Question 179
For an integer $x$ it holds that
$$
|\ldots||| x-1|-10|-10^{2}\left|\ldots-10^{2006}\right|=10^{2007}
$$
Find the hundredth digit of the number $|x|$.
$$
|\ldots||| x-1|-10|-10^{2}\left|\ldots-10^{2006}\right|=10^{2007}
$$
Find the hundredth digit of the number $|x|$.