Given the elliptic curve
$$E:y^2 = x^3+17x+5 \mod 59$$
with point $P = (4,14)$, how do I find $x$ such that compute $x\cdot P = (11,44)$
Is there a mathematical method to compute $x$, or do I simply compute a lot of $x$'s and hope for the best?
If it helps, I know $8P = (16,40)$