The article states that some particles are accelerated to travel at 0.99....[19] light speed. How does this abuse of the fabric of spacetime happen without the particle giving up energy over time. Choosing a proton as our test particle, the Lorentz transformation of its mass is 1/(1-0.99[19]^2*c^2/c^2)^.5 or
one AMU /(.0[21]1^2)^.5 or one rest mass AMU * 10^21
or 1.7 *10^-27 * 10^21 or 1.7 * 10^-6 kilograms or 1.7 milligrams per relativistic proton.
Is there at least a hunch about how such a relativistic proton could travel for billions of years without losing mass? Does the Lense-Thirring effect (never mind the radius of curvature of the path)apply?
Note that all this stuff traveling around with increased mass could account for some of the dark matter mass.
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For those inclined to oppose human meddling with the structure of the universe or the composition and configuration of objects and groups of objects within the universe, consider:
Whether there is a limit to the magnitude of a modulation of chaos below which order remains invariant? Or, is order but a fiction invented by perspectives applied over finite, however large, time intervals?
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