DrChinese
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matrixrising said:Victors choice determines whether photons 1 and 4 will find strong correlations in all three bases. ... Again, which state Alice and Bob find photons 1 and 4 in is determined by Victor. If there's strong correlation between all three bases then Alice and Bob know it was a Bell state correlation (1). If they don't find this strong correlation between all 3 bases, they know it was a separable state correlation (0).
Yes, the correlations are strong when Victor sends 1 & 4 to a Bell state. But there are 2 very different Bell states (and you can see the correlations):
Bell state + (what I call symmetric correlations)
1
THHTTTHH etc4
THHTTTHHBell state - (what I call anti-symmetric correlations)
1
THHTTTHH etc4:THTTHHHTT
Victor cannot choose which Bell state is selected! That occurs randomly, outside of Victor's control. So when Victor throws every 1 &4 into a Bell state (your 1), what actually shows up for Alice/Bob is a completely random set of H's and T's. This is completely indistinguishable from your 0 case.
A couple of comments:
1. In reality, Victor cannot throw every pair into a Bell state. Only some can be so created in actual experiments.
2. If your system worked - and this is the cool part - then Victor could send a message from the future to the past! This is because Victor's decision can be made before, during OR after detection of 1&4.