  We examine analytical, intrinsically non-Abelian, black holes with SU(2)
Yang-Mills matter content. Working in the extended thermodynamics scenario of
Lovelock black holes we study the phase structure of a four and a
five-dimensional spherically symmetric configuration. We work in
Gauss-Bonnet-Einstein-Yang-Mills gravity with negative cosmological constant
and use Euclidean methods to explore the thermodynamics of the systems. We
observe that the solutions belong to the expected universality class of van der
Waals and find a reentrant phase transition.
