![](data:image/png;base64,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)
Ismerkedjen meg új Acer táblaszámítógépével! - 31
Hátulnézet (állvány nélkül)
2
1
Sz. Elem Leírás
1 Álló nézet
nyílása
Illessze be ide az állványt, ha a táblagépet álló
nézetben szeretné ta
rtani.
2 Fekvő nézet
nyílása
Illessze be ide az állványt, ha a táblagépet fekvő
nézetben szeretné ta
rtani.