data:image/png;base64,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 forward turn turnLeft setHeading doFaceTowards gotoXY doGotoObject doGlide changeXPosition setXPosition changeYPosition setYPosition bounceOffEdge xPosition yPosition direction

013510-1090

1datamapmany1data lists

1

1

110i

timetorepeat1

3737

data:image/png;base64,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Pas deze overige blokken aan om de andere doolhoven op te lossen. Zorg dat je ze omwisselt met het "Ontsnap Doolhof 1" blok. Klik op de Bord-sprite om toegang te krijgen tot de doolfhofblokken.Deze 5 doolhoven zijn al voor je gemaaktVervang het "Teken Doolhof 1" blok met deze blokken om andere doolhoven te laten zien.140,-1401,0,0,0,0,0,0,01,0,0,0,0,0,0,01,0,0,0,0,0,0,01,0,0,0,0,0,0,01,1,1,1,1,0,0,00,0,0,0,1,0,0,00,0,0,0,1,0,0,00,0,0,0,1,1,1,140