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"Factorise" a quadratic
When learning to factorise quadratics in the form \$x^2 + ax + b\$, a common technique is to find two numbers, \$p, q\$ such that
$$pq = b \\
p + q = a$$
as, for such numbers, \$x^2 + ax + b = (x + p)(x + q)\$
You are to take two integers \$a, b \in (-\infty, +\infty)\$ an...