@VideCorSpoon,
An axiom is basically a statement taken to be true without any evidence to support it.
What statement has evidence to support it, which evidence itself does not require evidence and so on ad infinitum? Therefore, as I said, all statements would be axiomatic.
I do not suppose that there "could be no axiomatic statements which are not axiomatic." I would not suppose it that way? that statement says "axiomatic statements are axiomatic statements." An axiom is an axiom. That seems epideictic.
That would be epideictic, however, that is not at all what I said. I said "...according to you, there could be no statements which are not axiomatic..."
But I do agree with your definition of an axiom, that "this is so and so." Your reasoning is? albeit? a bit problematic. What I gather is that because you flip the truth value, it does not qualify as an axiomatic statement. Again, there is some epideictics at play here.
My point is simply this. The idea of truth requires proof. The burden of proof lies in the positive, not in the negative. No such proof can ever be found. To negate a statement does not assert a reality, it merely asserts that there is no such reality. If you like to call that axiomatic, very well, but then I say your 'axiomatic' has no meaning at all. You might as wel call it a flibberglaster statement.
I suppose you could imagine that when I said "there is no truth", I actaully meant, "there is no truth, pending evidence to the contrary."