- Nauczyciel na tablicy rysuje 3 figury geometryczne: kwadrat, prostokąt, trójkąt. Prosi dzieci, aby nazwały wszystkie figury.
- Nauczyciel rozdaje dzieciom kartki pocięte na cienkie paski równej długości. Prosi, aby ułożyły z nich kwadrat, trójkąt i prostokąt. Kiedy dzieci wykonają zadanie, pyta, czy zauważyły, że wszystkie paski były takiej samej długości, identycznie jak ruchy robota Photon.
- Nauczyciel wyjmuje robota z pudełka i łączy dzieci w pary. Pierwsza para losuje figurę geometryczną (np. kwadrat), którą mają stworzyć. Jedno dziecko zapisuje algorytm na kartce (można wykorzystać bloczki z załącznika), np. jedź do przodu 40 cm, skręć w lewo, jedź do przodu 40 cm, skręć w lewo, jedź do przodu 40 cm, skręć w lewo, jedź do przodu 40 cm, skręć w lewo. Na kartce możemy określić też długość boku.
- Druga osoba z pary musi skrócić program i znaleźć elementy, dla których można zastosować powtórzenia. Jej zadaniem jest znaleźć powtarzane elementy, umieścić je w klamrze (tak jak przy bloczku "Powtórz") oraz zdecydować, ile razy czynność ma zostać powtórzona.
- Zabawa kontynuowana jest z innymi figurami i zmianą par programujących.
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Przykładowe figury ułożone z powtarzających się pasków papieru
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)
Przykładowy program (trójkąt)