![](data:image/png;base64,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)
Turul tabletei dvs. PC de la Acer - 31
Vedere stânga (stativul nu este reprezentat)
1
2
Nr. Pictogramă Element Descriere
1
Porturi USB 3,0 Conectează la dispozitive USB.
Portul USB 3.0 poate fi identificat
prin conectorul său albastru (vezi
mai jos).
2
Mufă c.c. intrare Asigură alimentarea suportului.