  This paper aims to give explicitly all non-linear vacuum solutions to our
non-linear field equations, and to define in a coordinate free manner the
important subclass of non-linear solutions, which we call almost photon-like.
By means of a correct introduction of the local and integral intrinsic angular
momentums of these solutions, we saparate the photon-like solutions through the
requirement their integral intrinsic angular momentums to be equal to the
Planck's constant. Finally, we consider such solutions, moving radially to or
from a given center, using standard spherical coordinates.
