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 Certain philosophers, in love with the levelling idea, maintain that all minds are equal, and that all differences are the result of education. I am no believer, I confess, in this doctrine; which, even if it were true, would lead to a result directly opposite to that desired. For, if capacities are equal, whatever be the degree of their power (as no one can be coerced), there are functions deemed coarse, low, and degrading, which deserve higher pay,—a result no less repugnant to equality than to the principle, to each capacity according to its results. Give me, on the contrary, a society in which every kind of talent bears a proper numerical relation to the needs of the society, and which demands from each producer only that which his special function requires him to produce; and, without impairing in the least the hierarchy of functions, I will deduce the equality of fortunes.

This is my second point.

II. Relations. In considering the element of labor, I have shown that in the same class of productive services, the capacity to perform a social task being possessed by all, no inequality of reward can be based upon an inequality of individual powers. However, it is but fair to say that certain capacities seem quite incapable of certain services; so that, if human industry were entirely confined to one class of products, numerous incapacities would arise, and, consequently, the greatest social inequality. But every body sees, without any hint from me, that the variety of industries avoids this difficulty; so clear is this that I shall not stop to discuss it. We have only to prove, then, that functions are equal to each other; just as laborers, who perform the same function, are equal to each other.