classic snake game implemented using stampingdata:image/png;base64,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data:image/png;base64,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

The random place block moves the food sprite anywhere until the sprite snake touches it's tail .When you click the up arrow the snake will go up.This piece of code tells you which direction the arrow will go in when you click the right arrow.When you click the left arrow the snake will move to the left. Essentially it says if your direction is not ot the right you can go left.When you click the down arrow the snake will go down..31I used an equation here to incrementally increase the speed as your score increases.

0-230,-170-230,-150-230,-130-230,-110-230,-90-230,-70-230,-50-230,-30-230,-10-230,10-230,30-230,50-230,70-230,90-210,90-190,90-170,90-150,90-130,90-110,90-90,90-70,90-50,90-30,90-10,9010,9030,9050,9070,9090,90110,90130,90150,90170,90170,70170,50170,30170,10170,-10