![](data:image/png;base64,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)
18
E-Manual do PC Notebook
Orifício da dobradiça
Conecte o encaixe móvel a esta porta para oferecer suporte a
teclado, touchpad e funções de porta USB 3.0.
Porta de console
Alinhe e insira os ganchos do trinco nos orifícios para anexar
com segurança o encaixe móvel.
Base