1.如图,一质点从原点OOO出发沿向量OA1→=(3,1)\overrightarrow{{OA}_{1}}=(\sqrt{3},1)OA1=(3,1)到达点A1A_{1}A1,再沿yyy轴正方向从点A1A_{1}A1前进12∣OA1→∣\frac{1}{2}\vert \overrightarrow{{OA}_{1}}\vert21∣OA1∣到达点A2A_{2}A2,再沿OA1→\overrightarrow{{OA}_{1}}OA1方向从点A2A_{2}A2前进12∣A1A2→∣\frac{1}{2}\vert \overrightarrow{{A}_{1}{A}_{2}}\vert21∣A1A2∣到达点A3A_{3}A3,再沿yyy轴正方向从点A3A_{3}A3前进12∣A2A3→∣\frac{1}{2}\vert \overrightarrow{{A}_{2}{A}_{3}}\vert21∣A2A3∣到达点A4A_{4}A4,则点A4A_{4}A4的坐标是((( )))