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Ata 2ª Reunião 2023 Comitê Estratégico PEI 2021-2026
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Ata 2ª Reunião 2023 Comitê Estratégico PEI 2021-2026(versão para html).html
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<!DOCTYPE html>
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<html xmlns="http://www.w3.org/1999/xhtml">
<head>
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<meta name="generator" content="pdf2htmlEX"/>
<meta http-equiv="X-UA-Compatible" content="IE=edge,chrome=1"/>
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/*!
* Base CSS for pdf2htmlEX
* Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com>
* https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
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/*!
* Fancy styles for pdf2htmlEX
* Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com>
* https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
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https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
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<ul><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",52.65,645,null]'>1. Identificação do evento</a><ul><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",191.05,626.2,null]'>Horário</a></li><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",336.55,626.2,null]'>Local</a></li><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",417.25,626.2,null]'>Coordenador</a></li></ul></li><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",52.65,555.7,null]'>2. Objetivos</a></li><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",52.65,467.1,null]'>3. Participantes</a></li><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",52.65,341.8,null]'>4. Discussão</a></li><li><a class="l" href="#pf3" data-dest-detail='[3,"XYZ",52.65,621,null]'>5. Fechamento da Ata</a></li></ul></div>
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"/><div class="c x1 y1 w2 h2"><div class="t m0 x2 h3 y2 ff1 fs0 fc0 sc0 ls0 ws0">TRIBUNAL REGIONAL DO TRABALHO</div><div class="t m0 x3 h3 y3 ff1 fs0 fc0 sc0 ls0 ws0">13ª REGIÃO</div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">Ata de Reunião do Comitê Estratégico de Análise e</div><div class="t m0 x5 h4 y5 ff2 fs1 fc0 sc0 ls0 ws0">Desempenho do PEI 2021-2026</div><div class="t m0 x6 h5 y6 ff3 fs2 fc0 sc0 ls0 ws0">1. Identificação do evento</div><div class="t m0 x7 h6 y7 ff3 fs3 fc0 sc0 ls0 ws0">Data</div><div class="t m0 x4 h6 y8 ff3 fs3 fc0 sc0 ls0 ws0">Horário<span class="_ _0"> </span>Local<span class="_ _1"> </span>Coordenador</div><div class="t m0 x8 h7 y9 ff4 fs3 fc0 sc0 ls0 ws0">23/02/2023<span class="_ _2"> </span>Início<span class="_ _3"> </span>14h00<span class="_ _4"> </span>Término<span class="_ _5"> </span>15h00</div><div class="t m0 x3 h7 ya ff4 fs3 fc0 sc0 ls0 ws0">Laboratório de </div><div class="t m0 x3 h7 yb ff4 fs3 fc0 sc0 ls0 ws0">Inovação</div><div class="t m0 x9 h6 yc ff3 fs3 fc0 sc0 ls0 ws0">Lindinaldo Silva Marinho</div><div class="t m0 x9 h7 y9 ff4 fs3 fc0 sc0 ls0 ws0">Juiz Auxlilar da Presidência</div><div class="t m0 x6 h5 yd ff3 fs2 fc0 sc0 ls0 ws0">2. Objetivos</div><div class="t m0 x6 h7 ye ff4 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 yf ff5 fs2 fc0 sc0 ls0 ws0">a.<span class="ff4 fs3"> Situação do PEI referente ao mês de janeiro /2023;</span></div><div class="t m0 x6 h7 y10 ff4 fs3 fc0 sc0 ls0 ws0">b. <span class="_ _6"> </span>Sugestão<span class="_ _7"></span> <span class="_ _7"></span>de<span class="_ _7"></span> <span class="_ _8"> </span>inclusão<span class="_ _7"></span> <span class="_ _7"></span>do<span class="_ _7"></span> <span class="_ _8"> </span>indicador<span class="_ _7"></span> <span class="_ _7"></span>“Índice<span class="_ _7"></span> <span class="_ _7"></span>d<span class="_ _9"></span>e<span class="_ _7"></span> <span class="_ _7"></span>participação<span class="_ _7"></span> <span class="_ _8"> </span>de<span class="_ _7"></span> <span class="_ _7"></span>mulheres<span class="_ _7"></span> <span class="_ _8"> </span>nos<span class="_ _7"></span> <span class="_ _7"></span>cargos<span class="_ _7"></span> <span class="_ _8"> </span>em<span class="_ _7"></span> <span class="_ _7"></span>comissão<span class="_ _7"></span> <span class="_ _8"> </span>de<span class="_ _7"></span> <span class="_ _7"></span>livre</div><div class="t m0 x6 h7 y11 ff4 fs3 fc0 sc0 ls0 ws0">indicação do Presidente do TRT13;</div><div class="t m0 x6 h7 y12 ff4 fs3 fc0 sc0 ls0 ws0">c. Discussão sobre a pesquisa que apura o “Índice de s<span class="_ _a"></span>atisfação com a comunicação externa e interna”.