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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.Edit this block and write its code using only the four custom motion blocks in the palette and any Control blocks you need.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 direction

013510-1090

1datamapmany1data lists

1

1

110i

344

3737

7

2223

40140,-1401,1,1,1,1,1,1,11,0,0,0,0,0,0,11,1,1,1,1,1,0,10,0,0,0,0,1,0,11,1,1,1,0,1,0,11,0,0,1,0,1,0,11,0,0,1,0,1,0,11,0,0,1,1,1,0,1