![](data:image/png;base64,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)
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SHSOphtalmic cito
SHSOphtalmic cito는 빠르게 성장하고 있는 콘텍트렌즈 시장에서 고객의 신뢰를 얻을 수 있는
측정 결과를 제공합니다.
고전적 측정방식에서의 문제점이었던 샘플 취급에 대한 문제와 측정 시간, 아날로그 방식의 측정 결과 기록 등을 보완하여
한 개의 장비에서 여러 측정 항목을 한번에 측정하며 자동으로 서버 혹은 컴퓨터로 저장이 됩니다.
합리적인 가격으로
높은 성능을 기대할 수 있어서 차세대 콘택트렌즈 측정 및 평가기기로 적합합니다.
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▪ 특징 및 주요기능
- Soft lenses,
RGP lenses
- Power(SPH,
CYL, AXIS, PRISM)
- Imaging
quality
- Power map
- Diameter(max,
min, mean)
- Toric
marks(dot, stripe, crow feet, etc.)
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)
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)
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