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)
Piezīmjdatora e-rokasgrāmata
21
Labā puse
Stāvokļa indikatori
Ar stāvokļa indikatoru palīdzību var noteikt piezīmjdatora
pašreizējo aparatūras statusu.
Diskdziņa aktivitātes indikators
Šis indikators iedegas, kad piezīmjdators piekļūst tā
iebūvētajām atmiņas ierīcēm.