data:image/png;base64,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data:image/png;base64,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
100-60item-50,20
-10,120
10,120
50,20
30,20
20,50
-20,50
-30,20
-40,60
-10,60
-10,20
20,20
20,60
50,60
50,-60
20,-60
20,-20
-10,-20
-10,-60
-40,-60
100,60
160,60
160,30
140,30
140,-30
160,-30
160,-60
100,-60
100,-30
120,-30
120,30
100,30
100,60