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                                                                                    eGestao

                                 1º Grau

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Manual Basico

 

Manual do Descarte

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Ata 1ª Reunião Comissão Gestora PLS - 2022

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Ata 1ª Reunião Comissão Gest PLS.html — HTML, 367Kb

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')format("woff");}.ff2{font-family:ff2;line-height:1.017578;font-style:normal;font-weight:normal;visibility:visible;}
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')format("woff");}.ff4{font-family:ff4;line-height:0.938965;font-style:normal;font-weight:normal;visibility:visible;}
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 pdf2htmlEX.js: Core UI functions for pdf2htmlEX 
 Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> and other contributors 
 https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE 
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<div id="sidebar">
<div id="outline">
<ul><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",42.65,645,null]'>Identificação da Reunião</a><ul><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",165.45,623.9,null]'>Horário</a></li><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",333.3,623.9,null]'>Local</a></li><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",402.65,623.9,null]'>Coordenador da reunião</a></li></ul></li><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",42.65,559.4,null]'>Objetivos da Reunião</a></li><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",78.1,475.4,null]'>1. Participantes</a></li><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",78.1,301.3,null]'>2. Discussão da Pauta</a></li><li><a class="l" href="#pf2" data-dest-detail='[2,"XYZ",42.65,315.1,null]'>Pendência identificada</a></li><li><a class="l" href="#pf2" data-dest-detail='[2,"XYZ",42.65,246.8,null]'>Fechamento da Ata</a></li></ul></div>
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"/><div class="c x0 y1 w1 h2"><div class="t m0 x1 h3 y2 ff1 fs0 fc0 sc0 ls0 ws0">TRIB<span class="_ _0"></span>UNAL REGION<span class="_ _0"></span>AL DO TRABALHO</div><div class="t m0 x2 h3 y3 ff1 fs0 fc0 sc0 ls0 ws0">13ª REGIÃO</div><div class="t m0 x3 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">ASSESSORIA DE GESTÃO ESTRATÉGICA</div><div class="t m0 x4 h5 y5 ff2 fs2 fc0 sc0 ls0 ws0">Reunião Comissão Gestora do PLS</div><div class="t m0 x5 h6 y6 ff3 fs3 fc0 sc0 ls0 ws0"> Identificação da Reunião</div><div class="t m0 x6 h7 y7 ff3 fs4 fc0 sc0 ls0 ws0">Data</div><div class="t m0 x7 h7 y8 ff3 fs4 fc0 sc0 ls0 ws0">Horário<span class="_ _1"> </span>Local<span class="_ _2"> </span>Coordenador da reunião</div><div class="t m0 x8 h8 y9 ff4 fs4 fc0 sc0 ls0 ws0">1<span class="_ _3"></span>1/03/2022<span class="_ _4"> </span>Início<span class="_ _5"> </span>10h20<span class="_ _6"> </span>Término<span class="_ _7"> </span>1<span class="_ _3"></span>1:20h</div><div class="t m0 x9 h8 ya ff4 fs4 fc1 sc0 ls0 ws0">Sala de Reunião da </div><div class="t m0 x9 h8 yb ff4 fs4 fc1 sc0 ls0 ws0">Presidência</div><div class="t m0 xa h7 yc ff3 fs4 fc0 sc0 ls0 ws0">Juiz <span class="_ _0"></span>Auxiliar da Presidência e </div><div class="t m0 xa h7 y9 ff3 fs4 fc0 sc0 ls0 ws0">Presidente da Comissão </div><div class="t m0 xa h7 yd ff3 fs4 fc0 sc0 ls0 ws0">Gestora do PLS</div><div class="t m0 x5 h6 ye ff3 fs3 fc0 sc0 ls0 ws0">     Objetivos da Reunião</div><div class="t m0 x5 h9 yf ff5 fs5 fc0 sc0 ls0 ws0">a.<span class="ff4 fs4"> <span class="_ _3"></span>Aprovação do Relatório <span class="_ _0"></span>Anual de desempenho do PLS – 2021;</span></div><div class="t m0 x5 h9 y10 ff5 fs5 fc0 sc0 ls0 ws0">b.<span class="ff4 fs4"> Deliberação sobre os indicadores que ficaram fora da me<span class="_ _0"></span>ta<span class="_ _8"></span> estabelecida para 2021;</span></div><div class="t m0 x5 h9 y11 ff5 fs5 fc0 sc0 ls0 ws0">c.