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)
2-5
ASUS VA24D シリーズ液晶モニター
モニターを旋回する (VA24DQLB/ VA24DQLB-W/ VA24DQSB/ VA24DQSBY)
1. モニターをもっとも高い位置まで持ち上げます。
2. モニターをその最高の角度まで傾けます。
3. モニターを必要な角度に回転させます。
-5°~+35°
0°
90°
-90°
0°
VA24DQSB/ VA24DQSBY
VA24DQLB / VA24DQLB-W
0°
90°
-90°
0°
-5°~+35°
視野角を変更する際にはモニターが多少揺れますが、これは通常の動作です。