Question 49
Let $n$ be an integer and
$$
m=(n-1001)(n-2001)(n-2002)(n-3001)(n-3002)(n-3003) .
$$
Given that $m$ is positive, find the minimum number of digits of $m$.
$$
m=(n-1001)(n-2001)(n-2002)(n-3001)(n-3002)(n-3003) .
$$
Given that $m$ is positive, find the minimum number of digits of $m$.