<span class="ff4 fs4"> Encaminhamentos para os Grupos Executivos do PL<span class="_ _0"></span>S <span class="_ _8"></span>revisarem indicadores cujas metas se mostraram </span></div><div class="t m0 x5 h8 y12 ff4 fs4 fc0 sc0 ls0 ws0">distantes do valor realizado em 2021.</div><div class="t m0 x5 h6 y13 ff3 fs3 fc0 sc0 ls0 ws0">1.<span class="_ _9"> </span> Participantes</div><div class="t m0 xb h7 y14 ff3 fs4 fc0 sc0 ls0 ws0">Nome<span class="_ _a"> </span>Lotação<span class="_ _b"> </span>Cargo</div><div class="t m0 xc h8 y15 ff4 fs4 fc0 sc0 ls0 ws0">Paulo Roberto Vieira Roc<span class="_ _0"></span>ha<span class="_ _c"> </span><span class="ff3">JAP<span class="_ _d"> </span></span>Juiz <span class="_ _3"></span>Au<span class="_ _8"></span>xiliar da Presidência</div><div class="t m0 xc h8 y16 ff4 fs4 fc0 sc0 ls0 ws0">Aryoswaldo José Brito Espinola, substituindo </div><div class="t m0 xc h8 y17 ff4 fs4 fc0 sc0 ls0 ws0">Alexandre Gondim Guedes Pereira</div><div class="t m0 xd h8 y18 ff3 fs4 fc0 sc0 ls0 ws0">SADM<span class="_ _e"> </span><span class="ff4">Diretor da Secretaria <span class="_ _3"></span>Administrativa</span></div><div class="t m0 xc h8 y19 ff4 fs4 fc0 sc0 ls0 ws0">Max Frederico Feitosa G. Pereira<span class="_ _f"> </span><span class="ff3">AGE<span class="_ _10"> </span></span>Assessor de Gestão Estratégica</div><div class="t m0 xc h8 y1a ff4 fs4 fc0 sc0 ls0 ws0">Jackson Bertamoni de Lima<span class="_ _11"> </span><span class="ff3">AGE<span class="_ _12"> </span></span>Chefe da Seção de Gestão Socioambiental</div><div class="t m0 xc h8 y1b ff4 fs4 fc0 sc0 ls0 ws0">Edgard Saeger Neto<span class="_ _13"> </span><span class="ff3">SEGEPE</span></div><div class="t m0 xe h8 y1c ff4 fs4 fc0 sc0 ls0 ws0">Chefe da Seção de Estratégia e Política de</div><div class="t m0 xf h8 y1d ff4 fs4 fc0 sc0 ls0 ws0">Pessoas</div><div class="t m0 xc h8 y1e ff4 fs4 fc0 sc0 ls0 ws0">Ronaldo Vieira de <span class="_ _3"></span>Aragão<span class="_ _14"> </span><span class="ff3">NL<span class="_ _15"> </span></span>Chefe do Núcleo de Licitação</div><div class="t m0 xc h8 y1f ff4 fs4 fc0 sc0 ls0 ws0">Emerson Santos Maul de <span class="_ _3"></span>Andrade<span class="_ _16"> </span><span class="ff3">CAEMA</span></div><div class="t m0 x10 h8 y20 ff4 fs4 fc0 sc0 ls0 ws0">Coordenador de <span class="_ _3"></span>Arquitetura, Engenharia e</div><div class="t m0 x11 h8 y21 ff4 fs4 fc0 sc0 ls0 ws0">Manutenção, Conservação e Limpeza.</div><div class="t m0 xc h8 y22 ff4 fs4 fc0 sc0 ls0 ws0">Weberte <span class="_ _3"></span>Araujo Silveira<span class="_ _17"> </span><span class="ff3">CMP<span class="_ _18"> </span></span>Coordenador do Material e Patrimônio</div><div class="t m0 x5 h6 y23 ff3 fs3 fc0 sc0 ls0 ws0">2.<span class="_ _9"> </span> Discussão da Pauta</div><div class="t m0 x12 h7 y24 ff3 fs4 fc0 sc0 ls0 ws0">Assunto</div><div class="t m0 x5 h8 y25 ff4 fs4 fc0 sc0 ls0 ws0">a.</div><div class="t m0 x13 ha y26 ff3 fs5 fc0 sc0 ls0 ws0">Abertura da reunião<span class="ff4">.</span></div><div class="t m0 x6 ha y27 ff4 fs5 fc0 sc0 ls0 ws0">-<span class="_ _19"></span> O<span class="_ _1a"></span> <span class="_ _1a"></span>Presidente<span class="_ _1a"></span> <span class="_ _1a"></span>da<span class="_ _1a"></span> <span class="_ _1a"></span>Comissão<span class="_ _1a"></span> <span class="_ _1a"></span>Gestora<span class="_ _1b"></span> <span class="_ _1a"></span>do<span class="_ _1a"></span> <span class="_ _1a"></span>PLS,<span class="_ _1a"></span> <span class="_ _1b"></span>magistrado<span class="_ _1a"></span> <span class="_ _1a"></span>auxiliar<span class="_ _1a"></span> <span class="_ _1a"></span>da<span class="_ _1a"></span> <span class="_ _1a"></span>presidência<span class="_ _1a"></span> <span class="_ _1a"></span>abriu<span class="_ _1a"></span> <span class="_ _1b"></span>a</div><div class="t m0 x6 ha y28 ff4 fs5 fc0 sc0 ls0 ws0">reunião<span class="_ _1a"></span> <span class="_ _1b"></span>destacando<span class="_ _1a"></span> <span class="_ _1a"></span>a<span class="_ _1a"></span> <span class="_ _1b"></span>importância<span class="_ _1a"></span> <span class="_ _1b"></span>do<span class="_ _1a"></span> <span class="_ _1b"></span>tema<span