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data:image/png;base64,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point (X) (Y)X coordinate of (point)Y coordinate of (point)

1100

-50,20-10,12010,12050,2030,2020,50-20,50-30,20-10,700,10010,70-40,20-40,120-20,120-20,8020,8020,12040,12040,2020,2020,60-20,60-20,2070,2070,4090,4090,10070,10070,120130,120130,100110,100110,40130,40130,20