Revision as of 20:04, 28 October 2005 editRevkat (talk | contribs)261 edits This text was changed and cited another text not written by Proudhon and in which he was not even directly quoted, thus it has become mostly third-part heresay← Previous edit | Latest revision as of 12:39, 6 August 2024 edit undoCzar (talk | contribs)Autopatrolled, Administrators134,517 edits remove the primary sources, per cleanup tag, and there's no substance left in the article apart from a description of the concept along the lines of what's already in the Proudhon article · Join the anarchism cleanup driveTag: New redirect | ||
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'''Property is theft!''' is a slogan coined by the ] ] ] in his book '']''. | |||
Taken at face value, "Property is theft!" appears to be an ], because theft, by definition, means depriving someone of his property. However, what Proudhon meant with the slogan was that (private) property is ''illegitimate'' - that there is no moral justification for the existence of private property, and that private property therefore represents a sort of "theft" from the common property of all mankind. | |||
In his analysis of property Proudhon distinguished two forms. One, which was based in title and confered absolute dominion, he believed was detrimental to society, "Property is impossible, because, if it exists, Society devours itself." Thus Proudhon objected to such institutions as the charging of interest, rent, or any profit generated on the part of a proprietor who did not directly labor with the property in question. The other, which he commonly refered to as possession, was based instead on labor and occupation, which Proudhon felt in turn would obstruct and destroy property if such rights were consistently applied. | |||
Proudhon used the term ] to describe his vision of a society where individuals and democratic workers associations could trade their produce on the market. In this system, he supposes exchange value to be determined by the amount of labor required to produce a commodity, in line with the ]. | |||
==See also== | |||
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