Counting Is Fun

You are given a permutation $P$ of length $N$. You must perform the following operation on $P$ **exactly** once: - Partition $P$ into some non-empty subarrays such that each element of $P$ is in **exactly** one subarray. Suppose you partitioned $P$ into $X$ subarrays. - First, find a positive integer $V$, such that the maximum element of **exactly** $ \lceil{\frac{X}{2}} \rceil$ subarrays are gr