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 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.Replace the "Draw Maze 1" block with these blocks to display the other mazes.These 5 mazes are already created for you. forward turn turnLeft setHeading doFaceTowards gotoXY doGotoObject doGlide changeXPosition setXPosition changeYPosition setYPosition bounceOffEdge xPosition yPosition direction

013510-1090

1datamapmany1data lists

1

1

110i

solution to maze 2 Eileen Dong

solution to maze 3 Eileen Dong

maze 5 solution Eileen Dong

draws maze 1's solution Eileen Dong

solution to maze #4 Eileen Dong

Custom Maze Solution Eileen Dong

32

40140,-1401,0,0,0,0,0,0,01,1,1,0,0,0,0,00,0,1,1,1,0,0,00,0,0,0,1,1,0,00,0,0,0,0,1,1,00,0,0,0,0,0,1,10,0,0,0,0,0,0,10,0,0,0,0,0,0,1leet