</div><div class="t m0 x6 h5 y13 ff3 fs2 fc0 sc0 ls0 ws0">3. Participantes</div><div class="t m0 xa h6 y14 ff3 fs3 fc0 sc0 ls0 ws0">Nome<span class="_ _b"> </span>Lotação<span class="_ _c"> </span>Cargo</div><div class="t m0 xb h7 y15 ff4 fs3 fc0 sc0 ls0 ws0">Débora Cristina Barbosa da Silva<span class="_ _d"> </span>ACS<span class="_ _e"> </span>Chefe do Núcleo de Jornalismo e Mídias Sociais</div><div class="t m0 xb h7 y16 ff4 fs3 fc0 sc0 ls0 ws0">Hyderlandson Coelho da Costa<span class="_ _f"> </span>SGP<span class="_ _10"> </span>Secretário-Geral da Presidência</div><div class="t m0 xb h7 y17 ff4 fs3 fc0 sc0 ls0 ws0">Lindinaldo Silva Marinho<span class="_ _11"> </span>JAP<span class="_ _12"> </span>Juiz Auxiliar da Presidência</div><div class="t m0 xb h7 y18 ff4 fs3 fc0 sc0 ls0 ws0">Luiza Lúcia de Farias Aires Leal<span class="_ _13"> </span>SEGGEST<span class="_ _14"> </span>Chefe do Núcleo de Processos</div><div class="t m0 xb h7 y19 ff4 fs3 fc0 sc0 ls0 ws0">Max Frederico Feitosa Guedes Pereira<span class="_ _15"> </span>SEGGEST<span class="_ _16"> </span>Secretário de Governança e Gestão Estratégic<span class="_ _a"></span>a</div><div class="t m0 xb h7 y1a ff4 fs3 fc0 sc0 ls0 ws0">Rodolpho de Almeida Eloy<span class="_ _17"> </span>SEGGEST<span class="_ _18"> </span>Chefe da Seção de Gestão de Riscos</div><div class="t m0 xb h7 y1b ff4 fs3 fc0 sc0 ls0 ws0">Simone Farias Perrusi<span class="_ _19"> </span>GDG<span class="_ _1a"> </span>Diretora-Geral da Secretaria</div><div class="t m0 x6 h5 y1c ff3 fs2 fc0 sc0 ls0 ws0">4. Discussão</div><div class="t m0 xc h6 y1d ff3 fs3 fc0 sc0 ls0 ws0">Assunto<span class="_ _1b"> </span>Responsável</div><div class="t m0 x6 h7 y1e ff4 fs3 fc0 sc0 ls0 ws0">a.<span class="_ _1c"> </span>O Secretário <span class="_ _9"></span>de Governança e<span class="_ _9"></span> Gestão Estratégica, <span class="_ _9"></span>Max Frederico <span class="_ _9"></span>F.</div><div class="t m0 xd h7 y1f ff4 fs3 fc0 sc0 ls0 ws0">Guedes<span class="_ _1d"> </span> <span class="_ _1d"> </span>Pereira,<span class="_ _1d"> </span> <span class="_ _1d"> </span>devidamente<span class="_ _1d"> </span> <span class="_ _1d"> </span>autorizado <span class="_ _1d"> </span>pelo<span class="_ _1d"> </span> <span class="_ _1d"> </span>Dr.<span class="_ _1d"> </span> <span class="_ _1d"> </span>Lindinaldo</div><div class="t m0 xd h7 y20 ff4 fs3 fc0 sc0 ls0 ws0">Marinho,<span class="_ _9"></span> <span class="_ _9"></span>Ju<span class="_ _9"></span>iz<span class="_ _9"></span> <span class="_ _9"></span>Auxiliar<span class="_ _1e"></span> <span class="_ _9"></span>da<span class="_ _9"></span> <span class="_ _1e"></span>Presidência,<span class="_ _9"></span> <span class="_ _9"></span>abriu<span class="_ _9"></span> <span class="_ _1e"></span>a<span class="_ _9"></span> <span class="_ _1e"></span>reunião<span class="_ _9"></span> <span class="_ _9"></span>anunciando<span class="_ _9"></span> <span class="_ _9"></span>a</div><div class="t m0 xd h7 y21 ff4 fs3 fc0 sc0 ls0 ws0">pauta<span class="_ _1f"> </span> <span class="_ _1f"> </span>do<span class="_ _1f"> </span> <span class="_ _1f"> </span>dia;<span class="_ _1f"> </span> <span class="_ _1f"> </span>em<span class="_ _8"> </span> <span class="_ _20"> </span>seguida<span class="_ _1f"> </span> <span class="_ _1f"> </span>apresentou<span class="_ _8"> </span> <span class="_ _1f"> </span>na<span class="_ _1f"> </span> <span class="_ _1f"> </span>plataforma<span class="_ _1f"> </span> <span class="_ _1f"> </span>do<span class="_ _1f"> </span> <span class="_ _1f"> </span>BI<span class="_ _1f"> </span> <span class="_ _1f"> </span>do</div><div class="t m0 xd h7 y22 ff4 fs3 fc0 sc0 ls0 ws0">Planejamento<span class="_ _9"></span> <span class="_ _9"></span>Estratégico<span class="_ _9"></span> <span class="_ _1e"></span>Institucional<span class="_ _9"></span> <span class="_ _1e"></span>do<span class="_ _9"></span> <span class="_ _9"></span>TRT13<span class="_ _9"></span> <span class="_ _1e"></span>–<span class="_ _9"></span> <span class="_ _9"></span>ciclo<span class="_ _1e"></span> <span class="_ _9"></span>2021/2026,</div><div class="t m0 xd h7 y23 ff4 fs3 fc0 sc0 ls0 