ONE:As we went on towards Eerneghem French aviators were heroically reconnoitring above the German lines. One came from Dixmuiden and one from Nieuwpoort; both went to about half-way between these two towns, where the centre of the battle was. The Germans kept up an unbroken artillery fire at those birds in the air. I saw quite near to them shells exploding right and left and discharging dense, black clouds of smoke that disappeared slowly. There were moments when these black stretches of cloud seemed to form a frame round the aeroplanes, but the brave aviators knew how to escape from their assailants by all sorts of tricks. They came down to go up again unexpectedly, entirely changed their direction a moment later, and at last both disappeared undamaged.
FORE:"You know very well where your brother is," Leona replied. "He is dead. He died in a house that is very close to here."
Mike combines an expert technical knowledge with a real eye for design. Working with clients from a wide range of industries, he fully understands client objectives when working on a project, large or small.
FORE:She sat down quietly for a moment with her hands locked together. That indomitable will was acting on the racked body. She crept upstairs before dinner white and shaky; she came down shimmering in white, and diamonds in her magnificent hair and corsage, smiling, brilliant, as if she had the whole world at her feet. Hetty looked at her with dazed admiration.
Tim is an experienced marcoms practitioner and manages projects from inception to delivery. He understands the synergy between great design and commercial effectiveness which shines through on every project.
FORE:Later on people from Louvain came with carts, which we had ordered before leaving. Thirteen of these carried the wounded away, whilst a German patrol went all over the village, setting everything on fire.
Be a creative director is a hard task, but Michele loves what she does. Her combination of knowledge and expertise is an important pillar in our agency.
FORE:It was from mathematical science that the light of certainty first broke. Socrates had not encouraged the study of mathematics, either pure or applied; nor, if we may judge from some disparaging allusions to Hippias and his lectures in the Protagoras, did Plato at first regard it with any particular favour. He may have acquired some notions of arithmetic and geometry at school; but the intimate acquaintance with, and deep interest in them, manifested throughout his later works, probably dates from his visits to Italy, Sicily, Cyrn, and Egypt. In each of these places the exact sciences were cultivated with more assiduity than at Athens; in southern Italy they had been brought into close connexion with philosophy by a system of mystical interpretation. The glory of discovering their true speculative significance was reserved for Plato. Just as he had detected a profound analogy between the Socratic scepticism and the Heracleitean flux, so also, by another vivid intuition, he saw in the definitions and demonstrations of geometry a type of true reasoning, a particular application of the Socratic logic. Thus the two studies were brought into fruitful reaction, the one gaining a wider applicability, and the other an exacter method of proof. The mathematical spirit ultimately proved211 too strong for Plato, and petrified his philosophy into a lifeless formalism; but no extraneous influence helped so much to bring about the complete maturity of his constructive powers, in no direction has he more profoundly influenced the thought of later ages.In reasoning up from the world to its first cause, we were given to understand that the two were related to one another as contradictory opposites. The multiple must proceed from the simple, and existence from that which does not exist. But the analogies of material production now suggest a somewhat different view. What every power calls into existence is an image of itself, but the effect is never more than a weakened and imperfect copy of its original. Thus the universe appears as a series of diminishing energies descending in a graduated scale from the highest to the lowest. Here, again, bad science makes bad philosophy. Effects are never inferior to their causes, but always exactly equal, the effect being nothing else than the cause in another place or under another form. This would be obvious enough, did not superficial observation habitually confound the real320 cause with the sum of its concomitants. What we are accustomed to think of as a single cause is, in truth, a whole bundle of causes, which do not always converge to a single point, and each of which, taken singly, is, of course, inferior to the whole sum taken together. Thus when we say that the sun heats the earth, this is only a conventional way of speaking. What really does the work is a relatively infinitesimal part of the solar heat separately transmitted to us through space. Once neglect this truth, and there is no reason why effects should not exceed as well as fall short of their causes in any assignable proportion. Such an illusion is, in fact, produced when different energies converge to a point. Here it is the consequent and not the antecedent which is confounded with the sum of its concomitants, as when an explosion is said to be the effect of a spark.
Jaye began making websites when animated logos and scrolling text were cool, but has since found a love for simplicity, creating websites that are a pleasure to browse. Monkey Island Fan.