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

110i

This code makes it so that whatever the shape is it will make it. -Malik U.The point block is a list.-Kyton

The "Y coordinate of point" is simple. All it does is report item 2 of the point. The X does the same except it reports item 1 of point. -Malik U.

This code requires a list. This list will include the letters which will form the message. -Malik U.

This code makes it so that whatever the shape is it will make it. -Malik U.-215,-70-230,-70-230,100-200,100-140,30-80,100-50,100-50,-70-65,-70-65,80-140,10-215,80-215,-70-10,-70-40,-70-40,100-10,100-10,2515,10050,10020,550,-7010,-70-10,-25-10,-70130,-80100,100160,100130,-80140,-80140,-100120,-100120,-80130,-80