  We establish the existence of fixed points for certain gauge theories
candidate to be magnetic duals of QCD with one adjoint Weyl fermion. In the
perturbative regime of the magnetic theory the existence of a very large number
of fixed points is unveiled. We classify them by analyzing their basin of
attraction. The existence of several nonsupersymmetric fixed points for the
magnetic gauge theory lends further support towards the existence of
gauge-gauge duality beyond supersymmetry. We also discover that among these
very many fixed points there are supersymmetric ones emerging from a generic
nonsupersymmetric renormalization group flow. We therefore conclude that
supersymmetry naturally emerges as a fixed point theory from a
nonsupersymmetric Lagrangian without the need for fine-tuning of the bare
couplings. Our results suggest that supersymmetry can be viewed as an emergent
phenomenon in field theory. In particular there should be no need for
fine-tuning the bare couplings when performing Lattice simulations aimed to
investigate supersymmetry on the Lattice.
