# Product of two primes

You are told that $$n = 110179$$ is the product of two primes $$p$$ and $$q$$ ($$p > q$$). The number of positive integers less than $$n$$ that are relatively prime to $$n$$ (that is those $$m$$ such that $$\gcd(m, n) = 1$$) is 109480. Write the value of $$p - q$$.

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