1. Aceder ao portal Ativos, menu Fichas de Ativos escolher o ativo que quer proceder à divisão;
2. Selecionar a opção Operações > Divisão do ativo;
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)
3. Indicar o Nº de Unidade/Quantidade ou Valor do Ativo a separar e clicar em OK.
NOTAS:
- O CentralGest permite a divisão do ativo em dois (caso pretenda efetuar a divisão em mais unidades terá de o fazer de forma faseada). O Ativo existente será abatido, e serão criados dois novos, descendentes do atual, que herdam todas as características, como aquisição, datas, depreciações;
- Esta opção não é válida para bens adquiridos no próprio ano, nestes casos terá de anular e criar as fichas novamente.