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perfectly-timed-funny-cat-pictures-5.jpg

 

 

This is the cat version of the gatekeeper!

 

 

cJIWePn.jpg

 

 

 

OK, serious scientific topic.

If a cat falls, it always land on his/her legs.

If a toast with butter falls, it will always land on the butter side.

 

If I put some butter on the back of a cat, and let it fall, will I create a perpetual energy generator while the cat will never touch the ground but will spin forever mid air?

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...

 

This is the cat version of the gatekeeper!

...

 

OK, serious scientific topic.

If a cat falls, it always land on his/her legs.

If a toast with butter falls, it will always land on the butter side.

 

If I put some butter on the back of a cat, and let it fall, will I create a perpetual energy generator while the cat will never touch the ground but will spin forever mid air?

 

This explains it well.

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OK, serious scientific topic.

 

 

If a cat falls, it always land on his/her legs.

If a toast with butter falls, it will always land on the butter side.

 

If I put some butter on the back of a cat, and let it fall, will I create a perpetual energy generator while the cat will never touch the ground but will spin forever mid air?

 

 

I prefer a more philosophical question.

If a cat falls in a forest, and nobody is around to see it, does it still pretend the fall was deliberate?

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I prefer a more philosophical question.

If a cat falls in a forest, and nobody is around to see it, does it still pretend the fall was deliberate?

 

 

Interesting!

 

And what about you have a machine, that is a box, and with 50% probability will let the cat fall.

In any given moment, is the cat falling or it is not?

 

Will it be in a superposition of states falling and not-falling? A semi-falling cat?

Will the cat be hurt when it will reaches the bottom of the box? Will it land on it feet always?

 

That's a quantistic-Schrodinger-falling cat. Then you add the butter, and we have a new physic theory.

And I will add bacon.

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If you have a machine that is a box with a 50% probability that the cat will fall with butter on its back in an out-of-control train headed towards five trees in a forest where p=np steals bread to feed its family in the Gettier problem where every cubic three-connected bipartate planar graph does not have a Hamiltonian cycle... is... uh...

 

Where was I?

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If you have a machine that is a box with a 50% probability that the cat will fall with butter on its back in an out-of-control train headed towards five trees in a forest where p=np steals bread to feed its family in the Gettier problem where every cubic three-connected bipartate planar graph does not have a Hamiltonian cycle... is... uh...

 

Where was I?

 

And n!=np, but cat<=may be=>ncat. And it is NP complete to demonstrate.

While dog==ndog is a tautology.

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