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Now that English translations of Schwarzschild's original paper exist, thatpaper has become accessible to more people. Historically, the so-called"standard Schwarzschild solution" was not the original Schwarzschild's work,but it is actually due to J. Droste and, independently, H. Weyl, while it hasbeen ultimately enabled like correct solution by D. Hilbert. Based on this,there are authors who claim that the work of Hilbert was wrong and thatHilbert's mistake spawned black-holes and the community of theoreticalphysicists continues to elaborate on this falsehood, with a hostile shoutingdown of any and all voices challenging them. In this paper we re-analyse "theoriginal Schwarzschild solution" and we show that it is totally equivalent tothe solution enabled by Hilbert. Thus, the authors who claim that "the originalSchwarzschild solution" implies the non existence of black holes give the wronganswer. We realize that the misunderstanding is due to an erroneousinterpretation of the different coordinates. In fact, arches of circumferenceappear to follow the law dl = rd{\phi}, if the origin of the coordinate systemis a non-dimensional material point in the core of the black-hole, while theydo not appear to follow such a law, but to be deformed by the presence of themass of the central body M if the origin of the coordinate system is thesurface of the Schwarzschild sphere.

A clarification on the debate on "the original Schwarzschild solution"