As Good As Gold: 1 Woman, 9 Sports, 10 Countries, and a by Kathryn Bertine

By Kathryn Bertine

Think George Plimpton. other than with actual athletic skill. And he’s a lady. And she’s taken on a problem that makes Paper Lion look like a brisk video game of move Fish.
Meet Kathryn Bertine, elite triathlete, former specialist determine skater, and ravenous artist. simply as her own goals start to fall apart in the summertime of 2006, ESPN stakes her to a dream:  Take years to make the 2008 summer time Olympics in Beijing. As stable As Gold is the heroic, hilarious account of Bertine’s serial labor within the geographical regions of triathlon, glossy pentathlon, crew handball, song biking, street biking, rowing, open water swimming, racewalking, and—fasten your seatbelts—luge.
On her trip, the stumbling blocks variety from jet lag to jellyfish, flat tires to floundering relationships, repeated rejection to highway rash. yet, as time is operating out, Bertine doesn’t sweat the small stuff, merely the large—like scouring the globe for a tiny kingdom to undertake her, and pushing her physique and brain so far as it is going to cross. possibly all of the technique to China.
Between harrowing, usually laugh-out-loud episodes of triumph and humiliation, Bertine takes brief “Water Breaks” to think about the ins-and-outs of fan mail, failure, rehydration, nasal reconstruction, and the way most sensible to punish steroid users. 
Kathryn Bertine swims, runs, and rides—and writes—like a champion. In As strong as Gold, Bertine proves she has whatever extra precious than an Olympic medal. She’s bought Olympic mettle. by way of the human center, she takes the gold.

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See p. 312. , SAKFORD. Dec. 10, 1852. MY DEAR STOKES, I was unable to visit the Polytechnic on last Wednesday week—and therefore send the enclosed by post. I have felt excessively interested in your recent discoveries, which must be considered as giving the " coup de grace " to the old unmechanical hypothesis of light. I hope you are actively pushing forward a research which promises to yield such beautiful and important truths. April 12, 1853. I was much gratified in receiving the very important and interesting papers you were so kind as to send me.

Brewster's method of drawing curves, as he is not very distinct about them, and in cases of this sort I think that his methods of observation are sometimes much better than his description seems to indicate, so that if you go by the description merely you will find that you are under-rating the forces of the enemy and may require to modify a statement. 22 EXPERIMENTS REGARDING THE UNIVERSALITY I shall endeavour to state the difference of the two theories by making one very distinct and stating the other in its own words only.

Bn sin nO, so that between the limits 0 = 0 and 0 = a the series 8 shall have values given in terms of 0, and between the limits 0 = a. and 0 = 2TT some other series depending on 8 such as dS/dO shall have values given in terms of 0. 2cos20 + ... shall be constant, = G, for values of 0 of the form 0 = 2-rrn ± cf>, when is less than a and at the same time Axcos 0 + 2A2cos 20 ... + nAncosn0 shall be zero for values of 0 not within the above limits ? The question arises from the application of Fourier's theorem to the determination of the potential of an electrified grating consisting of a number of parallel strips all in one plane, the breadth of each being 2aa, and the intervals between them being 2 (TT — a) a.

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