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point (X) (Y)X coordinate of (point)Y coordinate of (point)

1100

-50,20-10,12010,12050,2030,2020,50-20,50-30,20-10,700,10010,70-40,20-40,120-20,120-20,8020,8020,12040,12040,2020,2020,60-20,60-20,200