3. Circle $\omega_{1}$ with center $O$ intersects circle $\omega_{2}$, which passes through point $O$, at points $K$ and $L$. A line through point $O$ intersects circle $\omega_{2}$ again at point $A$. Segment $OA$ intersects circle $\omega_{1}$ at point $B$. Find the ratio of the distances from point $B$ to the lines $A L$ and $K L$.