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FORE:At Thourout all convents and large buildings had been turned into hospitals, and the streets on both sides were full of big wagons. Hundreds of soldiers went off, and large convoys of carts were standing243 in the meadows and on the roads, where officers and men were also practising riding. We were here in the rear, where there was a continuous going and coming from the front. Most soldiers were in a more or less excited mood; some did not hide their discontent, or sat musing dejectedly, asking themselves how these terrible days would end for them? Others again seemed to have got into a sort of frenzy in consequence of the continuous fighting and were not able to think logically at all. They told excited stories about the British whom they had killed, and chased away from the 42 c.m. guns, who, according to them, were also at work in the swampy soil near Nieuwpoort, and also told about the shooting civilians, and those cursed Belgians, who cut open the bellies of their poor wounded, or sliced off their noses, hands, and ears. Of course pure fairy tales, but recited with much power of conviction.What remains of the visible world after deducting its ideal elements is pure space. This, which to some seems the clearest of all conceptions, was to Plato one of the obscurest. He can only describe it as the formless substance out of which the four elements, fire, air, water, and earth, are differentiated. It closes the scale of existence and even lies half outside it, just as the Idea of Good in the Republic transcends the same scale at the other end. We may conjecture that the two principles are opposed as absolute self-identity and absolute self-separation; the whole intermediate series of forms serving to bridge over the interval between them. It will then be easy to understand how, as Aristotle tells us, Plato finally came to adopt the Pythagorean nomenclature and designated his two generating principles as the monad and the indefinite dyad. Number was formed by their combination, and all other things were made out of number. Aristotle267 complains that the Platonists had turned philosophy into mathematics; and perhaps in the interests of science it was fortunate that the transformation occurred. To suppose that matter could be built up out of geometrical triangles, as Plato teaches in the Timaeus, was, no doubt, a highly reprehensible confusion; but that the systematic study of science should be based on mathematics was an equally new and important aper?u. The impulse given to knowledge followed unforeseen directions; and at a later period Plato��s true spirit was better represented by Archimedes and Hipparchus than by Arcesilaus and Carneades. 100 GB$29/month