ws0">a<span class="_ _9"></span> <span class="_ _1e"></span>situação<span class="_ _9"></span> <span class="_ _1e"></span>de<span class="_ _9"></span> <span class="_ _1e"></span>cada<span class="_ _9"></span> <span class="_ _1e"></span>Objetivo<span class="_ _1e"></span> <span class="_ _9"></span>Estratégico<span class="_ _1e"></span> <span class="_ _9"></span>(OE),<span class="_ _1e"></span> <span class="_ _1e"></span>consoante<span class="_ _9"></span> <span class="_ _9"></span>a<span class="_ _1e"></span> <span class="_ _1e"></span>posição</div><div class="t m0 xd h7 y24 ff4 fs3 fc0 sc0 ls0 ws0">dos<span class="_ _6"> </span> <span class="_ _6"> </span>seus<span class="_ _6"> </span> <span class="_ _6"> </span>indicadores;<span class="_ _6"> </span> <span class="_ _6"> </span>no<span class="_ _6"> </span> <span class="_ _6"> </span>decorrer<span class="_ _6"> </span> <span class="_ _6"> </span>da<span class="_ _6"> </span> <span class="_ _6"> </span>apresentação<span class="_ _6"> </span> <span class="_ _20"> </span>de <span class="_ _6"> </span>cada</div><div class="t m0 xd h7 y25 ff4 fs3 fc0 sc0 ls0 ws0">objetivo,<span class="_ _7"></span> <span class="_ _1e"></span>foram<span class="_ _7"></span> <span class="_ _7"></span>t<span class="_ _a"></span>omadas<span class="_ _7"></span> <span class="_ _1e"></span>algumas<span class="_ _7"></span> <span class="_ _7"></span>d<span class="_ _a"></span>eliberações<span class="_ _7"></span> <span class="_ _1e"></span>pelo<span class="_ _7"></span> <span class="_ _21"></span>Comitê,<span class="_ _21"></span> <span class="_ _21"></span>como</div><div class="t m0 xd h7 y26 ff4 fs3 fc0 sc0 ls0 ws0">segue:</div><div class="t m0 xe h7 y27 ff4 fs3 fc0 sc0 ls0 ws0">Secretaria de Governança e Gestão</div><div class="t m0 xf h7 y28 ff4 fs3 fc0 sc0 ls0 ws0">Estratégica - SEGGEST</div><div class="t m0 x6 h7 y29 ff4 fs3 fc0 sc0 ls0 ws0">b.<span class="_ _1c"> </span><span class="ff3">Objetivo<span class="_ _1d"> </span> <span class="_ _22"> </span>Estratégico<span class="_ _1d"> </span> <span class="_ _22"> </span>1:<span class="_ _22"> </span> <span class="_ _1d"> </span>Fortalecer<span class="_ _1d"> </span> <span class="_ _22"> </span>a<span class="_ _1d"> </span> <span class="_ _22"> </span>Comunicação<span class="_ _22"> </span> <span class="_ _1d"> </span>e<span class="_ _22"> </span> <span class="_ _1d"> </span>as</span></div><div class="t m0 xd h6 y2a ff3 fs3 fc0 sc0 ls0 ws0">Parcerias Institucionais.</div><div class="t m0 xd h7 y2b ff4 fs3 fc0 sc0 ls0 ws0">Deliberação<span class="_ _9"></span> <span class="_ _1e"></span>acerca<span class="_ _1e"></span> <span class="_ _1e"></span>dos<span class="_ _1e"></span> <span class="_ _1e"></span>Índices<span class="_ _9"></span> <span class="_ _1e"></span>de<span class="_ _1e"></span> <span class="_ _1e"></span>Satisfação<span class="_ _1e"></span> <span class="_ _1e"></span>com<span class="_ _1e"></span> <span class="_ _9"></span>a<span class="_ _1e"></span> <span class="_ _1e"></span>Comunicação</div><div class="t m0 xd h7 y2c ff4 fs3 fc0 sc0 ls0 ws0">Interna e Externa:</div><div class="t m0 xd h7 y2d ff4 fs3 fc0 sc0 ls0 ws0">-<span class="_ _20"> </span> <span class="_ _20"> </span>A<span class="_ _20"> </span> <span class="_ _20"> </span>ACS<span class="_ _20"> </span> <span class="_ _20"> </span>ficou<span class="_ _20"> </span> <span class="_ _20"> </span>encarregada<span class="_ _20"> </span> <span class="_ _20"> </span>de<span class="_ _20"> </span> <span class="_ _20"> </span>minutar<span class="_ _20"> </span> <span class="_ _20"> </span>u<span class="_ _9"></span>ma<span class="_ _1f"> </span> <span class="_ _20"> </span>no<span class="_ _9"></span>va<span class="_ _20"> </span> <span class="_ _1f"> </span>ve<span class="_ _9"></span>rsão<span class="_ _1f"> </span> <span class="_ _6"> </span>do</div><div class="t m0 xd h7 y2e ff4 fs3 fc0 sc0 ls0 ws0">questionário<span class="_ _8"> </span> <span class="_ _1f"> </span>da<span class="_ _8"> </span> <span class="_ _1f"> </span>pesquisa<span class="_ _8"> </span> <span class="_ _1f"> </span>que<span class="_ _8"> </span> <span class="_ _1f"> </span>deverá<span class="_ _8"> </span> <span class="_ _1f"> </span>ser<span class="_ _8"> </span> <span class="_ _1f"> </span>publicada<span class="_ _1f"> </span> <span class="_ _8"> </span>no<span class="_ _1f"> </span> <span class="_ _8"> </span>mês<span class="_ _1f"> </span> <span