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	<title>Arquivos Tributário | Viseu Advogados</title>
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	<title>Arquivos Tributário | Viseu Advogados</title>
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		<title>O mercado de aluguel e a Reforma Tributária</title>
		<link>https://viseu.com.br/noticias/tributario/o-mercado-de-aluguel-e-a-reforma-tributaria/</link>
		
		<dc:creator><![CDATA[Lets Marketing]]></dc:creator>
		<pubDate>Mon, 27 Jul 2026 23:52:59 +0000</pubDate>
				<category><![CDATA[Tributário]]></category>
		<guid isPermaLink="false">https://viseu.com.br/?p=12086</guid>

					<description><![CDATA[<p>A reforma tributária muda a forma como o aluguel de imóveis é tributado no Brasil, e o setor já começa...</p>
<p>O post <a href="https://viseu.com.br/noticias/tributario/o-mercado-de-aluguel-e-a-reforma-tributaria/">O mercado de aluguel e a Reforma Tributária</a> apareceu primeiro em <a href="https://viseu.com.br">Viseu Advogados</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>A reforma tributária muda a forma como o aluguel de imóveis é tributado no Brasil, e o setor já começa a se preparar para o novo cenário a partir de 2027.</p>
<p>O impacto dessa mudança foi tema de matéria na <a class="gMGbyJsRYUteavlpDnLYrBpIvmbltdaOw " tabindex="0" href="https://www.linkedin.com/company/folha-de-spaulo/" target="_self" data-test-app-aware-link="">Folha de S.Paulo</a>, que citou um estudo do nosso sócio da área tributária, <a id="ember262" class="ember-view" tabindex="0" href="https://www.linkedin.com/in/guilherme-manier-730b5780/">Guilherme Manier</a>. A simulação feita pelo especialista (para uma carteira de R$ 500 mil anuais) projeta que, a partir de 2033, a carga tributária total pode atingir 35,9% na pessoa física, frente a 16,1% ao estruturar a atividade em empresa.</p>
<p>A análise reforça a importância de compreender as regras do IBS e da CBS aplicadas à locação antes de tomar decisões sobre a organização do patrimônio imobiliário.</p>
<p><a href="https://www1.folha.uol.com.br/mercado/2026/07/em-alta-mercado-de-aluguel-se-prepara-para-novas-regras-da-reforma-tributaria.shtml" target="_blank" rel="noopener"><strong>Clique aqui</strong></a> e confira a matéria completa (disponível para assinantes).</p>
<p>O post <a href="https://viseu.com.br/noticias/tributario/o-mercado-de-aluguel-e-a-reforma-tributaria/">O mercado de aluguel e a Reforma Tributária</a> apareceu primeiro em <a href="https://viseu.com.br">Viseu Advogados</a>.</p>
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		<title>RFB publica novos editais de transação tributária para débitos em contencioso administrativo</title>
		<link>https://viseu.com.br/noticias/tributario/rfb-publica-novos-editais-de-transacao-tributaria-para-debitos-em-contencioso-administrativo/</link>
		
		<dc:creator><![CDATA[Lets Marketing]]></dc:creator>
		<pubDate>Mon, 20 Jul 2026 17:28:54 +0000</pubDate>
				<category><![CDATA[Tributário]]></category>
		<guid isPermaLink="false">https://viseu.com.br/?p=12082</guid>

					<description><![CDATA[<p>A Receita Federal publicou, em 13/07/2026, os Editais nº 9 e nº 10 de 2026, instituindo novas modalidades de transação...</p>
<p>O post <a href="https://viseu.com.br/noticias/tributario/rfb-publica-novos-editais-de-transacao-tributaria-para-debitos-em-contencioso-administrativo/">RFB publica novos editais de transação tributária para débitos em contencioso administrativo</a> apareceu primeiro em <a href="https://viseu.com.br">Viseu Advogados</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p class="x_MsoNormal">A Receita Federal publicou, em 13/07/2026, os Editais nº 9 e nº 10 de 2026, instituindo novas modalidades de transação tributária destinadas à regularização de débitos em contencioso administrativo fiscal. As adesões poderão ser realizadas até o dia <b>30 de outubro de 2026</b>, observados os requisitos e procedimentos específicos previstos em cada edital.</p>
<p class="x_MsoNormal">O <b><u>Edital nº 9</u></b> é voltado para pessoas físicas e jurídicas que possuam débitos em contencioso administrativo sob gestão da Receita Federal, cujo valor <b>não ultrapasse</b> <b>R$ 50 milhões </b>por contencioso administrativo. A modalidade prevê condições diferenciadas de negociação, que variam conforme a capacidade de pagamento do contribuinte e a classificação do crédito tributário.</p>
<p class="x_MsoNormal">Dentre as condições previstas estão a possibilidade de parcelamento em prazo estendido, descontos sobre juros, multas e encargos legais para créditos classificados como irrecuperáveis ou de difícil recuperação, bem como a utilização de créditos de prejuízo fiscal e de base de cálculo negativa da CSLL, nas hipóteses expressamente autorizadas pelo edital.</p>
<p class="x_MsoNormal">Em determinadas situações, os descontos podem alcançar até 65% do valor total da dívida, podendo chegar a 70% nos casos envolvendo pessoas físicas, microempresas, empresas de pequeno porte, cooperativas, entidades beneficentes e demais organizações expressamente contempladas pelo edital.</p>
<p class="x_MsoNormal">Um aspecto relevante é que o edital estabelece apenas o limite máximo de R$ 50 milhões por contencioso administrativo, não prevendo valor mínimo para adesão. Além disso, as parcelas mínimas foram fixadas em R$ 200,00 para pessoas físicas e R$ 300,00 para os demais contribuintes.</p>
<p class="x_MsoNormal">Já o <b><u>Edital nº 10</u></b> disciplina a negociação de débitos considerados de pequeno valor, abrangendo créditos em contencioso administrativo ou ainda pendentes de impugnação, desde que <b>não ultrapassem o equivalente a</b> <b>60 salários-mínimos </b>por processo administrativo.</p>
<p class="x_MsoNormal">Podem aderir a essa modalidade pessoas físicas, microempreendedores individuais (MEI), empresários individuais, microempresas (ME) e empresas de pequeno porte (EPP). Os benefícios incluem descontos escalonados conforme o prazo escolhido para pagamento, podendo alcançar até <b>50% do valor da dívida</b>, com parcelamento em até 12 prestações. Também estão previstas opções com descontos de até 40%, 35% e 30%, para pagamentos em até 24, 36 e 55 parcelas, respectivamente.</p>
<p class="x_MsoNormal">Para essa modalidade, o valor mínimo das parcelas foi fixado em R$ 200,00.</p>
<p class="x_MsoNormal">Em ambas as modalidades, a adesão produz relevantes <u>efeitos jurídicos</u>, dentre os quais se destacam: a desistência de impugnações e recursos relacionados aos débitos incluídos na negociação, o reconhecimento da condição de sujeito passivo em relação aos créditos transacionados e a obrigação de cumprimento integral das condições previstas nos respectivos editais.</p>
<p class="x_MsoNormal">A publicação dos novos programas reforça o movimento de ampliação dos mecanismos consensuais de resolução de litígios tributários e representa oportunidade relevante para contribuintes que possuem discussões administrativas em andamento perante a Receita Federal. Além da potencial redução do passivo tributário, as condições oferecidas podem contribuir para a regularização fiscal e para o planejamento financeiro de empresas e pessoas físicas.</p>
<p class="x_MsoNormal">Diante desse cenário, recomenda-se a análise individualizada dos débitos elegíveis, da capacidade financeira do contribuinte e dos impactos decorrentes da renúncia às discussões administrativas, de forma a avaliar a conveniência da adesão e identificar a modalidade mais aderente a cada situação concreta.</p>
<p class="x_MsoNormal"><b>A equipe tributária do Viseu Advogados está à disposição para esclarecimentos adicionais sobre o tema.</b></p>
<p class="x_MsoNormal" aria-hidden="true">
<p>O post <a href="https://viseu.com.br/noticias/tributario/rfb-publica-novos-editais-de-transacao-tributaria-para-debitos-em-contencioso-administrativo/">RFB publica novos editais de transação tributária para débitos em contencioso administrativo</a> apareceu primeiro em <a href="https://viseu.com.br">Viseu Advogados</a>.</p>
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		<title>DEVEDOR CONTUMAZ: CRITÉRIOS, RISCOS E COMO EVITAR O ENQUADRAMENTO</title>
		<link>https://viseu.com.br/noticias/devedor-contumaz-criterios-riscos-e-como-evitar-o-enquadramento/</link>
		
		<dc:creator><![CDATA[Lets Marketing]]></dc:creator>
		<pubDate>Wed, 08 Jul 2026 19:07:46 +0000</pubDate>
				<category><![CDATA[Notícias]]></category>
		<category><![CDATA[Penal Empresarial]]></category>
		<category><![CDATA[Tributário]]></category>
		<guid isPermaLink="false">https://viseu.com.br/?p=12066</guid>

					<description><![CDATA[<p>A divulgação da lista de devedores contumazes pela Receita Federal marca um novo momento na gestão de passivos tributários. Além...</p>
<p>O post <a href="https://viseu.com.br/noticias/devedor-contumaz-criterios-riscos-e-como-evitar-o-enquadramento/">DEVEDOR CONTUMAZ: CRITÉRIOS, RISCOS E COMO EVITAR O ENQUADRAMENTO</a> apareceu primeiro em <a href="https://viseu.com.br">Viseu Advogados</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>A divulgação da lista de devedores contumazes pela Receita Federal marca um novo momento na gestão de passivos tributários. Além da publicidade dos contribuintes enquadrados, a Lei Complementar nº 225/2026 estabelece critérios objetivos para essa classificação e prevê consequências que podem impactar a operação, a governança e a estratégia das empresas.</p>
<p>Para apoiar as empresas na compreensão dessas mudanças, os times Tributário e Penal Empresarial do Viseu elaboraram um material prático que reúne os principais pontos da nova regulamentação, incluindo os requisitos para o enquadramento, as hipóteses que podem afastar a classificação, as consequências previstas em lei e o procedimento administrativo conduzido pela Receita Federal.</p>
<p>O conteúdo foi desenvolvido pelos sócios Guilherme Manier, Leandro Artioli e Pedro Beretta, com foco em orientar empresas na avaliação de riscos tributários e de seus possíveis desdobramentos na esfera penal, contribuindo para uma gestão mais estratégica e preventiva.</p>
<p><a href="https://viseu.com.br/wp-content/uploads/1900/02/devedor-contumaz-criterios-riscos-e-como-evitar-o-enquadramento.pdf">Clique aqui</a> e confira os principais aspectos da nova regulamentação.</p>
<p>&nbsp;</p>
<p>O post <a href="https://viseu.com.br/noticias/devedor-contumaz-criterios-riscos-e-como-evitar-o-enquadramento/">DEVEDOR CONTUMAZ: CRITÉRIOS, RISCOS E COMO EVITAR O ENQUADRAMENTO</a> apareceu primeiro em <a href="https://viseu.com.br">Viseu Advogados</a>.</p>
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		<title>Súmulas do CARF têm efeitos vinculantes para toda a administração pública federal</title>
		<link>https://viseu.com.br/noticias/sumulas-do-carf-tem-efeitos-vinculantes-para-toda-a-administracao-publica-federal/</link>
		
		<dc:creator><![CDATA[Lets Marketing]]></dc:creator>
		<pubDate>Tue, 30 Jun 2026 19:39:25 +0000</pubDate>
				<category><![CDATA[Notícias]]></category>
		<category><![CDATA[Tributário]]></category>
		<guid isPermaLink="false">https://viseu.com.br/?p=12059</guid>

