Can you name the athletes by the picture?
[3368] Can you name the athletes by the picture? - Can you name the athletes by the picture? - #brainteasers #riddles #sport - Correct Answers: 32 - The first user who solved this task is Snezana Milanovic
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Can you name the athletes by the picture?

Can you name the athletes by the picture?
Correct answers: 32
The first user who solved this task is Snezana Milanovic.
#brainteasers #riddles #sport
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International Joke Day Jokes - for smart people

July the 1st is International Joke Day! Are you smart enogh to get these Jokes?

1. A mathematician and an engineer decided they'd take part in an experiment.
They were both put in a room and at the other end was a naked woman on a bed. The experimenter said that every 30 seconds they could travel half the distance between themselves and the woman.
The mathematician stormed off, calling it pointless. The engineer was still in.
The mathematician said, "Don't you see? You'll never get close enough to actually reach her."
The engineer replied, "So? I'll be close enough for all practical purposes."

2. Einstein, Newton, and Pascal are playing a rousing game of hide and seek.
Einstein begins to count to 10. Pascal runs and hides. Newton draws a one-meter by one-meter square in the ground in front of Einstein then stands in the middle of it.
Einstein reaches 10, uncovers his eyes, and exclaims "Newton! I found you! You're it!"
Newton replies, "You didn't find me. You found a Newton over a square meter. You found Pascal!"

3. A Buddhist monk approaches a burger food truck and says, 'Make me one with everything."
The Buddhist monk pays with a $20 bill, which the vendor takes, puts in his cash box, and closes the lid.
"Where's my change?" the monk asks.
The vendor replies, "Change comes from within."

4. A linguistics professor says during a lecture that, 'In English, a double negative forms a positive. But in some languages, such as Russian, a double negative is still a negative. However, in no language in the world can a double positive form a negative.'
But then a voice from the back of the room piped up, "Yeah, right."

5. Noam Chomsky, Kurt Godel, and Werner Heisenberg walk into a bar.
Heisenberg turns to the others and says, "Obviously this is a joke, but how can we tell if it's funny?"
Godel replies, "We can't know that because we're inside the joke."
Chomsky says, "Of course it's funny, you're just telling it wrong."

6. The Laws of Thermodynamics are simple.
First Law of Thermodynamics: You can't win.
Second Law of Thermodynamics: You can't break even.
Third Law of Thermodynamics: You can't stop playing.

7. Jean-Paul Sartre is sitting in a cafe revising his first draft of 'Being and Nothingness.'
He says to the waitress, "I would like a cup of coffee, please. No cream."
The waitress replies, "I'm sorry sir, but we're out of cream. How about with no milk?"

8. Heisenberg was speeding down the highway.
A cop pulls him over and says, "Do you have any idea how fast you were going back there?"
Heisenberg says, "No, but I knew where I was."

9. A logician's wife is having a baby.
The doctor immediately hands the newborn to the dad.
The wife says, "Is it a boy or a girl?"
The logician says, "Yes."

10. A photon is going through airport security.
The TSA agent asks if he has any luggage.
The photon says, "No, I'm traveling light."

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Augustus Edward Hough Love

Born 17 Apr 1863; died 5 Jun 1940 at age 77.British geophysicist and mathematician who discovered a major type of earthquake wave that was subsequently named for him. Love assumed that the Earth consists of concentric layers that differ in density and postulated the occurrence of a seismic wave confined to the surface layer (crust) of the Earth which propagated between the crust and underlying mantle. His prediction was confirmed by recordings of the behaviour of waves in the surface layer of the Earth. He proposed a method, based on measurements of Love waves, to measure the thickness of the Earth's crust. In addition to his work on geophysical theory, Love studied elasticity and wrote A Treatise on the Mathematical Theory of Elasticity, 2 vol. (1892-93).
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