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)
기술 사양
이 섹션에는 시스템의 기술 및 환경 사양이 설명되어 있습니다.
주제:
• XC6420 시리즈 슬레드의 크기
• 섀시 무게
• 프로세서 사양
• 시스템 전지
• 확장 버스 사양
• 메모리 사양
• 하드 드라이브 및 스토리지 사양
• 비디오 사양
• 환경 사양
XC6420 시리즈 슬레드의 크기
그림 8 . XC6420 시리즈 슬레드의 크기
표 6. XC6420 시리즈 슬레드의 크기
X Y Z
17.44mm(6.86인치) 4.05mm(1.59인치) 57.45mm(22.61인치)
3
기술 사양 13