For Assignment $1,$ you drew a $4$x$4$ checkerboard of black$-$and$-$white squares. Back then, the code to do this

was rather tedious; you needed to write a call to rect$()$ for every square $($or maybe for every $2$nd square,

depending on your approach$)$ on the board.

For this question, you will revisit this problem by drawing a full$-$sized $8$x$8$ checkerboard on the canvas. But

this time, you will use loops to do it$.$

Figure $3$: An $8$x$8$ black and white checkerboard

Your task is to draw a $8$x$8$ black and white checkerboard in Processing that fills the entire space of a

$200$x$200$ pixel canvas. Have the top$-$left most tile coloured white like in the figure. Your solution is not an

interactive program, so you won$$t need to use functions like setup$()$ or draw$().$

For this question, you must use loops to draw the checkerboard. Your code itself should contain only a

single call to the rect$()$ function. Use loops and extra variables as needed to keep track of $($a$)$ where to

draw the current square, and $($b$)$ what color the current square should be $($black or white$).$

$$ Hint: When you did this question for A$1,$ you may have used setting the background color to either

white or black as a shortcut to avoid extra calls to rect$().$ Now that you are using loops, you will

probably find that same shortcut just makes your logic more complicated to follow $($and won$$t make

your code any shorter anyway$),$ so you might want to avoid it$.$ It$$s up to you though