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)
1-6
1 장 : 제품 소개
1.5.3 퀵핏 기능
퀵핏 기능에는 두 가지 패턴이 포함되어 있습니다 : (1) 그리드 (2) 사진
크기 .
1. 그리드 패턴
그리드 패턴은 디자이너와 사용자가 컨텐츠와 레이아웃을 페이지에
배치하여 일관된 모양과 느낌을 갖게 하는 데 도움이 됩니다 .
정렬 그리드
2. 사진 크기
퀵핏 기능에서 표시되는 다양한 실제 사진 크기들은 사진사와 다른
사용자가 사진을 화면에서 실제 크기로 정확하게 보고 편집할 수 있게
합니다 .
사진 4x6, 3x5, 2x2