pare to verify my figures; for, if unfortunately for them the figures prove accurate, the proprietors are lost.
In proving the impossibility of property, I complete the proof of its injustice. In fact,—
That which is just must be useful;
That which is useful must be true;
That which is true must be possible;
Therefore, every thing which is impossible is untrue, useless, unjust. Then,—a priori,—we may judge of the justice of any thing by its possibility; so that if the thing were absolutely impossible, it would be absolutely unjust.
property is physically and mathematically impossible.
DEMONSTRATION.
This proposition is purely an axiom, because,—
1. It is not a definition, since it does not express all that is included in the right of property—the right of sale, of exchange, of gift; the right to transform, to alter, to consume, to destroy, to use and abuse, &c. All these rights are so many different powers of property, which we may consider separately; but which we disregard here, that we may devote all our attention to this single one,—the right of increase.
2. It is universally admitted. No one can deny it without denying the facts, without being instantly belied by universal custom.
3. It is self-evident, since property is always accompanied (either actually or potentially) by the fact which this axiom expresses; and through this fact, mainly, property manifests, establishes, and asserts itself.
