Far-from-equilibrium Attractors in a 3+1D Transport Approach at Fixed \(\eta /S\)

We investigate the existence of far-from-equilibrium attractors in moments of the one-particle distribution function within the framework of a 3+1D Boltzmann transport approach at fixed eta/s. We compare our results for a conformal and non-conformal gas for different values of eta/s and different initial anisotropy.