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 the sprite go to the mouse pointer until" S" is pressedChecks if the xy coordinate being added to PointsList is firstChecks if item from list is first so that the program does not draw from the current sprite position to the first saved positionThe program takes the X and Y coordinates of the starting point from the StartingPoint list to make the sprite return to the first point

-40.4,72.8-40,-69.636.4,-69.637.6,-46-13.2,-45.2-13.2,-5.636.8,-638.8,20.8-14,20-13.6,47.237.2,47.637.2,74-40.4,72.8