Infinite possibilities does not mean all possibilities. It is possible - even probable, in most cases - to have an infinite set which does not contain all possible members.
As an example, the set of all even numbers and the set of all whole numbers are both infinite sets with completely different contents. Even accounting for the fact that the set of all whole numbers contains the entire set of all even numbers, the two will still differ by a factor of 50%.
Infinite possibilities does not mean all possibilities. It is possible - even probable, in most cases - to have an infinite set which does not contain all possible members.
As an example, the set of all even numbers and the set of all whole numbers are both infinite sets with completely different contents. Even accounting for the fact that the set of all whole numbers contains the entire set of all even numbers, the two will still differ by a factor of 50%.
I think that Vsauce explains this concept a little better than I can as I am not a mathematician, I merely watch their content on the internet.