class="_ _1a"></span> <span class="_ _1b"></span>Sustentabilidade<span class="_ _1a"></span> <span class="_ _1a"></span>no<span class="_ _1a"></span> <span class="_ _1b"></span>âmbito<span class="_ _1a"></span> <span class="_ _1b"></span>do<span class="_ _1a"></span> <span class="_ _1b"></span>Regional,<span class="_ _1a"></span> <span class="_ _1a"></span>que</div><div class="t m0 x6 ha y29 ff4 fs5 fc0 sc0 ls0 ws0">todos <span class="_ _8"></span>os <span class="_ _8"></span>esforços <span class="_ _8"></span>para <span class="_ _8"></span>melhorar <span class="_ _8"></span>o <span class="_ _8"></span>desempenho <span class="_ _8"></span>do TRT deve <span class="_ _8"></span>ser <span class="_ _8"></span>observado <span class="_ _8"></span>e<span class="_ _8"></span> perseguido.</div><div class="t m0 x6 ha y2a ff4 fs5 fc0 sc0 ls0 ws0">Em<span class="_ _8"></span> <span class="_ _1a"></span>seguida<span class="_ _1a"></span> <span class="_ _8"></span>passou<span class="_ _1a"></span> <span class="_ _1a"></span>a<span class="_ _8"></span> <span class="_ _1a"></span>palavra<span class="_ _8"></span> <span class="_ _1a"></span>ao<span class="_ _8"></span> A<span class="_ _8"></span><span class="fs2">ssessor<span class="_ _1a"></span> <span class="_ _8"></span>da<span class="_ _1a"></span> <span class="_ _1a"></span>Gestão<span class="_ _8"></span> <span class="_ _1a"></span>Estratégica<span class="_ _1a"></span> <span class="_ _8"></span>que<span class="_ _19"></span> ressaltou<span class="_ _1a"></span> <span class="_ _8"></span>a<span class="_ _1a"></span> <span class="_ _1a"></span>importância</span></div><div class="t m0 x6 hb y2b ff4 fs2 fc0 sc0 ls0 ws0">do Plano de Logística Sustentável para o Planejamento Estratégico <span class="_ _8"></span>do TR<span class="_ _0"></span>T13 e para o Prêmio CNJ</div><div class="t m0 x6 hb y2c ff4 fs2 fc0 sc0 ls0 ws0">de<span class="_ _8"></span> <span class="_ _1a"></span>Qualidade.<span class="_ _1a"></span> <span class="_ _8"></span>Informou<span class="_ _8"></span> <span class="_ _1a"></span>também<span class="_ _8"></span> <span class="_ _1a"></span>que<span class="_ _1a"></span> <span class="_ _8"></span>há<span class="_ _8"></span> <span class="_ _1a"></span>importantes<span class="_ _8"></span> <span class="_ _1a"></span>dados<span class="_ _8"></span> <span class="_ _1a"></span>a<span class="_ _8"></span> <span class="_ _1a"></span>serem<span class="_ _8"></span> <span class="_ _1a"></span>analisados<span class="_ _8"></span> <span class="_ _1a"></span>neste<span class="_ _8"></span> <span class="_ _1a"></span>relatório<span class="_ _8"></span> <span class="_ _1a"></span>de</div><div class="t m0 x6 hb y2d ff4 fs2 fc0 sc0 ls0 ws0">desempenho <span class="_ _8"></span>anu<span class="_ _8"></span>al <span class="_ _8"></span>do<span class="_ _8"></span> <span class="_ _8"></span>PLS<span class="_ _8"></span> <span class="_ _8"></span>e<span class="_ _8"></span> que<span class="_ _8"></span> <span class="_ _8"></span>há<span class="_ _8"></span> <span class="_ _8"></span>necessidade<span class="_ _8"></span> <span class="_ _8"></span>de<span class="_ _8"></span> <span class="_ _8"></span>avaliação <span class="_ _8"></span>por<span class="_ _8"></span> <span class="_ _8"></span>parte<span class="_ _8"></span> <span class="_ _8"></span>da<span class="_ _8"></span> <span class="_ _8"></span>Comissão <span class="_ _8"></span>Gest<span class="_ _8"></span>ora <span class="_ _8"></span>do</div><div class="t m0 x6 hb y2e ff4 fs2 fc0 sc0 ls0 ws0">PLS<span class="_ _1b"></span> <span class="_ _19"></span>de<span class="_ _1b"></span> <span class="_ _1b"></span>ações<span class="_ _19"></span> <span class="_ _1a"></span>a<span class="_ _19"> </span> <span class="_ _1b"></span>serem<span class="_ _1b"></span> <span class="_ _19"></span>implementadas<span class="_ _1b"></span> <span class="_ _1b"></span>para<span class="_ _19"></span> <span class="_ _1a"></span>t<span class="_ _8"></span>ratar<span class="_ _1b"></span> <span class="_ _1b"></span>de<span class="_ _19"> </span> <span class="_ _1b"></span>alguns<span class="_ _1b"></span> <span class="_ _19"> </span>indicadores<span class="_ _1b"></span> <span class="_ _19"></span>c<span class="_ _0"></span>ríticos.