class="_ _8"> </span>de</div><div class="t m0 xd h7 y2f ff4 fs3 fc0 sc0 ls0 ws0">março/2023, com vistas à apreciação do comitê;</div><div class="t m0 xd h7 y30 ff4 fs3 fc0 sc0 ls0 ws0">- A A<span class="_ _9"></span>CS também deverá diligenciar junto <span class="_ _9"></span>à SETIC para que<span class="_ _9"></span> publicize</div><div class="t m0 xd h7 y31 ff4 fs3 fc0 sc0 ls0 ws0">a <span class="_ _9"></span>pesquisa<span class="_ _9"></span> <span class="_ _9"></span>no<span class="_ _9"></span> quadro<span class="_ _9"></span> <span class="_ _9"></span>de<span class="_ _9"></span> avisos<span class="_ _9"></span> <span class="_ _9"></span>do<span class="_ _9"></span> Pje,<span class="_ _9"></span> <span class="_ _9"></span>com <span class="_ _1e"></span>o <span class="_ _9"></span>objetivo <span class="_ _9"></span>de<span class="_ _9"></span> <span class="_ _9"></span>ampliar <span class="_ _9"></span>a</div><div class="t m0 xd h7 y32 ff4 fs3 fc0 sc0 ls0 ws0">participação pelos usuários do sistema.</div><div class="t m0 x10 h7 y33 ff4 fs3 fc0 sc0 ls0 ws0">Assessoria de Comunicação Social - ACS</div><div class="t m0 x6 h7 y34 ff4 fs3 fc0 sc0 ls0 ws0">c.<span class="_ _23"> </span><span class="ff3">Objetivo<span class="_ _6"> </span> <span class="_ _6"> </span>Estratégico<span class="_ _20"> </span> 2:<span class="_ _20"> </span> Promover<span class="_ _20"> </span> <span class="_ _6"> </span>o<span class="_ _6"> </span> <span class="_ _6"> </span>trabalho<span class="_ _6"> </span> <span class="_ _20"> </span>decente <span class="_ _20"> </span>e <span class="_ _20"> </span>a</span></div><div class="t m0 xd h6 y35 ff3 fs3 fc0 sc0 ls0 ws0">sustentabilidade.</div><div class="t m0 xd h7 y36 ff4 fs3 fc0 sc0 ls0 ws0">Deliberações:</div><div class="t m0 xd h7 y37 ff4 fs3 fc0 sc0 ls0 ws0">-<span class="_ _1f"> </span> <span class="_ _1f"> </span>Acrescentar<span class="_ _1f"> </span> <span class="_ _1f"> </span>ao<span class="_ _1f"> </span> <span class="_ _1f"> </span>Objetivo<span class="_ _1f"> </span> <span class="_ _1f"> </span>Estratégico<span class="_ _1f"> </span> <span class="_ _1f"> </span>2<span class="_ _1f"> </span> <span class="_ _1f"> </span>o<span class="_ _1f"> </span> <span class="_ _1f"> </span>indicador<span class="_ _1f"> </span> <span class="_ _1f"> </span>“Índice<span class="_ _1f"> </span> <span class="_ _1f"> </span>de</div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
<div id="pf2" class="pf w0 h0" data-page-no="2"><div class="pc pc2 w0 h0"><img class="bi x0 y38 w1 h8" alt="" 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"/><div class="c x1 y1 w2 h2"><div class="t m0 x2 h3 y2 ff1 fs0 fc0 sc0 ls0 ws0">TRIBUNAL REGIONAL DO TRABALHO</div><div class="t m0 x3 h3 y3 ff1 fs0 fc0 sc0 ls0 ws0">13ª REGIÃO</div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">Ata de Reunião do Comitê Estratégico de Análise e</div><div class="t m0 x5 h4 y5 ff2 fs1 fc0 sc0 ls0 ws0">Desempenho do PEI 2021-2026</div><div class="t m0 xd h7 y39 ff4 fs3 fc0 sc0 ls0 ws0">Participação<span class="_ _20"> </span> d<span class="_ _a"></span>e<span class="_ _20"> </span> <span class="_ _6"> </span>Mulheres<span class="_ _20"> </span> <span class="_ _6"> </span>nos<span class="_ _20"> </span> <span class="_ _6"> </span>Cargos<span class="_ _20"> </span> <span class="_ _6"> </span>em<span class="_ _20"> </span> <span class="_ _6"> </span>Comissão<span class="_ _20"> </span> <span class="_ _6"> </span>de<span class="_ _20"> </span> <span class="_ _20"> </span>L<span class="_ _9"></span>ivre</div><div class="t m0 xd h7 y3a ff4 fs3 fc0 sc0 ls0 ws0">Indicação do Presidente do TRT13”;</div><div class="t m0 xd h7 y3b ff4 fs3 fc0 sc0 ls0 ws0">-<span class="_ _21"></span> <span class="_ _7"></span>Para<span class="_ _7"></span> <span class="_ _21"></span>fins<span class="_ _7"></span> <span class="_ _7"></span>de<span class="_ _21"></span> <span class="_ _7"></span>cálculo<span class="_ _21"></span> <span class="_ _7"></span>da<span class="_ _7"></span> <span class="_ _21"></span>linha<span class="_ _7"></span> <span class="_ _7"></span>de<span class="_ _21"></span> <span class="_ _7"></span>base<span class="_ _7"></span> <span class="_ _21"></span>deste<span class="_ _7"></span> <span class="_ _21"></span>n<span class="_ _9"></span>ovo<span class="_ _21"></span> <span class="_ _7"></span>indicador,<span class="_ _21"></span> <span class="_ _7"></span>foi</div><div class="t