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: The code is divided into Parts. Add your code to each Part and run it by pressing 1,2,... or 6 The end goal is to draw a brick wall. With each row offset from the previous row. Part 5 will ask you to modify the code to ask the user for a block width and height. Part 6 will ask you to print something if the wall height at the end is more than 250 Good to Know: The stage is 480 pixels wide, so the leftmost edge x-coordinate of -240 You don't have to follow the Parts if you don't want to. They're just there to make the program easier to think about. 20-24010-1020-240-10-10-240