O ecrã “Reembolso de IVA” é o local onde poderá tratar a Relação de Clientes e a Relação de Fornecedores, que correspondem, na prática, aos Anexos I e II da Declaração Periódica do IVA, respetivamente.
Este ecrã permite configurar os Códigos de IVA a serem utilizados nos Anexos do Reembolso de IVA. Pode, também, efetuar diversas ações, como Preparar e Observar as Relações, bem como exportar o ficheiro das mesmas.
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)
Este ecrã apenas está disponível se o parâmetro Utiliza anexos da declaração periódica para reembolso de IVA estiver ativo, ao ativar este parâmetro, existem ecrãs que passam a apresentar novos campos.
Documentos Pré-Definidos
No ecrã de configuração dos documentos pré-definidos passam a ser apresentadas três novas opções:
- Documento com dados para a relação de clientes anexa à declaração periódica de IVA;
- Documento com dados para a relação de fornecedores anexa à declaração periódica de IVA;
- Documento com dados para a relação de regularizações anexa à declaração periódica de IVA.
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Apenas os documentos pré-definidos que tenham, pelo menos, uma das opções mencionadas ativa, são considerados nas respetivas Relações do Reembolso de IVA.
Nota: Não é possível ativar as opções mencionadas num Documento Pré-Definido que já tenha documentos contabilísticos com mais do que um contribuinte nas linhas.
Documentos Contabilísticos e Movimentos em Documentos Contabilísticos
Nos ecrãs de documentos contabilísticos e de movimentos em documentos contabilísticos passam a existir os seguintes campos:
- N.º Contribuinte: Este campo passa a estar disponível se uma das três opções do respetivo documento estiver ativa, o NIF aqui considerado passará a constar da Relação correspondente.
- N.º de Identificação: Este campo passa a estar disponível se o documento pré-definido estiver configurado para a Relação de Clientes. Esta Relação possui uma coluna com a designação “NIF / Identificação”, para preenchimento do NIF do Cliente sempre que este seja nacional, caso contrário deve ser preenchido com o Número de Identificação da Declaração de Exportação.
O “Número de Identificação da Declaração de Exportação” é um campo alfanumérico composto de 20 posições, com a seguinte estrutura:
Ano (n4) - 2022
Estância (n8) - PT00040
Nº de aceitação da declaração de exportação (n8) - 00004122
Exemplo: 2022PT00004000004122, corresponde à declaração de exportação n.º 4122 da estância aduaneira 040 do ano de 2022.
Se possuir o Módulo de Gestão, o campo “Nº de Identificação” também se encontra disponível nos Documentos de Faturação e nos Recibos de Adiantamento. Ao integrar estes documentos, o campo “Nº de Identificação” do documento contabilístico é preenchido automaticamente com o número considerado nos documentos mencionados.
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)
- N.º de Liquidação: Este campo passa a estar disponível se o documento pré-definido estiver configurado para a Relação de Fornecedores. Esta Relação possui uma coluna com a designação “Nº de liquidação”, para identificação das importações.
O “Número da Liquidação” é um campo numérico composto de 14 posições, com a seguinte estrutura:
Estância (n3) - 015
Ano (n4) - 2022
Nº de registo de liquidação (n7) - 0631538
Exemplo: 01520220631538, corresponde ao registo de liquidação n.º 0631538 da estância aduaneira 015 do ano de 2022.
Se possuir o Módulo de Gestão e o Módulo de Pessoal, o campo “Nº de Liquidação” também se encontra disponível no ecrã de documentos de Compras, Adiantamento a Fornecedores e Recibos de Outros Rendimentos.
- Inversão do Sujeito Passivo: Este campo passa a estar disponível se o documento pré-definido estiver configurado para a Relação de Fornecedores. Esta opção permite indicar que o documento contabilístico em questão diz respeito a um fornecedor que está sujeito à regra de inversão do sujeito passivo. Ao integrar um documento associado a um fornecedor com inversão do sujeito passivo, este campo fica automaticamente ativo.
- Data Declaração IVA: Este campo passa a estar disponível se uma das três opções do documento pré-definido estiver ativa. Serve para indicar a data de emissão do documento, sendo a data que irá ser apresentada nas colunas “Ano” e “Mês” das Relações de Fornecedores e de Regularizações.
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)
Para efetuar a configuração do Reembolso de IVA poderá haver a necessidade de criar e/ou subdividir Códigos de IVA. A alteração ou a criação de Códigos de IVA obriga a um ajustamento do Plano de Contas.
Como fazer para entregar uma Declaração Periódica de IVA que englobe Relações de Clientes, Fornecedores e Regularizações referentes a vários períodos?
Suporte Papel
Para efetuar a impressão em Suporte Papel da Declaração Periódica de IVA deve aceder a Contabilidade | Apuramento de IVA e clicar no botão “Periódica”, de seguida deve colocar as datas inicial e final dos movimentos e clicar no botão “Calcular os Totais por Campo”. Após clicar em “OK”, e voltar ao ecrã anterior, passa a estar disponível o campo “Imprimir”.
Para imprimir os anexos do Reembolso de IVA, deve aceder à opção “Reembolso de IVA” que se encontra disponível no mesmo ecrã (Apuramento de IVA). Neste ecrã, deve selecionar o Período que pretende e imprimir o(s) anexo(s), depois de impresso(s) deve selecionar o outro período e voltar a imprimir.
Suporte Informático
Para efetuar a produção do Suporte Informático deve aceder ao ecrã “Mapas Gestão em Suporte Informático”, através das Análises, selecionar o mapa da Declaração Periódica de IVA e produzir o ficheiro, indicando as datas inicial e final dos movimentos.
Deve aceder, de seguida, à opção “Reembolso de IVA”, que se encontra disponível no ecrã “Apuramento de IVA”, selecionar o primeiro período dos anexos e exportar para o ficheiro anteriormente criado. Efetuar este procedimento para todos os períodos que pretende entregar.
Depois de ter num único ficheiro a informação da Declaração Periódica de IVA e dos Anexos, de todos os períodos necessários ao Reembolso de IVA, poderá proceder à submissão do mesmo no Portal das Finanças.