m0 xd h7 y3c ff4 fs3 fc0 sc0 ls0 ws0">excluído<span class="_ _1e"></span> <span class="_ _21"></span>do<span class="_ _21"></span> <span class="_ _21"></span>número<span class="_ _21"></span> <span class="_ _21"></span>de<span class="_ _21"></span> <span class="_ _21"></span>CJ’s,<span class="_ _21"></span> <span class="_ _1e"></span>aqueles<span class="_ _21"></span> <span class="_ _21"></span>pertencentes<span class="_ _21"></span> <span class="_ _21"></span>aos<span class="_ _1e"></span> <span class="_ _21"></span>Gabinetes</div><div class="t m0 xd h7 y3d ff4 fs3 fc0 sc0 ls0 ws0">dos<span class="_ _1e"></span> <span class="_ _9"></span>Desembargadores,<span class="_ _1e"></span> <span class="_ _1e"></span>Varas<span class="_ _1e"></span> <span class="_ _9"></span>do<span class="_ _1e"></span> <span class="_ _1e"></span>Trabalho,<span class="_ _1e"></span> <span class="_ _9"></span>Secretarias<span class="_ _1e"></span> <span class="_ _1e"></span>de<span class="_ _1e"></span> <span class="_ _9"></span>Turmas,</div><div class="t m0 xd h7 y3e ff4 fs3 fc0 sc0 ls0 ws0">Gabinete da Diretoria-Geral(o <span class="_ _1d"> </span>destina<span class="_ _a"></span>do à <span class="_ _1d"> </span>servidora Rossana</div><div class="t m0 xd h7 y3f ff4 fs3 fc0 sc0 ls0 ws0">Lourenço Gomes Marinho),<span class="_ _9"></span> Chefia de <span class="_ _9"></span>Gabinete da V<span class="_ _9"></span>ice-Presidência,</div><div class="t m0 xd h7 y40 ff4 fs3 fc0 sc0 ls0 ws0">Assessoria Jurídica da V<span class="_ _9"></span>ice-Presidência, Central Regional de</div><div class="t m0 xd h7 y41 ff4 fs3 fc0 sc0 ls0 ws0">Efetividade,<span class="_ _1f"> </span> <span class="_ _1f"> </span>Divisão<span class="_ _20"> </span> <span class="_ _1f"> </span>de<span class="_ _1f"> </span> <span class="_ _20"> </span>Pesquisa<span class="_ _1f"> </span> <span class="_ _1f"> </span>Patrimonial,<span class="_ _20"> </span> <span class="_ _1f"> </span>Escola<span class="_ _1f"> </span> <span class="_ _20"> </span>Judicial<span class="_ _1f"> </span> <span class="_ _1f"> </span>e</div><div class="t m0 xd h7 y42 ff4 fs3 fc0 sc0 ls0 ws0">Secretaria<span class="_ _21"></span> <span class="_ _21"></span>da<span class="_ _7"></span> <span class="_ _21"></span>Corregedoria.<span class="_ _21"></span> <span class="_ _21"></span>A<span class="_ _7"></span> <span class="_ _21"></span>ficha<span class="_ _7"></span> <span class="_ _21"></span>do<span class="_ _21"></span> <span class="_ _7"></span>novo<span class="_ _21"></span> <span class="_ _7"></span>indicador<span class="_ _21"></span> <span class="_ _21"></span>deverá<span class="_ _21"></span> <span class="_ _7"></span>ser</div><div class="t m0 xd h7 y43 ff4 fs3 fc0 sc0 ls0 ws0">incorporada ao caderno do PEI 2021-2026.</div><div class="t m0 xd h7 y44 ff4 fs3 fc0 sc0 ls0 ws0">- As metas do novo indicador serão as segui<span class="_ _a"></span>ntes:</div><div class="t m0 xd h7 y45 ff4 fs3 fc0 sc0 ls0 ws0">2023: 36%</div><div class="t m0 xd h7 y46 ff4 fs3 fc0 sc0 ls0 ws0">2024: 38%</div><div class="t m0 xd h7 y47 ff4 fs3 fc0 sc0 ls0 ws0">2025: 40%</div><div class="t m0 xd h7 y48 ff4 fs3 fc0 sc0 ls0 ws0">2026: 42%</div><div class="t m0 xe h7 y40 ff4 fs3 fc0 sc0 ls0 ws0">Secretaria de Governança e Gestão</div><div class="t m0 xf h7 y41 ff4 fs3 fc0 sc0 ls0 ws0">Estratégica - SEGGEST</div><div class="t m0 x6 h7 y49 ff4 fs3 fc0 sc0 ls0 ws0">d.<span class="_ _1c"> </span><span class="ff3">Objetivo<span class="_ _8"> </span> <span class="_ _8"> </span>Estratégico<span class="_ _8"> </span> <span class="_ _8"> </span>3:<span class="_ _8"> </span> <span class="_ _8"> </span>Fortalecer<span class="_ _8"> </span> <span class="_ _8"> </span>a<span class="_ _8"> </span> <span class="_ _8"> </span>G<span class="_ _9"></span>overnança<span class="_ _7"> </span> <span class="_ _1f"> </span>e<span class="_ _7"> </span> <span class="_ _8"> </span>a<span class="_ _8"> </span> <span class="_ _1f"> </span>Gest<span class="_ _a"></span>ão</span></div><div class="t m0 xd h6 y4a ff3 fs3 fc0 sc0 ls0 ws0">Estratégica.