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

1100

-50,20-10,12010,12050,2030,2020,50-20,50-30,20-10,700,10010,7060,2060,12080,12080,8080,80120,80120,120140,120140,20120,20120,6080,6080,20160,20160,40180,40180,100160,100160,120220,120220,100200,100200,40220,40220,20