Comments by "leapdrive" (@leapdrive) on "Can particles really be in two places at once? Featuring @ArvinAsh" video.

  1. It doesn’t matter what interferences a wave or continuous waves go up against (double slit being just one example): it is the behavior of wave or waves against any kind of interferences that is describes as wave function. And since this wave function is a probability description, we cannot be certain where our oscillating particle is or where it will end up. What we can only know is the particle’s limits in space it will be. So in layman’s terms: X(r) = here, here, here or there but not over there, over there and over there. The Schroginer’s Equation can be simplified as: Kenetic Energy X(r) + Potential Energy X(r) = Total Energy X(r); X(r) (Kenetic Energy + Potential Energy) = X(r) Total Energy, where X(r) describes the wave function or the probability limits of a particle or particles as in the particle shots at a certain velocity, double slot interference up to the particle termination point or points.
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  2.  @Lucius_Chiaraviglio  , that’s what we already use in today’s computers (0,1). It’s called the binary system where a group combination of 0s and 1s is a datum.
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