</div><div class="t m0 xd h7 y4b ff4 fs3 fc0 sc0 ls0 ws0">-<span class="_ _8"> </span> <span class="_ _8"> </span>O<span class="_ _8"> </span> <span class="_ _1f"> </span>c<span class="_ _a"></span>omitê<span class="_ _8"> </span> <span class="_ _8"> </span>de<span class="_ _9"></span>liberou<span class="_ _7"></span> <span class="_ _1f"> </span>a<span class="_ _8"> </span> <span class="_ _8"> </span>aprovação<span class="_ _8"> </span> <span class="_ _8"> </span>dos<span class="_ _8"> </span> <span class="_ _8"> </span>processos<span class="_ _8"> </span> <span class="_ _8"> </span>de<span class="_ _1f"> </span> <span class="_ _7"></span>trabalho<span class="_ _1f"> </span> <span class="_ _7"></span>a</div><div class="t m0 xd h7 y4c ff4 fs3 fc0 sc0 ls0 ws0">serem mapeados em 2023, com identificação dos controles i<span class="_ _a"></span>nternos:</div><div class="t m0 xd h7 y4d ff4 fs3 fc0 sc0 ls0 ws0">1.<span class="_ _7"></span> <span class="_ _7"></span>Proad<span class="_ _7"></span> <span class="_ _8"> </span>3.609/2022<span class="_ _21"></span> <span class="_ _8"> </span>–<span class="_ _7"></span> <span class="_ _7"></span>Processo<span class="_ _7"></span> <span class="_ _7"></span>de<span class="_ _8"> </span> <span class="_ _7"></span>“Elaboração<span class="_ _7"></span> <span class="_ _7"></span>do<span class="_ _7"></span> <span class="_ _7"></span>Relatório<span class="_ _7"></span> <span class="_ _8"> </span>de</div><div class="t m0 xd h7 y4e ff4 fs3 fc0 sc0 ls0 ws0">Gestão”<span class="_ _21"></span> <span class="_ _7"></span>(revisão<span class="_ _7"></span> <span class="_ _21"></span>d<span class="_ _9"></span>o<span class="_ _21"></span> <span class="_ _7"></span>mapeamento<span class="_ _21"></span> <span class="_ _7"></span>do<span class="_ _7"></span> <span class="_ _7"></span>processo<span class="_ _21"></span> <span class="_ _7"></span>e<span class="_ _7"></span> <span class="_ _21"></span>p<span class="_ _9"></span>osterior<span class="_ _21"></span> <span class="_ _7"></span>gestão</div><div class="t m0 xd h7 y4f ff4 fs3 fc0 sc0 ls0 ws0">dos riscos);</div><div class="t m0 xd h7 y50 ff4 fs3 fc0 sc0 ls0 ws0">2. Proad 8.367/2022 – Processo de “Concessão de Diárias” ( revisão</div><div class="t m0 xd h7 y51 ff4 fs3 fc0 sc0 ls0 ws0">do mapeamento do processo e posterior gestão dos riscos);</div><div class="t m0 xd h7 y52 ff4 fs3 fc0 sc0 ls0 ws0">3.<span class="_ _1f"> </span> <span class="_ _8"> </span>Proad<span class="_ _1f"> </span> <span class="_ _8"> </span>23.702/2021<span class="_ _1f"> </span> <span class="_ _8"> </span>–<span class="_ _1f"> </span> <span class="_ _1f"> </span>Processo<span class="_ _8"> </span> <span class="_ _1f"> </span>“Gestão,<span class="_ _8"> </span> <span class="_ _1f"> </span>Acompanhamento<span class="_ _8"> </span> <span class="_ _1f"> </span>e</div><div class="t m0 xd h7 y53 ff4 fs3 fc0 sc0 ls0 ws0">Fiscalização<span class="_ _23"> </span> <span class="_ _24"> </span>dos<span class="_ _23"> </span> <span class="_ _24"> </span>Contratos<span class="_ _23"> </span> <span class="_ _24"> </span>Administrativos”<span class="_ _23"> </span> <span class="_ _23"> </span>(revisão<span class="_ _24"> </span> <span class="_ _24"> </span>do</div><div class="t m0 xd h7 y54 ff4 fs3 fc0 sc0 ls0 ws0">mapeamento<span class="_ _20"> </span> <span class="_ _6"> </span>do<span class="_ _20"> </span> <span class="_ _6"> </span>processo,<span class="_ _20"> </span> <span class="_ _20"> </span>à <span class="_ _20"> </span>luz<span class="_ _20"> </span> <span class="_ _6"> </span>na<span class="_ _20"> </span> <span class="_ _20"> </span>n<span class="_ _9"></span>ova<span class="_ _20"> </span> <span class="_ _6"> </span>lei<span class="_ _20"> </span> <span class="_ _6"> </span>de<span class="_ _20"> </span> <span class="_ _6"> </span>licitações<span class="_ _20"> </span> <span class="_ _6"> </span>e</div><div class="t m0 xd h7 y55 ff4 fs3 fc0 sc0 ls0 ws0">contratos, e posterior gestão dos riscos);</div><div class="t m0 xd h7 y56 ff4 fs3 fc0 sc0 ls0 ws0">4.<span class="_ _1e"></span> <span class="_ _1e"></span>P<span class="_ _9"></span>road<span class="_ _1e"></span> <span class="_ _21"></span>21.635/2021<span class="_ _1e"></span> <span class="_ _1e"></span>-<span class="_ _1f"> </span> Mapeamento<span class="_ _1e"></span> <span class="_ _21"></span>do<span class="_ _1e"></span> <span class="_ _1e"></span>P<span class="_ _9"></span>rocesso<span class="_ _1e"></span> <span class="_ _21"></span>Relacionado<span class="_ _1e"></span> <span class="_ _21"></span>ao</div><div class="t m0 xd h7 y57 ff4 fs3 fc0 sc0 ls0 ws0">Desfazimento de Bens Inservíveis, e posterior gestão dos riscos;</div><div class="t m0 xd h7 y58 ff4 fs3 fc0 sc0 ls0 ws0">5.