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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. forward turn turnLeft setHeading doFaceTowards gotoXY doGotoObject doGlide changeXPosition setXPosition changeYPosition setYPosition bounceOffEdge xPosition yPosition direction

013510-1090

1datamapmany

data lists

110i

Cyrus Mika and Rose Mekinulov Period 4.

Cyrus Mika and Rose Mekinulov Period 4 .

Cyrus Mika and Rose Mekinulov Period 4.

This solve blocks transverses each item (sublist) in the moves list variable, and if item 1 of the sublist is L, then it rotates left, else, it rotates right. The sprite then moves forward as many steps as item 2 of the moves sublist.

2Cyrus Mika and Rose Mekinulov Period 4.

40140,-1401,1,0,0,0,0,0,00,1,1,1,1,0,0,00,0,0,0,1,0,0,00,0,0,0,1,0,0,00,0,0,0,1,1,1,00,0,0,0,0,0,1,00,0,0,0,0,0,1,10,0,0,0,0,0,0,1L,7R,3R,7L,3L,7R,1