<span class="_ _19"></span> <span class="_ _8"></span>Agradeceu<span class="_ _19"></span> <span class="_ _1b"></span>a</div><div class="t m0 x6 hb y2f ff4 fs2 fc0 sc0 ls0 ws0">presença de<span class="_ _8"></span> todos e<span class="_ _8"></span> passou <span class="_ _8"></span>a palavra <span class="_ _8"></span>para <span class="_ _8"></span>o servidor Jackson<span class="_ _8"></span> Bertamoni<span class="_ _8"></span> de <span class="_ _8"></span>Lima, chefe <span class="_ _8"></span>da Seção</div><div class="t m0 x6 hb y30 ff4 fs2 fc0 sc0 ls0 ws0">de Gestão Socioambiental.</div><div class="t m0 x6 hb y31 ff4 fs2 fc0 sc0 ls0 ws0">- <span class="_ _8"></span>O<span class="_ _8"></span> chefe <span class="_ _8"></span>da<span class="_ _8"></span> Seção<span class="_ _8"></span> <span class="_ _8"></span>de <span class="_ _8"></span>Gestão <span class="_ _8"></span>Socioambiental<span class="_ _8"></span> <span class="_ _8"></span>passou<span class="_ _8"></span> <span class="_ _8"></span>a <span class="_ _8"></span>apresentar <span class="_ _8"></span>o<span class="_ _8"></span> relatório<span class="_ _8"></span> com<span class="_ _8"></span> o<span class="_ _8"></span> desempen<span class="_ _8"></span>ho</div><div class="t m0 x6 hb y32 ff4 fs2 fc0 sc0 ls0 ws0">dos indicadores, <span class="_ _8"></span>os quais passaram<span class="_ _8"></span> a ser <span class="_ _8"></span>analisados pela Comissão. <span class="_ _0"></span>As <span class="_ _8"></span>deliberações da Comissão</div><div class="t m0 x6 hb y33 ff4 fs2 fc0 sc0 ls0 ws0">foram as seguintes:<span class="_ _8"></span> <span class="ff3">1)</span> <span class="_ _8"></span>Encaminhar para <span class="_ _8"></span>o Grupo Executivo<span class="_ _8"></span> do PLS<span class="_ _8"></span> analisar a met<span class="_ _8"></span>a do consumo <span class="_ _8"></span>de</div><div class="t m0 x6 hb y34 ff4 fs2 fc0 sc0 ls0 ws0">papel<span class="_ _1a"></span> <span class="_ _1b"></span>para<span class="_ _1b"></span> <span class="_ _1a"></span>impressão,<span class="_ _1b"></span> <span class="_ _1b"></span>para<span class="_ _1a"></span> <span class="_ _1b"></span>posterior<span class="_ _1a"></span> <span class="_ _1b"></span>deliberação<span class="_ _1a"></span> <span class="_ _1b"></span>da<span class="_ _1b"></span> <span class="_ _1a"></span>Comissão<span class="_ _1b"></span> <span class="_ _1a"></span>G<span class="_ _8"></span>estora<span class="_ _1a"></span> <span class="_ _1b"></span>do<span class="_ _1a"></span> <span class="_ _1b"></span>PLS.<span class="_ _1c"> </span> <span class="ff3">2)</span> <span class="_ _19"></span>A <span class="_ _1a"></span>Comiss<span class="_ _8"></span>ão</div><div class="t m0 x6 hb y35 ff4 fs2 fc0 sc0 ls0 ws0">autorizou<span class="_ _8"></span> <span class="_ _1a"></span>o<span class="_ _8"></span> <span class="_ _8"></span>desfazimento<span class="_ _8"></span> <span class="_ _1a"></span>de<span class="_ _8"></span> <span class="_ _8"></span>parte<span class="_ _1a"></span> <span class="_ _8"></span>dos<span class="_ _8"></span> <span class="_ _1a"></span>copos <span class="_ _1a"></span>descartáveis<span class="_ _8"></span> <span class="_ _8"></span>de<span class="_ _1a"></span> <span class="_ _8"></span>50<span class="_ _8"></span> <span class="_ _1a"></span>ml<span class="_ _8"></span> <span class="_ _8"></span>e<span class="_ _8"></span> <span class="_ _1a"></span>de<span class="_ _8"></span> <span class="_ _8"></span>200<span class="_ _1a"></span> <span class="_ _8"></span>ml,<span class="_ _8"></span> <span class="_ _1a"></span>após <span class="_ _1a"></span>análise<span class="_ _8"></span> <span class="_ _8"></span>do</div><div class="t m0 x5 h9 y36 ff5 fs5 fc0 sc0 ls0 ws0">Ata Reunião Comissão Gestora do PLS - 1<span class="_ _0"></span>1_03_2022.odt</div></div><div class="c x14 y37 w2 hc"><div class="t m0 x0 hd y38 ff6 fs4 fc0 sc0 ls0 ws0">1</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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"/><div