I like math. I don't write alot (re: ever) about math, but I find it absolutely fascinating. As a mathematics layman who loves trivia, I get a kick out of mathematical "oddities" and neat little patterns - things that seem to have little practical value but are interesting nonetheless.

One math fact that I'm particularly fond of are called Kaprekar numbers. They can be defined as follows:

Take a number, a with n number of digits. Square a and write out the result. Add the right n digits to the left n (if it's even) or n-1 (if it's odd) digits. If the sum is a, then a is called a Kaprekar number.

For example: 703 is a Kaprekar number.

703 has 3 digits (n = 3)

703

^{2}= 494209

494 (the right n digits) + 209 (the left n digits) = 703

The largest Kaprekar number I can find after a very rudimentary search is 533170. I haven't the capacity for math to work out any numbers larger than that.

Also, I really don't know if determining Kaprekar numbers has any sort of practical relevance. Perhaps some mathematician out there could shed some light on them.

## 2 comments:

I love useless facts! Found me a website called http://dumbest.info that has a huge amount with useless facts like this. It is so addictive! LOL :)

I also have a penchant for useless trivia. I've spent some time on dumbest.info before, and it's pretty fun, but I have found a few "facts" that were actually untrue. I think alot of them are "factoids" rather than facts - small bits of information that are passed on from one person to the next that are either untrue, or have no supporting evidence. Be skeptical!

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