Here are the specifications for this problem:

$$ Use a $500$x$500$ canvas. Usually the canvas size is pretty arbitrary, but this time it will be important to

demonstrate your understanding of this problem.

$$ Draw the head and body of the lady bug. You are free to add more details to the drawing if you like,

so long as you are still meeting the criteria outlined here.

$$ Use a while$-$loop to draw N small black spots $($circles of diameter $50)$ on the bug. The example above

uses N of $10,$ but your program should work for any value of N $.$ It is okay if the circles sometimes

overlap with each other, but they should all be completely on the bug.

Here$$s the trick: your spots need to be at random locations. To generate random coordinates for a single

spot, use these two lines of code:

x $=$ int $($ random $(0,500))$

y $=$ int $($ random $(0,500))$

The random$()$ function simply returns a random number within the specified bounds, so in this case, x

and y will be random coordinates on your $500$x$500$ canvas. The problem is that the bug doesn$$t fill the

whole canvas, so sometimes the random coordinates will be no good. That simply means you$$ll have to not draw a spot at those coordinates and try again. That$$s why you need to use a while$-$loop for this problem,

because you don$$t know how long it will take to generate valid coordinates for N spots on the bug $1$

Hint: Make sure to take the diameter$/$radius of the holes into account when checking if the random coor$-$

dinates are valid; your holes need to be $*$completely$*$ on the bug!

Hint: You can use your code $($or the solution code$)$ for inside$\_$circle$()$ from A$3$ to help you do this check