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                                                                                    eGestao

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Manual Basico

 

Manual do Descarte

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Ata 3ª Reunião Comissão Gestora PLS - 2022

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Ata 3ª Reunião Comissão Gest PLS.html — HTML, 480Kb

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')format("woff");}.ff5{font-family:ff5;line-height:0.910156;font-style:normal;font-weight:normal;visibility:visible;}
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')format("woff");}.ff6{font-family:ff6;line-height:0.689941;font-style:normal;font-weight:normal;visibility:visible;}
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<ul><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",42.65,651.35,null]'>Identificação da Reunião</a><ul><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",165.45,630.15,null]'>Horário</a></li><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",333.3,630.15,null]'>Local</a></li><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",402.65,630.15,null]'>Coordenador da reunião</a></li></ul></li><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",42.65,565.65,null]'>Objetivos da Reunião</a></li><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",78.65,444.45,null]'>1. Participantes</a></li><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",78.65,305.35,null]'>2. Discussão da Pauta</a></li><li><a class="l" href="#pf2" data-dest-detail='[2,"XYZ",42.65,186.35,null]'>Pendência identificada</a></li><li><a class="l" href="#pf3" data-dest-detail='[3,"XYZ",42.65,657,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 TRAB<span class="_ _0"></span>ALHO</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">14/07/2022<span class="_ _3"> </span>Início<span class="_ _4"> </span>10h00<span class="_ _5"> </span>Término<span class="_ _6"> </span>1<span class="_ _7"></span>1h00</div><div class="t m0 x9 h8 ya ff4 fs4 fc1 sc0 ls0 ws0">Sala de Reunião da</div><div class="t m0 xa h8 yb ff4 fs4 fc1 sc0 ls0 ws0">Presidência</div><div class="t m0 xb h8 yc ff4 fs4 fc1 sc0 ls0 ws0">Juiz <span class="_ _7"></span>Auxiliar da Presidência e</div><div class="t m0 xc h8 y9 ff4 fs4 fc1 sc0 ls0 ws0">Presidente da Comissão Gestora</div><div class="t m0 xd h8 yd ff4 fs4 fc1 sc0 ls0 ws0">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 ff4 fs2 fc0 sc0 ls0 ws0">1.<span class="fs4">  </span>Reanálise<span class="_ _8"></span> <span class="_ _8"></span>da<span class="_ _8"> </span> <span class="_ _9"> </span>definição<span class="_ _8"> </span> <span class="_ _8"> </span>do<span class="_ _9"> </span> <span class="_ _8"> </span>indicador<span class="_ _9"> </span> <span class="_ _8"></span>que<span class="_ _9"> </span> <span class="_ _8"></span>trata<span class="_ _8"></span> <span class="_ _9"> </span>de<span class="_ _8"></span> <span class="_ _9"> </span>Energia<span class="_ _8"></span> <span class="_ _8"></span>Elétrica<span class="_ _9"> </span> <span class="_ _8"></span>(indicador<span class="_ _8"> </span> <span class="_ _9"> </span>10)<span class="_ _8"></span> <span class="_ _9"> </span>para<span class="_ _8"></span> <span class="_ _8"> </span>decidir<span class="_ _9"> </span> <span class="_ _8"></span>se</div><div class="t m0 x5 h9 y10 ff4 fs2 fc0 sc0 ls0 ws0">podemos descontar a energia gerada nas placas solares do total energia da fatura da concessionária.</div><div class="t m0 x5 h9 y11 ff4 fs2 fc0 sc0 ls0 ws0">2. <span class="_ _a"></span>Reanálise <span class="_ _a"></span>da <span class="_ _a"></span>definição <span class="_ _a"></span>do <span class="_ _a"></span>indicador <span class="_ _a"></span>que <span class="_ _a"></span>trata de<span class="_ _a"></span> Reform<span class="_ _a"></span>as e<span class="_ _a"></span> <span class="_ _0"></span>Alterações <span class="_ _a"></span>de <span class="_ _a"></span>layout <span class="_ _a"></span>(indicador <span class="_ _a"></span>13) <span class="_ _a"></span>para</div><div class="t m0 x5 h9 y12 ff4 fs2 fc0 sc0 ls0 ws0">decidir<span class="_ _a"></span> <span class="_ _a"></span>se<span class="_ _a"></span> <span class="_ _a"></span>o<span class="_ _a"></span> <span class="_ _a"></span>investimento<span class="_ _a"></span> <span class="_ _a"></span>na<span class="_ _a"></span> <span class="_ _a"></span>implantação<span class="_ _a"></span> <span class="_ _b"></span>das<span class="_ _a"></span> <span class="_ _a"></span>placas<span class="_ _a"></span> <span class="_ _a"></span>solares<span class="_ _a"></span> <span class="_ _a"></span>deve<span class="_ _a"></span> <span class="_ _a"></span>ser<span class="_ _a"></span> <span class="_ _a"></span>computado<span class="_ _a"></span> <span class="_ _a"></span>no<span class="_ _a"></span> <span class="_ _a"></span>indicador<span class="_ _b"></span> <span class="_ _a"></span>obras<span class="_ _a"></span> <span class="_ _a"></span>e</div><div class="t m0 x5 h9 y13 ff4 fs2 fc0 sc0 ls0 ws0">reformas.