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)
38
Ηλεκτρονικό εγχειρίδιο υπολογιστή σημειωματάριου
Κινήσεις τριών δαχτύλων
Σαρώστε προς τα πάνω Σαρώστε προς τα κάτω
Σαρώστε με τα τρία δάχτυλα προς
τα πάνω για να εμφανιστούν όλες
οι εφαρμογές που εκτελούνται.
Σαρώστε με τα τρία δάχτυλα
προς τα κάτω για να εμφανιστεί η
λειτουργία Επιφάνειας εργασίας.