class="c x0 y1 w1 h2"><div class="t m0 x1 h3 y2 ff1 fs0 fc0 sc0 ls0 ws0">TRIB<span class="_ _0"></span>UNAL REGION<span class="_ _0"></span>AL DO TRABALHO</div><div class="t m0 x2 h3 y3 ff1 fs0 fc0 sc0 ls0 ws0">13ª REGIÃO</div><div class="t m0 x3 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">ASSESSORIA DE GESTÃO ESTRATÉGICA</div><div class="t m0 x4 h5 y5 ff2 fs2 fc0 sc0 ls0 ws0">Reunião Comissão Gestora do PLS</div><div class="t m0 x6 hb y39 ff4 fs2 fc0 sc0 ls0 ws0">CMP <span class="_ _8"></span>em<span class="_ _8"></span> <span class="_ _8"></span>conjunto<span class="_ _8"></span> <span class="_ _8"></span>com<span class="_ _8"></span> <span class="_ _1a"></span>outras <span class="_ _8"></span>unidades.<span class="_ _1a"></span> <span class="ff3">3)</span> <span class="_ _1a"></span>Encaminhar<span class="_ _8"></span> <span class="_ _8"></span>para<span class="_ _8"></span> <span class="_ _8"></span>o<span class="_ _8"></span> <span class="_ _8"></span>Grupo<span class="_ _8"></span> <span class="_ _8"></span>Executivo<span class="_ _8"></span> <span class="_ _8"></span>do<span class="_ _8"></span> <span class="_ _1a"></span>PLS <span class="_ _8"></span>analisar<span class="_ _8"></span> <span class="_ _1a"></span>a</div><div class="t m0 x6 hb y3a ff4 fs2 fc0 sc0 ls0 ws0">meta do consumo<span class="_ _8"></span> de copos <span class="_ _8"></span>descartáveis, para <span class="_ _8"></span>posterior deliberação da C<span class="_ _8"></span>omissão Gestora do<span class="_ _8"></span> PLS.</div><div class="t m0 x6 hb y3b ff3 fs2 fc0 sc0 ls0 ws0">4)<span class="ff4"> <span class="_ _1c"> </span>Encaminhar<span class="_ _1a"></span> <span class="_ _1b"></span>para<span class="_ _1a"></span> <span class="_ _1b"></span>o<span class="_ _1a"></span> <span class="_ _1b"></span>Grupo<span class="_ _1b"></span> <span class="_ _1a"></span>Executivo<span class="_ _1b"></span> <span class="_ _1b"></span>do<span class="_ _1a"></span> <span class="_ _1b"></span>PLS<span class="_ _1a"></span> <span class="_ _1b"></span>analisar<span class="_ _1b"></span> <span class="_ _1a"></span>a<span class="_ _1b"></span> <span class="_ _1a"></span>met<span class="_ _8"></span>a<span class="_ _1a"></span> <span class="_ _1b"></span>da<span class="_ _1a"></span> <span class="_ _1b"></span>telefonia<span class="_ _1a"></span> <span class="_ _1b"></span>fixa,<span class="_ _1b"></span> <span class="_ _1b"></span>para<span class="_ _1a"></span> <span class="_ _1b"></span>posterior</span></div><div class="t m0 x6 hb y3c ff4 fs2 fc0 sc0 ls0 ws0">deliberação da Com<span class="_ _8"></span>issão Gestora do <span class="_ _8"></span>PLS. <span class="_ _8"></span><span class="ff3">5)</span> <span class="_ _0"></span>A<span class="_ _0"></span> Comissão autorizou <span class="_ _8"></span>alteração na meta <span class="_ _8"></span>do indicador</div><div class="t m0 x6 hb y3d ff4 fs2 fc0 sc0 ls0 ws0">“Ações<span class="_ _1a"></span> <span class="_ _1a"></span>de<span class="_ _1b"></span> <span class="_ _1a"></span>capacitação<span class="_ _1b"></span> <span class="_ _1a"></span>na<span class="_ _1a"></span> <span class="_ _1b"></span>temática<span class="_ _1a"></span> <span class="_ _1a"></span>socioambiental”.<span class="_ _1c"> </span> <span class="ff3">7)</span> <span class="_ _1b"></span>A <span class="_ _1a"></span>Comissão<span class="_ _1b"></span> <span class="_ _1a"></span>autorizou<span class="_ _1a"></span> <span class="_ _1b"></span>a<span class="_ _1a"></span> <span class="_ _1b"></span>revisão<span class="_ _1a"></span> <span class="_ _1a"></span>da<span class="_ _1a"></span> <span class="_ _1b"></span>meta</div><div class="t m0 x6 hb y3e ff4 fs2 fc0 sc0 ls0 ws0">para o indicador “Gasto com serviços gráficos”.