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)
2.2
การปรั บจอภาพ
‧
เพื่อใหรับชมไดดีที่สุด เราแนะนําใหคุณมองที่จอภาพตรงๆ จากนั้นปรับจอภาพไป
เปนมุมที่คุณรูสึกสบายมากที่สุด
‧
จับขาตั้งไว เพื่อปองกันจอภาพตกลงมาเมื่อคุณเปลี่ยนมุม
‧
คุณสามารถปรับมุมจอภาพไดตั้งแต -5
º
ถึง 20
º
บทที่ 2: การตั้งคา 2-2
-5º~20º