Gauss map of a harmonic surface
  We prove that the distortion function of the Gauss map of a harmonic surface coincides with the distortion function of the surface. Consequently, Gauss map of a harmonic surface is ${\mathcal{K}}$ quasiregular if and only if the surface is ${\mathcal{K}}$ quasiregular, provided that the Gauss map is regular or what is shown to be the same, provided that the surface is non-planar. 
David Kalaj
math.DG math.CV