2017-1-IT02-KA101-036200 - Piemonte: Nuove Competenze Europee per Animatori Digitali
Il progetto Erasmus Plus Ka1 (2017/19) prevede che ogni animatore digitale partecipi ad un'attività di formazione in dimensione europea su tematiche di attualità legate all'uso delle Nuove Tecnologie in ambienti di apprendimento finalizzati allo sviluppo di competenze per il 21° secolo. Le attività di formazione vengono svolte presso European Schoolnet (Brussel) e il Centro di formazione Komtek di Jackosberg (Svezia).
Le mobilità sono strutturate su due giorni di formazione, più due giorni di viaggio.
(E' possibile accedere alle pagine di documentazione direttamente dai link sottostanti o dalle pagine nella colonna di sinistra)
![Risultati immagini per komtek 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)