Empty Set doesn't exist

If you cant sense it, then it doesnt exist.

You cant see emptiness, therefore emptiness doesnt exist.

Let A be a non-empty class of subsets of U (the universal set).

If A is a member of A, A' is also a member of A, since A is closed under the formation of complements.

A union A' = U, since A is also closed under finite unions
A intersection A' = 0, since A is also closed under finite intersections

Therefore it contains the universal set and the empty set.