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 reportFindFirstpoint must be a list of precisely 2 numbers (x,y)

1

width

0,2040,12060,120100,2080,2070,5030,5020,2038,7050,10062,70-12,700,10012,70-50,20-10,12010,12050,2030,2020,50-20,50-30,2060,1200,1200,2020,2020,6060,6040,10020,10020,8040,8060,1200,1200,2060,2060,4020,4020,10060,10080,1200,1200,6060,6060,400,400,2080,2080,8020,8020,10080,10030,120-30,120-30,20-10,20-10,6030,6010,100-10,100-10,8010,8040,700,700,5040,50