Completeness is resolved through the interaction of multiple different formal logics. Here are a few use cases: 1. Completeness in Hilbert space is achieved through the compatibility of covering infinite series polynomials with nonlinear functions like sinx/cosx. 2. The logical system of rational numbers becomes complete by adding the logical system of irrational numbers. 3. Bitcoin combines ordinal logic systems (the hyperfinite iterative techniques of Turing machines and oracle machines) with Nash non-cooperative games to achieve completeness. From a phenomenological perspective: the heaviest chain does not belong to any specific entity, meaning self-reference issues cannot exist. Completeness is achieved through the interaction of combinations.