data:image/png;base64,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data:image/png;base64,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10,120
50,20
30,20
20,50
-20,50
-30,20
200,-180
100,-180
100,0
200,0
200,-25
125,-25
125,-75
150,-75
150,-115
125,-115
125,-155
200,-155
-10,70
0,100
10,70
185,-176
180,-152
103,-153
103,-116
129,-113
127,-73
127,-73
102,-21
177,-18
181,1
78,3
78,3
77,-177
146,-27
72,-25
69,-92
68,-157
156,-162
150,-128
97,-127
136,-93
130,-65
-40,20
-40,120
-20,120
-20,80
20,80
20,120
40,120
40,20
20,20
20,60
-20,60
-20,20
70,20
70,120
90,120
90,20