</div><div class="t m0 x6 hb y3f ff4 fs2 fc0 sc0 ls0 ws0">-<span class="_ _1a"></span> <span class="_ _8"></span>Ao<span class="_ _1b"></span> <span class="_ _1a"></span>final,<span class="_ _1b"></span> <span class="_ _1a"></span>o<span class="_ _1b"></span> <span class="_ _1a"></span>chefe<span class="_ _1b"></span> <span class="_ _1a"></span>da<span class="_ _1b"></span> <span class="_ _1a"></span>Seção<span class="_ _1b"></span> <span class="_ _1a"></span>Socioambient<span class="_ _8"></span>al<span class="_ _1a"></span> <span class="_ _1b"></span>destacou<span class="_ _1a"></span> <span class="_ _1b"></span>os<span class="_ _1a"></span> <span class="_ _1b"></span>indicadores<span class="_ _1a"></span> <span class="_ _1b"></span>que<span class="_ _1a"></span> <span class="_ _1b"></span>não<span class="_ _1a"></span> <span class="_ _1b"></span>atingiram<span class="_ _1a"></span> <span class="_ _1b"></span>a<span class="_ _1b"></span> <span class="_ _1a"></span>meta</div><div class="t m0 x6 hb y40 ff4 fs2 fc0 sc0 ls0 ws0">estabelecida em <span class="_ _8"></span>2021, sendo eles:<span class="_ _8"></span> 1) Indicador <span class="_ _8"></span>6 – consumo<span class="_ _8"></span> de unidades<span class="_ _8"></span> de cartuchos de<span class="_ _8"></span> toner<span class="_ _3"></span>.<span class="_ _8"></span> 2)</div><div class="t m0 x6 hb y41 ff4 fs2 fc0 sc0 ls0 ws0">Indicador 8 –<span class="_ _8"></span> gasto com <span class="_ _8"></span>telefonia fixa. <span class="_ _8"></span>3) Indicador 9<span class="_ _8"></span> – gasto com<span class="_ _8"></span> telefonia móvel.<span class="_ _8"></span> 4) Indicador <span class="_ _8"></span>20 –</div><div class="t m0 x6 hb y42 ff4 fs2 fc0 sc0 ls0 ws0">quantidade de ações <span class="_ _8"></span>de qualidade de vida. 5) <span class="_ _8"></span>Indicador 23 – ações <span class="_ _8"></span>de capacitação e sensibilização</div><div class="t m0 x6 hb y43 ff4 fs2 fc0 sc0 ls0 ws0">na<span class="_ _1a"></span> <span class="_ _8"></span>tem<span class="_ _8"></span>ática<span class="_ _8"></span> <span class="_ _1a"></span>socioambiental.<span class="_ _1a"></span> <span class="_ _1a"></span>6)<span class="_ _1a"></span> <span class="_ _8"></span>Indicador<span class="_ _1a"></span> <span class="_ _1a"></span>24<span class="_ _1a"></span> <span class="_ _8"></span>–<span class="_ _1a"></span> <span class="_ _1a"></span>participação<span class="_ _8"></span> <span class="_ _1a"></span>em<span class="_ _1a"></span> <span class="_ _1a"></span>ações<span class="_ _1a"></span> <span class="_ _8"></span>de<span class="_ _1a"></span> <span class="_ _1a"></span>capacitação<span class="_ _8"></span> <span class="_ _1a"></span>na<span class="_ _1a"></span> <span class="_ _1a"></span>temática</div><div class="t m0 x6 hb y44 ff4 fs2 fc0 sc0 ls0 ws0">socioambiental.<span class="_ _8"></span> <span class="_ _1a"></span>Com<span class="_ _8"></span> <span class="_ _1a"></span>este<span class="_ _1a"></span> <span class="_ _8"></span>resultado<span class="_ _1a"></span> <span class="_ _1a"></span>o <span class="_ _1a"></span>nível<span class="_ _1a"></span> <span class="_ _8"></span>de<span class="_ _1a"></span> <span class="_ _8"></span>atingimento<span class="_ _1a"></span> <span class="_ _8"></span>das<span class="_ _1a"></span> <span class="_ _1a"></span>metas<span class="_ _8"></span> <span class="_ _1a"></span>do<span class="_ _8"></span> <span class="_ _1a"></span>PLS<span class="_ _8"></span> <span class="_ _1a"></span>foi<span class="_ _8"></span> <span class="_ _1a"></span>de<span class="_ _1a"></span> <span class="_ _8"></span>76%,<span class="_ _1a"></span> <span class="_ _8"></span>abaixo</div><div class="t m0 x6 hb y45 ff4 fs2 fc0 sc0 ls0 ws0">da meta estabelecida que era 85%.</div><div class="t m0 x6 hb y46 ff4 fs2 fc0 sc0 ls0 ws0">- <span class="_ _8"></span>O<span class="_ _8"></span> Assessor <span class="_ _8"></span>da <span class="_ _8"></span>Gest<span class="_ _8"></span>ão <span class="_ _8"></span>Estratégica<span class="_ _8"></span> <span class="_ _8"></span>destacou<span class="_ _8"></span> <span class="_ _8"></span>que<span class="_ _8"></span> <span class="_ _8"></span>a<span class="_ _8"></span> m<span class="_ _8"></span>eta <span class="_ _8"></span>do<span class="_ _8"></span> <span class="_ _8"></span>Planejamento<span class="_ _8"></span> <span class="_ _8"></span>Estratégico<span class="_ _8"></span> <span