There would certainly be a difficulty, I replied, in going to war with one such enemy; but there is no difficulty where there are two of them. How so? he asked. In the first place, I said, if we have to fight, our side will be trained warriors fighting against an army of rich men. That is true, he said. And do you not suppose, Adeimantus, that a single boxer who was perfect in his art would easily be a match for two stout and well-to-do gentlemen who were not boxers? Hardly, if they came upon him at once. What, not, I said, if he were able to run away and then turn and strike at the one who first came up? And supposing he were to do this several times under the heat of a scorching sun, might he not, being an expert, overturn more than one stout personage? Certainly, he said, there would be nothing wonderful in that. And yet rich men probably have a greater superiority in the science and practice of boxing than they have in military qualities. Likely enough. Then we may assume that our athletes will be able to fight with two or three times their own number? I agree with you, for I think you right. And suppose that, before engaging, our citizens send an embassy to one of the two cities, telling them what is the truth: Silver and gold we neither have nor are permitted to have, but you may; do you therefore come and help us in war, of and take the spoils of the other city: Who, on hearing these words, would choose to fight against lean wiry dogs, rather than, with the dogs on their side, against fat and tender sheep? That is not likely; and yet there might be a danger to the poor State if the wealth of many States were to be gathered into one. But how simple of you to use the term State at all of any but our own! Why so? You ought to speak of other States in the plural number; not one of them is a city, but many cities, as they say in the game. For indeed any city, however small, is in fact divided into two, one the city of the poor, the other of the rich; these are at war with one another; and in either there are many smaller divisions, and you would be altogether beside the mark if you treated them all as a single State. But if you deal with them as many, and give the wealth or power or persons of the one to the others, you will always have a great many friends and not many enemies. And your State, while the wise order which has now been prescribed continues to prevail in her, will be the greatest of States, I do not mean to say in reputation or appearance, but in deed and truth, though she number not more than a thousand defenders. A single State which is her equal you will hardly find, either among Hellenes or barbarians, though many that appear to be as great and many times greater. That is most true, he said. And what, I said, will be the best limit for our rulers to fix when they are considering the size of the State and the amount of territory which they are to include, and beyond which they will not go?