We can go from one to sixty quickly, right?Logic Level 3
Let \(N\) denote the concatenation of the first 60 positive integers:
\[ N = 1234567891011121314...585960. \]
Remove any 100 digits from \(N\) without rearranging the remaining digits, and call the resulting number \(M\). What is the largest possible value of \(M\)?