1. Sylwestrowy bal
- Nauczyciel trzyma w dłoniach nadmuchany balon, któremu wcześniej nadał atrybuty ludzkiej twarzy - nos oczy, uśmiech. Opowiada dzieciom historię:
Na wielkim balu, w pięknym zamku, przy kryształowym żyrandolu, tuż przy suficie,
wisiał sylwestrowy balonik. Zaczepiony na sznurku bujał się między innymi balonikami, podziwiając z góry dostojnie wyglądających młodzieńców i wytwornie ubrane księżniczki, połączonych w tańcu. Nagle, podczas wpuszczania kolejnych gości, przez otwarte zamkowe wrota wdarł się na salę balową silny wiatr. Wiatr świsnął, zawirował i porwał ze sobą balonik, który wyleciał poza roztańczoną salę w ciemną, gwieździstą noc…
- W tym miejscu nauczyciel urywa opowieść, przekazuje balonik dziecku siedzącemu obok, które kontynuuje historię, opowiada pewien etap i przekazuje balonik koledze/koleżance.
- Po skończeniu historii, dzieci wypowiadają się na temat swoich doświadczeń ze świętowania Nowego Roku.
2. Balonowa orkiestra
- Nauczyciel dzieli dzieci na cztery zespoły.
- Każdy z zespołów dostaje baloniki. Mają za zadanie wypełnić baloniki odpowiednio: grochem, ryżem (z pomocą lejka), koralikami. Ostatni zespół dostaje same baloniki. Po wypełnieniu baloniki zostają nadmuchane i zawiązane. Tak powstają instrumenty.
- Nauczyciel prosi dzieci, by stworzyły wspólnie „karnawałową orkiestrę”. Każdy zespół może sprawdzić, jakie wydaje dźwięki poprzez potrząsanie, klepanie, podrzucanie. Ostatni zespół pompuje balony i spuszcza z nich powietrze rozciągając ustnik. W ten sposób powstają rozmaite świsty i piski.
3. Jaką muzykę lubi robot?
- Nauczyciel rozkłada matę edukacyjną.
- Po bokach staje sześcioro dzieci z „balonowymi instrumentami”.
- Pozostałe dzieci będą kolejno programować robota. Ich zadaniem jest zaprogramowanie robota, by wydał dźwięk przy każdym z mijanych instrumentów, dając tym samym znak, czy muzyka tworzona przez dany „instrument” mu się podoba, czy wywołuje lęk, a może go złości.
- Aktywatorem ruchu robota będzie hałas. Jeśli dzieci używały go wcześniej, warto przypomnieć, jak działa.
- Jeśli to pierwsze zajęcia z wykorzystaniem czujników nauczyciel przekazuje dziecku tablet z przygotowanym programem. Pierwsze dziecko odkrywa, że na ekranie pojawiła się nowa ikona. Dzieci wspólnie, głośno zastanawiają się, co może oznaczać. Nauczyciel wyjaśnia dzieciom, czym jest czujnik dźwięku.
- Programujemy tak: czujnik dźwięku (tutaj dziecko będzie wydawało hałas), ruch do dziecka, które użyło „instrumentu”, wydanie dźwięku przez robota.
- Wskazówka: Należy zaznaczyć dzieciom, że przy każdorazowym zatrzymaniu, gdy robot czeka na dźwięk, tylko konkretne dziecko ze swoim instrumentem może zrobić hałas.
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Przykładowy program:
![Program 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)
4. Wybiła północ
- Dzieci siedzą w kręgu, jedno z nich trzyma robota, to od tej osoby zaczyna się zabawa.
- Dzieci udają cykanie zegara (kolejne jedno „cyknięcie” - każda osoba, przekazanie robocika).
- Robot krąży w jedną stronę póki ktoś nie zdecyduje się krzyknąć „PÓŁNOC”, wtedy następuje zmiana kierunku jego wędrowania.