/rant
/rant
I'm just not seeing any patterns other than the semicircles of increasing integer diameters.
Should I stare at it longer?
Those patterns of semicircles aren't random, of course. They correspond directly to the degree of compositeness of the chosen modulus. Compare for n = 60,61,62, for example.
The higher the totient value for n, the more circles you see, basically.
But I can't see a broader pattern beyond that.
Now here I can see some patterns! https://en.wikipedia.org/wiki/Ulam_spiral
It is against the rules to talk about this problem, though. From the guidelines: "Please don't post on HN to ask or tell us something (e.g. to ask us questions about Y Combinator, or to ask or complain about moderation). If you want to say something to us, please send it to info@ycombinator.com."
Because of this, I think there should be a meta-HN so rather than shutting down discussion and causing it to bubble up and eventually boil over, it can be openly ignored until a fantastic idea comes along (or refused nonetheless), instead of total silence or a constant buzzing noise like my post and the parent which, honestly, detracts from the overall quality of HN proper.
If the OP thought the "prime number" aspect was interesting, he would have posted it as such.
Instead I'm sitting here looking at the OP thinking...this is not a very interesting visualisation of prime numbers.
Top-10 Prime Numbers in Patterns