data:image/png;base64,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data:image/png;base64,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
1point1
-50,20
-10,120
10,120
50,20
30,20
20,50
-20,50
-30,20
0-10,70
0,100
10,70
-10,120
-10,20
50,20
50,40
10,40
10,120