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)
38
Eingeben von Daten in Listen (Fortsetzung)
Verwenden des statistischen Listeneditors
Beispiel: Speichern Sie 5, 6, 7 und 8 in Liste 2 (L2).
Taste Ergebnis
… Í
~ } ‘ Í
(wenn L2 schon Daten enthält)
5 Í 6 Í
7 Í 8 Í
y 5 y e
Í
(zeigt den Inhalt der Liste im
Hauptbildschirm an)