0
Hallo,
kann mir jemand erklären, wie man diese Aufgabe löst.
Grüße
![](data:image/png;base64,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)
kann mir jemand erklären, wie man diese Aufgabe löst.
Grüße
EDIT vom 24.06.2022 um 14:23:
Wenn was in der Fragestellung unklar ist, bitte schreiben,
Diese Frage melden
(3)
gefragt
anonym04f42
Punkte: -1
Punkte: -1
Leider scheint diese Frage Unstimmigkeiten zu enthalten und muss korrigiert werden.
Chameleon wurde bereits informiert.