We consider the following game played in the Euclidean plane: There is any countable set of unit speed lions and one fast man who can run with speed $1+\varepsilon$ for some value $\varepsilon>0$. Can the man survive? We answer the question in the affirmative for any $\varepsilon>0$.
翻译:我们考虑在欧几里德平面上玩的下列游戏:有一套可计算到的单位速度狮子和一个能以1瓦雷普西隆元的速度跑跑的快人,以某种价值$$@varepsilon>0美元。这个人能生存下去吗?我们回答这个问题的答案是,任何瓦雷普西隆$>0美元都是肯定的。