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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 direction013510-10901datamapmany1data lists11110iLei Huang Period 10Lei Huang Period 10a1Lei Huang Period 10a3a7The variable a needs to be resetted after every run or else the sprite would move the same amount of steps each time.2a3a7Lei Huang Period 10a1We need to change the variable a by one after every run because the number of boxes the sprite needs to move forward increases by one. 40140,-1401,0,0,0,0,0,0,01,1,0,0,0,0,0,00,1,1,0,0,0,0,00,0,1,1,0,0,0,00,0,0,1,1,0,0,00,0,0,0,1,1,0,00,0,0,0,0,1,1,00,0,0,0,0,0,1,1