A line l passing through the origin is perpendicular to the lines
l1:(3+t)^i+(−1+2t)^j+(4+2t)^k, −∞<t<∞
l2:(3+2s)^i+(3+2s)^j+(2+s)^k, −∞<s<∞
Then, the coordinate(s) of the point(s) on l2 at a distance of √17 from the point of intersection of l and l1 is (are)