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if an integer n is greater than 2, then the equation an bn = cn has no solutions in non-zero integers a, b, and c.After realizing this, Fermat famously wrote, “I have discovered a truly remarkable proof which this margin is too small to contain.” Which Gladwell explains, more or less, and then says this:
It leads to one of the greatest, ah, graffiti in the history of the New York subway system. I think it’s still there, on Washington Square. Someone has scribbled Fermat’s Theorem on the wall, and then below it they say, “I have the solution, but my train is coming.”Question: Anyone seen this graffito? Where is it exactly?
Later on, Gladwell talks about the “10,000 hours rule” (fascinating!), which he identifies as a signal finding of the “expertise literature.”
My new favorite term is “expertise literature.”
—Martin Schneider
Hello! We're a small band of culture writers, editors, and artists based in New York, Chicago, and Los Angeles. Emdashes, which spent its formative years as a New Yorker blog, is our collection of conversations—mostly civilized—about magazines, movies, design, punctuation, and other things that stir us.
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Emdashes, founded in 2004, is written and drawn by Emily Gordon, Martin Schneider, Pollux, Jonathan Taylor, and Benjamin Chambers, as well as occasional guest contributors. All posts before October 2008 are by Emily Gordon.
The site was designed by House of Pretty with illustrations by Jesse R. Ewing.
Additional drawings are by Carolita Johnson and Pollux (author of our web comic, "The Wavy Rule"). The Emdashes pencil logo is by Jennifer Hadley, based on a 1943 Dorothy Gray ad.
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You may like to ask Google about
“fermat’s last theorem short proof”