Per lo studio di questi due momenti essenziali della prima età unitaria italiana (1861-1887), ci possiamo avvalere di due video realizzati da una docente con l'ausilio della grafica. In mancanza del libro di testo ci aiutano a focalizzare gli aspetti più importanti su cui avviare la discussione in classe.
![Risultati immagini per destra storica](data:image/jpeg;base64,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) |
Camillo Benso, conte di Cavour |
https://www.youtube.com/watch?v=9YhNreD7BXM
![](https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcS0Mk0fBVXIO6-kwFJHoGHMDVUQid4NB-f8sS2PyKNNPMrhFbqwcbWzIFos) |
Agostino De pretis |
L'Italia di Crispi
![Risultati immagini per crispi](data:image/jpeg;base64,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) |
Francesco Crispi |
https://www.youtube.com/watch?v=bJkBaB7Hdgw