A Gödelian Hunch from Quantum Theory

What if the paradoxical nature of quantum theory could find its source in some undecidability analog to that G\"odel's incompleteness theorem ? This essay aims at arguing for such G\"odelian hunch via two case studies. Firstly, using a narrative based on Newcomb problem, theological motivational origin contextuality is introduced order show how this result might be related Liar-like undecidability. A topological generalization by Abramsky et al. which logical structure compared with "Liar cycles" also presented. Secondly, measurement problem analyzed as emerging from error. personal analysis Wigner's friend thought experiment and recent paradox Frauchiger Renner presented, introducing notion "meta-contextuality" feature underlying neo-Copenhagen interpretations theory. Finally, opens discussion physics emergence time itself self-contradiction.