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Unsolved Paul Dirac Non-Constant Time equation note handed to Gadgeteer shown

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Uploaded by on Feb 11, 2009

Can you figure out this equation? Paul Dirac himself handed this note to one of the Vancouver Gadgeteers, who kept it for decades. Paul Dirac's "Time Is Not Constant" equation.

Brain cells come and brain cells go, but fat cells live forever.

DISINFORMATION on the Internet on Energy Alternative Methods Systems - WHY?? See Description As I said on Water Fuel Museum Radio interview, most of the online info on purported "how to" posted on the Internet, especially in respect to Meyer, Puharich, electric cars, batteries, is INACCURATE or MISLEADING or both. Careful, before you go there - There could be a virus in the audio feed radio interviews. My computer acts weird after going to that radio site. Also, the electric scooter and electric bike clubs' web forums were destroyed by hackers, who loaded viruses when anybody surfed. (I don't know if there is any connection.) e.g. The "ke----y net" synopsis of the actual patents are inaccurate and/or incomplete. e.g. The parts on the Stan Meyer circuits PDF are different in Europe. I am guessing that these were put out to destroy energy alternatives. We Vancouver Gadgeteers do our own experiments. We used to get weekly "secrets" from anonymous people, but since "they" realize that we don't pay attention to "them", they've stopped annoying us with useless information. This is why we've actually come up with energy discoveries that earned kudus from magazines and TV newscasts. Check out our video clips and see how much gear it takes to do this. See my conspiracy theory (allegation) on what really killed the electric car cottage industry, surf "revived battery electric pickup truck". Rob Matthies

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  • The solution is correct, the point of any mechanics theory is to observe a constant time equation, you did not need to solve for y, however many "Gadgeteer's" offer their own kind of non-constant time equation with more effort than scribbled equation form. The jokes on you.

  • u could b rite, bud

  • What is written their?

    VolumeIntegral[ ψ²(x)+ψ²(y)+ψ²(z)dx dy dz]=1

    Am I right? Or what are those index?

    This equation is easily solved :o)

    Int[yz ψ²(x)dx]+Int[xz ψ²(y)dy]+Int[xy ψ²(z)dz]=1

    Then use further integration methods to solve it easily.

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