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)
12
Seria PN61
Widok z lewej
Szczeliny wentylacyjne (wlot powietrza)
Otwory wentylacyjne zapewniają dostęp chłodzącego
powietrza do obudowy komputera Mini PC.
WAŻNE: Dla zapewnienia optymalnego
rozpraszania ciepła i wentylacji powietrza należy
sprawdzić, czy są drożne szczeliny wentylacyjne.