Here's a weird relationship between consecutive primes that I discovered while bored trying some python...
Take the last digit (in base 10) of consecutive primes. Now ignore 2 and 5 as .. well they only occur once, and look at the mapping between 1->3, 1->5, 1->7, 1->9 ... 3->1 etc etc..
You would think that they would pretty much all be equal, I mean primes are "random" right?
WRONG!
There are statistically significant differences in those edges, and no-one knows why.
Take the last digit (in base 10) of consecutive primes. Now ignore 2 and 5 as .. well they only occur once, and look at the mapping between 1->3, 1->5, 1->7, 1->9 ... 3->1 etc etc..
You would think that they would pretty much all be equal, I mean primes are "random" right?
WRONG!
There are statistically significant differences in those edges, and no-one knows why.