Given five different points on a line, labeled in order as $$A\_{1}$$, $$A\_{2}$$, $$A\_{3}$$, $$A\_{4}$$, $$A\_{5}$$. Point $$P$$ is placed on the line in such a way that the sum of the lengths $$\left\textbar{} P{{A}\_{1}} \right\textbar+\left\textbar{} P{{A}\_{2}} \right\textbar+\left\textbar{} P{{A}\_{3}} \right\textbar+\left\textbar{} P{{A}\_{4}} \right\textbar+\left\textbar{} P{{A}\_{5}} \right\textbar$$ is minimal. Then：． 
选项为:A:$$P=A\_{1}$$  B:$$P=A\_{2}$$  C:$$P=A\_{3}$$  D:$$P$$ may be any point between $$A\_2$$ and $$A\_{4}$$  E:$$P$$ may be any point between $$A\_1$$ and $$A\_5$$  请回答其中一个选项.