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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 direction013510-10901datamapmany1data lists11110iThese four blocks are repeated constantly to get through the maze. These blocks are repeated 7 times.-Malik Umar The only block that needs to be repeated is the move forward block. The first time, the move forward block is repeated 3 times, the second time the move forward block is repeated 4 times.-Malik Umar3443The only way to make this more elegant is by replacing the many Move Forward blocks with repeat blocks.-Malik Umar.737This is a nested loop. You are moving forward 7 times, then rotating right. You do this command twice, therefore nested loop can be simpler.-Malik Umar and Wilson ChenThis repeat block allows for a simpler code because you do not have to repeat the individual block many times.This also allows you to avoid the "Don't repeat yourself" principle. -Malik U. and Wislon C.7To make the code more elegant, I used "for i =1 to 3". This allows for the move forward code to be much easier.
-Malik Umar40140,-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