Karel Measures the Height of his Roof

For this challenge, Karel needs to measure the total height of his roof and deposit the

corresponding number of items in the bottom$-$left corner. What we mean by the height of the roof

is essentially the height of each column measured from the floor $($so from the floor to the first

wall in that column$).$ In the scenario below, the height of the roof in each column, expressed as

the number of tiles, is $($from left to right$)$: $4,3,6,4,3,4.$ Adding these numbers together gives a

total height of $24.$ This is the number of items Karel needs to place in the bottom$-$left corner..

Start position

End position

Karel always starts in the bottom$-$left corner, facing east, with an infinite number of items in his

bag. He needs to end up in the bottom$-$right corner $($so NOT where he started$)$ and his

orientation does not matter. There are no other items anywhere in the map or any walls other

than those delineating the ceiling.

Write your solution in the file measure.c$.$ No variables Allowed