					<description><![CDATA[<p>No dia 22 de junho de 2026, foi publicada a Portaria MF n. 1.785, que atribuiu efeito vinculante às Súmulas...</p>
<p>O post <a href="https://viseu.com.br/noticias/sumulas-do-carf-tem-efeitos-vinculantes-para-toda-a-administracao-publica-federal/">Súmulas do CARF têm efeitos vinculantes para toda a administração pública federal</a> apareceu primeiro em <a href="https://viseu.com.br">Viseu Advogados</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>No dia 22 de junho de 2026, foi publicada a Portaria MF n. 1.785, que atribuiu efeito vinculante às Súmulas n. 188 a n. 238, editadas pelo <b>Conselho Administrativo de Recursos Fiscais &#8211; CARF</b>.</p>
<p>Via de regra, as Súmulas do CARF são de observância obrigatória apenas aos órgãos de julgamento do CARF. No entanto, para garantir uniformidade de diretrizes de atuação, em especial na fiscalização e solução de litígios, o Ministério da Fazenda pode estender o efeito vinculante também à Receita Federal e à Procuradoria Geral da Fazenda Nacional.</p>
<p>As recentes Súmulas cujos efeitos se tornaram vinculantes foram expressamente listadas no Anexo da referida Portaria, as quais listamos abaixo:</p>
<p><b>Súmula CARF nº 188</b></p>
<p>É permitido o aproveitamento de créditos sobre as despesas com serviços de fretes na aquisição de insumos não onerados pela Contribuição para o PIS/Pasep e pela Cofins não cumulativas, desde que tais serviços, registrados de forma autônoma em relação aos insumos adquiridos, tenham sido efetivamente tributados pelas referidas contribuições.</p>
<p><b>Súmula CARF nº 189</b></p>
<p>Os gastos com insumos da fase agrícola, denominados de &#8220;insumos do insumo&#8221;, permitem o direito ao crédito relativo à Contribuição para o PIS/Pasep e à Cofins não cumulativas.</p>
<p><b>Súmula CARF nº 190</b></p>
<p>Para fins do disposto no art. 3º, IV, da Lei nº 10.637/2002 e no art. 3º, IV, da Lei nº 10.833/2003, os dispêndios com locação de veículos de transporte de carga ou de passageiros não geram créditos de Contribuição para o PIS/Pasep e da Cofins não cumulativas.</p>
<p><strong>Súmula CARF nº 191</strong></p>
<p>É possível a utilização, para formação de saldo negativo de IRPJ, das retenções na fonte correspondentes às receitas financeiras cuja tributação tenha sido diferida por se encontrar a pessoa jurídica em fase pré-operacional.</p>
<p><strong>Súmula CARF nº 192</strong></p>
<p>É defeso à autoridade julgadora alterar o regime de apuração adotado no lançamento do IRPJ e da CSLL, de lucro real para lucro arbitrado, quando configurada hipótese legal de arbitramento do lucro.</p>
<p><strong>Súmula CARF nº 193</strong></p>
<p>Os tributos discutidos judicialmente, cuja exigibilidade estiver suspensa nos termos do art. 151 do CTN, são indedutíveis para efeito de determinar a base de cálculo da CSLL.</p>
<p>Súmula CARF nº 194</p>
<p>Para fins de incidência de contribuições previdenciárias, os escreventes e auxiliares de cartórios filiam-se ao Regime Geral de Previdência Social (RGPS), ainda que tenham sido admitidos antes de 21/11/1994.</p>
<p><strong>Súmula CARF nº 195</strong></p>
<p>Os valores pagos aos diretores não empregados a título de participação nos lucros ou nos resultados estão sujeitos à incidência de contribuições previdenciárias.</p>
<p><strong>Súmula CARF nº 196</strong></p>
<p>No caso de multas por descumprimento de obrigação principal, bem como de obrigação acessória pela falta de declaração em GFIP, referentes a fatos geradores anteriores à vigência da Medida Provisória nº 449/2008, a retroatividade benigna deve ser aferida da seguinte forma:</p>
<p><em>(i)</em> em relação à obrigação principal, os valores lançados sob amparo da antiga redação do art. 35 da Lei nº 8.212/1991 deverão ser comparados com o que seria devido nos termos da nova redação dada ao mesmo art. 35 pela Medida Provisória nº 449/2008, sendo a multa limitada a 20%; e</p>
<p><em>(ii)</em> em relação à multa por descumprimento de obrigação acessória, os valores lançados nos termos do art. 32, IV, §§ 4º e 5º, da Lei nº 8.212/1991, de forma isolada ou não, deverão ser comparados com o que seria devido nos termos do que dispõe o art. 32-A da mesma Lei nº 8.212/1991.</p>
<p><strong>Súmula CARF nº 197</strong></p>
<p>Os valores recebidos a título de diferenças ocorridas na conversão da remuneração de Cruzeiro Real para a Unidade Real de Valor &#8211; URV são de natureza salarial, razão pela qual estão sujeitos à incidência de IRPF nos termos do art. 43 do CTN.</p>
<p><strong>Súmula CARF nº 198</strong></p>
<p>Não incide imposto de renda sobre os juros de mora devidos pelo atraso no pagamento de remuneração por exercício de emprego, cargo ou função.</p>
<p><strong>Súmula CARF nº 199</strong></p>
<p>A isenção do art. 4º, &#8220;d&#8221;, do Decreto-Lei nº 1.510/1976 se aplica a alienações ocorridas após a sua revogação pela Lei nº 7.713/1988, desde que já completados cinco anos sem mudança de titularidade das ações na vigência do Decreto-Lei nº 1.510/1976.</p>
<p><strong>Súmula CARF nº 200</strong></p>
<p>Incabível a manutenção do arbitramento com base no SIPT, quando o VTN é apurado sem levar em conta a aptidão agrícola do imóvel. Rejeitado o valor arbitrado, e tendo o contribuinte reconhecido um VTN maior do que o declarado na DITR, deve-se adotar tal valor.</p>
<p><strong>Súmula CARF nº 201</strong></p>
<p>São isentos do imposto de renda os rendimentos do trabalho recebidos por técnicos a serviço das Nações Unidas, de seus programas ou de suas Agências Especializadas expressamente enumeradas no Decreto nº 59.308/1966, abrangidos por acordo de assistência técnica que atribua os benefícios fiscais decorrentes da Convenção sobre Privilégios e Imunidades das Nações Unidas, promulgada pelo Decreto nº 27.784/1950, contratados no Brasil por período pré-fixado ou por empreitada, para atuar como consultores.</p>
<p><strong>Súmula CARF nº 202</strong></p>
<p>O prazo para homologação tácita da compensação declarada pelo sujeito passivo conta-se da data da entrega da Declaração de Compensação (DCOMP) ou da data do pedido de compensação convertido em DCOMP, mesmo quando anteriores a 31/10/2003.</p>
<p><strong>Súmula CARF nº 203</strong></p>
<p>A compensação não equivale a pagamento para fins de aplicação do art. 138 do Código Tributário Nacional, que trata de denúncia espontânea.</p>
<p><strong>Súmula CARF nº 204</strong></p>
<p>Enquanto não transcorrido o prazo de homologação tácita da Declaração de Compensação (DCOMP), pode o Fisco confirmar os requisitos legais de dedução de retenções na fonte e estimativas mensais na apuração de saldo negativo de IRPJ e CSLL.</p>
<p><strong>Súmula CARF nº 205</strong></p>
<p>Os valores pagos a título de auxílio-alimentação em pecúnia compõem a base de cálculo das contribuições previdenciárias e das devidas a outras entidades e fundos.</p>
<p><strong>Súmula CARF nº 206</strong></p>
<p>A compensação de valores discutidos em ações judiciais antes do trânsito em julgado, efetuada em inobservância a decisão judicial e ao art. 170-A do CTN, configura hipótese de aplicação da multa isolada em dobro, prevista no § 10 do art. 89 da Lei nº 8.212/1991.</p>
<p><strong>Súmula CARF nº 207</strong></p>
<p>As contribuições previdenciárias, referentes à parte dos segurados, pagas por pessoa jurídica interposta em relação a seus sócios, cujas contratações tenham sido reclassificadas como relação de emprego em empresa diversa, podem ser deduzidas do valor lançado no auto de infração.</p>
<p><strong>Súmula CARF nº 208</strong></p>
<p>Não incide contribuição previdenciária sobre os valores repassados pelas operadoras de planos de saúde intermediárias na remuneração aos profissionais de saúde credenciados que prestam serviços aos pacientes beneficiários do plano.</p>
<p><strong>Súmula CARF nº 209</strong></p>
<p>As contribuições previdenciárias podem ser exigidas do tomador de serviços, ainda que sem apuração prévia no prestador, no caso de prestação de serviços executados mediante cessão de mão de obra, cabendo ao tomador de serviços, na qualidade de responsável solidário, comprovar o efetivo recolhimento.</p>
<p><strong>Súmula CARF nº 210</strong></p>
<p>As empresas que integram grupo econômico de qualquer natureza respondem solidariamente pelo cumprimento das obrigações previstas na legislação previdenciária, nos termos do art. 30, inciso IX, da Lei nº 8.212/1991, c/c o art. 124, inciso II, do CTN, sem necessidade de o fisco demonstrar o interesse comum a que alude o art. 124, inciso I, do CTN.</p>
<p><strong>Súmula CARF nº 211</strong></p>
<p>A contribuição previdenciária incide sobre as importâncias pagas aos segurados empregados a título de auxílio-educação, bolsas de estudo e congêneres, concedidos a seus dependentes antes da vigência da Lei nº 12.513/2011.</p>
<p><strong>Súmula CARF nº 212</strong></p>
<p>A apresentação de requerimento junto à Administração Tributária é requisito indispensável à fruição do benefício de desoneração das contribuições previdenciárias, para fatos geradores ocorridos sob a égide do art. 55, § 1º, da Lei nº 8.212/1991, por se caracterizar aspecto procedimental referente à fiscalização e ao controle administrativo.</p>
<p><strong>Súmula CARF nº 213</strong></p>
<p>O auxílio-alimentação pago in natura ou na forma de tíquete ou congêneres não integra a base de cálculo das contribuições previdenciárias, independentemente de o sujeito passivo estar inscrito no PAT.</p>
<p><strong>Súmula CARF nº 214</strong></p>
<p>A pensão paga por mera liberalidade a maiores de vinte e quatro anos, ainda que em razão de acordo homologado judicialmente ou por escritura púbica, não é dedutível na apuração do Imposto de Renda Pessoa Física (IRPF).</p>
<p><strong>Súmula CARF nº 215</strong></p>
<p>A entrega intempestiva da Declaração do Imposto sobre a Propriedade Territorial Rural (DITR), antes de iniciado o procedimento fiscal, enseja o lançamento da multa por atraso calculada apenas com base no imposto apurado pelo sujeito passivo na DITR, ainda que sobrevenha lançamento de ofício.</p>
<p><strong>Súmula CARF nº 216</strong></p>
<p>O desembaraço aduaneiro não é instituto homologatório do lançamento e a realização do procedimento de &#8220;revisão aduaneira&#8221;, com fundamento no art. 54 do Decreto-Lei nº 37/1966, não implica &#8220;mudança de critério jurídico&#8221; vedada pelo art. 146 do CTN, qualquer que seja o canal de conferência aduaneira.</p>
<p><strong>Súmula CARF nº 217</strong><br />
<strong> </strong><br />
Os gastos com fretes relativos ao transporte de produtos acabados entre estabelecimentos da empresa não geram créditos de Contribuição para o PIS/Pasep e de Cofins não cumulativas.</p>
<p><strong>Súmula CARF nº 218</strong></p>
<p>O resgate de contribuições vertidas a plano de aposentadoria privada complementar por beneficiário acometido de moléstia grave especificada no art. 6º, inciso XIV, da Lei nº 7.713/1988, está isento do imposto sobre a renda.</p>
<p><strong>Súmula CARF nº 219</strong></p>
<p>Não incidem as contribuições previdenciárias sobre a importância paga pelo empregador ao empregado durante os primeiros quinze dias de afastamento por motivo de doença.</p>
<p><strong>Súmula CARF nº 220</strong></p>
<p>Na vigência da Lei nº 4.771/1965, a área declarada a título de reserva legal somente pode ser excluída da área tributável, para fins de cálculo do Imposto sobre a Propriedade Territorial Rural (ITR), se a averbação à margem da inscrição de matrícula do imóvel, no registro de imóveis competente, for efetuada em data anterior à da ocorrência do fato gerador.</p>
<p><strong>Súmula CARF nº 221</strong></p>
<p>A pensão alimentícia paga a cônjuge ou filho na constância da sociedade conjugal, ainda que decorrente de acordo homologado judicialmente, é indedutível da base de cálculo do Imposto sobre a Renda da Pessoa Física.</p>
<p><strong>Súmula CARF nº 222</strong></p>
<p>No lançamento do Imposto sobre a Renda da Pessoa Física (IRPF) com base na aplicação da presunção do art. 42 da Lei nº 9.430/1996, quando não comprovada a origem individualizada dos depósitos bancários, não é cabível a redução da base de cálculo da autuação a 20%, ainda que o contribuinte afirme exercer exclusivamente a atividade rural.</p>
<p><strong>Súmula CARF nº 223</strong></p>
<p>O fato gerador do Imposto sobre a Renda da Pessoa Física (IRPF), exigido a partir da omissão de rendimentos sujeitos ao ajuste anual, é complexivo, operando-se em 31 de dezembro do correspondente ano-calendário, ainda que apurado em bases mensais ou objeto de antecipações no decorrer do período.</p>
<p><strong>Súmula CARF nº 224</strong></p>
<p>Para efeito de apuração de crédito no âmbito do regime da não cumulatividade da Contribuição para o PIS/Pasep e da COFINS, somente será considerada a energia elétrica efetivamente consumida nos estabelecimentos da pessoa jurídica, não se enquadrando nesse conceito outras despesas como a Contribuição para o Custeio da Iluminação Pública (COSIP) ou a demanda contratada.</p>
<p><strong>Súmula CARF nº 225</strong><br />
<strong> </strong><br />
A suspensão da incidência da Contribuição para o PIS/PASEP e da COFINS prevista no art. 9º da Lei nº 10.925/2004, relativamente às atividades elencadas em sua redação original, aplica-se desde 1º de agosto de 2004, nos termos do art. 17, inciso III, dessa Lei, não sendo possível deslocar o início dessa vigência por meio de ato infralegal.</p>
<p><strong>Súmula CARF nº 226</strong></p>
<p>A dedução dos débitos a partir de créditos não admitidos pelo Regulamento do IPI não se considera pagamento, e sujeita-se ao prazo decadencial regido pelo art. 173, inciso I, do Código Tributário Nacional.</p>
<p><strong>Súmula CARF nº 227</strong><br />
<strong> </strong><br />
O regime aduaneiro especial de drawback, em sua modalidade suspensão, impõe que, até 28/07/2010, haja vinculação física entre os insumos importados com suspensão de tributos e os produtos exportados.</p>
<p><strong>Súmula CARF nº 228</strong></p>
<p>A imputação proporcional é o único método admitido pelo Código Tributário Nacional para determinação dos valores devidos em face de recolhimento ou compensação de débitos em atraso, quando não computada a integralidade dos acréscimos moratórios.</p>
<p><strong>Súmula CARF nº 229</strong></p>
<p>O valor do frete e do seguro, cujo ônus tenha sido do importador, e os tributos incidentes na importação devem ser incluídos no preço praticado para fins de comparação com o preço parâmetro determinado segundo o Método do Preço de Revenda menos Lucro &#8211; PRL, apurado conforme a Instrução Normativa SRF nº 243/2002, até a entrada em vigor do art. 38 da Medida Provisória nº 563/2012, convertida na Lei nº 12.715/2012, que deu nova redação ao art. 18 da Lei nº 9.430/1996.</p>
<p><strong>Súmula CARF nº 230</strong></p>
<p>Os valores informados em Declaração de Ajuste Anual do Imposto sobre a Renda da Pessoa Física, que não tiveram a sua comprovação de origem individualizada, não são passíveis de exclusão da base de cálculo do lançamento efetuado com base na presunção estabelecida no art. 42 da Lei nº 9.430/1996.</p>
<p><strong>Súmula CARF nº 231</strong></p>
<p>O aproveitamento de créditos extemporâneos da contribuição para o PIS/Pasep e da COFINS exige a apresentação de DCTF e DACON retificadores, comprovando os créditos e os saldos credores dos trimestres correspondentes.</p>
<p><strong>Súmula CARF nº 232</strong></p>
<p>As despesas portuárias na exportação de produtos acabados não se qualificam como insumos do processo produtivo do exportador para efeito de créditos de Contribuição para o PIS/Pasep e de COFINS não cumulativas.</p>
<p><strong>Súmula CARF nº 233</strong></p>
<p>A adoção do IGP-M como índice de reajuste descaracteriza a condição de preço predeterminado, conforme disposto no art. 10, inciso XI, alínea &#8220;b&#8221;, da Lei nº 10.833/2003, salvo se o postulante ao crédito comprovar que a variação do índice foi inferior aos patamares previstos no art. 109 da Lei nº 11.196/2005.</p>
<p><strong>Súmula CARF nº 234</strong></p>
<p>Na atividade de comércio não é possível a apuração de créditos da não cumulatividade da Contribuição para o PIS/Pasep e da COFINS com base no inciso II do art. 3º das Leis nº 10.637/2002 e nº 10.833/2003.</p>
<p><strong>Súmula CARF nº 235</strong></p>
<p>As despesas incorridas com embalagens para transporte de produto, quando destinadas à sua manutenção, preservação e qualidade, enquadram-se na definição de insumos fixada pelo STJ, no julgamento do REsp nº 1.221.170/PR.</p>
<p><b>Súmula CARF nº 236</b></p>
<p>Cada um dos componentes da mercadoria descrita como &#8220;kit ou concentrado para refrigerantes&#8221; deve ser classificado em código próprio da TIPI, quando o kit ou concentrado for constituído por diferentes matérias-primas e produtos intermediários, que apenas após nova etapa de industrialização no estabelecimento adquirente se tornam uma preparação composta para elaboração de bebidas.</p>
<p><b>Súmula CARF nº 237</b></p>
<p>A apuração de crédito presumido de IPI sobre vendas realizadas a empresa comercial exportadora, previsto nas Leis nº 9.363/1996 e nº 10.276/2001, está condicionada à comprovação de que o produto tenha saído do estabelecimento produtor diretamente para embarque ou para recinto alfandegado, por conta e ordem da referida empresa comercial exportadora.</p>
<p><b>Súmula CARF nº 238</b></p>
<p>A multa decorrente da conversão da pena de perdimento, prescrita no § 3º do art. 23 do Decreto-Lei nº 1.455/1976, com a redação dada pela Lei nº 10.637/2002, é inaplicável a operações de exportação anteriores a 28/07/201</p>
<p>O post <a href="https://viseu.com.br/noticias/sumulas-do-carf-tem-efeitos-vinculantes-para-toda-a-administracao-publica-federal/">Súmulas do CARF têm efeitos vinculantes para toda a administração pública federal</a> apareceu primeiro em <a href="https://viseu.com.br">Viseu Advogados</a>.</p>
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		<title>Como manter os benefícios fiscais de ICMS na Reforma Tributária?</title>
		<link>https://viseu.com.br/noticias/como-manter-os-beneficios-fiscais-de-icms-na-reforma-tributaria/</link>
		
