An $80$ $kg$ man is trying to pull a $5$ $kg$ box up a $37^{\circ}$ slope. The coefficient of static friction between the box and the ground is $0.45$ and the coefficient of sliding friction is $0.40$. The man is wearing shoes with a coefficient of static friction of $0.35$ to the ground and coefficient sliding friction of $0.25$ to the ground. Assuming the force the man pulls with is limited only by friction with the ground, how will the box accelerate at the instant shown?

A. $34.1$ $m/s^2$ up slope
B. It will not move
C. $1.93$ $m/s^2$ down slope
D. $2.38$ $m/s^2$ down slope
E. $2.78$ $m/s^2$ down slope
F. $5.90$ $m/s^2$ down slope