Decrypt the message
[4110] Decrypt the message - Can you decrypt hidden message (DLIPVIH DLIPH DVOO DSVM FMWVI XLMHGZMG HFKVIERHRLM ZMW DSVM XLIMVIVW ORPV Z IZG RM Z GIZK)? - #brainteasers #wordpuzzles #riddles - Correct Answers: 21 - The first user who solved this task is H Tav
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Decrypt the message

Can you decrypt hidden message (DLIPVIH DLIPH DVOO DSVM FMWVI XLMHGZMG HFKVIERHRLM ZMW DSVM XLIMVIVW ORPV Z IZG RM Z GIZK)?
Correct answers: 21
The first user who solved this task is H Tav.
#brainteasers #wordpuzzles #riddles
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The Sailor And The Pirate

A sailor meets a pirate in a bar, and take turns boasting of their adventures on the high seas. The sailor notes that the pirate has a peg-leg, hook, and an eyepatch.

The sailor asks "So, how did you end up with the peg-leg?"

The pirate replies "We were in a storm at sea, and I was swept overboard into a school of sharks. Just as my men were pulling me out a shark bit my leg off."

"Wow!" said the sailor. "What about your hook"?

"Well...", replied the pirate, "While my men and I were plundering in the middle east, I was caught stealing from a merchant and the punishment for theft in the middle east is the loss of the hand that steals"

"Incredible!" remarked the sailor. "How did you get the eyepatch"?

"A sea gull dropping fell into my eye.", replied the pirate.

"You lost your eye to a sea gull dropping?" the sailor asked incredulously.

"Well...", said the pirate, "..it was my first day with the hook."

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Stephen Smale

Born 15 Jul 1930. American mathematician who was awarded the Fields Medal in 1966 for his work in topology and dynamical systems. One of his studies (1961) was on the generalised Poincaré conjecture, a famous problem of 20th-century, which asserts that a simply connected closed 3-dimensional manifold is a 3-dimensional sphere. Smale proved a higher dimensional Poincaré conjecture for an n-dimensional manifold where n is at least 5. In other work, related to strange attractors, one of the early fractals to be studied known, he discovered strange attractors which lead to chaotic dynamical systems. (An attractor in classical mechanics is a geometrical way of describing the behaviour of a dynamical system.) His recent work has been on theoretical computer science.
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