data:image/png;base64,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data:image/png;base64,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Replace the "Draw Maze 1" block with these blocks to display the other mazes.5 mazes are already created for you.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.Challenge: Create the onBoard predicate, and the Escape Any Maze Block so that your Robot can solve any maze forward turn turnLeft setHeading doFaceTowards gotoXY doGotoObject doGlide changeXPosition setXPosition changeYPosition setYPosition bounceOffEdge xPosition yPosition direction013510-1090LABEL will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.Hello!121datamapmany1data lists11110i121cont3catchtagcontcatchtagSpriteSpriteI WIN!2This block should report False, if the row is not on the board, or the col is not on the board.
It should report True if the row and col are both on the board.40140,-1401,1,1,1,0,1,1,10,0,0,1,0,1,0,10,0,0,1,1,1,0,11,1,1,0,0,0,0,11,0,1,1,1,1,1,11,1,0,0,0,0,0,00,1,1,1,1,0,0,00,0,0,0,1,1,1,1-140,1400000