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Calendari Jornades LEGO Mindstorms

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Jornades que presentaran els robots Lego Mindstorms, una plataforma sorgida del MIT dissenyada per promoure la creativitat i el pensament crític.

14 i 15 juliol 2011
Edifici Narcís Monturiol Parc CiT Universitat de Girona.
Projecte FEDER - Clúster TIC MEDIA de Girona.

Published in: Technology, Education
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Calendari Jornades LEGO Mindstorms

  1. 1.                                                                                                                                                      
  2. 2.                                                                                                                                                                                       

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