ISCRIZIONI CHIUSE IL 22-11 PER RICHIEDERE L'ACCESSO E PER ASSISTENZA CONTATTARE 02 345 65 386-227
NEI GIORNI SUCCESSIVI ALL'EVENTO SARA' POSSIBILE RIVEDERE LA REGISTRAZIONE SUL CANALE YOUTUBE DI FEDERCHIMICA
Scopriamo la chimica nella filiera agroalimentare!
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)
In occasione dell'edizione 2022-2023 del
Premio Nazionale Federchimica Giovani Federchimica organizza tre webinar tematici per dare indicazioni di metodo e spunti di contenuto a studenti e docenti.
Saranno presenti esperti dei vari settori coinvolti con esempi utili e sarà possibile fare domande e chiedere suggerimenti in diretta.
I webinar si svolgeranno su piattaforma Zoom
La partecipazione è libera per docenti e studenti ed è possibile ricevere un attestato di partecipazione.
È necessario iscriversi ad ogni evento singolarmente per ricevere il link di accesso che verrà inviato qualche giorno prima.
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