Presentation Tipe
wow
Go!
Edouard- Elliot
Sommaire
Présentation du projet
Répartition des tâches
Partie de Edouard
Idées / réflexions
Partie de Elliot
Conclusion
Robot
Répartitions des tâches
Inventor
Codage
Elec
Edouard
Elliot
Elliot
+ info
+ info
+ info
+ info
Recherches / Tinkercad / Arduino
Partie Elec et Codage
Cablage
Code Arduino 1
Code Arduino 2
Recherches / Tinkercad / Arduino
Partie Elec et Codage
Cablage
Code Arduino 1
Code Arduino 2
Modélisation de pièce par Edouard
Partie inventor
Idées/reflexions
Use an image
Conclusion
Et pour finir voici notre conclusion
Merci de nous avoir écoutés
Shéma : https://www.google.com/aclk?sa=l&ai=DChcSEwiYteiSwtyDAxXri2gJHbEHDZUYABAJGgJ3Zg&ase=2&gclid=CjwKCAiAqY6tBhAtEiwAHeRopR3URkzrMsNQpyuQIsPq3FhiHZniL9r1Jer8tthUIuf2MTwPvTVuWRoCANwQAvD_BwE&sig=AOD64_2Qem-JqzA6k0t1G9YZi0j10w4W5g&ctype=5&nis=6&adurl&ved=2ahUKEwjI3dqSwtyDAxUmcqQEHRoHC7YQvhd6BAgBEHg data:image/jpeg;base64,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
Présentation essentielle dark
Edouard
Created on January 20, 2026
Start designing with a free template
Discover more than 1500 professional designs like these:
View
Terrazzo Presentation
View
Visual Presentation
View
Relaxing Presentation
View
Modern Presentation
View
Colorful Presentation
View
Modular Structure Presentation
View
Chromatic Presentation
Explore all templates
Transcript
Presentation Tipe
wow
Go!
Edouard- Elliot
Sommaire
Présentation du projet
Répartition des tâches
Partie de Edouard
Idées / réflexions
Partie de Elliot
Conclusion
Robot
Répartitions des tâches
Inventor
Codage
Elec
Edouard
Elliot
Elliot
+ info
+ info
+ info
+ info
Recherches / Tinkercad / Arduino
Partie Elec et Codage
Cablage
Code Arduino 1
Code Arduino 2
Recherches / Tinkercad / Arduino
Partie Elec et Codage
Cablage
Code Arduino 1
Code Arduino 2
Modélisation de pièce par Edouard
Partie inventor
Idées/reflexions
Use an image
Conclusion
Et pour finir voici notre conclusion
Merci de nous avoir écoutés
Shéma : https://www.google.com/aclk?sa=l&ai=DChcSEwiYteiSwtyDAxXri2gJHbEHDZUYABAJGgJ3Zg&ase=2&gclid=CjwKCAiAqY6tBhAtEiwAHeRopR3URkzrMsNQpyuQIsPq3FhiHZniL9r1Jer8tthUIuf2MTwPvTVuWRoCANwQAvD_BwE&sig=AOD64_2Qem-JqzA6k0t1G9YZi0j10w4W5g&ctype=5&nis=6&adurl&ved=2ahUKEwjI3dqSwtyDAxUmcqQEHRoHC7YQvhd6BAgBEHg data:image/jpeg;base64,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