PeterDonis
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No, your claim that it is "repeating the same experiment" is simply an assertion (and an unsupported and unfounded one). The experimental fact is that the detectors were rotated, and the experiment after the rotation was a separate experiment from the original one before the rotation. Recording the data from the two separate experiments as separate data is just being honest about what you actually did when the experiments were done.Ian J Miller said:if you rotate both detectors in what you assign as the A+B- experiment, you are repeating the A+B- experiment, and indeed you get the same answer. To call it B+C- is simply an assertion.
Using rotational invariance to argue that the correlations from both experiments will be the same is a theoretical prediction, which then has to be compared with the actual experimental facts to see if it holds. You can't assert that they are "the same experiment", because that isn't what rotational invariance says anyway. Rotational invariance does not say that the two experiments, one before rotating the detectors and one after, are "the same experiment". It just says that those two separate experiments will give the same correlations.