Nooo it all makes sense as long as you follow the rules :)
Next let’s consider the following tracks:
----- ... -|----
/
o ---||| ... |||---
So the top track has 1 victim, the bottom has infinitely many. Now repeat them both infinitely many times. Do the two tracks have the same number of victims? Well in one way yes (both are infinite) but in another way no. Because the first victim in the first repeat of the bottom track had infinitely many victims before them, whereas there is no victim in the repeated top track that had infinitely many victims before them.
In mathematical terms, the cardinality of the victims is the same (there are “as many”) but the order type is not. (This is unlike OP’s example, where after infinitely many repetitions, the order type is the same)
Nooo it all makes sense as long as you follow the rules :)
Next let’s consider the following tracks:
----- ... -|---- / o ---||| ... |||---So the top track has 1 victim, the bottom has infinitely many. Now repeat them both infinitely many times. Do the two tracks have the same number of victims? Well in one way yes (both are infinite) but in another way no. Because the first victim in the first repeat of the bottom track had infinitely many victims before them, whereas there is no victim in the repeated top track that had infinitely many victims before them.
In mathematical terms, the cardinality of the victims is the same (there are “as many”) but the order type is not. (This is unlike OP’s example, where after infinitely many repetitions, the order type is the same)