So it's not that you have two magnetic marbles and rotating one rotates the other, it's that you're rolling two dice with identical parameters and can expect that at any given slice of time they'll be doing the same thing.
Is that incorrect?
So it's not that you have two magnetic marbles and rotating one rotates the other, it's that you're rolling two dice with identical parameters and can expect that at any given slice of time they'll be doing the same thing.
Is that incorrect?
So: how does particle A "know" how to produce the correct correlation if 1) the value is produced 'on the spot' and 2) there isn't a well-defined causal order between measurement of A and B?
Really all QM says is that there's some probability distribution of an outcome, and you don't know what outcome occurred until you take a measurement.
For example, you could imagine a world simulator that uses probabilistic logic gates. Where with some probability a bit could be 0 or 1. Now you could say that the bit is in some superposition or is 0 in world A and 1 in world B, blah blah.
But that's dumb. Really, the bit is 0 or 1 with some probability of the universe simulator. And you don't know which, until you observe its value.