The dimensions of the wardrobe are $a \times b \times c$. Is it possible to carry it through the doorway of the size $x \times y$? The wardrobe can be carried through the doorway, if its corresponding dimensions are not greater than the dimensions of the door. \InputFile Integer numbers $a, b, c, x, y~(1 \le a, b, c, x, y \le 100)$. \OutputFile Print "\textbf{YES}", if its possible to carry the wardrobe, and "\textbf{NO}" otherwise.