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mwin is I gave a pull. Ye gods! The tooth was loose! Out it came on the instant. I was jubilant as I held it aloft in the forceps. Raiatea and Tahaa are unique in that they lie inside the same encircling reef. Both are volcanic islands, ragged of sky-line, with heaven-aspiring peaks and minarets. Since Raiatea is thirty miles in circumference, and Tahaa fifteen miles, some idea may be gained of the magnitude of the reef that encloses them. Between them and the reef stretches from one to two miles of water, forming a beautiful lagoon. The huge Pacific seas, extending in unbroken lines sometimes a mile or half as much again in length, hurl themselves upon the reef, overtowering and falling upon it with tremendous crashes, and yet the fragile coral structure withstands the shock and protects the land. Outside lies destruction to the mightiest ship afloat. Inside reigns the calm of untroubled water, whereon a canoe like ours can sail with no more than a couple of inches of free-board..

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🎮 Madame Aubain, who was counting the stitches of her knitting, laid her work down beside her, opened the letter, started, and in a low tone and with a searching look said: “They tell you of a—misfortune. Your nephew—” Steadily, to the eastward, an ominous squall had been rising and blotting out the bright trade-wind sky. And we were three miles to leeward of home. We started as the first wind-gusts whitened the water. Then came the rain, such rain as only the tropics afford, where every tap and main in the sky is open wide, and when, to top it all, the very reservoir itself spills over in blinding deluge. Well, Charmian was in a swimming suit, I was in pyjamas, and Tehei wore only a loin-cloth. Bihaura was on the beach waiting for us, and she led Charmian into the house in much the same fashion that the mother leads in the naughty little girl who has been playing in mud-puddles.!

🏆 “Speaking of sharks,” said her husband, “up at Niihau there was a man—” And at that moment the table lifted and heaved, and I gazed upward at him at an angle of forty-five degrees. “Silly!” cries my literal mind. “You are 8:9 A.M. and Greenwich is 8:25 P.M.”!

🔥 Download mwin 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. 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.!🔥