		<dc:creator><![CDATA[Lets Marketing]]></dc:creator>
		<pubDate>Fri, 26 Jun 2026 18:49:39 +0000</pubDate>
				<category><![CDATA[Notícias]]></category>
		<category><![CDATA[Tributário]]></category>
		<guid isPermaLink="false">https://viseu.com.br/?p=12053</guid>

					<description><![CDATA[<p>A Emenda Constitucional nº 132/2023, regulamentada pela Lei Complementar nº 214/2025, instituiu o Fundo de Compensação de Benefícios Fiscais ou...</p>
<p>O post <a href="https://viseu.com.br/noticias/como-manter-os-beneficios-fiscais-de-icms-na-reforma-tributaria/">Como manter os benefícios fiscais de ICMS na Reforma Tributária?</a> apareceu primeiro em <a href="https://viseu.com.br">Viseu Advogados</a>.</p>
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										<content:encoded><![CDATA[<p>A Emenda Constitucional nº 132/2023, regulamentada pela Lei Complementar nº 214/2025, instituiu o <b>Fundo de Compensação de Benefícios Fiscais ou Financeiro-Fiscais do ICMS</b>, destinado a compensar, entre 2029 e 2032, os contribuintes que sofrerem perda econômica decorrente da redução gradual de determinados benefícios fiscais de ICMS em razão da substituição do imposto estadual pelo Imposto sobre Bens e Serviços (IBS).</p>
<p>Em 31 de dezembro de 2025, foi publicada a Portaria RFB nº 635/2025, que regulamentou os critérios, requisitos e procedimentos para a habilitação dos titulares de benefícios fiscais onerosos de ICMS perante a Receita Federal do Brasil.</p>
<p>A compensação não será automática. As empresas interessadas deverão demonstrar que seus benefícios se enquadram nas hipóteses legais, comprovar a regularidade de sua fruição, organizar a documentação exigida e requerer a habilitação no prazo regulamentar.</p>
<p><b>Quais benefícios podem gerar direito à compensação?</b></p>
<p>Podem se enquadrar nesse conceito os benefícios relacionados a isenções, incentivos, créditos presumidos, créditos outorgados, reduções de carga tributária, descontos sobre ICMS a recolher, ampliação de prazo para pagamento do imposto e outros regimes que tenham produzido repercussão econômica positiva ao contribuinte.</p>
<p><b>Quais benefícios não estão abrangidos pelo Fundo?</b></p>
<p>A Portaria exclui determinadas hipóteses, especialmente benefícios vinculados a atividades comerciais, operações interestaduais com produtos agropecuários e extrativos vegetais in natura, atividades portuárias e aeroportuárias relacionadas ao comércio internacional, à Zona Franca de Manaus e às Áreas de Livre Comércio localizadas nos municípios indicados na regulamentação, além de benefícios que já sejam objeto de compensação por outros mecanismos constitucionais.</p>
<p><b>Requisitos para a concessão da habilitação e futura compensação</b></p>
<p>A empresa deverá comprovar, entre outros pontos, que:</p>
<p><b>(i)</b> é titular do benefício fiscal ou financeiro-fiscal de ICMS objeto do pedido;<br />
<b>(ii)</b> o benefício foi concedido por prazo certo e sob condição;<br />
<b>(iii)</b> o ato concessivo ou normativo estava em vigor em 31 de maio de 2023, ou que a migração do benefício atende aos requisitos legais;<br />
<b>(iv) </b>o benefício produzirá efeitos, total ou parcialmente, entre 1º de janeiro de 2029 e 31 de dezembro de 2032;<br />
<b>(v)</b> as condições e contrapartidas previstas no ato concessivo foram cumpridas tempestivamente;<br />
<b>(vi)</b> a documentação relativa ao benefício foi registrada e depositada no CONFAZ, quando aplicável;<br />
<b>(vii)</b> a empresa possui regularidade cadastral perante o CNPJ e atende aos requisitos legais de regularidade fiscal e jurídica;<br />
<b>(viii)</b> há repercussão econômica efetiva decorrente da redução do benefício, com indicação da forma de cálculo aplicável.</p>
<p>A Portaria também exige declaração de cumprimento tempestivo das condições do benefício, sujeita à ratificação pela unidade federada concedente.</p>
<p><b>Passo a passo para habilitação</b></p>
<p>A habilitação deverá ser requerida pelo titular do benefício oneroso até 31 de dezembro de 2028, por meio de serviço digital disponível no e-CAC. Deverá ser apresentado um requerimento para cada espécie de benefício fiscal objeto de compensação.</p>
<p>Caso o pedido seja aprovado, a habilitação será formalizada por meio de Ato Declaratório Executivo. A Portaria também prevê a hipótese de deferimento tácito a partir de 2 de janeiro de 2029, caso transcorra o prazo regulamentar sem manifestação da Receita Federal, observadas as exceções previstas na norma.</p>
<p>Em caso de indeferimento, suspensão ou cancelamento, caberá recurso administrativo.</p>
<p>O post <a href="https://viseu.com.br/noticias/como-manter-os-beneficios-fiscais-de-icms-na-reforma-tributaria/">Como manter os benefícios fiscais de ICMS na Reforma Tributária?</a> apareceu primeiro em <a href="https://viseu.com.br">Viseu Advogados</a>.</p>
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		<title>VGBL na sucessão: Receita adota interpretação mais restritiva sobre incidência de IR</title>
		<link>https://viseu.com.br/noticias/vgbl-na-sucessao-receita-adota-interpretacao-mais-restritiva-sobre-incidencia-de-ir/</link>
		
