Suppose p is the largest prime number. Construct a new number q=p!+1=1*2*3*4*…*p+1. This number is not dividable by any number 2,3,4,etc or p (we will always get a result of at least 1). So q is therefore either a prime number or has a prime factor larger than p’s. (apologies if I wrote this up wrong, but you get the gist.)

Onto the infinity and loop thing, I see 1 and infinity as looping into each other while still satisfying the infinite abundance of possible primes:

1 is not a prime number because even though it is divisible by itself and by 1, it does not have two different factors.

On the opposite end, I see infinity, though a concept, as a prime number since it is divisible by itsself and by 1, but it can never be divided by any other number since we can never know its value.

So I see 1 and infinity come together as the perfect opposites in my head, infinity folding over itsself back to 1.

Based on the idea that time and space are like loops, in that they circle back on themselves, then the only thing seperating a fixed amount of time/space from stretching on into infinity is the gap left in the loop between the start and finish points of that period of time/space. So, once you have gaps in a number sequence, you lose infinity.

I’m guessing that science hasn’t established this yet, but they will or, and should have by now.

And now, for the readers of this blog, what is this obscure reference about?

Cheers,

Hans