$(16\%)$ In a board game, there is an $88$ board which contains jewels in the squares. The

jewels are represented by uppercase letters A$-$Z$.$ The game would need to count the number

of horizontal and vertical sequences of three or more of the same jewel, e$.$g$.,$ AAA, BBB$,$

etc. An example board is shown below which contains four horizontal sequences and three

vertical sequences. These sequences are highlighted in red rectangles.

Write a program $($file name: $Q2.cp{p}_{?})$ with a function void count$3($char board $[][8],$

int &h$,$ int &v$)$; that finds the number of such horizontal and vertical sequences in

the two$-$dimensional array parameter board. At the end of the function, the reference pa$-$

rameters $h$ and $v$ should store the number of horizontal and vertical sequences respectively.

E$.$g$.,$ suppose board contains the contents as shown above, then calling count $3($board$,$

$h,v$ shall write $4$ and $3$ to $h$ and $v$ respectively.

Note:

You can assume that parameter board is always of size $88.$

You can assume that parameter board always contains only uppercase letters A$-$Z$.$

What you write in the main $()$ function is unimportant. It may contain code to test$-$call

the required function. We shall grade only the required function.