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
0,100
0,0
15,0
15,100
0,100
0,0
0,100
15,100
80,20
80,100
95,100
95,0
80,0
15,80
15,0
0,0