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)
Kapitola 1: Seznámení s produktem 1-2
1.3 Montáž podstavce monitoru
Montáž podstavce monitoru:
1. Připojte podstavec k monitoru. Podstavec musí zacvaknout.
2. Nastavte nejpohodlnější úhel pohledu monitoru.
Aby se zabránilo poškození monitoru, doporučujeme položit na
povrch stolu měkký textil.
2
1