		<dc:creator><![CDATA[Lets Marketing]]></dc:creator>
		<pubDate>Tue, 09 Jun 2026 20:40:09 +0000</pubDate>
				<category><![CDATA[Notícias]]></category>
		<category><![CDATA[Tributário]]></category>
		<guid isPermaLink="false">https://viseu.com.br/?p=12039</guid>

					<description><![CDATA[<p>O VGBL se consolidou nos últimos anos como uma das principais ferramentas de planejamento sucessório. Mas um novo entendimento da...</p>
<p>O post <a href="https://viseu.com.br/noticias/vgbl-na-sucessao-receita-adota-interpretacao-mais-restritiva-sobre-incidencia-de-ir/">VGBL na sucessão: Receita adota interpretação mais restritiva sobre incidência de IR</a> apareceu primeiro em <a href="https://viseu.com.br">Viseu Advogados</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>O VGBL se consolidou nos últimos anos como uma das principais ferramentas de planejamento sucessório. Mas um novo entendimento da Receita Federal pode tornar esse caminho mais complexo e mais oneroso.</p>
<p>As Soluções de Consulta Cosit nº 28/2026 e nº 75/2026 indicam que a existência de beneficiários e a forma de transmissão dos recursos podem alterar significativamente a incidência de Imposto de Renda. Em alguns casos, a ausência de beneficiário indicado pode levar os valores ao inventário, com potenciais reflexos não apenas em IR, mas também em ITCMD e na tributação do espólio.</p>
<p>Em artigo publicado no <a class="ql-mention" spellcheck="false" href="https://www.linkedin.com/preload/?_bprMode=vanilla#" data-entity-urn="urn:li:fsd_company:9467516" data-guid="4" data-object-urn="urn:li:fsd_company:9467516" data-original-text="JOTA" data-test-ql-mention="true">JOTA</a>, <a class="ql-mention" spellcheck="false" href="https://www.linkedin.com/preload/?_bprMode=vanilla#" data-entity-urn="urn:li:fsd_profile:ACoAABFBjFQBif1HYNshxTQlMg_BpfUL0-hpy_E" data-guid="5" data-object-urn="urn:li:fsd_profile:ACoAABFBjFQBif1HYNshxTQlMg_BpfUL0-hpy_E" data-original-text="Guilherme Manier" data-test-ql-mention="true">Guilherme Manier</a>, sócio da área tributária do Viseu Advogados, analisa os novos posicionamentos da Receita Federal e os pontos que merecem atenção na revisão de estruturas sucessórias.</p>
<p><a href="https://www.jota.info/opiniao-e-analise/artigos/vgbl-na-sucessao-receita-adota-interpretacao-mais-restritiva-sobre-incidencia-de-ir">Leia o artigo completo clicando aqui.</a></p>
<p>&nbsp;</p>
<p>O post <a href="https://viseu.com.br/noticias/vgbl-na-sucessao-receita-adota-interpretacao-mais-restritiva-sobre-incidencia-de-ir/">VGBL na sucessão: Receita adota interpretação mais restritiva sobre incidência de IR</a> apareceu primeiro em <a href="https://viseu.com.br">Viseu Advogados</a>.</p>
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		<title>Alertas: NF-e e NFC-e (novas exigências fiscais) &#038; Penhora de ativos financeiros no âmbito das execuções fiscais</title>
		<link>https://viseu.com.br/noticias/tributario/alertas-nf-e-e-nfc-e-novas-exigencias-fiscais-penhora-de-ativos-financeiros-no-ambito-das-execucoes-fiscais/</link>
		
		<dc:creator><![CDATA[Lets Marketing]]></dc:creator>
		<pubDate>Tue, 19 May 2026 17:25:14 +0000</pubDate>
				<category><![CDATA[Tributário]]></category>
		<guid isPermaLink="false">https://viseu.com.br/?p=12000</guid>

					<description><![CDATA[<p>NF-e e NFC-e: novas exigências fiscais e atenção ao prazo para aplicação de penalidades relacionadas à CBS e ao IBS Nova...</p>
<p>O post <a href="https://viseu.com.br/noticias/tributario/alertas-nf-e-e-nfc-e-novas-exigencias-fiscais-penhora-de-ativos-financeiros-no-ambito-das-execucoes-fiscais/">Alertas: NF-e e NFC-e (novas exigências fiscais) &#038; Penhora de ativos financeiros no âmbito das execuções fiscais</a> apareceu primeiro em <a href="https://viseu.com.br">Viseu Advogados</a>.</p>
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										<content:encoded><![CDATA[<h3><strong>NF-e e NFC-e: novas exigências fiscais e atenção ao prazo para aplicação de penalidades relacionadas à CBS e ao IBS</strong></h3>
<p><em>Nova Nota Técnica traz ajustes relevantes para emissão de documentos fiscais eletrônicos e reforça a necessidade de adaptação às regras da Reforma Tributária.</em></p>
<p>A Secretaria da Fazenda publicou, em 30 de abril de 2026, a versão 1.36 da Nota Técnica nº 2025.002, que promove ajustes relevantes na NF-e e na NFC-e para adequação às disposições do Ajuste SINIEF nº 49/2025.</p>
<p>A referida Nota Técnica trata, além de outros pontos centrais da Reforma Tributária, do detalhamento na emissão de Notas de Débito e Crédito.</p>
<p><strong>Hipóteses de emissão obrigatória</strong><br />
A emissão de Notas de Débito ou de Crédito é exigida, exclusivamente, nas hipóteses em que a legislação determina a formalização do ajuste por meio de documento fiscal eletrônico específico, não sendo admitida forma alternativa de ajuste com efeitos tributários.</p>
<p><strong>Essas hipóteses são taxativamente previstas no Ajuste SINIEF nº 49/2025 e compreendem:</strong></p>
<ul>
<li>Pagamento antecipado em venda para entrega futura, hipótese em que deve ser emitida Nota de Débito;</li>
<li>Perda em estoque, incluindo extravio, perecimento, furto ou roubo, formalizada mediante Nota de Débito;</li>
<li>Redução de valores ou quantidades, quando não for possível o cancelamento da NF-e original, hipótese que exige a emissão de Nota de Crédito; e</li>
<li>Retorno por recusa na entrega ou por não localização do destinatário, nas modalidades total ou parcial, formalizado por meio de Nota de Crédito.</li>
</ul>
<p><strong>Implementação das novas regras</strong></p>
<p>A implementação das novas regras previstas na versão 1.36 da Nota Técnica nº 2025.002 ocorrerá de forma escalonada, com início no ambiente de testes em 1º de julho de 2026 e entrada em produção em 3 de agosto de 2026.</p>
<p>É importante, com isso, que as empresas se preparem previamente, a fim de mitigar riscos de rejeições sistêmicas, inconsistências fiscais e impactos indesejados na apuração tributária.</p>
<p>Recomenda-se especial atenção à revisão das parametrizações dos sistemas de gestão (ERPs) e emissores de documentos fiscais, bem como à atualização das regras de CFOP e das validações fiscais associadas às novas finalidades de emissão.</p>
<p><strong>CBS e IBS: atenção ao prazo para aplicação de penalidades</strong></p>
<p>Em conexão com os nossos destaques acima, lembramos que a Receita Federal do Brasil (RFB) e o Comitê Gestor do Imposto sobre Bens e Serviços (CGIBS), nos termos do Ato Conjunto RFB/CGIBS nº 1/2025, informaram que não haverá aplicação de multas pela falta de registro dos campos da Contribuição sobre Bens e Serviços (CBS) e do Imposto sobre Bens e Serviços (IBS) nos documentos fiscais, até o primeiro dia do quarto mês após a publicação dos regulamentos comuns.</p>
<p>Inclusive, esta orientação foi atualizada pela RFB, <a href="https://vislink.viseu.com.br/cl/PW8bg/A/579f/0/BKNg/NbLfTp1iqCL/1/" target="_blank" rel="noopener">confira clicando aqui</a>.</p>
<p>No dia 30 de abril de 2026, também foram publicados o Regulamento Comum da CBS e do IBS (Decreto nº 12.955/2026) e a Resolução CGIBS nº 6/2026 (Portal do Comitê Gestor do IBS), razão por que orientamos a considerar, conservadoramente, que, a partir do dia 30/04 (publicação no DOU), começou a correr o prazo de 90 dias para que as autoridades passem a aplicar penalidades (multas), em função da emissão de notas fiscais sem os destaques de CBS/IBS.</p>
<hr />
<h3>Penhora de ativos financeiros no âmbito das execuções fiscais</h3>
<p><em>STJ valida utilização da ferramenta “Teimosinha” em execuções fiscais e amplia riscos de bloqueios automáticos e sucessivos de ativos financeiros</em></p>
<p>O Superior Tribunal de Justiça (STJ) validou a utilização da ferramenta conhecida como “Teimosinha” no âmbito das execuções fiscais. A decisão foi proferida sob a sistemática dos recursos repetitivos (Tema 1.325), com caráter vinculante para as instâncias do Poder Judiciário.</p>
<p>A “Teimosinha” é uma funcionalidade do Sistema de Busca de Ativos do Poder Judiciário (Sisbajud) que permite a reiteração automática de ordens de bloqueio em contas bancárias do devedor por até trinta dias, sem a necessidade de prolação de nova decisão judicial a cada tentativa. Significa dizer que as ordens de penhora de ativos financeiros ficarão sob efeitos prolongados, com o bloqueio de quaisquer valores que ingressem no patrimônio do devedor.</p>
<p>O julgamento encerra divergências nos Tribunais sobre a constrição patrimonial em execuções fiscais, priorizando a efetividade da arrecadação e a eficiência das execuções promovidas pelas Fazendas Públicas federais, estaduais e municipais.</p>
<p><u></u><strong>Impactos para empresas e contribuintes</strong><br />
Para os contribuintes que figuram no polo passivo de execuções fiscais em aberto, o impacto da decisão é imediato. Uma vez deferida a penhora pelo juízo competente, o mecanismo de busca e bloqueio de ativos passará a operar de forma contínua, programada e ininterrupta, inclusive fora do horário comercial.</p>
<p>Esta dinâmica potencializa o risco de bloqueios sucessivos que podem inviabilizar o fluxo de caixa, o pagamento de fornecedores e empregados e, em última análise, a própria continuidade das atividades empresariais, caracterizando um cenário de asfixia financeira decorrente da expropriação contínua.</p>
<p><strong>Medidas recomendadas</strong><br />
Recomenda-se, em caráter de urgência, a revisão integral da estratégia de gestão de passivo tributário e das táticas de garantia do juízo. As empresas devem avaliar e providenciar tempestivamente garantias idôneas, tais como o oferecimento de seguro-garantia, carta de fiança bancária ou nomeação de bens penhoráveis de menor liquidez (quando aceitos), visando à suspensão da exigibilidade do crédito ou à garantia efetiva da execução antes do deferimento da penhora online.</p>
<p>A inércia processual, sob o atual panorama jurisprudencial, sujeitará o patrimônio empresarial a constrições automatizadas de difícil reversão em curto prazo.</p>
<p>O post <a href="https://viseu.com.br/noticias/tributario/alertas-nf-e-e-nfc-e-novas-exigencias-fiscais-penhora-de-ativos-financeiros-no-ambito-das-execucoes-fiscais/">Alertas: NF-e e NFC-e (novas exigências fiscais) &#038; Penhora de ativos financeiros no âmbito das execuções fiscais</a> apareceu primeiro em <a href="https://viseu.com.br">Viseu Advogados</a>.</p>
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		<title>Receita Federal amplia uso de prejuízos fiscais na transação tributária</title>
		<link>https://viseu.com.br/noticias/receita-federal-amplia-uso-de-prejuizos-fiscais-na-transacao-tributaria/</link>
		
