Find the Equation of the Parabola of the Form $x=a y^{2}+b y+c$

Find the equation of the parabola of the form $x=a y^{2}+b y+c$ that passes through the given three points.
- $(x+3) ^{2}=-16(y-1)$

A) vertex: $(-3,1)$ ; focus $(-3,-3)$ ; directrix $y=5$

B) vertex: $(-3,1)$ ; focus $(-3,-3)$ ; directrix $y=5$

C) vertex: $(-3,1)$ ; focus $(-3,-1)$ ; directrix $y=3$

D) vertex: $(-3,1)$ ; focus $(-3,-1)$ ; directrix $y=3$