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

Ragib Noor this is a more elegant way, though it can be simplified even more .Laura Lacavaro & Ragib Noor. This code uses a loop inside a loop to further simplify the code

Laura Lacavaro & Ragib Noor This code does the same as the previous but uses less blocks.

Ragib Noor this a more elgegant way for solving maze 4. it's much easdier to read and understand

Ragib Noor This isa more elegantway tosolve maze 5.

press space bar for pen. you have to do it after pressing each blockThese 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

40140,-1401,0,0,0,0,0,0,01,0,0,0,0,0,0,01,0,0,0,0,0,0,01,0,0,0,0,0,0,01,1,1,1,1,0,0,00,0,0,0,1,0,0,00,0,0,0,1,0,0,00,0,0,0,1,1,1,1