Godel and transcendental logic

Godel's position boils down to the rejection of, or the lack of consideration for, a transcendental logic.

In a transcendental logic there are no sentences that can be generated in any closed system AND be shown unprovable.

It therefore behoves us to determine whether the Godel sentence is transcendental or not. I am pretty damn sure that it is transcendental, and that it has always, in error, been taken as a transcendentally real statement in common with all contemporary logical statements.

(Quote source if used please. This stuff is for a thesis.)
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