8.卢卡斯数列{an}\{a_{n}\}{an}满足a1=2a2a_{1}=2a_{2}a1=2a2,an+2=an+1+ana_{n+2}=a_{n+1}+a_{n}an+2=an+1+an.且{an}\{a_{n}\}{an}的前6项和S6=28S_{6}=28S6=28.则a10=(a_{10}=(a10=( )))