O ReVar será a calculadora oficial da Receita Federal do Brasil – RFB para calcular o imposto incidente sobre a renda variável de pessoas físicas. Um programa em desenvolvimento, liderado pela RFB e em colaboração com a Bolsa de Valores – B3. Isso permitirá automatizar completamente o processo de apuração de ganhos em renda variável e, por consequência, o cálculo do Imposto de Renda devido nessas operações.
O programa estará disponível no e-CAC para os contribuintes que autorizarem a B3 a compartilhar informações de posições, negociações, movimentação, proventos e corretagem, com a RFB.
Além de calcular os resultados em renda variável e o imposto de renda, o ReVar oferecerá a emissão em tempo real do Documento de Arrecadação de Receitas Federais (Darf) e possibilitará o pré-preenchimento automático da Declaração Anual do Imposto de Renda.
A implantação seguirá o seguinte cronograma:
![](data:image/png;base64,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)
Essa adição de serviço demonstra o compromisso da RFB em simplificar procedimentos, promover a conformidade tributária e segurança jurídica, além de fortalecer a confiança e a cooperação entre a RFB e a sociedade.
Fonte: Receita Federal do Brasil