Talk:Tiering System/@comment-32963491-20191106194339/@comment-30299084-20191107025516

Countably infinite: The first, smallest infinity, this is the typical infinity we all think of as "a quantity larger than all numbers" Uncountably infinite: An infinity that's larger than the powerset of all variations of infinity

infinity ^ infinity ^ infinity ^ infinity ^ infinity ^ infinity...for instance isn't even a fraction of uncountably infinite.

But for simplicity's sake, see High 1-B as "infinite dimensions", and Low 1-A as "transcends infinite dimensions and hierarchies of infinite dimensions, but isn't 1-A"