{"id":12499,"titulo":"Portaria INEP nº 219, de 12 de maio de 2026","tipo":{"id":4053,"nome":"Portaria","ordem":8},"unidade":{"id":9303,"sigla":"INEP"},"ementa":"Fica instituído, no âmbito do Inep, o Grupo de Trabalho para Implementação do Enem - GT Enem, com a finalidade de coordenar, acompanhar e apoiar a implementação das disposições estabelecidas pelo Decreto nº 12.915, de 30 de março de 2026, que estabelecem o Enem como parte integrante do Saeb, com o objetivo aferir o domínio das competências e das habilidades esperadas ao final da educação básica.","numero":219,"anoText":"2026","dataDeEdicao":"2026-05-12","dataDePublicacao":"2026-05-14","disponivelEm":"https://www.in.gov.br/web/dou/-/portaria-n-219-de-12-de-maio-de-2026-*-705638942","vigente":true,"meioPublicacaoDou":true,"publicacaoNaoLocalizada":false,"orgaosResponsaveis":[{"id":1753,"nome":"INEP"}],"assuntos":[{"id":128653,"nome":"Órgãos colegiados do Ministério da Educação e das Entidades Vinculadas","linkPesquisa":"colegiados-mec-e-vinculadas"},{"id":124753,"nome":"Exame Nacional do Ensino Médio - ENEM","imageLink":"https://www.gov.br/inep/pt-br/centrais-de-conteudo/identidade-visual/Logo_ENEM.png","linkPesquisa":"enem"},{"id":149303,"nome":"Sistema de Avaliação da Educação Básica - SAEB","imageLink":"https://www.gov.br/inep/pt-br/centrais-de-conteudo/identidade-visual/Logosaeb.jpg","linkPesquisa":"saeb"}],"segmentosUnidos":[{"conteudo":"PORTARIA Nº 219, DE 12 DE MAIO DE 2026 (*)","ordem":0,"isDesatualizado":false,"estilo":{"alinhamento":1,"negrito":true,"cor":0,"espacoLateral":0,"espacoSuperior":true,"espacoInferior":true,"caixaAlta":true,"tamanhoFonte":1,"recuoPrimeiraLinha":false},"ato":{"id":12499,"vigente":false,"meioPublicacaoDou":false,"publicacaoNaoLocalizada":false}},{"conteudo":"O PRESIDENTE DO INSTITUTO NACIONAL DE ESTUDOS E PESQUISAS EDUCACIONAIS ANÍSIO TEIXEIRA - INEP, no uso das atribuições que lhe conferem o Anexo I, art. 22, inciso V, do Decreto nº 11.204, de 21 de setembro de 2022, e considerando o Decreto nº 12.915, de 30 de março de 2026, que dispõe sobre o Exame Nacional do Ensino Médio - Enem, resolve:","ordem":1,"isDesatualizado":false,"estilo":{"alinhamento":0,"negrito":false,"cor":0,"espacoLateral":0,"espacoSuperior":false,"espacoInferior":false,"caixaAlta":false,"tamanhoFonte":0,"recuoPrimeiraLinha":true},"ato":{"id":12499,"vigente":false,"meioPublicacaoDou":false,"publicacaoNaoLocalizada":false}},{"conteudo":"Art. 1º Fica instituído, no âmbito do Inep, o Grupo de Trabalho para Implementação do Enem - GT Enem, com a finalidade de coordenar, acompanhar e apoiar a implementação das disposições estabelecidas pelo Decreto nº 12.915, de 30 de março de 2026, que estabelecem o Enem como parte integrante do Saeb, com o objetivo aferir o domínio das competências e das habilidades esperadas ao final da educação básica.","ordem":2,"isDesatualizado":false,"estilo":{"alinhamento":0,"negrito":false,"cor":0,"espacoLateral":0,"espacoSuperior":false,"espacoInferior":false,"caixaAlta":false,"tamanhoFonte":0,"recuoPrimeiraLinha":true},"ato":{"id":12499,"vigente":false,"meioPublicacaoDou":false,"publicacaoNaoLocalizada":false}},{"conteudo":"Art. 2º Compete ao GT Enem:","ordem":3,"isDesatualizado":false,"estilo":{"alinhamento":0,"negrito":false,"cor":0,"espacoLateral":0,"espacoSuperior":false,"espacoInferior":false,"caixaAlta":false,"tamanhoFonte":0,"recuoPrimeiraLinha":true},"ato":{"id":12499,"vigente":false,"meioPublicacaoDou":false,"publicacaoNaoLocalizada":false}},{"conteudo":"I - coordenar as ações internas necessárias à implementação do Decreto nº 12.915, de 2026, no âmbito do Inep;","ordem":4,"isDesatualizado":false,"estilo":{"alinhamento":0,"negrito":false,"cor":0,"espacoLateral":0,"espacoSuperior":false,"espacoInferior":false,"caixaAlta":false,"tamanhoFonte":0,"recuoPrimeiraLinha":true},"ato":{"id":12499,"vigente":false,"meioPublicacaoDou":false,"publicacaoNaoLocalizada":false}},{"conteudo":"II - promover a articulação entre as unidades do Instituto envolvidas nas etapas de planejamento, execução, monitoramento e aperfeiçoamento do Enem 2026;","ordem":5,"isDesatualizado":false,"estilo":{"alinhamento":0,"negrito":false,"cor":0,"espacoLateral":0,"espacoSuperior":false,"espacoInferior":false,"caixaAlta":false,"tamanhoFonte":0,"recuoPrimeiraLinha":true},"ato":{"id":12499,"vigente":false,"meioPublicacaoDou":false,"publicacaoNaoLocalizada":false}},{"conteudo":"III - mapear processos, fluxos e responsabilidades institucionais relacionados ao Enem 2026, propondo melhorias e ajustes quando necessário;","ordem":6,"isDesatualizado":false,"estilo":{"alinhamento":0,"negrito":false,"cor":0,"espacoLateral":0,"espacoSuperior":false,"espacoInferior":false,"caixaAlta":false,"tamanhoFonte":0,"recuoPrimeiraLinha":true},"ato":{"id":12499,"vigente":false,"meioPublicacaoDou":false,"publicacaoNaoLocalizada":false}},{"conteudo":"IV - subsidiar o presidente do Inep na tomada de decisões relacionadas à operacionalização do Enem 2026;","ordem":7,"isDesatualizado":false,"estilo":{"alinhamento":0,"negrito":false,"cor":0,"espacoLateral":0,"espacoSuperior":false,"espacoInferior":false,"caixaAlta":false,"tamanhoFonte":0,"recuoPrimeiraLinha":true},"ato":{"id":12499,"vigente":false,"meioPublicacaoDou":false,"publicacaoNaoLocalizada":false}},{"conteudo":"V - acompanhar os prazos, entregas e riscos associados à implementação do marco normativo do Enem 2026;","ordem":8,"isDesatualizado":false,"estilo":{"alinhamento":0,"negrito":false,"cor":0,"espacoLateral":0,"espacoSuperior":false,"espacoInferior":false,"caixaAlta":false,"tamanhoFonte":0,"recuoPrimeiraLinha":true},"ato":{"id":12499,"vigente":false,"meioPublicacaoDou":false,"publicacaoNaoLocalizada":false}},{"conteudo":"VI - contribuir para a elaboração ou revisão de atos normativos, orientações técnicas e documentos institucionais relacionados ao exame;","ordem":9,"isDesatualizado":false,"estilo":{"alinhamento":0,"negrito":false,"cor":0,"espacoLateral":0,"espacoSuperior":false,"espacoInferior":false,"caixaAlta":false,"tamanhoFonte":0,"recuoPrimeiraLinha":true},"ato":{"id":12499,"vigente":false,"meioPublicacaoDou":false,"publicacaoNaoLocalizada":false}},{"conteudo":"VII - apoiar a interlocução com o Ministério da Educação e demais órgãos e entidades envolvidos na implementação do Enem 2026; e","ordem":10,"isDesatualizado":false,"estilo":{"alinhamento":0,"negrito":false,"cor":0,"espacoLateral":0,"espacoSuperior":false,"espacoInferior":false,"caixaAlta":false,"tamanhoFonte":0,"recuoPrimeiraLinha":true},"ato":{"id":12499,"vigente":false,"meioPublicacaoDou":false,"publicacaoNaoLocalizada":false}},{"conteudo":"VIII - promover a interlocução com os Estados e o Distrito Federal, com vistas a assegurar as condições