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Pinwheel block is the main block which draws the motif and has 6 variables which have different functions. The number of branches controls the number of polgons drawn. The size and backup both change the distance between each polygon. Width and length change the side lengths of the polygons. The polygon variable (shaper) changes the number of sides the polygon has.If the polygon has an odd number of sides, it can't have alternating side lengths so the sprite draws each side "width" length.Draws one side with length "width" then turns and draw another side with a length of "length"This block is simply a modiefied version of the pinwheel block we made in the first unit. Instead of the sprite drawing lines wherever it goes, it goes to a specific point and then draws the polygon. This process is repeated to form a "circle" of polygons.There are 12 if statements which correspond to 12 different keys. Each key either increases or decrease a specific variable, giving the user complete control to change the motif drawing. I put all of this code into one block to make the code easier to read and understand.015001000100036330350500034