data:image/png;base64,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 forward turn turnLeft setHeading doFaceTowards gotoXY doGotoObject doGlide changeXPosition setXPosition changeYPosition setYPosition bounceOffEdge xPosition yPosition direction

013510-1090

1datamapmany

data lists

110i

data:image/png;base64,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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.40140,-1401,0,0,0,0,0,0,01,0,0,0,0,0,0,01,0,0,0,0,0,0,01,0,0,0,0,0,0,01,1,1,1,1,0,0,00,0,0,0,1,0,0,00,0,0,0,1,0,0,00,0,0,0,1,1,1,1