data:image/png;base64,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:image/png;base64,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
-5-90R-20-30
-10-20
-50
-1020
-2030
-25-90
item
20,-30
10,-20
5,0
10,20
20,30
20,-30
10,-20
5,0
10,20
20,30
50,40
-20,-30
-10,-20
-5,0
-10,20
-20,30
-25,-90