Base infinity We have a base infinity, in which every number has a unique designation. This is the name we call each number - eg twenty-one. There is no duplication, yet each new "symbol" can be determined by the previous one, so no chaos. Right? Reply
We have a base infinity, in which every number has a unique designation. This is the name we call each number - eg twenty-one. There is no duplication, yet each new "symbol" can be determined by the previous one, so no chaos. Right?