Stage $1\mathrm{.}3-$ Add Branch

At this point, it's obvious that Australian weather is a coinflip, coincidentally it was windy earlier

and as a result, Physics lawn has been littered with various foliage. After spawning the player,

the program should prompt for how many tiles of foliage will be added onto the map.

How many tiles of foliage: $[$count$]$

The first type of foliage you will be adding to the map are branches. Branches are $11$ tiles,

and are passed in via the following input. The row $/$ col values are the position of the

branch on the map. A successful addition will print Branch added! $.$

How many tiles of foliage: $[$count$]$

b $[$row$][$col$]$

Branch added!

b $[$row$][$col$]$

Branch added!

b $[$row$][$col$]$

Branch added!

After all foliage has been added you will need to then use the provided print$\_$map$()$ function

to print the map with the foliage.

HINT:

You will need to modify the $2$D array, map $,$ to add in the foliage. For branches, you

will need to change the tile type from EMPTY to $.$

NOTE:

Now would be a good time to make use of functions. You can move adding foliage

onto the map into its own function.

It is highly recommended that you approach tackling this substage and subsequent

stages onwards with the use of functions.

This will ensure that complex problems are easier to code up $($logic$)$ and can reduce

overdeep nesting $($style$).$

Here is a diagram of a branch being added at $(3,4).$ Branches are represented on the map as $\_/-.$ Error Handling

Like with Stage $1\mathrm{.}2,$ foliage must be added within a predetermined boundary which are all the non$-$edge tiles of the map. If the position of the foliage lies outside, then that addition will be skipped $($not added$)$ and the program should print out Invalid foliage position!.

The foliage spawn boundary are the non$-$edge tiles of the map, i$.$e$.,$ tiles whose row$/$col are between $1$ and MAX$\_$ROW $-2/$MAX$\_$COLUMN $-2.$

To ensure correct input handling, you might want to include a space before the $\%$c specifier in the scanf function for reading characters to help clear any preceding whitespace characters or newline characters left in the input buffer from previous inputs.