The Miscellaneous Writings and Speeches-2 [62]
The first remark which we have to make on this argument is, that, by Mr Mill's own account, even a government in which every human being should vote would still be defective. For, under a system of universal suffrage, the majority of the electors return the representative, and the majority of the representatives make the law. The whole people may vote, therefore; but only the majority govern. So that, by Mr Mill's own confession, the most perfect system of government conceivable is one in which the interest of the ruling body to oppress, though not great, is something. But is Mr Mill in the right when he says that such an interest could not be very great? We think not. If, indeed, every man in the community possessed an equal share of what Mr Mill calls the objects of desire, the majority would probably abstain from plundering the minority. A large minority would offer a vigorous resistance; and the property of a small minority would not repay the other members of the community for the trouble of dividing it. But it happens that in all civilised communities there is a small minority of rich men, and a great majority of poor men. If there were a thousand men with ten pounds apiece, it would not be worth while for nine hundred and ninety of them to rob ten, and it would be a bold attempt for six hundred of them to rob four hundred. But, if ten of them had a hundred thousand pounds apiece, the case would be very different. There would then be much to be got, and nothing to be feared. "That one human being will desire to render the person and property of another subservient to his pleasures, notwithstanding the pain or loss of pleasure which it may occasion to that other individual, is," according to Mr Mill, "the foundation of government." That the property of the rich minority can be made subservient to the pleasures of the poor majority will scarcely be denied. But Mr Mill proposes to give the poor majority power over the rich minority. Is it possible to doubt to what, on his own principles, such an arrangement must lead? It may perhaps be said that, in the long run, it is for the interest of the people that property should be secure, and that therefore they will respect it. We answer thus:--It cannot be pretended that it is not for the immediate interest of the people to plunder the rich. Therefore, even if it were quite certain that, in the long run, the people would, as a body, lose by doing so, it would not necessarily follow that the fear of remote ill consequences would overcome the desire of immediate acquisitions. Every individual might flatter himself that the punishment would not fall on him. Mr Mill himself tells us, in his Essay on Jurisprudence, that no quantity of evil which is remote and uncertain will suffice to prevent crime. But we are rather inclined to think that it would, on the whole, be for the interest of the majority to plunder the rich. If so, the Utilitarians will say, that the rich OUGHT to be plundered. We deny the inference. For, in the first place, if the object of government be the greatest happiness of the greatest number, the intensity of the suffering which a measure inflicts must be taken into consideration, as well as the number of the sufferers. In the next place, we have to notice one most important distinction which Mr Mill has altogether overlooked. Throughout his essay, he confounds the community with the species. He talks of the greatest happiness of the greatest number: but, when we examine his reasonings, we find that he thinks only of the greatest number of a single generation. Therefore, even if we were to concede that all those arguments of which we have exposed the fallacy are unanswerable, we might still deny the conclusion at which the essayist arrives. Even if we were to grant that he had found out the form of government which is best for the majority of the people now living on the face of the earth, we might still without inconsistency maintain that form of government to be pernicious to mankind. It would still be incumbent on Mr Mill to prove