  An appropriateness of a space asymmetry of shape invariant potentials with
scaling of parameters and potentials of Shabat and Spiridonov in calculation of
their forms, wave functions and discrete energy spectra has proved and has
demonstrated on a simple example. Parameters, defined space asymmetry, have
found. A new type of a hyerarchy, in which superpotentials with neighbouring
numbers are connected by space rotation relatively a point of origin of space
coordinates, has proposed.
