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)
42
노트북 컴퓨터 e-매뉴얼
NumberPad 사용
중요 사항!
모든 버전의 NumberPad는 최신 Microsoft Windows
운영 체제에서만 지원됩니다.
참고:
% 및 = 기능을 사용하려면 입력 언어를 영어로 설정하십시오.
• 아이콘을 1초 동안 길게 눌러 숫자 키 또는
터치패드 간에 전환합니다.
• 아이콘을 탭하여 NumberPad의 밝기를
조정합니다.
• 아이콘을 길게 누른 다음 NumberPad
상에서 임의의 방향으로 밀어서 Windows
계산기를 실행합니다.