Boudreaux and Thibodeaux are on the road again . . .
“Boudreaux, we have to get this shipment of mudbugs to Baton Rouge by tonight!”
“Don’t worry, Thibodeaux, I already checked ahead. There are three underpasses and our 18-wheeler will fit through all of them, so just keep that motor running!”
“We’re not going to make it, I say!”
So, which is it: will there be a very messy accident on Interstate 10, or is Thibodeaux just letting the sound of his own wheels drive him crazy?
Input to this problem will consist of a single data set. The data set will be formatted according to the following description.
The data set will consist of a single line containing 3 numbers, separated by single spaces. Each number represents the height of a single underpass in inches. Each number will be between 0 and 300 inclusive.
There will be exactly one line of output. This line will be:
NO CRASH
if the height of the 18-wheeler is less than the height of each of the underpasses, or:
CRASH X
otherwise, where X is the height of the first underpass in the data set that the 18-wheeler is unable to go under (which means its height is less than or equal to the height of the 18-wheeler).
The height of the 18-wheeler is 168 inches.
1 | 180 160 170 |
1 | CRASH 160 |
Just estimate each number, if it is lower than 168, then this underpass is unable to be passed. If no number is less than 168 ,then there is no crash.
1 |
|