French and German Socialism in Modern TimesEly, Richard T. (Richard Theodore)
History
French and German Socialism in Modern Times
Ely, Richard T. (Richard Theodore)
Socialism -- France; Socialism -- Germany
We have now our thesis and our antithesis. The synthesis is found in
POSSESSION. I may possess the instruments of labor of every kind in
order to enable me to labor. It is labor which renders them mine—my own
individual labor. So long as I cultivate myself a piece of land, it is
mine and the product is mine. I may not rob another by charging for the
use of the instruments of labor. It will be seen thus that what Proudhon
really is fighting against is rent[129] and profits of capital. He allows
inheritance—everything except individual ownership. Of course, when this
is analyzed, it becomes apparent that inheritance can amount to very
little.
What is the ideal of government? ANARCHY. We desire absolute liberty.
Any control of man by man is oppression. “What form of government shall
we prefer? Ah, how can you ask? replies one of my youngest readers.—You
are a republican? Republican, yes; but this word defines nothing. _Res
publica_—that is, the public thing; now, whoever wishes the public
thing, under any form of government, can call himself a republican. The
kings also are republicans.—Ah, well, you are a democrat? No.—What! are
you a monarchist? No.—A constitutionalist? God forbid.—You are, then, an
aristocrat? Not at all.—Do you wish a mixed government? Still less.—What
are you, then? I am an anarchist.... Anarchy—the absence of master, of
sovereign—such is the form of government which we approach every day,
and our inveterate habit of taking man for a guide and his will for law
makes us regard it as a heap of disorder and an expression of chaos....
No one is king.... Every question of internal politics ought to be solved
according to the data of the Department of Statistics; every question of
international politics is a question of international statistics. The
science of government belongs of right to one of the sections of the
Academy of Sciences, of which the perpetual secretary necessarily becomes
the first minister; and since every citizen may address a _mémoire_ to
the Academy, every citizen is a legislator; but as the opinion of no one
counts except in so far as it is demonstrated to be true, no one can
substitute his will for reason—no one is king.... Justice and legality
are two things as independent of our consent as mathematical truth....
In order that truth should become law, it must be recognized. Now, what
is it to recognize a law? It is to verify a mathematical or metaphysical
operation. It is to repeat an experience, to observe a phenomenon, to
prove a fact.”[130]
Public-domain text, read in full here on John Shaqi.
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