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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 direction013510-10907223LABEL 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,-1401,1,0,0,0,0,0,00,1,1,1,1,0,0,00,0,0,0,1,0,0,00,0,0,0,1,1,1,10,0,0,0,0,0,0,10,0,0,0,1,1,1,10,0,0,0,1,0,0,00,0,0,0,1,1,1,1-140,140