What is Property? An Inquiry into the Principle of Right and of GovernmentProudhon, P.-J. (Pierre-Joseph)
Philosophy
What is Property? An Inquiry into the Principle of Right and of Government
Proudhon, P.-J. (Pierre-Joseph)
Economics; Property
The last resort of proprietors,--the overwhelming argument whose
invincible potency reassures them,--is that, in their opinion, equality
of conditions is impossible. "Equality of conditions is a chimera," they
cry with a knowing air; "distribute wealth equally to-day--to-morrow
this equality will have vanished."
To this hackneyed objection, which they repeat everywhere with the most
marvellous assurance, they never fail to add the following comment, as
a sort of GLORY BE TO THE FATHER: "If all men were equal, nobody would
work." This anthem is sung with variations.
"If all were masters, nobody would obey."
"If nobody were rich, who would employ the poor?"
And, "If nobody were poor, who would labor for the rich?"
But let us have done with invective--we have better arguments at our
command.
If I show that property itself is impossible--that it is property which
is a contradiction, a chimera, a utopia; and if I show it no longer
by metaphysics and jurisprudence, but by figures, equations, and
calculations,--imagine the fright of the astounded proprietor! And you,
reader; what do you think of the retort?
Numbers govern the world--mundum regunt numeri. This proverb applies
as aptly to the moral and political, as to the sidereal and molecular,
world. The elements of justice are identical with those of algebra;
legislation and government are simply the arts of classifying
and balancing powers; all jurisprudence falls within the rules of
arithmetic. This chapter and the next will serve to lay the foundations
of this extraordinary doctrine. Then will be unfolded to the reader's
vision an immense and novel career; then shall we commence to see in
numerical relations the synthetic unity of philosophy and the sciences;
and, filled with admiration and enthusiasm for this profound and
majestic simplicity of Nature, we shall shout with the apostle: "Yes,
the Eternal has made all things by number, weight, and measure!" We
shall understand not only that equality of conditions is possible, but
that all else is impossible; that this seeming impossibility which
we charge upon it arises from the fact that we always think of it
in connection either with the proprietary or the communistic
regime,--political systems equally irreconcilable with human nature. We
shall see finally that equality is constantly being realized without our
knowledge, even at the very moment when we are pronouncing it incapable
of realization; that the time draws near when, without any effort or
even wish of ours, we shall have it universally established; that with
it, in it, and by it, the natural and true political order must make
itself manifest.
Public-domain text, read in full here on John Shaqi.
Reviews
Reviews
No reviews yet
Be the first to share your thoughts on this work.
Elsewhere in the archive
Join the Discussion
Join the discussion
Sign in to leave a comment or review.
Sign InorCreate an account