The relative nonlocality in general relativity is the illusion of superluminal speed due to curvature difference between different spacetime intervals, as I will show later the relative nonlocality is very useful to bridge the gap between general relativity and quantum mechanics without the need for a new unifying theory, in fact, we could harmonize both theories if we put the relative nonlocality in our perspective, it is derived from Einstein work in 1911, as I will show that the condition of curvature difference is the master key element to solve the compatibility problem between general relativity and quantum mechanics, by following this line of work, I found that Einstein field equations are compatible with the uncertainty principle in such a way that the stress energy tensor can be extracted from the momentum uncertainty in the uncertainty principle; this happens only when we have a quantum entangled system of collective masses larger than or equal to half Planck mass as minimum requirements to bend spacetime. Then, by using a quantum entangled system with a rest mass of half the Planck mass or more, I put here the requirements for an experiment to generate an artificial gravitational singularity as a falsifiability requirement to prove or disprove my work experimentally in particles accelerators