It bears remembrance that it was Einstein himself whom first suggested that there may be a hidden variable which would allow that two particles at a distance could both respond as if there is a rigid spacetime connection directly between the two. It is QM in its axiomatic regime of absolute seperateness of any events which makes 'entanglement' spooky. And rather than hidden, the correct question as to what variable might constantly relate across a distance should be; "what is it we are ignoring?".
In efforts to obtain a unified field theory, when a 5th dimension has been inserted into GR on an ad hoc provisional basis, Mawell's equations emerge. And this strongly argues for Faraday's own observation that the orthogonal relationship of direction of field orientation to direction of motion observed consistently in electromagnetic field behavior, is the same as the abstract geometric relationship devised more than two millennia earlier by the school of Pythagoras, and that where there is a field there is spacetime and where there is spacetime there is a field operationally orthogonal.
A dimension is that by which we construct a measure, whether it be the side of a box or the surface of a sphere. The 5th dimension might well be had as an obverse of SR where it is commonly taken that the time parameter advances from relative rest up to light velocity. As a scalar value the speed of time at light velocity could exist at comensurate light velocity when spatial extension of the field domain ceases to itself propogate further. And that the rigid, instantaneous, connection inherent to the flat geometry component in spacetime is evident only where there exists a maintained perfect alignment of spin orientations of a singlet pair (as consistently observed), and the limit of separation in an experiment is relativistic to the duration of preparation and production of the singlet pair creating its own gravitationally discrete domain in a topological measurement scheme.