- Uczestnicy zostają podzieleni na 4 drużyny. Prowadzący tłumaczy zasady zabawy. Każda drużyna otrzymuje 2 zdjęcia planet z nazwami (można wykorzystać grafiki z załącznika, dopisując ich nazwy) oraz 2 karteczki z zadaniami matematycznymi, których rozwiązania dają wartość odległości planet od Słońca w małej skali tj. 5, 10, 15, 23, 77, 143, 287, 450 cm. Działania należy dostosować do poziomu grupy.
- Uczniowie rozwiązują zadania, a wyniki układają rosnąco w jednym miejscu na podłodze, przyporządkowując je do kolejności planet w Układzie Słonecznym. Następnie za pomocą miarki rozkładają planety na podłodze w odległościach przedstawionych na karteczkach.
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Schemat ułożenia planet na podłodze
- Uczniowie kolejno programują trasę robota od planety do planety, na końcu dodając: jeżeli robot Photon usłyszy hałas, ma zmienić; kolor, jeżeli nie, robot ma nic nie robić.
- Uczniowie uczą się klasyfikacji liczb. Jeżeli odległość między planetami jest parzysta, dzieci klaszczą w momencie, w którym robot wjeżdża na planetę, jeżeli jest nieparzysta - dzieci nie robią nic.
![26 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Przykładowy program