# Problem G

One Chicken Per Person!

Dr. Chaz is hosting a programming contest wrap up dinner.
Dr. Chaz has severe OCD and is very strict on rules during
dinner, specifically, he needs to be sure that everyone take
*exactly* $1$ piece
of chicken at his buffet, even if that will result in an
enormous amount of leftovers. This is why every year before the
dinner, Dr. Chaz would give a powerful speech: “Everyone,
*one chicken per person!*”

However, Dr. Chaz does not always have an idea how many pieces of chicken he needs, he believes if there are $N$ people at the buffet and everyone takes exactly $1$ piece of chicken, providing $M$ pieces of chicken will be perfect, i.e., is enough and will have no leftovers. Help Dr. Chaz find out whether his decision is good or not!

## Input

The first line contain integers $0\leq N\leq 1\, 000$, $0\leq M\leq 1\, 000$, $N\neq M$ , the number of people at the buffet and the number of pieces of chicken Dr. Chaz is providing.

## Output

Output a single line of the form “Dr. Chaz will have $P$ piece[s] of chicken left over!”, if Dr. Chaz has enough chicken and $P$ pieces of chicken will be left over, or “Dr. Chaz needs $Q$ more piece[s] of chicken!” if Dr. Chaz does not have enough pieces of chicken and needs $Q$ more.

Sample Input 1 | Sample Output 1 |
---|---|

20 100 |
Dr. Chaz will have 80 pieces of chicken left over! |

Sample Input 2 | Sample Output 2 |
---|---|

2 3 |
Dr. Chaz will have 1 piece of chicken left over! |

Sample Input 3 | Sample Output 3 |
---|---|

10 1 |
Dr. Chaz needs 9 more pieces of chicken! |