책장이 흔들리는 원인 중 대부분은 수평이 맞지 않기 때문입니다.
다리 밑의 글라이드를 돌려 높이를 15mm까지 조절할 수 있습니다. 바닥면이 고르지 않아도 수평을 맞춰 사용할 수 있습니다.
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)
글라이드를 반시계방향으로 돌리면 높이가 낮아지고, 시계방향으로 돌리면 높이가 올라갑니다.
책장의 무게에 따라 다르지만 일반적인 수평 맞춤팁은 낮은 쪽의 볼트가 잘 돌아기 때문에 이 볼트를 시계방향으로 잘 안 돌아갈때까지 돌리면 수평이 맞춰집니다.
수평이 맞음에도 책상이 지속적으로 흔들린다면 제품 사진, 동영상과 함께 A/S신청을 진행해주세요