• Por: Yuri Salso - Publicado em 22/08/2016 12h10 - Atualizado em 18/11/2016 11h19

O Tribunal Regional Federal da 2ª Região (TRF 2), órgão do Poder Judiciário que possui autoridade nos estados do Rio de Janeiro e Espírito Santo, divulgou por meio de sua assessoria de imprensa que o edital de seu novo concurso público será publicado na próxima semana.

A banca que ficará responsável pela organização do processo seletivo será a Consulplan.

 

Novo cronograma


Consta no contrato do órgão com a organizadora que a abertura das inscrições deve ocorrer em novembro. As provas objetivas estão programadas para janeiro e as avaliações práticas, no caso dos técnicos em segurança e transporte e em telecomunicações e eletricidade, para fevereiro ou março de 2017.


Confira o cronograma:

 

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"
 

Cargos e remunerações


O concurso TRF 2ª Região, que planeja formar cadastro reserva, oferecerá oportunidades para os cargos de técnico judiciário e analista judiciário

 

Para técnico, o destaque fica por conta da função de técnico administrativo, que exige especialidade em nenhum área, apenas o nível médio completo. Também haverá oportunidades para candidatos com ensino técnico nas áreas de informática, enfermagem, telecomunicações e eletricidade, segurança e transporte. Os vencimentos iniciais são de R$6.878, passando para R$7.111 em novembro e para R$7.3208 em junho de 2017.

 

Já a função de analista judiciário exige o nível superior e conta com ganhos de R$ 10.680, passando para R$11.063 em novembro e para R$11.405 em junho de 2017. Além da função de analista judiciário administrativo, que exige curso superior em qualquer área, haverá chances para as áreas de biblioteconomia, odontologia, serviço social, engenharia civil, engenharia mecânica, engenharia eletrônica, contadoria, informática – infraestrutura, informática – desenvolvimento, estatística, arquivologia, medicina do trabalho, medicina clínica, medicina psiquiatria, enfermagem, enfermagem do trabalho, administrativa, judiciária psicologia, arquitetura e oficial de Justiça avaliador federal.
 

Último Concurso TRF 2ª Região


O último concurso do Tribunal Regional Federal da 2ª Região foi organizado em 2012 pela Fundação Carlos Chagas e perdeu sua validade em 16 de junho de 2016. As vagas também foram oferecidas aos cargos de técnico e analista judiciário em diversas áreas.

O processo seletivo foi feito por meio de prova objetiva, redação e estudo de caso. A seleção também apresentou avaliação prática para algumas carreiras.
 

Outras Notícias