Thus Quotes - page 79
Thus, it is established that Adam is the human race, by whatever names he was called. Since it is clear that he became manifest in the form of a man, naturally on every plane he is fallible. But God is not his partner in any errors. For, he taught him beauty and ugliness and truth and falsehood, and he learned good and evil. But his kingship is a result of the divine decree. And if he remains continually in his position or steps down, or is deposed from it, in each case it is the result of the divine decree. His cause is exalted with God. Whenever he is a temporal ruler, his leadership is like that of any other. If he is among the prophets, his commands and prohibitions are from God, and his kingship is by God's command, and he is the leader of the people as long as he lives. After their deaths, some hold that they must continue to be obeyed, and others mention them with their lips, and love for them is continual.
Subh-i-Azal
Now Euxenus realized that he was attached to a lofty ideal, and asked him at what point he would begin it. Apollonius answered: "At the point at which physicians begin, for they, by purging the bowels of their patients prevent some from being ill at all, and heal others." And having said this he declined to live upon a flesh diet, on the ground that it was unclean, and also that it made the mind gross; so he partook only of dried fruits and vegetables, for he said that all the fruits of the earth are clean. And of wine he said that it was a clean drink because it is yielded to men by so well-domesticated a plant as the vine; but he declared that it endangered the mental balance and system and darkened, as with mud, the ether which is in the soul. After then having thus purged his interior, he took to walking without shoes by way of adornment and clad himself in linen raiment, declining to wear any animal product.
Philostratus
The situation has deteriorated considerably since last year. In foreign affairs I consider the Locarno-Geneva policy wrong because it ties us and brings no advantage. We are still too weak to give any direction, and are thus always led by others, never leading, at most a compliant ally whom one can drop when one gets reconciled or can find a better one. We could have waited and become internally stronger first, above all we could have kept an entirely free hand towards the east. This we no longer have. We have succumbed to British influence and are serving British interests. Our representatives are, after all, little men who are no match for British diplomacy and its kind condescension, like the chancellor, and ambitious busy-bodies who must have their fingers in every pie, like Stresemann, the man of general distrust; but it seems impossible to get rid of him...My opposition to our foreign policy is generally known.
Hans von Seeckt
[The present Government] believes in the supremacy (baasskap) of the European in his sphere, [and] equally in the supremacy (baasskap) of the Bantu in his own sphere. There is thus no policy of oppression here, but one of creating a situation which has never existed for the Bantu; namely, that, taking into consideration their languages, traditions, history and different national communities, they may pass through a development of their own. ... The future Bantu towns and cities in the reserves may arise partly in conjunction with Bantu industries of their own in those reserves. In their establishment Europeans must be prepared to help with money and knowledge, in the consciousness that such industries must, as soon as possible, wholly pass over into the hands of the Bantu.
Hendrik Verwoerd
The researches of the last thirty or forty years into the history of mathematics (I need only mention such names as those of [Carl Anton] Bretschneider, Hankel, Moritz Cantor, [Friedrich] Hultsch, Paul Tannery, Zeuthen, Loria, and Heiberg) have put the whole subject upon a different plane. I have endeavoured in this edition to take account of all the main results of these researches up to the present date. Thus, so far as the geometrical Books are concerned, my notes are intended to form a sort of dictionary of the history of elementary geometry, arranged according to subjects; while the notes on the arithmetical Books VII.-IX. and on Book X follow the same plan.
Thomas Little Heath