SOLVE
LATER
Monk and his friend Micro are on a quest to find the answer of Life, Universe and Everything. In order to complete it they need to answer $$Q$$ queries on an array $$A$$ having $$N$$ integers. The queries can be of following two types:
$$0 \space x:$$ Find the number of numbers in $$A$$ which are not less than $$x$$.
$$1 \space x:$$ Find the number of numbers in $$A$$ which are greater than $$x$$.
Help them complete the quest and be back in time for the next Code Monk Challenge.
Input Format:
First line consists of a single integer denoting $$N$$.
Second line consists of $$N$$ space separated integers denoting the array $$A$$.
Third line consists of a single integer denoting $$Q$$.
Each of the following $$Q$$ lines consists of a query of one of the given two types.
Output Format:
For each query print the required answer in new line.
Constraints:
$$1 \le N \le 10^5$$
$$1 \le Q \le 3 \times 10^5$$
$$1 \le A[i], x \le 10^9$$
For first query, there are no numbers in the array which are not less than $$5$$ so answer for first query is $$0$$.
For second query, $$4$$ is the only number greater than $$3$$, so answer is $$1$$.
For third query, $$3$$ and $$4$$ are the numbers in array which are not less than $$3$$, so answer is $$2$$.