		<dc:creator><![CDATA[Lets Marketing]]></dc:creator>
		<pubDate>Tue, 12 May 2026 20:59:51 +0000</pubDate>
				<category><![CDATA[Notícias]]></category>
		<category><![CDATA[Tributário]]></category>
		<guid isPermaLink="false">https://viseu.com.br/?p=11989</guid>

					<description><![CDATA[<p>Nova portaria da Receita Federal amplia possibilidades de negociação tributária e permite o uso de prejuízo fiscal para amortização do...</p>
<p>O post <a href="https://viseu.com.br/noticias/receita-federal-amplia-uso-de-prejuizos-fiscais-na-transacao-tributaria/">Receita Federal amplia uso de prejuízos fiscais na transação tributária</a> apareceu primeiro em <a href="https://viseu.com.br">Viseu Advogados</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><b>Nova portaria da Receita Federal amplia possibilidades de negociação tributária e permite o uso de prejuízo fiscal para amortização do principal da dívida</b></p>
<div>
<p>A Receita Federal do Brasil publicou a Portaria RFB nº 676, de 27 de abril de 2026, que altera as regras de transação de créditos tributários em contencioso administrativo fiscal.</p>
<p>A principal mudança amplia as possibilidades de utilização de créditos de prejuízo fiscal e de base negativa de CSLL, permitindo que esses créditos sejam empregados não apenas para obtenção de descontos sobre multas, juros e encargos, mas também para amortização direta do valor principal do débito tributário.</p>
<p><b>Impactos práticos para empresas</b></p>
<p>A alteração beneficia especialmente empresas que possuem débitos em discussão perante a Receita Federal e acumulam saldos de prejuízo fiscal ou base negativa de CSLL. A flexibilização proporciona alternativas de regularização fiscal mais vantajosas, reduzindo significativamente o desembolso necessário para quitação de passivos tributários.</p>
<p>A possibilidade de amortizar o principal, e não apenas obter descontos, confere maior flexibilidade às negociações e permite estruturar soluções mais aderentes à capacidade econômica de cada contribuinte, gerando ganhos financeiros relevantes.</p>
<p><b>Possibilidade de utilização por empresas do mesmo grupo</b></p>
<p>Destaca-se, ainda, que o prejuízo fiscal e a base negativa de CSLL podem ser utilizados para pagamento de débitos do responsável tributário ou corresponsável, bem como de empresa controladora ou controlada, direta ou indiretamente.</p>
</div>
<p>O post <a href="https://viseu.com.br/noticias/receita-federal-amplia-uso-de-prejuizos-fiscais-na-transacao-tributaria/">Receita Federal amplia uso de prejuízos fiscais na transação tributária</a> apareceu primeiro em <a href="https://viseu.com.br">Viseu Advogados</a>.</p>
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		<title>Resolução CGSN nº 186 disciplina opção antecipada e regime regular de IBS/CBS</title>
		<link>https://viseu.com.br/noticias/resolucao-cgsn-no-186-disciplina-opcao-antecipada-e-regime-regular-de-ibs-cbs/</link>
		
		<dc:creator><![CDATA[Lets Marketing]]></dc:creator>
		<pubDate>Fri, 24 Apr 2026 21:45:17 +0000</pubDate>
				<category><![CDATA[Notícias]]></category>
		<category><![CDATA[Tributário]]></category>
		<guid isPermaLink="false">https://viseu.com.br/?p=11950</guid>

					<description><![CDATA[<p>O Comitê Gestor do Simples Nacional (CGSN) publicou a Resolução CGSN nº 186, que estabelece os prazos e as condições para...</p>
<p>O post <a href="https://viseu.com.br/noticias/resolucao-cgsn-no-186-disciplina-opcao-antecipada-e-regime-regular-de-ibs-cbs/">Resolução CGSN nº 186 disciplina opção antecipada e regime regular de IBS/CBS</a> apareceu primeiro em <a href="https://viseu.com.br">Viseu Advogados</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p style="font-weight: 400;">O <strong>Comitê Gestor do Simples Nacional (CGSN) publicou a Resolução CGSN nº 186</strong>, que estabelece os prazos e as condições para a opção pelo Simples Nacional no ano-calendário de 2027 e, de forma excepcional, para a opção pelo regime regular (recolhimento “por fora” do DAS) de apuração do Imposto sobre Bens e Serviços (IBS) e da Contribuição Social sobre Bens e Serviços (CBS).</p>
<p style="font-weight: 400;">A Reforma Tributária tornou necessário considerar não apenas o faturamento das empresas, mas, também, a posição de seus fornecedores como geradores de crédito, para que se reduza o impacto sobre o fluxo de caixa. <strong>A opção do fornecedor (de mercadorias e serviços) optante pelo Simples Nacional por recolher CBS/IBS “por dentro” do DAS reduz o volume de crédito, impondo ao adquirente/tomador um custo comercial/financeiro maior na cadeia.</strong></p>
<ul>
<li style="font-weight: 400;"><strong>Opção antecipada em setembro de 2026</strong></li>
</ul>
<p style="font-weight: 400;">De acordo com a nova resolução, a opção pelo Simples Nacional para o ano-calendário de 2027 deverá ser formalizada <strong><u>entre 1º e 30 de setembro de 2026</u></strong>, por meio do Portal do Simples Nacional, produzindo efeitos <strong><u>a partir de 1º de janeiro de 2027</u></strong>.</p>
<ul>
<li style="font-weight: 400;"><strong>Opção pelo regime regular do IBS e da CBS</strong></li>
</ul>
<p style="font-weight: 400;">A Resolução CGSN nº 186 também regulamenta a opção pela apuração e recolhimento do IBS e da CBS pelo regime regular, aplicável <strong><u>exclusivamente ao período de janeiro a junho de 2027</u></strong>.</p>
<p style="font-weight: 400;">Essa opção deverá ser exercida no mesmo período da opção pelo Simples Nacional — de 1º a 30 de setembro de 2026 — e produzirá efeitos a partir de 1º de janeiro de 2027. Nessa hipótese, as parcelas relativas ao IBS e à CBS não serão recolhidas pelo regime do Simples Nacional, sem que isso implique exclusão do contribuinte desse regime.</p>
<p style="font-weight: 400;">Por fim, destacamos que a Resolução <strong><u>não se aplica</u></strong> à opção pelo Sistema de Recolhimento em Valores Fixos Mensais (<strong>MEI </strong>ou<strong> SIMEI</strong>).</p>
<p style="font-weight: 400;">
<p>O post <a href="https://viseu.com.br/noticias/resolucao-cgsn-no-186-disciplina-opcao-antecipada-e-regime-regular-de-ibs-cbs/">Resolução CGSN nº 186 disciplina opção antecipada e regime regular de IBS/CBS</a> apareceu primeiro em <a href="https://viseu.com.br">Viseu Advogados</a>.</p>
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		<title>Tributar cripto exige critério, não aumento de alíquotas</title>
		<link>https://viseu.com.br/noticias/tributar-cripto-exige-criterio-nao-aumento-de-aliquotas/</link>
		
		<dc:creator><![CDATA[Lets Marketing]]></dc:creator>
		<pubDate>Thu, 16 Apr 2026 15:35:09 +0000</pubDate>
				<category><![CDATA[Notícias]]></category>
		<category><![CDATA[Tributário]]></category>
		<guid isPermaLink="false">https://viseu.com.br/?p=11940</guid>

					<description><![CDATA[<p>Guilherme Manier, sócio da área Tributária do Viseu, participou do programa Cripto Real, da CNN Money, para analisar os limites...</p>
<p>O post <a href="https://viseu.com.br/noticias/tributar-cripto-exige-criterio-nao-aumento-de-aliquotas/">Tributar cripto exige critério, não aumento de alíquotas</a> apareceu primeiro em <a href="https://viseu.com.br">Viseu Advogados</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Guilherme Manier, sócio da área Tributária do Viseu, participou do programa Cripto Real, da CNN Money, para analisar os limites da incidência de IOF sobre criptoativos e os impactos das novas regras para o mercado.</p>
<p>Na conversa, destacou que a proposta de elevar o IOF, inclusive sobre operações com stablecoins, pode desorganizar incentivos e desestimular o uso desses ativos, sem necessariamente ampliar a eficiência da fiscalização. Isso porque muitas dessas operações não configuram câmbio em sentido estrito, o que abre espaço para discussões jurídicas relevantes.</p>
<p>Também chamou atenção para o momento regulatório: com mais transparência e cruzamento de dados, o desafio deixa de ser apenas controlar e passa a ser calibrar a tributação com consistência.</p>
<p>“O aumento de alíquota tende a desestimular o mercado, sem garantir mais eficiência na fiscalização”, explica Manier.</p>
<p>Assista à entrevista completa <a href="https://www.youtube.com/watch?v=Xsh_8OpE1AU&amp;t=2976s">clicando aqui</a> e entenda os impactos para empresas e investidores.</p>
<p>&nbsp;</p>
<p>O post <a href="https://viseu.com.br/noticias/tributar-cripto-exige-criterio-nao-aumento-de-aliquotas/">Tributar cripto exige critério, não aumento de alíquotas</a> apareceu primeiro em <a href="https://viseu.com.br">Viseu Advogados</a>.</p>
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		<title>Otimização de Operações Globais via Cost-Sharing Agreements (CSA) no Brasil</title>
		<link>https://viseu.com.br/noticias/otimizacao-de-operacoes-globais-via-cost-sharing-agreements-csa-no-brasil/</link>
		
