- #1
EduardoToledo
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Hi, I've heard about the EPR paradox as follows: Leave two entangled particles A and B carried by scientists A' and B', with a pair of incompatible properties (eg spin up/down and left/right) in possible Green/Yellow and Blue/Red states. If one measures Yellow state (eg, particle B in spin up and A in spin down), then the other must measure Yellow as well. If any of them measure the Blue/Red property, the next Green/Yellow measurement would be unpredictable.
Now suppose that the scientists combine the following: B' would only measure the Green/Yellow properties at a regular known interval. If A' wants to send the code "1", they should measure Blue/Red, then Green/Yellow, then Blue/Red, then Green/Yellow... until the Green/Yellow property changes randomly. If A' wants to send the code "0", they just don't do anything until B' measures the same Green/Yellow property a lot of times (say... 256), concluding that it's bad luck that A' couldn't change the property so many times (there is an image to help with visualization)
This thought experiment would allow you to communicate faster than the speed of light, so it must be wrong. I want to ask which misunderstanding I've made. Thanks in advance.
Now suppose that the scientists combine the following: B' would only measure the Green/Yellow properties at a regular known interval. If A' wants to send the code "1", they should measure Blue/Red, then Green/Yellow, then Blue/Red, then Green/Yellow... until the Green/Yellow property changes randomly. If A' wants to send the code "0", they just don't do anything until B' measures the same Green/Yellow property a lot of times (say... 256), concluding that it's bad luck that A' couldn't change the property so many times (there is an image to help with visualization)
This thought experiment would allow you to communicate faster than the speed of light, so it must be wrong. I want to ask which misunderstanding I've made. Thanks in advance.