Before revision:  We find spatial patterns of oscillating quasi-cycles that resemble Turing patterns , called quasi-patterns.
After revision:  We find spatial patterns of their amplitudes. In two dimensions the amplitude patterns form more quickly, but there remain parameter regimes in which phase synchronization patterns form without being accompanied by clear amplitude patterns. At higher coupling strengths we find patterns both of phase synchronization and of amplitude (resembling Turing patterns) corresponding to the patterns of phase synchronization.