		<dc:creator><![CDATA[Lets Marketing]]></dc:creator>
		<pubDate>Mon, 13 Apr 2026 22:16:38 +0000</pubDate>
				<category><![CDATA[Notícias]]></category>
		<category><![CDATA[Societário]]></category>
		<category><![CDATA[Tributário]]></category>
		<guid isPermaLink="false">https://viseu.com.br/?p=11930</guid>

					<description><![CDATA[<p>À medida que grupos multinacionais buscam otimizar suas operações e centralizar funções administrativas, o Brasil permite a adoção de um...</p>
<p>O post <a href="https://viseu.com.br/noticias/otimizacao-de-operacoes-globais-via-cost-sharing-agreements-csa-no-brasil/">Otimização de Operações Globais via Cost-Sharing Agreements (CSA) no Brasil</a> apareceu primeiro em <a href="https://viseu.com.br">Viseu Advogados</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p style="font-weight: 400;">À medida que grupos multinacionais buscam otimizar suas operações e centralizar funções administrativas, o Brasil permite a adoção de um mecanismo específico, ainda que estritamente regulado, para alocação eficiente de custos: o Cost Sharing Agreement (CSA).</p>
<p style="font-weight: 400;">Quando corretamente estruturado, um CSA permite o reembolso de despesas administrativas entre entidades do grupo sem a incidência dos encargos tributários tipicamente associados à prestação de serviços transfronteiriça (tais como elevadas retenções na fonte e a aplicação de margens de lucro).</p>
<p style="font-weight: 400;"><strong>O valor estratégico de um CSA</strong></p>
<p style="font-weight: 400;"><strong> </strong>No contexto tributário brasileiro, a distinção entre um contrato de prestação de serviços e um acordo de compartilhamento de custos é fundamental. O CSA não constitui um instrumento de geração de lucro, mas sim um arranjo de benefício mútuo, no qual custos e riscos são alocados com base no benefício efetivo ou esperado para cada participante.</p>
<p style="font-weight: 400;"><strong>Principais requisitos para uma estrutura robusta</strong></p>
<p style="font-weight: 400;"><strong> </strong>Para que a estrutura seja reconhecida pela Receita Federal do Brasil (RFB), os seguintes critérios devem ser rigorosamente observados:</p>
<ul>
<li><strong>Ausência de margem de lucro:</strong> A essência de um CSA é o reembolso. Qualquer margem ou participação em lucros descaracteriza o acordo, requalificando-o como prestação de serviços e sujeitando-o a regime tributário distinto.</li>
<li><strong>Interesse comum e benefício coletivo:</strong> As atividades devem gerar benefício mútuo a todos os participantes. Devem estar restritas a atividades-meio/administrativas (como recursos humanos, tecnologia da informação e contabilidade), não podendo abranger as atividades-fim das empresas.</li>
<li><strong>Critérios objetivos de rateio:</strong> Os custos devem ser alocados com base em critérios indiretos e objetivos (como número de empregados, usuários, apontamento de horas, receita líquida, entre outros, conforme a natureza de cada custo ou despesa).</li>
<li><strong>Despesas efetivas e necessárias:</strong> Todos os valores reembolsados devem ser devidamente comprovados, necessários e usuais às operações da empresa.</li>
<li><strong>Contabilidade segregada: </strong>Tanto a entidade centralizadora quanto as beneficiárias devem manter registros contábeis separados e detalhados especificamente para fins de rateio.</li>
<li><strong>Formalização prévia:</strong> O acordo deve ser previamente formalizado por meio de contrato escrito, com prazo indeterminado (serviços isolados ou pontuais não se qualificam).</li>
<li><strong>Preços de transferência: </strong>As condições devem refletir aquelas que seriam acordadas entre partes independentes em circunstâncias comparáveis (princípio da plena concorrência).</li>
<li><strong>Alocação de riscos</strong>: O acordo deve estabelecer, de forma objetiva, a divisão dos custos e dos riscos inerentes.</li>
<li><strong>Tratamento contábil: </strong>A entidade centralizadora deve reconhecer contabilmente apenas a parcela que lhe cabe do custo ou despesa, tratando o excedente como crédito recuperável.</li>
</ul>
<p>O post <a href="https://viseu.com.br/noticias/otimizacao-de-operacoes-globais-via-cost-sharing-agreements-csa-no-brasil/">Otimização de Operações Globais via Cost-Sharing Agreements (CSA) no Brasil</a> apareceu primeiro em <a href="https://viseu.com.br">Viseu Advogados</a>.</p>
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		<title>Leandro Artioli ingressa como sócio da área tributária</title>
		<link>https://viseu.com.br/noticias/leandro-artioli-ingressa-como-socio-da-area-tributaria/</link>
		
		<dc:creator><![CDATA[Lets Marketing]]></dc:creator>
		<pubDate>Wed, 01 Apr 2026 19:58:35 +0000</pubDate>
				<category><![CDATA[INSTITUCIONAL]]></category>
		<category><![CDATA[Notícias]]></category>
		<category><![CDATA[Tributário]]></category>
		<guid isPermaLink="false">https://viseu.com.br/?p=11873</guid>

					<description><![CDATA[<p>O Viseu Advogados anuncia o ingresso de Leandro Artioli como novo sócio da área tributária do escritório. Com quase 20...</p>
<p>O post <a href="https://viseu.com.br/noticias/leandro-artioli-ingressa-como-socio-da-area-tributaria/">Leandro Artioli ingressa como sócio da área tributária</a> apareceu primeiro em <a href="https://viseu.com.br">Viseu Advogados</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>O Viseu Advogados anuncia o ingresso de <a id="ember39" class="ember-view" tabindex="0" href="https://www.linkedin.com/in/leandro-artioli-631a805a/">Leandro Artioli</a> como novo sócio da área tributária do escritório. Com quase 20 anos de atuação em Direito Tributário, ele chega para somar experiência, profundidade técnica e capacidade de liderança a uma prática estratégica e de grande relevância para o escritório.</p>
<p>Ao longo de sua trajetória, consolidou sólida experiência em consultivo e contencioso tributário, com atuação em questões complexas envolvendo empresas e grupos econômicos de diferentes setores, demandas que exigem domínio técnico aprofundado, visão estratégica e capacidade de condução de situações de alto impacto.</p>
<p>Passou por escritórios de referência no mercado como o BMA – Barbosa Müssnich Aragão, onde aprofundou sua especialização em matérias tributárias de alta complexidade, Tudisco &amp; Rodrigues Advogados e, mais recentemente, fundou seu próprio escritório dedicado à prática tributária. Leandro também atua por mais de uma década como professor do curso de pós-graduação do Instituto Brasileiro de Estudos Tributários – IBET, coordena o Curso de Extensão em Planejamento Tributário da mesma instituição, referência nacional no ensino e na pesquisa em Direito Tributário, o que reforça sua capacidade analítica e seu compromisso com a excelência técnica. Também atuou como juiz perante o Tribunal de Impostos e Taxas de São Paulo (TIT) no biênio 2022-2023.</p>
<p>Seu ingresso no Viseu Advogados representa um movimento relevante de expansão e qualificação da prática tributária, agregando experiência de mercado, bagagem acadêmica e uma visão integrada do consultivo e do contencioso.</p>
<p>A área tributária do Viseu Advogados, integrada pelo sócio <a id="ember40" class="ember-view" tabindex="0" href="https://www.linkedin.com/in/guilherme-manier-730b5780/">Guilherme Manier</a>, atua tanto no consultivo quanto no contencioso, assessorando empresas e grupos econômicos em suas demandas fiscais com rigor técnico e visão estratégica. Com a chegada de Leandro, a prática passa a contar com dois sócios dedicados, ampliando sua estrutura e capacidade de atendimento.</p>
<p>Com sua chegada, o Viseu Advogados reforça sua proposta de oferecer atuação tributária sofisticada, estratégica e conectada às demandas atuais de empresas e grupos econômicos que buscam segurança jurídica e excelência técnica no trato de suas questões fiscais.</p>
<p>O post <a href="https://viseu.com.br/noticias/leandro-artioli-ingressa-como-socio-da-area-tributaria/">Leandro Artioli ingressa como sócio da área tributária</a> apareceu primeiro em <a href="https://viseu.com.br">Viseu Advogados</a>.</p>
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		<title>Reforma Tributária estimula ‘pejotização’ no mercado de aluguel de imóveis</title>
		<link>https://viseu.com.br/noticias/reforma-tributaria-estimula-pejotizacao-no-mercado-de-aluguel-de-imoveis/</link>
		
		<dc:creator><![CDATA[Lets Marketing]]></dc:creator>
		<pubDate>Fri, 06 Mar 2026 21:44:05 +0000</pubDate>
				<category><![CDATA[Notícias]]></category>
		<category><![CDATA[Tributário]]></category>
		<guid isPermaLink="false">https://viseu.com.br/?p=11846</guid>

					<description><![CDATA[<p>Uma mudança tributária pode alterar a forma como proprietários estruturam a locação de imóveis no Brasil. Guilherme Manier, sócio da...</p>
<p>O post <a href="https://viseu.com.br/noticias/reforma-tributaria-estimula-pejotizacao-no-mercado-de-aluguel-de-imoveis/">Reforma Tributária estimula ‘pejotização’ no mercado de aluguel de imóveis</a> apareceu primeiro em <a href="https://viseu.com.br">Viseu Advogados</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Uma mudança tributária pode alterar a forma como proprietários estruturam a locação de imóveis no Brasil. Guilherme Manier, sócio da área Tributária do Viseu, analisa como a introdução do IBS e da CBS pode elevar a carga sobre aluguéis recebidos por pessoa física para cerca de 35,9%, enquanto a locação realizada por pessoa jurídica pode resultar em tributação aproximada de 19,28%.</p>
<p>Diante desse cenário, cresce o interesse pela criação de holdings imobiliárias, especialmente entre proprietários com maior número de imóveis ou receitas mais elevadas. Ainda assim, a decisão exige análise individualizada, considerando fatores como planejamento patrimonial, intenção de venda e estrutura de renda.</p>
<p>Saiba mais no Diário do Comércio <a href="https://dcomercio.com.br/publicacao/s/reforma-tributaria-estimula-pejotizacao-no-mercado-de-aluguel-de-imoveis">clicando aqui</a></p>
<p>O post <a href="https://viseu.com.br/noticias/reforma-tributaria-estimula-pejotizacao-no-mercado-de-aluguel-de-imoveis/">Reforma Tributária estimula ‘pejotização’ no mercado de aluguel de imóveis</a> apareceu primeiro em <a href="https://viseu.com.br">Viseu Advogados</a>.</p>
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		<title>Tributação de Alta Renda: O que Muda com a Lei 15.270/2025</title>
		<link>https://viseu.com.br/noticias/tributacao-de-alta-renda-o-que-muda-com-a-lei-15-270-2025/</link>
		
		<dc:creator><![CDATA[Lets Marketing]]></dc:creator>
		<pubDate>Fri, 28 Nov 2025 18:28:43 +0000</pubDate>
				<category><![CDATA[Notícias]]></category>
		<category><![CDATA[Tributário]]></category>
		<guid isPermaLink="false">https://viseu.com.br/?p=11415</guid>

