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20,50
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-10,70
10,70
0,100
75,100
100,100
100,50
150,100
175,100
130,50
175,-25
150,-25
115,30
100,15
100,-25
75,-25
75,100
-162.5,100
-137.5,100
-87.5,-25
-115,-25
-140,30
-160,30
-185,-25
-212.5,-25
-162.5,100
-150,75
-140,45
-160,45
-150,75