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.

The country to be ridden over is selected the day before the run by the huntsman, who walks over the whole line with the dragsman, the legitimacy of the trail being assured by no mark of any kind being left on the line except on fences in which there is barbed wire.

Yet her beauty clung to her like an identity she was trying to deny and her plainness kept slipping like a bad disguise.

Those fish 'meased', i.e., enmeshed in the sleeves of the seines, usually few, also belonged to the workers.