data:image/png;base64,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10move( -sideLen )
yPos <- yPos + sideLendata:image/png;base64,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make bigger squares go up 10 sqaures slowly getting larger
func that makes square
5*2
as keeps going steps gets multipled and it keeps biggersize is size of squaresi dont understadn why it doesnt worknum is the space between squares
num turns into size
zise dictates movementnumSq <--number of squares
sideLen<--side length of the smallest square
for m = 1 to numSq
{
repeat 4 times
{
penDown()
move ((2 * m) * sideLen) steps
turn left 90 degrees
penUp()
}35