Schwarzschild Uncertainty
Consider the uncertainty of the radius of a black hole. As a time uncertainty has a commutator with energy uncertainty, and a time for a velocity is a distance, then the radius has a gravitational energy-momentum uncertainty. That is to say the gravity has an uncertainty for an exact radius. This leads to an understanding that the radius has an uncertainty either side of the precise radius solution by General Relativity. An uncertainty inside, and an uncertainty outside. So where does the holographic surface fit in on a surface of a given radius? Perhaps it’s two surfaces, or two expectations of radius average, given that the inside and outside are from a physics prospective treated as two sides of space-time flowing at the speed of light precisely at the speed of light.
A double Hologram
A duality of projection may exist and given uncertainty, some interaction at points between the inner and outer uncertainty radii. The outer radius for example can be observed from the outside progressing faster in time than anything at the Schwarzschild radius. So any “conduction of information” at the outer radius coupling to the inner radius could be though of as having some non-locality when projected into the inner volume bulk behaviour.
I find it interesting.