In {2 2} vacuums, the null-datum on null rays is exactlyr -5

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Scientific paper

It is shown, by a simple argument, that in any {2 2} (i.e. type D) vacuum space-time, the complex component of the Weyl curvature (spinor Ψabcd) along any light ray is precisely proportional tor -5, wherer is the standard Schwarzschild radial coordinate, or its natural complex generalization for the arbitrary {2 2} case.

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