In order to demonstrate spooky action at a distance you should perform the following experiment.
Imagine an unstable particle at point O with a spin of zero decaying into two daughter particles, which speed off in opposite directions. You measure the spin of each at a certain distance (at the points A and B at equal distance from point O) and you send the results back via een video line to point O. At point O you will observe that when at A they measure "Up" at point B they measure "Down". The correlation is -1.
At the same time also clocks are involved inorder to measure what is happening. For example the
particle decays at 0.00 at point O, reaches point A at 0.10 and this is observed at 0.20 at point O.
For point B the same three measurements exists: 0.00 0.10 and 0.20.
Next one change is done: the measurement point A is moved closer to point O. The result will be the measurements via path A will be earlier (visible at O)
For example for experiment via A we get now the three measurements 0.00 0.08 and 0.16
For the path via point B there is no difference 0,00 0.10 and 0.20.
The the correlation between A and B should remain as -1.
I do not expect that that will change. If there is a change than also point B should be moved closer to O and again the correlation should be tested.
The important point is that in this experiment no difficult mathematics is involved.
A whole different issue is why do you need entangled particles to demonstrate "Spooky action at a distance."
Suppose at point A we have a source which transmits either a 1 or 0 signal to point O. At point B (at the same distance from O as A) we also have a source which transmits either a 1 or a 0 signal to point O. The expectancy is that the correlation between the two signals is zero.
It is the chalenge for the experimenter at point B to develop a device such that that is possible. IMO it is impossible.
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