![](data:image/png;base64,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)
CAPÍtULo 2: ConHeCeR o SeU PoRtÁtIL
22
Este capítulo contém informações sobre o seu novo portátil, que irão ajudá-lo a familiarizar-se
com as várias funções e a começar a utilizar o seu computador rapidamente.
Funções do lado esquerdo
1 2 3 4 5 6 7 8 9