data:image/png;base64,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data:image/png;base64,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#1 You will be modifying the script so that instead of drawing ten squares you will ask the user how many squares to draw. (You will find the blocks in the sensing category to help with that.)#2 You will be modifying the script so that instead of drawing ten squares next to each other the squares will make steps. Check the attached image if you are unsure how that should look.2525This controls the number of squares.