# Factor this

Number Theory Level pending

.Let $$A$$ and $$B$$ be integers such that $$|A| > 6$$ and $$|B| > 6$$

Find the number of unordered pairs $$(A, B)$$ such that $$A \times B = 360$$.

 Definition: "Unordered" pairs means that $$(18, 20)$$ and $$(20, 18)$$ are the same. Count that as one pair, not two.

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