data:image/png;base64,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:image/png;base64,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 (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