Appear Quotes - page 40
These selfish professors of religion [monks] grudged every act of munificence that was not applied to themselves, or their monasteries; and could not behold the good fortune of the minstrels without expressing their indignation; which they often did in terms of scurrilous abuse, calling them janglers, mimics, buffoons, monsters of men, and comtemptible scoffers. They also severely censured the nobility for patronizing and rewarding such a shameless set of sordid flatterers, and the populace for frequenting their exhibitions, and being delighted with their performances, which diverted them from more serious pursuits, and corrupted their morals. On the other hand, the minstrels appear to have been ready enough to give them ample occasion for censure; and, indeed, I apprehend that their own immorality and insolence contributed more to their downfal, than all the defamatory declamations of their opponents.
Joseph Strutt
There is something impressive and mystical about the artillery battles... I still do not think differently about the war... It simply seems to me feeble and lifeless to consider it vulgar and dumb. I dream of a new Europe, I.... see in this war the healing, if also gruesome, path to our goals; it will purify Europe, and make it ready... Europe is doing the same things to her body France did to hers during the Revolution.... the war is not turning me into a realist – on the contrary: I feel so strongly the meaning which hovers behind the battles, behind every bullet, so that the realism, the materialism disappears completely. Battles, wounds, motions, all appear so mystical, unreal..
Franz Marc
Menæchmus, a pupil of Eudoxus, and a contemporary of Plato, found the two mean proportionals by means of conic sections, in two ways, (α) by the intersection of two parabolas, the equations of which in Cartesian co-ordinates would be x2=ay, y2=bx, and (β) by the intersection of a parabola and a rectangular hyperbola, the corresponding equations being x2=ay, and xy=ab respectively. It would appear that it was in the effort to solve this problem that Menæchmus discovered the conic sections, which are called, in an epigram by Eratosthenes, "the triads of Menæchmus."
Thomas Little Heath