(n3-12n2+8n-93)/(11+2n-n2) = p
Let n be some integer satisfying the above equation yielding a prime number p. What is the sum of all possible values of p.
Nice work, just one thing to add: n=-203 will make the fraction (n+203)/(n^2-2n-11) equal zero so one more integer solution (-203, 213) exists; but since 213 is composite the final answer is still the same.