en ligne ou en présentiel lors de nos rencontres en collège relais.
3- Enfin, ce parcours vous propose un environnement collaboratif de travail ( sur demande ) que je vous propose d'utiliser pour développer nos pratiques, travailler/construire ensemble de nouveaux parcours que nous pourrions utiliser à l'avenir.
Liens vers le parcours magistère : ![](data:image/png;base64,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)