안녕하세요? 캠스퀘어입니다. 문의해주셔서 감사합니다.
수중에서는 육상보다 화각이 약 30%정도 줄어들기 때문에 보통 광각을 많이 사용하십니다.
17-55mm 렌즈를 사용할 수 있는 포트나 구성은 나와있는게 없네요.. ㅠㅠ
10-18mm렌즈의 사용을 권해드리며 여기에 대한 구성은 다음과 같습니다.
![](data:image/png;base64,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)
추가 문의사항 있으시면 언제든지 연락 주세요.
문의해주셔서 감사합니다. 즐거운 한주 되세요~
---------- Original Message ----------
안녕하세요,
제가 750D를 캐논 10-18mm 렌즈, 17-55mm 렌즈로 쓰고 있습니다.
돔포트/베이스/줌기어 구성을 어떻게 해야할지 문의드립니다.
감사합니다.
회원에게만 댓글 작성 권한이 있습니다.