3 ms·Yes, that's the definition of aperiodic tiling. There is no translational symmetry.by mrfox321 3y agoYes, that's the definition of aperiodic tiling. There is no translational symmetry.jameshart 3y agono sliding symmetry - you can combine translation and rotation, and you won't find a match.amluto 3y agoThere could be a (finite) rotational symmetry. The Penrose tilings, for example, have a five-fold rotational symmetry.