Of this Essay Pope declared that he did not expect the sale to be quick, because "not one gentleman in sixty, even of liberal education, could understand it." The gentlemen and the education of that time seem to have been of a lower character than they are of this. He mentioned a thousand copies as a numerous impression. Dennis was not his only censurer. The zealous papists thought the monks treated with too much contempt, and Erasmus too studiously praised; but to these objections he had not much regard. The Essay has been translated into French by Hamilton, author of the Comte de Grammont, whose version was never printed; by Robotham, secretary to the king for Hanover, and by Resnel; and commented by Dr. Warburton, who has discovered in it such order and connection as was not perceived by Addison, nor, as is said, intended by the author. Almost every poem consisting of precepts is so far arbitrary and immethodical, that many of the paragraphs may change places with no apparent inconvenience; for of two or more positions, depending upon some remote and general principle, there is seldom any cogent reason why one should precede the other. But for the order in which they stand, whatever it be, a little ingenuity may easily give a reason. "It is possible," says Hooker, "that, by long circumduction from any one truth, all truth may be inferred." Of all homogeneous truths, at least of all truths respecting the same general end, in whatever series they may be produced, a concatenation by intermediate ideas may be formed such as, when it is once shown, shall appear natural; but if this order be reversed, another mode of connection equally specious may be found or made. Aristotle is praised for naming fortitude first of the cardinal virtues, as that without which no other virtue can steadily be practised; but he might with equal propriety have placed prudence and justice before it, since without prudence fortitude is mad, without justice it is mischievous. As the end of method is perspicuity, that series is sufficiently regular that avoids obscurity, and where there is no obscurity, it will not be difficult to discover method.