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15-tarikh-lottery-sambad is Now this was not Roscoe’s fault; he could not help it. He had merely gone the way of all the men who learned navigation before him. By an understandable and forgivable confusion of values, plus a loss of orientation, he felt weighted by responsibility, and experienced the possession of power that was like unto that of a god. All his life Roscoe had lived on land, and therefore in sight of land. Being constantly in sight of land, with landmarks to guide him, he had managed, with occasional difficulties, to steer his body around and about the earth. Now he found himself on the sea, wide-stretching, bounded only by the eternal circle of the sky. This circle looked always the same. There were no landmarks. The sun rose to the east and set to the west and the stars wheeled through the night. But who may look at the sun or the stars and say, “My place on the face of the earth at the present moment is four and three-quarter miles to the west of Jones’s Cash Store of Smithersville”? or “I know where I am now, for the Little Dipper informs me that Boston is three miles away on the second turning to the right”? And yet that was precisely what Roscoe did. That he was astounded by the achievement, is putting it mildly. He stood in reverential awe of himself; he had performed a miraculous feat. The act of finding himself on the face of the waters became a rite, and he felt himself a superior being to the rest of us who knew not this rite and were dependent on him for being shepherded across the heaving and limitless waste, the briny highroad that connects the continents and whereon there are no mile-stones. So, with the sextant he made obeisance to the sun-god, he consulted ancient tomes and tables of magic characters, muttered prayers in a strange tongue that sounded like Indexerrorparallaxrefraction, made cabalistic signs on paper, added and carried one, and then, on a piece of holy script called the Grail—I mean the Chart—he placed his finger on a certain space conspicuous for its blankness and said, “Here we are.” When we looked at the blank space and asked, “And where is that?” he answered in the cipher-code of the higher priesthood, “31-15-47 north, 133-5-30 west.” And we said “Oh,” and felt mighty small. “Let us do it,” we said . . . in fun..

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🎮 We rode through endless thickets of yellow-pollened cassi—if riding it could be called; for those fragrant thickets were inhabited by wasps. And such wasps! Great yellow fellows the size of small canary birds, darting through the air with behind them drifting a bunch of legs a couple of inches long. A stallion abruptly stands on his forelegs and thrusts his hind legs skyward. He withdraws them from the sky long enough to make one wild jump ahead, and then returns them to their index position. It is nothing. His thick hide has merely been punctured by a flaming lance of wasp virility. Then a second and a third stallion, and all the stallions, begin to cavort on their forelegs over the precipitous landscape. Swat! A white-hot poniard penetrates my cheek. Swat again!! I am stabbed in the neck. I am bringing up the rear and getting more than my share. There is no retreat, and the plunging horses ahead, on a precarious trail, promise little safety. My horse overruns Charmian’s horse, and that sensitive creature, fresh-stung at the psychological moment, planks one of his hoofs into my horse and the other hoof into me. I thank my stars that he is not steel-shod, and half-arise from the saddle at the impact of another flaming dagger. I am certainly getting more than my share, and so is my poor horse, whose pain and panic are only exceeded by mine. How it came to me I know not—call it an inspiration if you will; but the thought arose in me: if southing is latitude, why isn’t westing longitude? Why should I have to change westing into longitude? And then the whole beautiful situation dawned upon me. The meridians of longitude are 60 miles (nautical) apart at the equator. At the poles they run together. Thus, if I should travel up the 180° meridian of longitude until I reached the North Pole, and if the astronomer at Greenwich travelled up the 0 meridian of longitude to the North Pole, then, at the North Pole, we could shake hands with each other, though before we started for the North Pole we had been some thousands of miles apart. Again: if a degree of longitude was 60 miles wide at the equator, and if the same degree, at the point of the Pole, had no width, then somewhere between the Pole and the equator that degree would be half a mile wide, and at other places a mile wide, two miles wide, ten miles wide, thirty miles wide, ay, and sixty miles wide.!

🏆 “What’s that abaft your ankle-bone?” said I. “Never mind,” I said. “Wait till we get off the coast of Southern California. Then we’ll pick up the flying fish.”!

🔥 Download 15-tarikh-lottery-sambad “The crews of vessels remaining any considerable time in the Solomons find wounds and sores liable to change into malignant ulcers.” The Snark sailed from Fiji on Saturday, June 6, and the next day, Sunday, on the wide ocean, out of sight of land, I proceeded to endeavour to find out my position by a chronometer sight for longitude and by a meridian observation for latitude. The chronometer sight was taken in the morning when the sun was some 21° above the horizon. I looked in the Nautical Almanac and found that on that very day, June 7, the sun was behind time 1 minute and 26 seconds, and that it was catching up at a rate of 14.67 seconds per hour. The chronometer said that at the precise moment of taking the sun’s altitude it was twenty-five minutes after eight o’clock at Greenwich. From this date it would seem a schoolboy’s task to correct the Equation of Time. Unfortunately, I was not a schoolboy. Obviously, at the middle of the day, at Greenwich, the sun was 1 minute and 26 seconds behind time. Equally obviously, if it were eleven o’clock in the morning, the sun would be 1 minute and 26 seconds behind time plus 14.67 seconds. If it were ten o’clock in the morning, twice 14.67 seconds would have to be added. And if it were 8: 25 in the morning, then 3½ times 14.67 seconds would have to be added. Quite clearly, then, if, instead of being 8:25 A.M., it were 8:25 P.M., then 8½ times 14.67 seconds would have to be, not added, but subtracted; for, if, at noon, the sun were 1 minute and 26 seconds behind time, and if it were catching up with where it ought to be at the rate of 14.67 seconds per hour, then at 8.25 P.M. it would be much nearer where it ought to be than it had been at noon.!🔥