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Bedenk nu je eigen kunstwerken.SCRIPT 0: een "opschoon"-script dat je waarschijnlijk goed kan gebruiken.SCRIPT 3: Klik hierop. Pas het dan aan. Experimenteer.
a. De for lus is een herhaal lus, maar dan wordt bij elke herhaling de iteratie veranderd, en deze kun je als variable in blokken in de lus gebruiken
b. de set pen size en de move steps zorgen er in dit geval voor dat de grootte van de vierkanten is gebaseerd op de iteratie
c. de move i x -50 steps zorgt ervoor dat de sprite weer terug gaat naar zijn originele plaatsExperiment: start with a /light/ shade and get /darker/.110iProject notes
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