INSTRUCTIONS ---------------------- Press the keys below to select an option and then press the key "space" to change the value or perform the action. [s]: shape (1 to 16) [x]: x coordinate (0 to 4) [y]: y coordinate (0 to 4) [z]: z coordinate (0 to 4) [p]: plot (place the selected shape) [u]: unplot (delete the shape in place) [f]: foreground color (rainbow) [b]: background color (greyscale) 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