<span class="_ _21"></span> <span class="_ _21"></span>Revisã<span class="_ _9"></span>o<span class="_ _21"></span> <span class="_ _21"></span>do<span class="_ _7"></span> <span class="_ _21"></span>mapeamento<span class="_ _7"></span> <span class="_ _21"></span>do<span class="_ _7"></span> <span class="_ _21"></span>processo<span class="_ _21"></span> <span class="_ _7"></span>de<span class="_ _21"></span> <span class="_ _7"></span>Aquisição<span class="_ _21"></span> <span class="_ _7"></span>de<span class="_ _21"></span> <span class="_ _7"></span>bens<span class="_ _21"></span> <span class="_ _21"></span>e</div><div class="t m0 xd h7 y59 ff4 fs3 fc0 sc0 ls0 ws0">serviços,<span class="_ _1d"> </span> <span class="_ _1d"> </span>à <span class="_ _1d"> </span>luz<span class="_ _1d"> </span> <span class="_ _1d"> </span>da<span class="_ _1d"> </span> <span class="_ _1d"> </span>nova <span class="_ _1d"> </span>lei<span class="_ _1d"> </span> <span class="_ _1d"> </span>de<span class="_ _1d"> </span> <span class="_ _1d"> </span>licitações <span class="_ _1d"> </span>e<span class="_ _1d"> </span> <span class="_ _1d"> </span>contratos<span class="_ _1d"> </span> <span class="_ _1d"> </span>(Lei</div><div class="t m0 xd h7 y5a ff4 fs3 fc0 sc0 ls0 ws0">14.133/2021), composto por quatro subprocess<span class="_ _a"></span>os:</div><div class="t m0 xd h7 y5b ff4 fs3 fc0 sc0 ls0 ws0">5.1 Dispensa eletrônica (já em andamento);</div><div class="t m0 xd h7 y5c ff4 fs3 fc0 sc0 ls0 ws0">5.2 Inexigibilidade de Licitação;</div><div class="t m0 xd h7 y5d ff4 fs3 fc0 sc0 ls0 ws0">5.3 Licitação;</div><div class="t m0 xd h7 y5e ff4 fs3 fc0 sc0 ls0 ws0">5.4<span class="_ _21"></span> <span class="_ _7"></span>Ou<span class="_ _9"></span>tras<span class="_ _21"></span> <span class="_ _7"></span>dispensas<span class="_ _7"></span> <span class="_ _7"></span>de<span class="_ _7"></span> <span class="_ _7"></span>licitação<span class="_ _7"></span> <span class="_ _7"></span>(nas<span class="_ _7"></span> <span class="_ _7"></span>hipóteses<span class="_ _21"></span> <span class="_ _7"></span>não<span class="_ _7"></span> <span class="_ _7"></span>alcançadas</div><div class="t m0 xd h7 y5f ff4 fs3 fc0 sc0 ls0 ws0">pelos incisos I e II do art. 75 da Lei 14.133/202<span class="_ _a"></span>1;</div><div class="t m0 xd h7 y60 ff4 fs3 fc0 sc0 ls0 ws0">6.<span class="_ _8"> </span> <span class="_ _8"> </span>Mapeamento<span class="_ _8"> </span> <span class="_ _8"> </span>do<span class="_ _8"> </span> <span class="_ _8"> </span>processo<span class="_ _8"> </span> <span class="_ _8"> </span>de<span class="_ _1d"> </span> elaboração<span class="_ _8"> </span> <span class="_ _1f"> </span>e<span class="_ _7"></span> <span class="_ _8"> </span>pagamento<span class="_ _8"> </span> <span class="_ _8"> </span>do<span class="_ _8"> </span> <span class="_ _8"> </span>e-</div><div class="t m0 xd h7 y61 ff4 fs3 fc0 sc0 ls0 ws0">Social.</div><div class="t m0 xd h7 y62 ff4 fs3 fc0 sc0 ls0 ws0">O<span class="_ _9"></span> <span class="_ _9"></span>comitê<span class="_ _9"></span> <span class="_ _1e"></span>também<span class="_ _9"></span> <span class="_ _9"></span>deliberou<span class="_ _9"></span> <span class="_ _9"></span>que,<span class="_ _9"></span> <span class="_ _9"></span>não<span class="_ _1e"></span> <span class="_ _9"></span>obstante<span class="_ _9"></span> <span class="_ _9"></span>o<span class="_ _9"></span> <span class="_ _9"></span>nú<span class="_ _9"></span>mero<span class="_ _9"></span> <span class="_ _9"></span>excedente</div><div class="t m0 xd h7 y63 ff4 fs3 fc0 sc0 ls0 ws0">de<span class="_ _20"> </span> pr<span class="_ _a"></span>ocedimentos<span class="_ _20"> </span> <span class="_ _6"> </span>a<span class="_ _20"> </span> <span class="_ _6"> </span>serem<span class="_ _20"> </span> <span class="_ _6"> </span>mapeados<span class="_ _20"> </span> <span class="_ _6"> </span>em<span class="_ _20"> </span> <span class="_ _20"> </span>relação<span class="_ _6"> </span> <span class="_ _20"> </span>à<span class="_ _6"> </span> <span class="_ _20"> </span>meta<span class="_ _6"> </span> <span class="_ _20"> </span>já</div><div class="t m0 xd h7 y64 ff4 fs3 fc0 sc0 ls0 ws0">estabelecida,<span class="_ _1d"> </span> <span class="_ _22"> </span>de <span class="_ _22"> </span>05<span class="_ _1d"> </span> <span class="_ _1d"> </span>procedimentos,<span class="_ _1d"> </span> <span class="_ _22"> </span>esse<span class="_ _1d"> </span> <span