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 5 mazes are already created for you.Replace the "Draw Maze 1" block with these blocks to display the other mazes.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 lists11110ithis repeat block help me to make my code more elegant by managing the complexity of my code
TianJuan Ruannumber1this block at the end change the variable by 1 so the next time it repeat it self the robot will move forward one more step
TianJuan rtan73This block makes the robot switch between two different route when the numbers even and odd.
TianJuan Ruannumber1These block helps to finish the final few steps after completeting the first half.
TianJuan Ruannumber-21This block helps the robot to finish the transistion from moving forward one step to two step.
TianJuan Ruan40140,-1401,0,0,0,0,0,0,01,1,0,0,0,0,0,00,1,0,0,0,0,0,00,1,1,1,0,0,0,00,0,0,1,1,0,0,00,0,0,0,1,0,0,00,0,0,0,1,0,0,00,0,0,0,1,1,1,1-1