data:image/png;base64,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 forward turn turnLeft setHeading doFaceTowards gotoXY doGotoObject doGlide changeXPosition setXPosition changeYPosition setYPosition bounceOffEdge xPosition yPosition direction reportJSFunction reportNewCostumeSkewed reportAtan2 reportVariadicMin reportVariadicMax reportPipe receiveUserEdit getPosition reportMousePosition doDefineBlock doSetBlockAttribute doDeleteBlock reportBlockAttribute reportEnvironment receiveSlotEvent doSetSlot receiveConditionEvent reportColor reportColorAttribute reportNewColor reportPoll

013510-1090

1datamapmany1data lists

1

1

110i

This code lets the sprite escape maze 2 by repeating the movements; rotate left, move forward, rotate right, move forward. 7 times

This code helps the sprite escape maze 3 by using the 3 blocks; move forward, rotate left and right SH

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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.Replace the "Draw Maze 1" block with these blocks to display the other mazes.These 5 mazes are already created for you.40140,-1400,0,1,0,0,0,0,00,0,1,0,0,0,0,00,0,1,1,1,1,1,10,0,0,0,0,0,0,10,0,0,0,0,1,1,10,0,0,0,0,1,0,00,0,0,0,0,1,1,10,0,0,0,0,0,0,1