# Divisible by this year? (Part 8: Get JINXED! Again.)

Algebra Level 5

If you randomly picked one root of the function $$p(x)=(x^4 + 1989x^3 -8162747x^2+202809800x)(e^{2014x}-1)[\ln { (x-10069) } ]$$ and the function is from $$\mathbb{R}$$ to $$\mathbb{R}$$ , what is the probability that the root that you picked is divisible by $$2014$$?

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