necessárias à adequada realização da avaliação, nos termos da legislação vigente.","ordem":11,"isDesatualizado":false,"estilo":{"alinhamento":0,"negrito":false,"cor":0,"espacoLateral":0,"espacoSuperior":false,"espacoInferior":false,"caixaAlta":false,"tamanhoFonte":0,"recuoPrimeiraLinha":true},"ato":{"id":12499,"vigente":false,"meioPublicacaoDou":false,"publicacaoNaoLocalizada":false}},{"conteudo":"Art. 3º Ficam designados os seguintes servidores para compor o GT Enem:","ordem":12,"isDesatualizado":false,"estilo":{"alinhamento":0,"negrito":false,"cor":0,"espacoLateral":0,"espacoSuperior":false,"espacoInferior":false,"caixaAlta":false,"tamanhoFonte":0,"recuoPrimeiraLinha":true},"ato":{"id":12499,"vigente":false,"meioPublicacaoDou":false,"publicacaoNaoLocalizada":false}},{"conteudo":"I - Diretor de Avaliação da Educação Básica - DAEB:","ordem":13,"isDesatualizado":false,"estilo":{"alinhamento":0,"negrito":false,"cor":0,"espacoLateral":0,"espacoSuperior":false,"espacoInferior":false,"caixaAlta":false,"tamanhoFonte":0,"recuoPrimeiraLinha":true},"ato":{"id":12499,"vigente":false,"meioPublicacaoDou":false,"publicacaoNaoLocalizada":false}},{"conteudo":"a) Eduardo Carvalho Sousa","ordem":14,"isDesatualizado":false,"estilo":{"alinhamento":0,"negrito":false,"cor":0,"espacoLateral":0,"espacoSuperior":false,"espacoInferior":false,"caixaAlta":false,"tamanhoFonte":0,"recuoPrimeiraLinha":true},"ato":{"id":12499,"vigente":false,"meioPublicacaoDou":false,"publicacaoNaoLocalizada":false}},{"conteudo":"II - Diretora de Gestão e Planejamento - DGP:","ordem":15,"isDesatualizado":false,"estilo":{"alinhamento":0,"negrito":false,"cor":0,"espacoLateral":0,"espacoSuperior":false,"espacoInferior":false,"caixaAlta":false,"tamanhoFonte":0,"recuoPrimeiraLinha":true},"ato":{"id":12499,"vigente":false,"meioPublicacaoDou":false,"publicacaoNaoLocalizada":false}},{"conteudo":"a) Dayanne Rousei de Oliveira Amaral","ordem":16,"isDesatualizado":false,"estilo":{"alinhamento":0,"negrito":false,"cor":0,"espacoLateral":0,"espacoSuperior":false,"espacoInferior":false,"caixaAlta":false,"tamanhoFonte":0,"recuoPrimeiraLinha":true},"ato":{"id":12499,"vigente":false,"meioPublicacaoDou":false,"publicacaoNaoLocalizada":false}},{"conteudo":"III - 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Chefe do Gabinete da Presidência:","ordem":21,"isDesatualizado":false,"estilo":{"alinhamento":0,"negrito":false,"cor":0,"espacoLateral":0,"espacoSuperior":false,"espacoInferior":false,"caixaAlta":false,"tamanhoFonte":0,"recuoPrimeiraLinha":true},"ato":{"id":12499,"vigente":false,"meioPublicacaoDou":false,"publicacaoNaoLocalizada":false}},{"conteudo":"a) Juliana Frizzoni Candian","ordem":22,"isDesatualizado":false,"estilo":{"alinhamento":0,"negrito":false,"cor":0,"espacoLateral":0,"espacoSuperior":false,"espacoInferior":false,"caixaAlta":false,"tamanhoFonte":0,"recuoPrimeiraLinha":true},"ato":{"id":12499,"vigente":false,"meioPublicacaoDou":false,"publicacaoNaoLocalizada":false}},{"conteudo":"VI - Chefe da Assessoria de Governança e Gestão Estratégica - AGGE:","ordem":23,"isDesatualizado":false,"estilo":{"alinhamento":0,"negrito":false,"cor":0,"espacoLateral":0,"espacoSuperior":false,"espacoInferior":false,"caixaAlta":false,"tamanhoFonte":0,"recuoPrimeiraLinha":true},"ato":{"id":12499,"vigente":false,"meioPublicacaoDou":false,"publicacaoNaoLocalizada":false}},{"conteudo":"a) Isabel