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 mazes are already created for you.Replace the "Draw Maze 1" block with these blocks to display the other mazes.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 mazeEdit these remaining blocks to solve other mazes. Be sure to swap with "Escape Maze 1" block.Edit this block and write its code using only the four custom motion blocks in the palette and any Control blocks you need. forward turn turnLeft setHeading doFaceTowards gotoXY doGotoObject doGlide changeXPosition setXPosition changeYPosition setYPosition bounceOffEdge xPosition yPosition direction013510-109034437377222356LABEL 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,-1401,1,0,0,0,0,0,00,1,0,1,1,1,1,00,1,0,1,0,0,1,00,1,0,1,0,0,1,00,1,0,1,0,0,1,00,1,0,1,0,0,1,00,1,1,1,0,0,1,00,0,0,0,0,0,1,1-140,140