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 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 direction013510-109013443737723332727LABEL 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,-1401,2,4,6,8,10,12,140,0,0,0,0,0,0,22,2,2,2,2,2,2,24,0,0,0,0,0,0,04,2,0,0,0,0,0,00,4,2,0,0,0,0,00,0,4,2,0,0,0,00,0,0,4,2,2,2,2-140,140