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)
32
Руководство пользователя ноутбука
Использование жестов на тачпэде
Перемещение курсора
Коснитесь тачпэда для отображения курсора, затем проведите пальцем по
тачпэду для перемещения курсора по экрану.
Скольжение по горизонтали
Скольжение по вертикали
Скольжение по диагонали