What is hidden in 3D image?
[2206] What is hidden in 3D image? - Stereogram - 3D Image - #brainteasers #stereogram #3Dimage
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What is hidden in 3D image?

Stereogram - 3D Image
#brainteasers #stereogram #3Dimage
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Golf Story

A guy receives an ad in the mail for a golf resort where everything costs one dollar. He jumps at the offer and heads off for a weekend of fun in the sun.
He arrives and plays a round of golf. It cost him a buck. When he goes for dinner that evening, it costs him another buck. His room is only a buck a day!
The day before he's to check out, he heads out to play a last round and stops by the pro shop and charges a sleeve of three balls to his room.
When he's checking out next morning, he looks at the bill and sees:
Golf: $1.00
Dinner: $1.00
Room: $1.00.
Sleeve of golf balls: $3,000.00
He asks the Manager, "What is this all about? Everything is supposed to cost one dollar, and you charged me three thousand for three golf balls?"
"I'm sorry, sir, said the manager, but you didn't read the fine print in our promotional brochure. That's what our golf balls cost."
"Well, said the man, If I wanted to spend that kind of money, I could've gone to that luxury hotel across the street and paid them a thousand dollars a day for a room. At least I would've known what I was paying for!"
"That's right, sir, you could have, said the manager. Over there they get you by the room. Over here we get you by the balls!"
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Atle Selberg

Born 14 Jun 1917; died 6 Aug 2007 at age 90.Norwegian mathematician who is one of the foremost analytic number theorists. After working in isolation during WW II, due to the occupation of Norway by the Nazis, his accomplishments in the theory of the Riemann zeta function became known. During the 1950's he developed the Selberg trace formula, his most famous accomplishment. It establishes a duality between the length spectrum of a Riemann surface and the eigenvalues of the Laplacian which is analogous to the duality between the prime numbers and the zeros of the zeta function. He was awarded the Fields Medal in 1950 for his work in number theory on generalisations of the sieve methods of Viggo Brun. In 1986 he won the Wolf Prize.
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