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OIgRkPd0XMYLl3A9Decxhzi5COnuUuALSkH6VhhPh5C1XyCYCWjWpLbRhrF3FeNwckABIA+Z/hW7aH1S2c+QZTCG4dHkrDNNui8XwOysclQj47GbJJk5kBrFr8MkTBIQhY8CqzTN2e3ag/8DUCV66BOCycSU5zJQ8161bhRvxwFEcPZpLhGsWm70Ojwh95SZOYZSJzcxBx6YIg/eQPzQXHFcJ6CbFf/aEDqPvfToRlnYU0PpH1UYLbOXUrzmotbSgtYdWzhD5HqJxVytlQYsMG/cKOnYF0+AhrNbW6vVMAyGnVeP4cwOUMxMbpgo601lbe1FtfHBLC3DFdQwO0pSWQRPZiluEaNhUWQhwRAZEvv8qouZt4on7Ql1wVQToswSr7CW3sNAAKVZDkPNsCBEDPHl+37x0B0O2HyLMVJAB69vi6fe8IgG4/RJ6t4P8Bh0QBEHXdMpcAAAAASUVORK5CYII=data:image/png;base64,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 5 doolhoven zijn al voor je gemaaktVervang het "Teken Doolhof 1" blok met deze blokken om andere doolhoven te laten zien. forward turn turnLeft setHeading doFaceTowards gotoXY doGotoObject doGlide changeXPosition setXPosition changeYPosition setYPosition bounceOffEdge xPosition yPosition direction

013510-1090

1datamapmany1data lists

1

1

110i

344

3737

7

233

223327

140,-1401,0,0,0,0,0,0,01,0,0,0,0,0,0,01,0,0,0,0,0,0,01,0,0,1,1,1,1,01,0,0,1,0,0,1,01,0,0,1,0,1,1,01,0,1,1,0,1,0,01,1,1,0,0,1,1,140