Why is the EPR paradox invalid?
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Say we have two people with entangled particles and place them infinitely far away from each other. The particles can either be red or blue and are stored in boxes connected to Shrodinger-esque bombs, person A and B both know that if the particle in their box turns out red then they explode.
If A opens their box and the particle is blue then they immediately know that person B has died or will die. How is this not information transfer?
If A opens their box and the particle is blue then they immediately know that person B has died or will die. How is this not information transfer?