Quantum Entanglement requires Coherence. Coherence is waves in phase, it is perfect order.
All quantum effects require coherence and to be unobserved. All unobserved waves are coherent. We know this because of the double slit experiment.
All possible paths are required for unobserved waves to display an interference pattern. All paths are virtually used at the same time. We know this because we get the pattern even when sending individual unobserved waves.
We can't observe coherence while it is happening. We observe after their flight. What matters is if a decoherent event happened before the final panel. Measuring after the flight doesn't change the state of the particle while it was in flight.
The key to entanglement is the sharing of the same path, of all possible paths, for a split second. After that happens, the waves will be considered the same wave. Measuring one wave collapses the other because they are the same wave.
We bump two atoms together to cause entanglement. They had to share the same exact spot for a split second. They had to share all possible paths.
Could there be an entire side to reality that is Virtual/Vector? Is it where all possible paths reside? When I said the entangled waves are the same wave, I meant literally. It is an universal wave. It's all the same wave when interfering, but there is an identifying factor as to when it became part of the universal wave. Non-local waves are virtual and are all possible paths. Virtual/Vector doesn't have single moments/positions.
Is there a connection between Bell Inequality and an interference pattern? Can we test spin on the landing positions of interference? Could we run a Bell Inequality experiment simultaneously by matching the time entanglement started? I suspect Bell Inequality experiments can't be shielded because entanglement is all the same wave. It jumbles up spin tests, so I want to know if it influences the landing position.
All quantum effects require coherence and to be unobserved. All unobserved waves are coherent. We know this because of the double slit experiment.
All possible paths are required for unobserved waves to display an interference pattern. All paths are virtually used at the same time. We know this because we get the pattern even when sending individual unobserved waves.
We can't observe coherence while it is happening. We observe after their flight. What matters is if a decoherent event happened before the final panel. Measuring after the flight doesn't change the state of the particle while it was in flight.
The key to entanglement is the sharing of the same path, of all possible paths, for a split second. After that happens, the waves will be considered the same wave. Measuring one wave collapses the other because they are the same wave.
We bump two atoms together to cause entanglement. They had to share the same exact spot for a split second. They had to share all possible paths.
Could there be an entire side to reality that is Virtual/Vector? Is it where all possible paths reside? When I said the entangled waves are the same wave, I meant literally. It is an universal wave. It's all the same wave when interfering, but there is an identifying factor as to when it became part of the universal wave. Non-local waves are virtual and are all possible paths. Virtual/Vector doesn't have single moments/positions.
Is there a connection between Bell Inequality and an interference pattern? Can we test spin on the landing positions of interference? Could we run a Bell Inequality experiment simultaneously by matching the time entanglement started? I suspect Bell Inequality experiments can't be shielded because entanglement is all the same wave. It jumbles up spin tests, so I want to know if it influences the landing position.