[ukj]

Your failure to understand what I am saying is abysmal.

>That is what I said. I showed a mathematical statement and I showed how you could falsify it. >Since you said "mathematics is not falsifiable" I have shown your statement is not true.

You have taken it upon yourself to interpret "Mathematics is not falsifiable" as broadly as needed in order to confirm your own biases; and then proceeded to attack a strawman instead of a steelman. That's the lack of charity...

>You were the one who decided that the distinction between conjectures and theorems is important.

And you were the one who decided that it isn't; so you falsely equated them.

What you have demonstrated is the falsification of the statement "X is a theorem"; not the falsification of "mathematics is not falsifiable." - a hasty generalization fallacy.

Which doesn't demonstrate anything of import or relevance whatsoever. Obviously a non-theorem is not a theorem. This is no more interesting than demonstrating that non-Mathematics is not Mathematics.

This in no way diminishes or falsifies my own claim that theorems are unfalsifiable! And neither is Mathematics.

Because if you do falsify it - then it was never a theorem. By definition. Theorems are true, not false. A false theorem is a contradiction in terms. A misconception. An error in reasoning.

Maybe Euler wasn't a Mathematician either. Who knows? Those sort of questions are undecidable.