class="_ _8"></span>para <span class="_ _8"></span>o<span class="_ _8"></span> <span class="_ _8"></span>ano</div><div class="t m0 x6 hb y47 ff4 fs2 fc0 sc0 ls0 ws0">de<span class="_ _8"></span> 2022<span class="_ _8"></span> <span class="_ _8"></span>é<span class="_ _8"></span> atingir<span class="_ _8"></span> <span class="_ _8"></span>86%<span class="_ _8"></span> das<span class="_ _8"></span> <span class="_ _8"></span>metas<span class="_ _8"></span> <span class="_ _8"></span>dos<span class="_ _8"></span> indicadores<span class="_ _8"></span> <span class="_ _8"></span>do<span class="_ _8"></span> PLS<span class="_ _8"></span> <span class="_ _8"></span>e<span class="_ _8"></span> que<span class="_ _8"></span> <span class="_ _8"></span>para<span class="_ _8"></span> <span class="_ _8"></span>isso <span class="_ _8"></span>os<span class="_ _8"></span> <span class="_ _8"></span>esforços<span class="_ _8"></span> deverão<span class="_ _8"></span> <span class="_ _8"></span>ser</div><div class="t m0 x6 hb y48 ff4 fs2 fc0 sc0 ls0 ws0">permanentes.<span class="_ _1a"></span> <span class="_ _8"></span>Registrou<span class="_ _1a"></span> <span class="_ _1a"></span>que<span class="_ _8"></span> <span class="_ _1a"></span>a<span class="_ _1a"></span> <span class="_ _8"></span>Resolução<span class="_ _1a"></span> <span class="_ _1a"></span>CNJ<span class="_ _8"></span> <span class="_ _1a"></span>nº<span class="_ _1a"></span> <span class="_ _8"></span>400/2021<span class="_ _1a"></span> <span class="_ _1a"></span>determina<span class="_ _8"></span> <span class="_ _1a"></span>que,<span class="_ _1a"></span> <span class="_ _1a"></span>pelo<span class="_ _8"></span> <span class="_ _1a"></span>porte<span class="_ _1a"></span> <span class="_ _8"></span>do<span class="_ _1a"></span> <span class="_ _8"></span>TRT13,</div><div class="t m0 x6 hb y49 ff4 fs2 fc0 sc0 ls0 ws0">deve haver 2 servidores <span class="_ _8"></span>lotados na Seção de G<span class="_ _8"></span>estão Socioambiental e atualmente <span class="_ _8"></span>só há 1 servidor</div><div class="t m0 x6 hb y4a ff4 fs2 fc0 sc0 ls0 ws0">e<span class="_ _1c"> </span> <span class="_ _1c"> </span>este,<span class="_ _1c"> </span> <span class="_ _1c"> </span>além<span class="_ _1c"> </span> <span class="_ _1c"> </span>das<span class="_ _1c"> </span> <span class="_ _19"> </span>at<span class="_ _8"></span>ividades<span class="_ _1c"> </span> <span class="_ _1c"> </span>da<span class="_ _1c"> </span> <span class="_ _1c"> </span>Seção,<span class="_ _1c"> </span> <span class="_ _1c"> </span>acumula<span class="_ _19"> </span> <span class="_ _1c"> </span>as<span class="_ _1c"> </span> <span class="_ _1c"> </span>atribuições<span class="_ _1c"> </span> <span class="_ _1c"> </span>do<span class="_ _1c"> </span> <span class="_ _1c"> </span>cargo<span class="_ _1c"> </span> <span class="_ _1c"> </span>de<span class="_ _1c"> </span> <span class="_ _1c"> </span>Engenharia<span class="_ _1c"> </span> <span class="_ _1c"> </span>de</div><div class="t m0 x6 hb y4b ff4 fs2 fc0 sc0 ls0 ws0">Segurança<span class="_ _1a"></span> <span class="_ _1a"></span>do<span class="_ _1a"></span> <span class="_ _8"></span>T<span class="_ _0"></span>rabalho.<span class="_ _1a"></span> <span class="_ _1a"></span>Com<span class="_ _1a"></span> <span class="_ _1a"></span>apenas<span class="_ _1a"></span> <span class="_ _1a"></span>1<span class="_ _1a"></span> <span class="_ _1a"></span>servidor<span class="_ _1a"></span> <span class="_ _1a"></span>na<span class="_ _1a"></span> <span class="_ _1a"></span>Seção<span class="_ _1a"></span> <span class="_ _1a"></span>fica<span class="_ _8"></span> <span class="_ _1a"></span>muito<span class="_ _1a"></span> <span class="_ _1a"></span>difícil<span class="_ _1a"></span> <span class="_ _1a"></span>desenvolver<span class="_ _1a"></span> <span class="_ _1a"></span>todas<span class="_ _1a"></span> <span class="_ _1a"></span>as</div><div class="t m0 x6 hb y4c ff4 fs2 fc0 sc0 ls0 ws0">ações<span class="_ _1d"> </span> <span class="_ _1d"> </span>necessárias<span class="_ _1d"> </span> <span class="_ _1d"> </span>nos<span class="_ _1c"> </span> <span class="_ _1d"> </span>25<span class="_ _1d"> </span> <span class="_ _1d"> </span>indicadores<span class="_ _1d"> </span> <span class="_ _1d"> </span>do<span class="_ _1d"> </span> <span class="_ _1d"> </span>PLS.