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 Author: Alexander Literski

01800240-1800-2400-18000240This determines which quadrent the mouse is in and changes the color of the pen.

-1800This determines which quadrent the mouse is in and changes the color of the pen.

-6020-180-60This determines which quadrent the mouse is in and changes the color of the pen.