data:image/png;base64,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data:image/png;base64,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
-50,20
-10,120
10,120
50,20
30,20
20,50
-20,50
-30,20
0,0
0,100
60,100
60,80
10,80
10,60
40,60
40,40
10,40
10,0
0,0