<span class="_ _1d"> </span> <span class="_ _1d"> </span>O<span class="_ _1d"> </span> <span class="_ _19"> </span>Assessor<span class="_ _1d"> </span> <span class="_ _1d"> </span>sugeriu<span class="_ _1d"> </span> <span class="_ _1d"> </span>que<span class="_ _1d"> </span> <span class="_ _1d"> </span>seja<span class="_ _1d"> </span> <span class="_ _1d"> </span>analisada<span class="_ _1c"> </span> <span class="_ _1d"> </span>a</div><div class="t m0 x6 hb y4d ff4 fs2 fc0 sc0 ls0 ws0">possibilidade<span class="_ _1b"></span> <span class="_ _19"></span>de<span class="_ _1a"></span> <span class="_ _19"> </span>requisição<span class="_ _1b"></span> <span class="_ _1b"></span>de<span class="_ _19"> </span> <span class="_ _1b"></span>servidor<span class="_ _1b"></span> <span class="_ _19"></span>de<span class="_ _1b"></span> <span class="_ _1b"></span>outro<span class="_ _1b"></span> <span class="_ _19"> </span>órgão<span class="_ _1b"></span> <span class="_ _1b"></span>para<span class="_ _19"></span> <span class="_ _1b"></span>poder<span class="_ _1b"></span> <span class="_ _19"></span>compor<span class="_ _1a"></span> <span class="_ _19"> </span>o<span class="_ _1b"></span> <span class="_ _1b"></span>quadro<span class="_ _19"> </span> <span class="_ _1b"></span>da<span class="_ _19"></span> <span class="_ _1a"></span>Seção</div><div class="t m0 x6 hb y4e ff4 fs2 fc0 sc0 ls0 ws0">Socioambiental.</div><div class="t m0 x6 hb y4f ff4 fs2 fc0 sc0 ls0 ws0">-<span class="_ _8"></span> <span class="_ _1a"></span>Por<span class="_ _1a"></span> <span class="_ _8"></span>fim,<span class="_ _1a"></span> <span class="_ _8"></span>a<span class="_ _1a"></span> <span class="_ _8"></span>Comissão<span class="_ _1a"></span> <span class="_ _8"></span>G<span class="_ _8"></span>estora<span class="_ _8"></span> <span class="_ _1a"></span>do<span class="_ _8"></span> <span class="_ _1a"></span>PLS<span class="_ _1a"></span> <span class="_ _8"></span>aprovou<span class="_ _1a"></span> <span class="_ _8"></span>o<span class="_ _1a"></span> <span class="_ _8"></span>Relatório<span class="_ _1a"></span> <span class="_ _1a"></span>de<span class="_ _8"></span> <span class="_ _1a"></span>Desempenho<span class="_ _8"></span> Anual<span class="_ _8"></span> <span class="_ _1a"></span>do<span class="_ _1a"></span> <span class="_ _8"></span>PLS<span class="_ _1a"></span> <span class="_ _8"></span>–<span class="_ _1a"></span> <span class="_ _8"></span>ano</div><div class="t m0 x6 hb y50 ff4 fs2 fc0 sc0 ls0 ws0">2021.</div><div class="t m0 x5 h6 y51 ff3 fs3 fc0 sc0 ls0 ws0"> Pendência identificada</div><div class="t m0 x15 h7 y52 ff3 fs4 fc0 sc0 ls0 ws0">Decisão<span class="_ _1e"> </span>Responsável pela ação<span class="_ _1f"> </span>Data limite</div><div class="t m0 x7 h8 y53 ff4 fs4 fc0 sc0 ls0 ws0">-<span class="_ _20"> </span> -<span class="_ _21"> </span> -</div><div class="t m0 x5 h6 y54 ff3 fs3 fc0 sc0 ls0 ws0"> Fechamento da <span class="_ _0"></span>Ata</div><div class="t m0 x16 h7 y55 ff3 fs4 fc0 sc0 ls0 ws0">Data da ata<span class="_ _22"> </span>Assinatura do Presidente da Comissão Gestora do PLS</div><div class="t m0 xc h8 y56 ff4 fs4 fc0 sc0 ls0 ws0">João Pessoa, 1<span class="_ _3"></span>1 de março de 2022.</div><div class="t m0 x17 he y57 ff7 fs4 fc0 sc0 ls0 ws0">Paulo Roberto V<span class="_ _0"></span>ieira Rocha</div><div class="t m0 x17 he y58 ff7 fs4 fc0 sc0 ls0 ws0">Juiz <span class="_ _0"></span>Auxiliar da Presidência</div><div class="t m0 x18 he y59 ff7 fs4 fc0 sc0 ls0 ws0">Presidente da Comissão Gestora do PLS</div><div class="t m0 x5 h9 y36 ff5 fs5 fc0 sc0 ls0 ws0">Ata Reunião Comissão Gestora do PLS - 1<span class="_ _0"></span>1_03_2022.odt</div></div><div class="c x14 y37 w2 hc"><div class="t m0 x0 hd y38 ff6 fs4 fc0 sc0 ls0 ws0">2</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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