Problem

Chef has started a new job as an insurance agent.
Each insurance costs $X$ dollars and Chef gets a $20\%$ commission on selling each insurance.

Find the minimum number of insurances Chef needs to sell to earn at least $100$ dollars.

Input Format

• The first line of input will contain a single integer $T$, denoting the number of test cases.
• Each test case consists of a single integer $X$, the cost of an insurance.

Output Format

For each test case, output on a new line, the minimum number of insurances Chef needs to sell to earn at least $100$ dollars.

Constraints

Sample 1:

4
20
80
1
5

25
7
500
100

Explanation:

Test case $1$: On selling $1$ insurance, Chef earns $20\%$ of $20$, which is, $4$ dollars. This means that Chef needs to sell $25$ insurances to earn $25\cdot 4=100$ dollars.

Test case $2$: On selling $1$ insurance, Chef earns $20\%$ of $80$, which is, $16$ dollars.
On selling $6$ insurances, Chef will earn $16\cdot 6=96$ dollars. Thus, he would need to sell a minimum of $7$ insurances to earn at least $100$ dollars.

Test case $3$: On selling $1$ insurance, Chef earns $20\%$ of $1$, which is, $0.2$ dollars. This means that Chef needs to sell $500$ insurances to earn $500\cdot 0.2=100$ dollars.

Test case $4$: On selling $1$ insurance, Chef earns $20\%$ of $5$, which is, $1$ dollars. This means that Chef needs to sell $100$ insurances to earn $100\cdot 1=100$ dollars.