Cristina Silva Chagas","ordem":24,"isDesatualizado":false,"estilo":{"alinhamento":0,"negrito":false,"cor":0,"espacoLateral":0,"espacoSuperior":false,"espacoInferior":false,"caixaAlta":false,"tamanhoFonte":0,"recuoPrimeiraLinha":true},"ato":{"id":12499,"vigente":false,"meioPublicacaoDou":false,"publicacaoNaoLocalizada":false}},{"conteudo":"§ 1º O Grupo de Trabalho será presidido pelo representante da Diretoria de Avaliação da Educação Profissional e Tecnológica - DAEPT, Ricardo Magalhães Dias Cardozo, facultando-se às diretorias e às unidades representadas a indicação de suplentes, que substituirão os membros titulares em suas ausências e impedimentos.","ordem":25,"isDesatualizado":false,"estilo":{"alinhamento":0,"negrito":false,"cor":0,"espacoLateral":0,"espacoSuperior":false,"espacoInferior":false,"caixaAlta":false,"tamanhoFonte":0,"recuoPrimeiraLinha":true},"ato":{"id":12499,"vigente":false,"meioPublicacaoDou":false,"publicacaoNaoLocalizada":false}},{"conteudo":"§ 2º Outras unidades do Inep poderão ser convidadas a participar dos trabalhos do Grupo, conforme a matéria em discussão.","ordem":26,"isDesatualizado":false,"estilo":{"alinhamento":0,"negrito":false,"cor":0,"espacoLateral":0,"espacoSuperior":false,"espacoInferior":false,"caixaAlta":false,"tamanhoFonte":0,"recuoPrimeiraLinha":true},"ato":{"id":12499,"vigente":false,"meioPublicacaoDou":false,"publicacaoNaoLocalizada":false}},{"conteudo":"Art. 4º Caberá ao Gabinete da Presidência prestar o apoio administrativo e logístico necessário ao funcionamento do GT Enem.","ordem":27,"isDesatualizado":false,"estilo":{"alinhamento":0,"negrito":false,"cor":0,"espacoLateral":0,"espacoSuperior":false,"espacoInferior":false,"caixaAlta":false,"tamanhoFonte":0,"recuoPrimeiraLinha":true},"ato":{"id":12499,"vigente":false,"meioPublicacaoDou":false,"publicacaoNaoLocalizada":false}},{"conteudo":"Art. 5º A periodicidade e o calendário das reuniões ordinárias do GT Enem serão definidos na sua primeira reunião.","ordem":28,"isDesatualizado":false,"estilo":{"alinhamento":0,"negrito":false,"cor":0,"espacoLateral":0,"espacoSuperior":false,"espacoInferior":false,"caixaAlta":false,"tamanhoFonte":0,"recuoPrimeiraLinha":true},"ato":{"id":12499,"vigente":false,"meioPublicacaoDou":false,"publicacaoNaoLocalizada":false}},{"conteudo":"Art. 6º As reuniões extraordinárias poderão ser convocadas pelo Presidente do GT Enem.","ordem":29,"isDesatualizado":false,"estilo":{"alinhamento":0,"negrito":false,"cor":0,"espacoLateral":0,"espacoSuperior":false,"espacoInferior":false,"caixaAlta":false,"tamanhoFonte":0,"recuoPrimeiraLinha":true},"ato":{"id":12499,"vigente":false,"meioPublicacaoDou":false,"publicacaoNaoLocalizada":false}},{"conteudo":"Art. 7º As reuniões poderão ser realizadas de forma presencial ou remota.","ordem":30,"isDesatualizado":false,"estilo":{"alinhamento":0,"negrito":false,"cor":0,"espacoLateral":0,"espacoSuperior":false,"espacoInferior":false,"caixaAlta":false,"tamanhoFonte":0,"recuoPrimeiraLinha":true},"ato":{"id":12499,"vigente":false,"meioPublicacaoDou":false,"publicacaoNaoLocalizada":false}},{"conteudo":"§ 1º O quórum mínimo para realização das reuniões é de maioria simples.","ordem":31,"isDesatualizado":false,"estilo":{"alinhamento":0,"negrito":false,"cor":0,"espacoLateral":0,"espacoSuperior":false,"espacoInferior":false,"caixaAlta":false,"tamanhoFonte":0,"recuoPrimeiraLinha":true},"ato":{"id":12499,"vigente":false,"meioPublicacaoDou":false,"publicacaoNaoLocalizada":false}},{"conteudo":"§ 