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The Random Thought Megathread

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Peanut Butter was invented in Canada.

To avoid soggy bread with P & J * sandwiches, spread peanut butter on both bread faces to create a barrier to the moisture in the jelly.

* not Precision and Jazz.
 
There are an infinite number of counting numbers, but we know only 5 that are Fermat Primes ( a number that is prime and is also equal to 2 raised to the 2 raised to the N number +1 ). The first is 3, the last is 31.

Fermat Primes underlie the number of sides in a regular polygon with an odd number of sides. The great mathemetician,Gauss, discovered the 17gon (n=3) and was so impressed that he had a 17gon engraved on his tombstone.

Stating the obvious, there is an infinity of possible regular polygons, but only 5 have an odd number of sides that we know of. I am not sure if there is proof yet for 5 Fermat primes. This question has been around since 1884. We can show non rigorously that n n>31 is not likely.
 
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