What is hidden in 3D image?
[2451] 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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Car or Haircut

A young boy had just gotten his driver's permit and enquired of his father, if they could discuss his use of the car. His father said, "I'll make a deal with you. You bring your grades up from a C to a B average, study your Bible a little, get your hair cut and we'll talk about the car."
Well, the boy thought about that for a moment, and settle for the offer, and they agreed on it. After about six weeks they went in to the study, where his father said, "Son, I've been real proud. You've brought your grades up, and I've observed that you have been studying your Bible, and participating a lot more in the Bible study groups. But, I'm real disappointed, since you haven't gotten your hair cut."
The young man paused a moment, and then said, "You know, Dad, I've been thinking about that, and I've noticed in my studies of the Bible that Samson had long hair, John the Baptist had long hair, Moses had long hair and there's even a strong argument that Jesus had long hair also."

To this his father replied, "Did you also notice they all walked everywhere they went?"

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Antoni Zygmund

Born 26 Dec 1900; died 30 May 1992 at age 91. Polish-American mathematician who created a major analysis research centre at Chicago, and recognized in 1986 for this with the National Medal for Science. In 1940, he escaped with his wife and son from German controlled Poland to the USA. He did much work in harmonic analysis, a statistical method for determining the amplitude and period of certain harmonic or wave components in a set of data with the aid of Fourier series. Such technique can be applied in various fields of science and technology, including natural phenomena such as sea tides. He also did major work in Fourier analysis and its application to partial differential equations. Zygmund's book Trigonometric Series (1935) is a classic, definitive work on the subject.«
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