Ideal Body Weight Check

Problem Description

A person's standard weight (in kilograms) is computed as: (height in centimetres minus $100$) times $0.9$. If the difference between the real weight and the standard weight stays within $10\%$ (i.e. $|\text{real weight} - \text{standard weight}| < \text{standard weight} \times 10\%$), the person has an ideal body shape. Note that $1$ jin (市斤) equals $0.5$ kilograms (two jin make one kilogram). Given a group of people's heights and real weights (in jin), decide for each whether they are too fat or too thin.

(Terminology: the standard weight is a reference weight computed from one's height; a jin is a traditional Chinese unit of mass, where $1$ jin $= 0.5$ kg.)

Input Format

The first line contains a positive integer $N$ ($\le 20$). The following $N$ lines each give two integers, representing a person's height $H$ ($120 < H < 200$, in centimetres) and real weight $W$ ($50 < W \le 300$, in jin), separated by a space.

Output Format

For each person output one line with the conclusion: if ideal, output You are wan mei!; if too fat, output You are tai pang le!; otherwise output You are tai shou le!.

Sample Input

3
169 136
150 81
178 155

Sample Output

You are wan mei!
You are tai shou le!
You are tai pang le!