2º A participação remota será considerada para fins de quórum.","ordem":32,"isDesatualizado":false,"estilo":{"alinhamento":0,"negrito":false,"cor":0,"espacoLateral":0,"espacoSuperior":false,"espacoInferior":false,"caixaAlta":false,"tamanhoFonte":0,"recuoPrimeiraLinha":true},"ato":{"id":12499,"vigente":false,"meioPublicacaoDou":false,"publicacaoNaoLocalizada":false}},{"conteudo":"Art. 8º As manifestações e proposições do GT Enem buscarão refletir o consenso de seus membros.","ordem":33,"isDesatualizado":false,"estilo":{"alinhamento":0,"negrito":false,"cor":0,"espacoLateral":0,"espacoSuperior":false,"espacoInferior":false,"caixaAlta":false,"tamanhoFonte":0,"recuoPrimeiraLinha":true},"ato":{"id":12499,"vigente":false,"meioPublicacaoDou":false,"publicacaoNaoLocalizada":false}},{"conteudo":"Parágrafo único. Não havendo consenso, as divergências deverão ser registradas e encaminhadas para deliberação da instância superior competente.","ordem":34,"isDesatualizado":false,"estilo":{"alinhamento":0,"negrito":false,"cor":0,"espacoLateral":0,"espacoSuperior":false,"espacoInferior":false,"caixaAlta":false,"tamanhoFonte":0,"recuoPrimeiraLinha":true},"ato":{"id":12499,"vigente":false,"meioPublicacaoDou":false,"publicacaoNaoLocalizada":false}},{"conteudo":"Art. 9º O GT Enem poderá convidar especialistas internos ou externos para participar, sem direito a voto, de suas reuniões ou contribuir com subsídios técnicos necessários ao desenvolvimento dos trabalhos, observada a legislação aplicável.","ordem":35,"isDesatualizado":false,"estilo":{"alinhamento":0,"negrito":false,"cor":0,"espacoLateral":0,"espacoSuperior":false,"espacoInferior":false,"caixaAlta":false,"tamanhoFonte":0,"recuoPrimeiraLinha":true},"ato":{"id":12499,"vigente":false,"meioPublicacaoDou":false,"publicacaoNaoLocalizada":false}},{"conteudo":"Art 10. A participação dos membros do GT Enem será considerada prestação de serviço público relevante, não remunerada.","ordem":36,"isDesatualizado":false,"estilo":{"alinhamento":0,"negrito":false,"cor":0,"espacoLateral":0,"espacoSuperior":false,"espacoInferior":false,"caixaAlta":false,"tamanhoFonte":0,"recuoPrimeiraLinha":true},"ato":{"id":12499,"vigente":false,"meioPublicacaoDou":false,"publicacaoNaoLocalizada":false}},{"conteudo":"Art 11. O GT Enem terá caráter temporário e funcionará durante o período necessário à execução, ao acompanhamento, à implementação e à divulgação dos resultados do Enem 2026, extinguindo-se após a conclusão dessas atividades.","ordem":37,"isDesatualizado":false,"estilo":{"alinhamento":0,"negrito":false,"cor":0,"espacoLateral":0,"espacoSuperior":false,"espacoInferior":false,"caixaAlta":false,"tamanhoFonte":0,"recuoPrimeiraLinha":true},"ato":{"id":12499,"vigente":false,"meioPublicacaoDou":false,"publicacaoNaoLocalizada":false}},{"conteudo":"Art. 12. 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","orgao":"MEC","parceiros":[{"id":1,"img":"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","url":"htt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","url":"https://www.gov.br/mec/pt-br","ordem":3}],"redesSociais":[{"id":1,"tipo":{"nome":"YouTube","cssClass":"fab 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