data:image/png;base64,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data:image/png;base64,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itemitemitemBlock runs through each point in the list and gives it to 'go to point' to use.item

110i

-50,20-10,12010,12050,2030,2020,50-20,50-30,20-50,50-50,-50-30,-50-30,-1030,-1030,-5050,-5050,5030,5030,10-30,10-30,50-50,5010,11012,70-12,700,110-148,60.00000000000006-73,-81.99999999999994106,-3.9999999999999439,84.00000000000006-36,-2.99999999999994379,-105.99999999999994-190,-26.999999999999943-149,59.0000000000000660,12060,2080,2080,60140,60140,20160,20160,120140,120140,8080,8080,12060,120-50,20-10,12010,12050,2030,2020,50-20,50-30,2060,12060,2080,2080,60140,60140,20160,20160,120140,120140,8080,8080,12060,120