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)
Nešiojamojo kompiuterio elektroninis vadovas
21
Dešinioji pusė
Būsenos indikatoriai
Būsenos indikatoriai padeda nustatyti nešiojamojo kompiuterio
aparatinės įrangos būseną.
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