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
-50,110
-30,110
10,50
10,110
30,110
30,20
10,20
-30,60
-30,20
-50,20
-570,-220
-51,20
-29,20
-27,58
11,18
31,19
32,108
13,107
12,52
-28,108
-49,108
-572,-223
-50,20
-28,19
-27,61
-47,18
-26,18
-25,56
13,18
33,18
31,109
13,108
12,49
-27,108
-46,108
0