Rotarily

Hence, if you want to act strongly with the fingers at one side of the hand, you must be careful to release the fore-arm rotarily in their direction, or even to exert it rotarily to help them.

We call such graphs "rotarily transitive graphs", and we show that, even though there is no finite rotarily transitive graph with at least 2 vertices, there is an infinite locally finite connected rotarily transitive graph.