This paper presents a relativized theory which offers a unified description of all four fundamental fields, Gravity, Electro-Weak, and Strong forces. A unified theory is derivedfrom the single postulate that there exist a three dimensional euclideanspace of physically meaningful Lagrangians. In this space the Lagrangiansfor general relativity (Einstein-Hilbert), the standard model, andthe dark sector act as coordinate axes. From here a functional derivativeequation is set up for a functional, T, which gives as a result anotherfunctional, U, which denotes the Lagrangian for our universe. Fromthere the action $(\mathbb{S})$ due to U is computed and shown toconverge even at infinite energy. Finally with $\mathbb{S}$ a generatingfunctional for all possible interactions is computed and a one inchequation of everything is given$(Z=e^{i\mathbb{S}})$. It is the assertionof this paper that with the generating functional detailed hereinone may compute any physical quantity of interest including gravitationaland dark sector corrections and arrive at a finite result. Correlationfunctions are given for graviton-graviton interaction without UV divergenceand for graviton-electromagnetic interaction which may allow for futurepractical applications. Notably this is a fully worked out model where GR and QFT are treated on an equal footing by relativizing QFT, or put simply GR=QFT.Abstract content goes here