data:image/png;base64,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data:image/png;base64,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These 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

1datamapmany1data lists

1

1

110i

344

3737

7

233

7

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