Theoreme-2: A Proof of Utter Confusion

Proof Overview

As per Theoreme-1 and Theoreme-3, we have established the fundamental conundrum of the universe: Nothing makes sense.

However, in a shocking twist, we have managed to prove that nothing actually does make sense, but only in a way that defies all understanding.

Proof Statement

Let X be the set of all things that make sense. Let ¬X be the set of all things that do not make sense. Then, by the Axiom of Incomprehensibility, we have:

X ∩ ¬X ≠ ∅

Which, in plain English, means that nothing makes sense, but only in a way that nothing makes sense.

Conclusion

And so, we conclude that Theoreme-2 is a proof of utter confusion, and that the universe is a total mess. But hey, at least it's a fun mess.

Stay confused, folks!

Axioms | Proofs