data:image/png;base64,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:image/png;base64,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
item
-50,20
-10,120
10,120
50,20
30,20
20,50
-20,50
-30,20
0-50,10
-50,60
-40,60
-40,40
-20,40
-20,60
-10,60
-10,10
-20,10
-20,30
-40,30
-40,10
-50,10
10,10
10,20
20,20
20,50
10,50
10,60
40,60
40,50
30,50
30,20
40,20
40,10
10,10