Depretis VIII Cabinet
The Depretis VIII Cabinet held office from 4 April 1887 until 29 July 1887, a total of 116 days, or 3 months and 25 days.[1]
Depretis VIII Cabinet | |
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![]() 26th Cabinet of Italy | |
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Date formed | 4 April 1887 |
Date dissolved | 29 July 1887 |
People and organisations | |
Head of state | Umberto I |
Head of government | Agostino Depretis |
Total no. of members | 10 |
Member party | Historical Left |
History | |
Predecessor | Depretis VII Cabinet |
Successor | Crispi I Cabinet |
Government parties
The government was composed by the following parties:
Party | Ideology | Leader | |
---|---|---|---|
Historical Left | Liberalism | Agostino Depretis |
Composition
Office | Name | Party | Term | |
---|---|---|---|---|
Prime Minister | Agostino Depretis | Historical Left | (1887–1887) | |
Minister of the Interior | Francesco Crispi | Historical Left | (1887–1887) | |
Minister of Foreign Affairs | Agostino Depretis | Historical Left | (1887–1887) | |
Minister of Grace and Justice | Giuseppe Zanardelli | Historical Left | (1887–1887) | |
Minister of Finance | Bernardino Grimaldi | Historical Left | (1887–1887) | |
Minister of Treasury | Agostino Magliani | Historical Left | (1887–1887) | |
Minister of War | Ettore Bertolè Viale | Military | (1887–1887) | |
Minister of the Navy | Benedetto Brin | Military | (1887–1887) | |
Minister of Agriculture, Industry and Commerce | Luigi Miceli | Historical Left | (1887–1887) | |
Minister of Public Works | Giuseppe Saracco | Historical Left | (1887–1887) | |
Minister of Public Education | Michele Coppino | Historical Left | (1887–1887) |
gollark: I thought they just had lots of humans running around still.
gollark: Because as a hacky interim solution you could probably have semi-manual ones where a human remotely handles the fine manipulation parts.
gollark: Is there actually anything stopping automatic shelf loaders from working now apart from the difficulty of moving the things around?
gollark: There's some law about how generally the cost of technological things goes down by some factor with every doubling of the scale they're produced at.
gollark: Moving real-world objects around in nonideal conditions is a hard problem™.
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