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)
Utilização do Projector 69
Instalar o software da aplicação PtG Converter no seu computador
Siga as instruções apresentadas no ecrã para completar a configuração.
NOTA: Pode transferir a aplicação “PtG Converter - Lite” a partir da página
Web de suporte da Dell em support.dell.com.