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 5 mazes are already created for you.Replace the "Draw Maze 1" block with these blocks to display the other mazes. forward turn turnLeft setHeading doFaceTowards gotoXY doGotoObject doGlide changeXPosition setXPosition changeYPosition setYPosition bounceOffEdge xPosition yPosition direction

013510-1090

1datamapmany

data lists

110i

Code to solve maze 2. Jay Lee

Jay Lee Code to solve maze 3 .

Code to solve maze 5 . Jay Lee

21452

232

2345i1

steps1

40140,-1401,0,0,0,0,0,0,01,1,1,1,1,1,1,10,0,0,0,0,0,0,10,0,0,0,0,0,0,11,1,1,1,1,1,1,11,0,0,0,0,0,0,01,0,0,0,0,0,0,01,1,1,1,1,1,1,1