>>14135609The problem is that "infinity" can mean very different things regarding the context.
For me infinity is a procedure that does not end.(Potential infinity)
There is no stop in counting natural natural numbers. So you could say that there are infinite natural numbers
There is no stop in counting rational numbers. So you could say that there are infinite rationals numbers.
There is at least one rational number that is not a natural
Considering infinity as a quantity however can lead to many incomprehensible statements like the following
Simply by the fact that we have a way to count rationals, the ammount of rational numbers is equally infinite as the ammount of natural numbers. We don't have a way to count continuous lengths/reals therefore their ammount is infinite but somehow bigger than the infinity of naturals or rationals (Set Theorists)
