They have not flesh, nor fea...
[4664] They have not flesh, nor fea... - They have not flesh, nor feathers, nor scales, nor bone. Yet they have fingers and thumbs of their own. What are they? - #brainteasers #riddles - Correct Answers: 40 - The first user who solved this task is Fazil Hashim
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They have not flesh, nor fea...

They have not flesh, nor feathers, nor scales, nor bone. Yet they have fingers and thumbs of their own. What are they?
Correct answers: 40
The first user who solved this task is Fazil Hashim.
#brainteasers #riddles
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Bear Hunting

A hunter ventures into the forest to hunt a bear, armed with his trusty 22-gauge rifle. After some time, he spots an enormous bear, takes aim, and fires. The smoke clears, but the bear has vanished.
Moments later, the bear taps the hunter on the shoulder and says, "Nobody shoots at me and gets away with it. You have two options: I can tear out your throat and eat you, or you can drop your pants, bend over, and I'll do as I please." The hunter, fearing death, drops his pants and bends over, allowing the bear to do as he said.
Once the bear has left, the hunter pulls up his pants and hobbles back into town, bow-legged and furious. He purchases a much larger gun and returns to the forest. He spots the same bear, takes aim, and fires. The smoke clears, and the bear is gone.
The bear taps the hunter on the shoulder once more and says, "You know the drill." Humiliated, the hunter pulls up his pants, drags himself back to town, and buys a bazooka. Now seething with rage, he returns to the forest, spots the bear, aims, and fires. The blast from the bazooka sends him sprawling onto his back.
As the smoke clears, the bear looms over him and says, "This isn't really about hunting for you, is it?"

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Leopold Kronecker

Born 7 Dec 1823; died 29 Dec 1891 at age 68. German mathematician whoworkedwho worked to unify arithmetic, algebra and analysis, with a particular interest in elliptic functions, algebraic equations, theory of numbers, theory of determinants and theory of simple and multiple integrals. However the topics he studied were restricted by the fact that he believed in the reduction of all mathematics to arguments involving only the integers and a finite number of steps. He believed that mathematics should deal only with finite numbers and with a finite number of operations. He was the first to doubt the significance of non-constructive existence proofs, and believed that transcendental numbers did not exist. The Kronecker delta function is named in his honour.«
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