data:image/png;base64,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data:image/png;base64,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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 lists11110iVioletta Kim New Solution Maze 2number of moves12Violetta Kim New Solution Maze 543number of moves743number of moves73737Nested Solution Maze 1
Jessica Xu
Violetta Kim7number of moves1number of moves22number of moves1240140,-1401,0,0,0,0,0,0,01,1,1,1,1,1,1,10,0,0,0,0,0,0,10,0,0,0,0,0,0,11,1,1,1,1,1,1,11,0,0,0,0,0,0,01,0,0,0,0,0,0,01,1,1,1,1,1,1,17