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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.Edit these remaining blocks to solve other mazes. Be sure to swap with "Escape Maze 1" block.Click on the Board sprite to access the maze drawing blocks. 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

23324263

40140,-1400,1,1,1,1,1,1,10,1,0,0,0,0,0,10,1,1,1,1,1,0,10,0,0,0,0,1,0,10,0,1,1,1,1,0,00,0,1,0,0,0,0,00,0,1,0,1,1,1,10,0,1,1,1,0,0,1