classic snake game implemented using stampingdata:image/png;base64,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:image/png;base64,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
.31
50,170
50,150
50,130
50,110
50,90
50,70
30,70
10,70
-10,70
-30,70
-50,70
-50,50
-50,30
-50,10
-50,-10
-30,-10
-30,-30
-30,-50
-30,-70
-30,-90
-30,-110
-30,-130
-30,-150
-30,-170
-50,-170
-70,-170
-90,-170
-110,-170
-130,-170
-130,-150
-150,-150
-170,-150
-190,-150
-210,-150
-210,-130
-210,-110
-210,-90
-210,-70
-210,-50
-210,-30
-210,-10
-210,10
-210,30
-210,50
-210,70
-210,90
-210,110
-210,130
-190,130
-170,130