Godel's incompleteness theorem

Godels theorem states(Perry Marshall):"....Anything you can draw a circle around cannot explain itself without referring to something outside the circle – something you have to assume but cannot prove..". The syllogism is that Gödel’s incompleteness theorem applies to all logical systems and the universe is logical. Therefore the universe is incomplete(something must be assumed). Logic is not a set of circular propositions. It’s a progression of inductions that ultimately rest on axioms that are known to be true but are not provable nor refutable.

The universe itself acts like an axiomatic system. Therefore, it needs something analogous to an axiom outside of itself to be consistent and complete. So God exists. Our description of the universe uses base axiomatic arithmetic, there will always be something about it that we have to assume(incomplete) because it can't be proven within the arithmetic reference frame. Even if it can be shown that Godel's theorem doesn't apply to all logical system, it applies to our intuitive axiomatic arithmetic reference frame and thus all our descriptions will always assume something that can't be proved. Any chain of reasoning, religion or world view eventually runs into a Godelian Wall.