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Inizio delle lezioni lunedì 11 settembre 2017.  Fine delle lezioni giovedì 7 giugno 2018. I periodi di sospensione dell’attività didattica sono i seguenti

- tutte le domeniche

- mercoledì 1 e giovedì 2 novembre 2017 (ponte di Ognissanti

- venerdì 8 e sabato 9 dicembre 2017 (ponte dell’Immacolata)

- da lunedì 25 dicembre 2017 a sabato 6 gennaio 2018 (vacanze di Natale)

- lunedì 12 e martedì 13 febbraio 2018 (vacanze di carnevale)

- da giovedì 29 marzo a lunedì 2 aprile 2018 (vacanze di Pasqua);

- mercoledì 25 aprile 2018 (festa della Liberazione);

- lunedì 30 aprile e martedì 1 maggio 2018 (ponte della festa del lavoro);

- sabato 2 giugno 2018 (anniversario della Repubblica)

- martedì 3 aprile 2018 e mercoledì 4 aprile 2018 (i due giorni deliberati dal Consiglio dell'Istituzione)

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