Dr. Henri is looking through his telescope at the MRD Observatory. His telescope is positioned so that it can see all the stars inside a circle of radius centred at the coordinates in the night sky. The telescope **cannot** see a star if it is on the edge of the circle.

Dr. Henri is interested in 3 particular stars: , , and . Referring to his star charts, he notes that their coordinates are , , and and their **magnitudes** are , , and respectively. The magnitude of a star is a measure of its brightness, but interestingly, its scale is reversed: **the smaller the magnitude, the brighter the star**.

Dr. Henri wonders if he can see the brightest star among , , and through his telescope. It is guaranteed that no two of these stars are of the same magnitude.

#### Constraints

#### Input Specification

The first line of input will contain three space-separated integers, , , and .

The second line will contain three space-separated integers, , , and .

The third line will contain three space-separated integers, , , and .

The final line will contain three space-separated integers, , , and .

#### Output Specification

If Dr. Henri can see the brightest star among , , and , output `What a beauty!`

. Otherwise, output `Time to move my telescope!`

.

#### Sample Input 1

```
5 2 1
3 1 5
1 4 2
-9 1 4
```

#### Sample Output 1

`What a beauty!`

#### Sample Input 2

```
5 2 1
6 5 -1
0 7 2
-2 -3 3
```

#### Sample Output 2

`Time to move my telescope!`

## Comments