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the polygon block adds the point of each vertex to the point list so it can be used later30100010-250200180-1603010.5itemii1-84.54915028125265,147.55282581475768-44.0983005625053,176.942088429381335.901699437494699,176.9420884293813346.35254915624205,147.5528258147576861.8033988749894,10046.35254915624205,52.447174185242325.901699437494699,23.05791157061867-44.0983005625053,23.057911570618671