data:image/png;base64,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:image/png;base64,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
-50,20
-10,120
10,120
50,20
30,20
20,50
-20,50
-30,20
-50,20
-10,120
10,120
50,20
30,20
20,50
-20,50
-30,20
-50,20
-10,70
0,100
10,70
-10,70