Talk:Zed/@comment-25364408-20161216074948/@comment-25364408-20161224125356

Look up 1+1/2+1/4+1/8...1/infinity. It equals 2, yet is an infinite series.

Short answer: as long as you're infinitely adding 1/n^x where x is more than one, it does have something it equals. Technically, even 1/n^x where x is one or less also has a sum, but that takes some fun math.

So, technically, There is something that Zed vs. Zed equals, meaning it is does not scale infinitely. And the x in Zed vs. Zed is definitely bigger than 1.