It could also demonstrate the relationship between the diameter and circumference is infinite because it is not quantified. It is always constant in
no state of defined dimensions.
If pi is ambiguous, take a simpler example. We can divide any given length into three equal parts. Each represents 1/3 (finite) and also 1.333
recurring.
Or, take a line of any given finite length. Is there any limit to the number of times you could divide it in half?