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
point
-50,20
-10,120
10,120
50,20
30,20
20,50
-20,50
-30,20
-50,20
-13,70
0,110
13,70
-13,70
-50,20
-50,120
-30,120
-30,80
0,80
0,120
20,120
20,20
0,20
0,60
-30,60
-30,20
-50,20
126,-93
116,91
16,101
29,21
-64,17
-84,103
-158,14
-158,-109
-86,-114
-80,-37
9,-38
20,-108
116,-93
20,20
20,30
30,30
30,90
20,90
20,100
50,100
50,90
40,90
40,30
50,30
50,20
20,20