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We prove the strong Elliptical Galactic law for random matrices Ξ  n   of the general form, i.e. their diagonal entries    have nonzero expectations and the pairs of the entries (   ,   ) have nonzero covariances. In this case the Elliptical Galactic law means that the support of the accompanying spectral density of eigenvalues of matrix Ξ  n   looks like the picture of several galaxies made by telescope:

The Strong Elliptical Galactic Law. Sand Clock density. Twenty years later. Part II