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TRIBUNAL REGIONAL DO TRABALHO DA 13ª REGIÃO
SECRETARIA-GERAL DA PRESIDÊNCIA
EDITAL TRT13 SGP N.º 03/2023
EDITAL DO PROCESSO DE SELEÇÃO PARA MEMBROS DO COMITÊ GESTOR
REGIONAL DA POLÍTICA DE ATENÇÃO PRIORITÁRIA AO PRIMEIRO GRAU DE
JURISDIÇÃO E DO COMITÊ ORÇAMENTÁRIO DE PRIMEIRO GRAU
A COMISSÃO ELEITORAL, instituída pelo ATO TRT13 SGP n.º 53, de 8 de
março de 2023, nos termos da Resolução Administrativa TRT13 n.º 111/2014,
composta para o biênio 2023/2024 pelo Presidente do Tribunal Regional do Trabalho
da 13ª Região, Desembargador Thiago de Oliveira Andrade, no cargo de Presidente;
pela Diretora-Geral da Secretaria, Simone Farias Perrusi; pelo Secretário de
Governança e Gestão Estratégica, Max Frederico Feitosa Guedes Pereira, e pela
representante da Associação dos Magistrados do Trabalho da 13ª Região, Juíza do
Trabalho Nayara Queiroz de Sousa, no exercício de suas atribuições legais, faz saber
que será realizado o processo eleitoral interno para preenchimento das vagas de
membros do Comitê Gestor Regional da Política de Atenção Prioritária ao Primeiro
Grau de Jurisdição e do Comitê Orçamentário de Primeiro Grau, mediante as
condições e instruções previstas neste Edital.
I - DAS DISPOSIÇÕES PRELIMINARES
1.1. O processo eleitoral interno de que trata o presente Edital
compreenderá apenas as 03 (três) primeiras fases previstas no artigo 8º da Resolução
Administrativa TRT13 n.º 111/2014.
1.2. Poderão participar do processo eleitoral, inscrevendo-se como
membros do Comitê Regional, todos os magistrados e servidores ativos que
pertençam ao quadro do Tribunal Regional do Trabalho da 13ª Região.
1.3. Não poderão se candidatar à eleição prevista neste Edital, a
quaisquer dos cargos, os magistrados e servidores da 13ª Região que estejam em
vitaliciamento ou em estágio probatório, respectivamente, ou, ainda, os inativos e os
membros da Comissão Eleitoral a que se refere a Resolução Administrativa nº
111/2014 deste Regional.
II - DOS REQUISITOS PARA O CANDIDATO A MEMBRO DO COMITÊ
GESTOR REGIONAL
2.1. São requisitos para participar como candidato ao processo seletivo:
THIAGO
DE
OLIVEIRA
ANDRADE
14/03/2023 09:00