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)
38
Laptop E-priručnik
Udaljivanje zuma Približavanje zuma
Sastavite dva prsta na tačpedu. Raširite dva prsta na tačpedu.
Prevuci i otpusti
Odaberite stavku i zatim pritisnite i držite dugme za levi klik. Pomoću
prsta prevucite niz tačped kako biste prevukli i otpustili stavku na novu
lokaciju.