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 Wright 9/17/2019 Start the program with space bar. Draw by just moving the cursor across screen after pressing down arrow (up arrow stops drawing and c erases everthying), ink will appear in four places like points of a square. Thickness can be increaesed by pressing 1, decreased by pressing 2, and set to the original thickness by pressing 0.