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5 mazes are already created for you.Replace the "Draw Maze 1" block with these blocks to display the other mazes.Edit this block to create your own maze.Click on the Board sprite to access the maze drawing blocks.Go to the Board Sprite to complete the Draw Your Maze block before completing the Escape Your Maze block here.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.See if you can write a block to solve ANY maze. forward turn turnLeft setHeading doFaceTowards gotoXY doGotoObject doGlide changeXPosition setXPosition changeYPosition setYPosition bounceOffEdge xPosition yPosition direction013510-109022373772222232LABEL 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,-1401,1,1,0,0,0,0,00,0,1,1,1,1,0,00,0,0,0,0,1,0,00,0,0,0,0,1,1,10,0,0,0,0,0,0,10,0,0,0,0,1,1,10,0,0,0,0,1,0,00,0,0,0,0,1,1,1-140,140