class="_ _22"> </span>nov<span class="_ _a"></span>o<span class="_ _1d"> </span> <span class="_ _22"> </span>número<span class="_ _1d"> </span> <span class="_ _1d"> </span>(08</div><div class="t m0 xd h7 y65 ff4 fs3 fc0 sc0 ls0 ws0">procedimentos)<span class="_ _1f"> </span> <span class="_ _8"> </span>d<span class="_ _9"></span>everá<span class="_ _1f"> </span> <span class="_ _1f"> </span>ser<span class="_ _8"> </span> <span class="_ _1f"> </span>tomado<span class="_ _1f"> </span> <span class="_ _1f"> </span>como<span class="_ _1f"> </span> <span class="_ _8"> </span>meta<span class="_ _1f"> </span> <span class="_ _1f"> </span>ocasional<span class="_ _1f"> </span> <span class="_ _1f"> </span>a<span class="_ _8"> </span> <span class="_ _1f"> </span>ser</div><div class="t m0 xd h7 y66 ff4 fs3 fc0 sc0 ls0 ws0">perseguida, em face da relevância dos tem<span class="_ _a"></span>as envolvidos.</div><div class="t m0 xe h7 y57 ff4 fs3 fc0 sc0 ls0 ws0">Secretaria de Governança e Gestão</div><div class="t m0 xf h7 y58 ff4 fs3 fc0 sc0 ls0 ws0">Estratégica - SEGGEST</div><div class="t m0 x6 h7 y67 ff4 fs3 fc0 sc0 ls0 ws0">e.<span class="_ _1c"> </span><span class="ff3">Outras deliberações:</span></div><div class="t m0 xd h7 y68 ff4 fs3 fc0 sc0 ls0 ws0">Por f<span class="_ _9"></span>im, o <span class="_ _9"></span>comitê deliberou <span class="_ _9"></span>sobre <span class="_ _9"></span>a ocasião <span class="_ _9"></span>das RAE’s<span class="_ _9"></span> (Reuniões <span class="_ _9"></span>de</div><div class="t m0 xd h7 y69 ff4 fs3 fc0 sc0 ls0 ws0">Análise da Estratégia) para o presente exercício:</div><div class="t m0 xd h7 y6a ff4 fs3 fc0 sc0 ls0 ws0">1ª RAE: março;</div><div class="t m0 xd h7 y6b ff4 fs3 fc0 sc0 ls0 ws0">2ª RAE: entre julho/agosto;</div><div class="t m0 xd h7 y6c ff4 fs3 fc0 sc0 ls0 ws0">3ª RAE: novembro.</div><div class="t m0 x6 h7 y6d ff4 fs3 fc0 sc0 ls0 ws0">f.<span class="_ _25"> </span><span class="ff3">Considerações finais:<span class="_ _26"> </span></span>Secretaria de Governança e Gestão</div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
<div id="pf3" class="pf w0 h0" data-page-no="3"><div class="pc pc3 w0 h0"><img class="bi x0 y6e w3 h9" alt="" 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"/><div class="c x1 y1 w2 h2"><div class="t m0 x2 h3 y2 ff1 fs0 fc0 sc0 ls0 ws0">TRIBUNAL REGIONAL DO TRABALHO</div><div class="t m0 x3 h3 y3 ff1 fs0 fc0 sc0 ls0 ws0">13ª REGIÃO</div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">Ata de Reunião do Comitê Estratégico de Análise e</div><div class="t m0 x5 h4 y5 ff2 fs1 fc0 sc0 ls0 ws0">Desempenho do PEI 2021-2026</div><div class="t m0 xd h7 y39 ff4 fs3 fc0 sc0 ls0 ws0">Max<span class="_ _1e"></span> <span class="_ _1e"></span>Frederico<span class="_ _1e"></span> <span class="_ _1e"></span>F.<span class="_ _1e"></span> <span class="_ _21"></span>Guedes<span class="_ _1e"></span> <span class="_ _1e"></span>Pereira,<span class="_ _1e"></span> <span class="_ _21"></span>não<span class="_ _1e"></span> <span class="_ _1e"></span>havendo<span class="_ _1e"></span> <span class="_ _1e"></span>mais<span class="_ _1e"></span> <span class="_ _21"></span>a<span class="_ _1e"></span> <span class="_ _1e"></span>tratar,<span class="_ _1e"></span> <span class="_ _1e"></span>d<span class="_ _9"></span>eu</div><div class="t m0 xd h7 y3a ff4 fs3 fc0 sc0 ls0 ws0">por encerrada a reunião.</div><div class="t m0 xf h7 y6f ff4 fs3 fc0 sc0 ls0 ws0">Estratégica - SEGGEST</div><div class="t m0 x6 h5 y70 ff3 fs2 fc0 sc0 ls0 ws0">5. Fechamento da <span class="_ _a"></span>Ata</div><div class="t m0 x11 h6 y71 ff3 fs3 fc0 sc0 ls0 ws0">Data da ata <span class="_ _27"> </span>Assinatura do Coordenador da Reunião e do Relator </div><div class="t m0 xb h7 y72 ff4 fs3 fc0 sc0 ls0 ws0">João Pessoa, 23 de fevereiro de 2023.</div><div class="t m0 x12 h6 y73 ff3 fs3 fc0 sc0 ls0 ws0">Lindinaldo Silva Marinho</div><div class="t m0 x12 h7 y74 ff4 fs3 fc0 sc0 ls0 ws0">Juiz Auxiliar da Presidência</div><div class="t m0 x12 h7 y72 ff4 fs3 fc0 sc0 ls0 ws0">(Coordenador)</div><div class="t m0 x12 h6 y75 ff3 fs3 fc0 sc0 ls0 ws0">Rodolpho de Almeida Eloy</div><div class="t m0 x12 h7 y76 ff4 fs3 fc0 sc0 ls0 ws0">Chefe da Seção de Gestão de Riscos – SEGGEST</div><div class="t m0 x12 h7 y77 ff4 fs3 fc0 sc0 ls0 ws0">(Relator)</div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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