					<description><![CDATA[<p>A Lei nº 15.270/2025 altera profundamente a tributação de pessoas físicas classificadas como “de alta renda” e a mecânica de...</p>
<p>O post <a href="https://viseu.com.br/noticias/tributacao-de-alta-renda-o-que-muda-com-a-lei-15-270-2025/">Tributação de Alta Renda: O que Muda com a Lei 15.270/2025</a> apareceu primeiro em <a href="https://viseu.com.br">Viseu Advogados</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p class="s8"><span class="s7"><span class="bumpedFont17">A Lei nº 15.270/2025 altera profundamente a tributação de pessoas físicas </span></span><span class="s7"><span class="bumpedFont17">classificadas como “</span></span><span class="s7"><span class="bumpedFont17">de alta renda</span></span><span class="s7"><span class="bumpedFont17">”</span></span><span class="s7"><span class="bumpedFont17"> e a mecânica d</span></span><span class="s7"><span class="bumpedFont17">e tributação distribuição</span></span><span class="s7"><span class="bumpedFont17"> de lucros no Brasil a partir de 2026.</span></span></p>
<p class="s8"><span class="s7"><span class="bumpedFont17">Os três pilares centrais </span></span><span class="s7"><span class="bumpedFont17">dessas alterações </span></span><span class="s7"><span class="bumpedFont17">são:</span></span></p>
<ul>
<li class="s10"><span class="s7"><span class="bumpedFont17">tributação mensal de dividendos</span></span><span class="s7"><span class="bumpedFont17">, </span></span><span class="s7"><span class="bumpedFont17">pela imposição de Imposto de Renda Retido na Fonte – “IRRF” – </span></span><span class="s7"><span class="bumpedFont17">de 10% sobre o total mensal </span></span><span class="s7"><span class="bumpedFont17">recebido como dividendos, </span></span><span class="s7"><span class="bumpedFont17">quando super</span></span><span class="s7"><span class="bumpedFont17">ior a</span></span><span class="s7"><span class="bumpedFont17"> R$ 50 mil pagos por uma mesma </span></span><span class="s7"><span class="bumpedFont17">pessoa jurídica</span></span><span class="s7"><span class="bumpedFont17"> – até 31.12.2025, esses valores eram isentos</span></span><span class="s7"><span class="bumpedFont17">;</span></span></li>
<li><span class="s7"><span class="bumpedFont17">tributação mínima anual </span></span><span class="s7"><span class="bumpedFont17">pelo imposto de renda (“IRPFM”) </span></span><span class="s7"><span class="bumpedFont17">entre 0% e 10% sobre a base ampliada para rendas acima de R$ 600 mil/ano</span></span><span class="s7"><span class="bumpedFont17"> – até 31.12.2025 não havia tributação mínima, havendo possibilidade não apenas de não </span></span><span class="s7"><span class="bumpedFont17">tributação</span></span><span class="s7"><span class="bumpedFont17"> mas de restituição</span></span><span class="s7"><span class="bumpedFont17">;</span></span></li>
<li><span class="s7"><span class="bumpedFont17">redutor </span></span><span class="s7"><span class="bumpedFont17">pessoa jurídica</span></span> <span class="s11"><span class="bumpedFont17">→</span></span> <span class="s7"><span class="bumpedFont17">pessoa física</span></span><span class="s7"><span class="bumpedFont17"> quando a carga combinada </span></span><span class="s7"><span class="bumpedFont17">de imposto sobre a renda </span></span><span class="s7"><span class="bumpedFont17">pago por estas pessoas </span></span><span class="s7"><span class="bumpedFont17">ultrapassa</span></span><span class="s7"><span class="bumpedFont17">r</span></span><span class="s7"><span class="bumpedFont17"> 34%, 40% ou 45%</span></span><span class="s7"><span class="bumpedFont17"> – como tentativa de mitigar os mencionados aumentos, </span></span><span class="s7"><span class="bumpedFont17">há mecanismo para</span></span><span class="s7"><span class="bumpedFont17">cálculo de tributação máxima.</span></span></li>
</ul>
<p>&nbsp;</p>
<p><strong><span class="s2"><span class="bumpedFont17">Tributação Mensal de Dividendos – Regra dos 50 mil</span></span></strong></p>
<p class="s8"><span class="s7"><span class="bumpedFont17">Ultrapassado o limite de R$ 50.000,00 pagos no mês (por uma mesma </span></span><span class="s7"><span class="bumpedFont17">pessoa jurídica</span></span><span class="s7"><span class="bumpedFont17"> a uma mesma </span></span><span class="s7"><span class="bumpedFont17">pessoa física</span></span><span class="s7"><span class="bumpedFont17">), aciona-se o gatilho</span></span><span class="s7"><span class="bumpedFont17"> e </span></span><span class="s7"><span class="bumpedFont17">se </span></span><span class="s7"><span class="bumpedFont17">aplica</span></span><span class="s7"><span class="bumpedFont17"> IRRF de 10% </span></span><span class="s12"><span class="bumpedFont17">sobre o total</span></span><span class="s7"><span class="bumpedFont17"> mensal</span></span><span class="s7"><span class="bumpedFont17"> pago</span></span><span class="s7"><span class="bumpedFont17">.</span></span><span class="s7"><span class="bumpedFont17">Não existe tributação apenas sobre </span></span><span class="s7"><span class="bumpedFont17">excedente.</span></span></p>
<p class="s8"><span class="s7"><span class="bumpedFont17">Lucros apurados até 2025 e </span></span><span class="s7"><span class="bumpedFont17">com deliberação de distribuição </span></span><span class="s7"><span class="bumpedFont17">aprovad</span></span><span class="s7"><span class="bumpedFont17">a</span></span><span class="s7"><span class="bumpedFont17"> até 31/12/2025 continuam isentos até 2028, se pagos conforme a aprovação original.</span></span></p>
<p>&nbsp;</p>
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" width="770" height="462" /></p>
<div class="s5"><strong><span class="s2"><span class="bumpedFont17"><br />
Tributação Mínima Anual – Base Ampliada</span></span></strong></div>
<p class="s8"><span class="s7"><span class="bumpedFont17">Será aplicado Imposto de Renda da Pessoa Física Mínimo (“IRPFM”)</span></span><span class="s7"><span class="bumpedFont17"> quando a renda anual da </span></span><span class="s7"><span class="bumpedFont17">pessoa física</span></span><span class="s7"><span class="bumpedFont17"> ultrapassa</span></span><span class="s7"><span class="bumpedFont17">r</span></span><span class="s7"><span class="bumpedFont17"> R$ 600 mil.</span></span></p>
<p class="s8"><span class="s7"><span class="bumpedFont17">A alíquota varia:</span></span></p>
<ul>
<li class="s8"><span class="s7"><span class="bumpedFont17">entre 600 mil e 1,2 milhão </span></span><span class="s11"><span class="bumpedFont17">→</span></span><span class="s7"><span class="bumpedFont17"> progressiva entre 0% e 10%;</span></span></li>
<li class="s8"><span class="s7"><span class="bumpedFont17">acima de 1,2 milh</span></span><span class="s7"><span class="bumpedFont17">ã</span></span><span class="s7"><span class="bumpedFont17">o </span></span><span class="s11"><span class="bumpedFont17">→</span></span><span class="s7"><span class="bumpedFont17"> 10%.</span></span></li>
</ul>
<p class="s8"><span class="s7"><span class="bumpedFont17">Rendimentos entram na base, inclusive d</span></span><span class="s7"><span class="bumpedFont17">ividendos</span></span><span class="s7"><span class="bumpedFont17">, salvo </span></span><span class="s7"><span class="bumpedFont17">se pagos relativamente a lucros apurados</span></span><span class="s7"><span class="bumpedFont17"> at</span></span><span class="s7"><span class="bumpedFont17">é</span></span><span class="s7"><span class="bumpedFont17"> 2025 aprovados at</span></span><span class="s7"><span class="bumpedFont17">é</span></span><span class="s7"><span class="bumpedFont17"> 31/12/2025.</span></span> <span class="s7"><span class="bumpedFont17">A tributa</span></span><span class="s7"><span class="bumpedFont17">çã</span></span><span class="s7"><span class="bumpedFont17">o m</span></span><span class="s7"><span class="bumpedFont17">í</span></span><span class="s7"><span class="bumpedFont17">nima </span></span><span class="s7"><span class="bumpedFont17">é</span></span><span class="s7"><span class="bumpedFont17"> reduzida pelo</span></span><span class="s7"><span class="bumpedFont17"> imposto</span></span><span class="s7"><span class="bumpedFont17"> de renda já retido na fonte sobre os rendimentos </span></span><span class="s7"><span class="bumpedFont17">inseridos na</span></span><span class="s7"><span class="bumpedFont17"> base </span></span><span class="s7"><span class="bumpedFont17">(incluindo o IRRF de 10%</span></span><span class="s7"><span class="bumpedFont17"> sobre dividendos</span></span><span class="s7"><span class="bumpedFont17">)</span></span><span class="s7"><span class="bumpedFont17">.</span></span></p>
<p>&nbsp;</p>
<p class="s14"><img decoding="async" class="s16" 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" width="786" height="464" /></p>
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<div class="s5"><strong><span class="s2"><span class="bumpedFont17">Redutor </span></span><span class="s2"><span class="bumpedFont17">P</span></span><span class="s2"><span class="bumpedFont17">essoa </span></span><span class="s2"><span class="bumpedFont17">J</span></span><span class="s2"><span class="bumpedFont17">urídica</span></span> <span class="s17"><span class="bumpedFont17">→</span></span> <span class="s2"><span class="bumpedFont17">P</span></span><span class="s2"><span class="bumpedFont17">essoa </span></span><span class="s2"><span class="bumpedFont17">F</span></span><span class="s2"><span class="bumpedFont17">ísica</span></span> <span class="s2"><span class="bumpedFont17">– </span></span><span class="s2"><span class="bumpedFont17">Intera</span></span><span class="s2"><span class="bumpedFont17">çã</span></span><span class="s2"><span class="bumpedFont17">o entre as cargas</span></span></strong></div>
<p class="s8"><span class="s7"><span class="bumpedFont17">Quando a soma da carga efetiva </span></span><span class="s7"><span class="bumpedFont17">de tributos sobre a renda </span></span><span class="s7"><span class="bumpedFont17">da </span></span><span class="s7"><span class="bumpedFont17">pessoa jurídica</span></span><span class="s7"><span class="bumpedFont17"> (IR</span></span><span class="s7"><span class="bumpedFont17">PJ</span></span><span class="s7"><span class="bumpedFont17">+CSLL) e da </span></span><span class="s7"><span class="bumpedFont17">pessoa física</span></span><span class="s7"><span class="bumpedFont17"> (mínimo teórico/REND) ultrapassar os limites nominais (34%, 40% ou 45%), aplica-se redutor.</span></span></p>
<p class="s8"><span class="s7"><span class="bumpedFont17">R</span></span><span class="s7"><span class="bumpedFont17">edutor = excedente percentual × dividendos anuais sujeitos</span></span><span class="s7"><span class="bumpedFont17"> à tributação</span></span><span class="s7"><span class="bumpedFont17">.</span></span></p>
<p>&nbsp;</p>
<p class="s14"><img decoding="async" class="s18" 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" width="824" height="494" /></p>
<h3 class="s5"><span class="s2"><span class="bumpedFont17">Cenários </span></span><span class="s2"><span class="bumpedFont17">Exemplificativos</span></span></h3>
<p class="s8"><strong><span class="s7"><span class="bumpedFont17">CENÁRIO 1 — Dividendos de R$ 60 mil/mês:</span></span></strong></p>
<ul>
<li class="s8"><span class="s7"><span class="bumpedFont17">IRRF</span></span><span class="s7"><span class="bumpedFont17">/Dividendos</span></span><span class="s7"><span class="bumpedFont17"> mensal = 6k </span></span><span class="s11"><span class="bumpedFont17">→</span></span><span class="s7"><span class="bumpedFont17"> anual = 72k</span></span></li>
<li class="s8"><span class="s7"><span class="bumpedFont17">IRPFM</span></span> <span class="s7"><span class="bumpedFont17">≈</span></span><span class="s7"><span class="bumpedFont17"> 14.400</span></span></li>
<li class="s8"><span class="s7"><span class="bumpedFont17">Integralmente compensado pelo IRRF</span></span><span class="s7"><span class="bumpedFont17">/Dividendos</span></span></li>
</ul>
<p>&nbsp;</p>
<p class="s8"><strong><span class="s7"><span class="bumpedFont17">CEN</span></span><span class="s7"><span class="bumpedFont17">Á</span></span><span class="s7"><span class="bumpedFont17">RIO 2 </span></span><span class="s7"><span class="bumpedFont17">—</span></span><span class="s7"><span class="bumpedFont17"> Dividendos de R$ 120 mil/m</span></span><span class="s7"><span class="bumpedFont17">ê</span></span><span class="s7"><span class="bumpedFont17">s:</span></span></strong></p>
<ul>
<li class="s8"><span class="s7"><span class="bumpedFont17">IRRF</span></span><span class="s7"><span class="bumpedFont17">/Dividendos</span></span><span class="s7"><span class="bumpedFont17"> anual = 144k</span></span></li>
<li class="s8"><span class="s7"><span class="bumpedFont17">IRPFM</span></span><span class="s7"><span class="bumpedFont17"> = 144k</span></span></li>
<li class="s8"><span class="s7"><span class="bumpedFont17">Compensa</span></span><span class="s7"><span class="bumpedFont17">çã</span></span><span class="s7"><span class="bumpedFont17">o total; sem complemento</span></span></li>
</ul>
<p>&nbsp;</p>
<p class="s8"><strong><span class="s7"><span class="bumpedFont17">CEN</span></span><span class="s7"><span class="bumpedFont17">Á</span></span><span class="s7"><span class="bumpedFont17">RIO 3 </span></span><span class="s7"><span class="bumpedFont17">—</span></span><span class="s7"><span class="bumpedFont17"> R$ 300 mil/m</span></span><span class="s7"><span class="bumpedFont17">ê</span></span><span class="s7"><span class="bumpedFont17">s via duas </span></span><span class="s7"><span class="bumpedFont17">pessoa</span></span><span class="s7"><span class="bumpedFont17">s</span></span><span class="s7"><span class="bumpedFont17">jurídica</span></span><span class="s7"><span class="bumpedFont17">s:</span></span></strong></p>
<ul>
<li class="s8"><span class="s7"><span class="bumpedFont17">IRRF</span></span><span class="s7"><span class="bumpedFont17">/Dividendos</span></span><span class="s7"><span class="bumpedFont17"> anual = 360k</span></span></li>
<li class="s8"><span class="s7"><span class="bumpedFont17">IRPFM</span></span><span class="s7"><span class="bumpedFont17"> = 360k</span></span></li>
<li class="s8"><span class="s7"><span class="bumpedFont17">Se </span></span><span class="s7"><span class="bumpedFont17">pessoa jurídica</span></span><span class="s7"><span class="bumpedFont17"> tiver alta carga efetiva, redutor reduz tributa</span></span><span class="s7"><span class="bumpedFont17">çã</span></span><span class="s7"><span class="bumpedFont17">o final</span></span></li>
</ul>
<p>&nbsp;</p>
<p><strong><span class="s2"><span class="bumpedFont17">O que fazer a</span></span><span class="s2"><span class="bumpedFont17">té 31</span></span><span class="s2"><span class="bumpedFont17">.</span></span><span class="s2"><span class="bumpedFont17">12</span></span><span class="s2"><span class="bumpedFont17">.</span></span><span class="s2"><span class="bumpedFont17">2025</span></span><span class="s2"><span class="bumpedFont17">?</span></span></strong></p>
<ul>
<li class="s8"><span class="s7"><span class="bumpedFont17">Aprovar </span></span><span class="s7"><span class="bumpedFont17">distribuição de </span></span><span class="s7"><span class="bumpedFont17">lucros e </span></span><span class="s7"><span class="bumpedFont17">rever </span></span><span class="s7"><span class="bumpedFont17">reservas de 2025 antes do ano acabar.</span></span></li>
<li class="s8"><span class="s7"><span class="bumpedFont17">Mapear rendas e simular impacto d</span></span><span class="s7"><span class="bumpedFont17">o IRPFM</span></span><span class="s7"><span class="bumpedFont17">.</span></span></li>
<li class="s8"><span class="s7"><span class="bumpedFont17">Revisar alíquota efetiva </span></span><span class="s7"><span class="bumpedFont17">de tributos sobre a renda </span></span><span class="s7"><span class="bumpedFont17">da </span></span><span class="s7"><span class="bumpedFont17">pessoa jurídica</span></span><span class="s7"><span class="bumpedFont17">.</span></span></li>
<li class="s8"><span class="s7"><span class="bumpedFont17">Ajustar estrutura de </span></span><span class="s7"><span class="bumpedFont17">múltiplas </span></span><span class="s7"><span class="bumpedFont17">pessoa</span></span><span class="s7"><span class="bumpedFont17"> jurídica</span></span><span class="s7"><span class="bumpedFont17">s se necessário.</span></span></li>
<li class="s8"><span class="s7"><span class="bumpedFont17">Planejar sucessão usando lucros 2025.</span></span></li>
</ul>
<p>O post <a href="https://viseu.com.br/noticias/tributacao-de-alta-renda-o-que-muda-com-a-lei-15-270-2025/">Tributação de Alta Renda: O que Muda com a Lei 15.270/2025</a> apareceu primeiro em <a href="https://viseu.com.br">Viseu Advogados</a>.</p>
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		<title>Viseu é destaque no ITR 2026</title>
		<link>https://viseu.com.br/noticias/viseu-e-destaque-no-itr-2026/</link>
		
