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That you will choose a 0%, the probability is 25%
That you will choose 25%, the probability is 50%
That you will choose 50%, the probability is 25%
Concretely, there is always a mismatch between the probability that you will choose some choice and the choice.
To say that one of the choices is correct, on one hand, it means that there exists a match between the probability of the choice and the choice; on the other hand, it means for example that if "the correct answer" is 0% then no choice is the right choice.
These two assumed meanings are inconsistent, and they lead to a paradoxical state, it's solution lies in understanding the equivocation behind it, in the different uses of the word "correct".
