Curry's paradox in natural language:
"If this sentence is true, then Santa Claus exists."
Proof (in natural language)
Suppose the sentence is true. Then, since it is true, and it says that if it's true, Santa Claus exists, we can conclude that Santa Claus exists. This step follows from the technique of natural deduction known as conditional derivation.
So if the sentence is true, then Santa Claus exists — which is exactly what the sentence states. Therefore the sentence is true and Santa Claus must exist.
Thanks, for those who helped