		<dc:creator><![CDATA[Lets Marketing]]></dc:creator>
		<pubDate>Thu, 13 Nov 2025 20:00:16 +0000</pubDate>
				<category><![CDATA[INSTITUCIONAL]]></category>
		<category><![CDATA[Notícias]]></category>
		<category><![CDATA[Tributário]]></category>
		<guid isPermaLink="false">https://viseu.com.br/?p=11380</guid>

					<description><![CDATA[<p>O Viseu foi reconhecido pelo ITR (International Tax Review) 2026 entre os principais escritórios do país nas práticas de General...</p>
<p>O post <a href="https://viseu.com.br/noticias/viseu-e-destaque-no-itr-2026/">Viseu é destaque no ITR 2026</a> apareceu primeiro em <a href="https://viseu.com.br">Viseu Advogados</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>O Viseu foi reconhecido pelo <a class="ql-mention" spellcheck="false" href="https://www.linkedin.com/posts/bernardo-de-senna-148bb017_%C3%A9-com-satisfa%C3%A7%C3%A3o-que-compartilhamos-que-nosso-activity-7394749720386113536-eF_l?utm_source=share&amp;utm_medium=member_desktop&amp;rcm=ACoAAAfY-rsBgsoELzFWor9sCw5PQpg0kldDjVU#" data-entity-urn="urn:li:fsd_company:20297065" data-guid="2" data-object-urn="urn:li:fsd_company:20297065" data-original-text="ITR (International Tax Review)" data-test-ql-mention="true">ITR (International Tax Review)</a> 2026 entre os principais escritórios do país nas práticas de General Corporate Tax e Tax Controversy.</p>
<p>Este resultado reforça a excelência e o olhar estratégico da nossa área Tributária, que atua de forma 360, combinando técnica, visão de negócio e experiência multidisciplinar para oferecer soluções completas em matéria fiscal e societária.</p>
<p>Parabéns ao sócio <a class="ql-mention" spellcheck="false" href="https://www.linkedin.com/posts/bernardo-de-senna-148bb017_%C3%A9-com-satisfa%C3%A7%C3%A3o-que-compartilhamos-que-nosso-activity-7394749720386113536-eF_l?utm_source=share&amp;utm_medium=member_desktop&amp;rcm=ACoAAAfY-rsBgsoELzFWor9sCw5PQpg0kldDjVU#" data-entity-urn="urn:li:fsd_profile:ACoAABFBjFQBif1HYNshxTQlMg_BpfUL0-hpy_E" data-guid="3" data-object-urn="urn:li:fsd_profile:ACoAABFBjFQBif1HYNshxTQlMg_BpfUL0-hpy_E" data-original-text="Guilherme Manier" data-test-ql-mention="true">Guilherme Manier</a> e a toda a equipe pelo reconhecimento que reflete o comprometimento diário com nossos clientes e a confiança construída ao longo dessa jornada.</p>
<p>O post <a href="https://viseu.com.br/noticias/viseu-e-destaque-no-itr-2026/">Viseu é destaque no ITR 2026</a> apareceu primeiro em <a href="https://viseu.com.br">Viseu Advogados</a>.</p>
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		<title>CBS e IBS, em vigor  a partir de 2027, viram embate entre lojistas e shoppings</title>
		<link>https://viseu.com.br/noticias/cbs-e-ibs-em-vigor-a-partir-de-2027-viram-embate-entre-lojistas-e-shoppings/</link>
		
		<dc:creator><![CDATA[Lets Marketing]]></dc:creator>
		<pubDate>Tue, 04 Nov 2025 20:25:32 +0000</pubDate>
				<category><![CDATA[Notícias]]></category>
		<category><![CDATA[Tributário]]></category>
		<guid isPermaLink="false">https://viseu.com.br/?p=11366</guid>

					<description><![CDATA[<p>As mudanças trazidas pela Emenda Constitucional 132/2023 e pela Lei Complementar 214/2025 ainda nem entraram em vigor, mas já estão...</p>
<p>O post <a href="https://viseu.com.br/noticias/cbs-e-ibs-em-vigor-a-partir-de-2027-viram-embate-entre-lojistas-e-shoppings/">CBS e IBS, em vigor  a partir de 2027, viram embate entre lojistas e shoppings</a> apareceu primeiro em <a href="https://viseu.com.br">Viseu Advogados</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>As mudanças trazidas pela Emenda Constitucional 132/2023 e pela Lei Complementar 214/2025 ainda nem entraram em vigor, mas já estão gerando debates relevantes no mercado.</p>
<p>Em entrevista ao Diário do Comércio, Guilherme Manier, sócio da área Tributária do Viseu, analisou as novas cláusulas contratuais que vêm sendo incluídas por administradores de shoppings para repassar aos lojistas a responsabilidade pelos tributos da CBS e do IBS.</p>
<p>Segundo o advogado, além de trazer insegurança jurídica, essas cláusulas contrariam a premissa central da reforma, que prevê a incidência “por fora” dos tributos e o uso do split payment como mecanismo automático de compensação.</p>
<p>O tema merece atenção especial de empresas e locatários, que precisarão revisar contratos e estratégias tributárias para 2027.</p>
<p><a href="https://dcomercio.com.br/publicacao/s/cbs-e-ibs-em-vigor-a-partir-de-2027-viram-embate-entre-lojistas-e-shoppings">Leia a matéria completa aqui para saber mais.</a></p>
<p>O post <a href="https://viseu.com.br/noticias/cbs-e-ibs-em-vigor-a-partir-de-2027-viram-embate-entre-lojistas-e-shoppings/">CBS e IBS, em vigor  a partir de 2027, viram embate entre lojistas e shoppings</a> apareceu primeiro em <a href="https://viseu.com.br">Viseu Advogados</a>.</p>
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