The equation of the line passing through $(-4,3,1)$, parallel to the plane $x+2y-z-5=0$ and intersecting the line ${x+1\over-3}={y-3\over2}={z-2\over-1}$ is :

(1) ${x+4\over-1}={y-3\over1}={z-1\over1}$

(2) ${x+4\over3}={y-3\over-1}={z-1\over1}$

(3) ${x+4\over1}={y-3\over1}={z-1\over3}$

(4) ${x-4\over2}={y+3\over1}={z+1\over4}$

(1) ${x+4\over-1}={y-3\over1}={z-1\over1}$

(2) ${x+4\over3}={y-3\over-1}={z-1\over1}$

(3) ${x+4\over1}={y-3\over1}={z-1\over3}$

(4) ${x-4\over2}={y+3\over1}={z+1\over4}$