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

013510-1090

110i

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How many degrees do I need to turn yo?2How many degrees do I need to turn yo?1How many degrees do I need to turn yo?How many steps do I need to take yo?Sprite(2)40140,-1401,0,0,0,0,0,0,01,1,1,1,1,1,1,10,0,0,0,0,0,0,10,0,0,0,0,0,0,11,1,1,1,1,1,1,11,0,0,0,0,0,0,01,0,0,0,0,0,0,01,1,1,1,1,1,1,1