</div><div class="t m0 x5 h9 y14 ff4 fs2 fc0 sc0 ls0 ws0">3. <span class="_ _7"></span>Analisar a viabilidade de renegoc<span class="_ _a"></span>i<span class="_ _0"></span>ação dos contratos de telefonia fixa.</div><div class="t m0 x5 h6 y15 ff3 fs3 fc0 sc0 ls0 ws0">1.<span class="_ _c"> </span> Participantes</div><div class="t m0 xe h7 y16 ff3 fs4 fc0 sc0 ls0 ws0">Nome<span class="_ _d"> </span>Lotação<span class="_ _e"> </span>Cargo</div><div class="t m0 xf h8 y17 ff4 fs4 fc0 sc0 ls0 ws0">Paulo Roberto Vi<span class="_ _0"></span>eira Rocha<span class="_ _f"> </span>JAP<span class="_ _10"> </span>Juiz <span class="_ _7"></span>Auxiliar da Presidência</div><div class="t m0 xf h8 y18 ff4 fs4 fc0 sc0 ls0 ws0">Alexandre Gondim Guedes Pereira<span class="_ _11"> </span>GDG<span class="_ _12"> </span>Diretor-Geral de Secretaria</div><div class="t m0 xf h8 y19 ff4 fs4 fc0 sc0 ls0 ws0">Max Frederico Feitosa G. Pereira<span class="_ _13"> </span>AGE<span class="_ _14"> </span>Assessor de Gestão Estratégica</div><div class="t m0 xf h8 y1a ff4 fs4 fc0 sc0 ls0 ws0">Jackson Bertamoni de Lima<span class="_ _15"> </span>AGE<span class="_ _16"> </span>Chefe da Seção de Gestão Socioambie<span class="_ _0"></span>ntal</div><div class="t m0 xf h8 y1b ff4 fs4 fc0 sc0 ls0 ws0">Ronaldo Vieira d<span class="_ _0"></span>e <span class="_ _0"></span>Aragão<span class="_ _17"> </span>NL<span class="_ _18"> </span>Chefe do Núcleo de Licitação</div><div class="t m0 xf h8 y1c ff4 fs4 fc0 sc0 ls0 ws0">Emerson Santos Maul de <span class="_ _7"></span>Andrade<span class="_ _19"> </span>CAEMA</div><div class="t m0 x10 h8 y1d ff4 fs4 fc0 sc0 ls0 ws0">Coordenador de <span class="_ _7"></span>Arquitetura, Engenharia e</div><div class="t m0 x11 h8 y1e ff4 fs4 fc0 sc0 ls0 ws0">Manutenção, Conservação e Limpeza.</div><div class="t m0 xf h8 y1f ff4 fs4 fc0 sc0 ls0 ws0">Adenilson Borba<span class="_ _1a"> </span>AGE<span class="_ _1b"> </span>Assessoria de Gestão Estratégica</div><div class="t m0 x5 h6 y20 ff3 fs3 fc0 sc0 ls0 ws0">2.<span class="_ _c"> </span> Discussão da Pauta</div><div class="t m0 x12 h7 y21 ff3 fs4 fc0 sc0 ls0 ws0">Assuntos tratados na reunião</div><div class="t m0 x5 h9 y22 ff4 fs2 fc0 sc0 ls0 ws0">1.</div><div class="t m0 x13 h9 y23 ff4 fs2 fc0 sc0 ls0 ws0">-<span class="_ _a"></span> <span class="_ _a"></span>O<span class="_ _a"></span> <span class="_ _a"></span>presidente<span class="_ _a"></span> <span class="_ _a"></span>da<span class="_ _a"></span> <span class="_ _a"></span>Comissão,<span class="_ _a"></span> <span class="_ _a"></span>Juiz<span class="_ _8"></span> <span class="_ _a"></span>Paulo<span class="_ _a"></span> <span class="_ _a"></span>Roberto<span class="_ _a"></span> <span class="_ _a"></span>V<span class="_ _0"></span>ieira<span class="_ _a"></span> <span class="_ _a"></span>Rocha,<span class="_ _a"></span> <span class="_ _a"></span>iniciou<span class="_ _a"></span> <span class="_ _a"></span>a<span class="_ _a"></span> <span class="_ _a"></span>reunião<span class="_ _a"></span> <span class="_ _b"></span>propondo<span class="_ _a"></span> <span class="_ _a"></span>que<span class="_ _a"></span> <span class="_ _a"></span>as</div><div class="t m0 x13 h9 y24 ff4 fs2 fc0 sc0 ls0 ws0">reuniões<span class="_ _b"></span> <span class="_ _8"></span>da<span class="_ _b"></span> <span class="_ _8"></span>Comi<span class="_ _0"></span>ssão<span class="_ _8"></span> <span class="_ _a"></span>sej<span class="_ _a"></span>am<span class="_ _a"></span> <span class="_ _8"></span>realizadas<span class="_ _b"></span> <span class="_ _b"></span>dentr<span class="_ _a"></span>o<span class="_ _a"></span> <span class="_ _8"></span>de<span class="_ _b"></span> <span class="_ _8"></span>u<span class="_ _0"></span>m<span class="_ _8"></span> <span class="_ _b"></span>calendário<span class="_ _b"></span> <span class="_ _8"></span>ordinário,<span class="_ _b"></span> <span class="_ _b"></span>ficando<span class="_ _8"></span> <span class="_ _b"></span>estabelecido</div><div class="t m0 x13 h9 y25 ff4 fs2 fc0 sc0 ls0 ws0">que<span class="_ _a"></span> <span class="_ _a"></span>doravante<span class="_ _a"></span> <span class="_ _a"></span>as<span class="_ _a"></span> <span class="_ _b"></span>reuniões<span class="_ _a"></span> <span class="_ _a"></span>serão<span class="_ _a"></span> <span class="_ _a"></span>bimestrais,<span class="_ _b"></span> <span class="_ _a"></span>sempre<span class="_ _a"></span> <span class="_ _a"></span>na<span class="_ _a"></span> <span class="_ _a"></span>última<span class="_ _a"></span> <span class="_ _a"></span>qu<span class="_ _a"></span>inta-feira<span class="_ _a"></span> <span class="_ _a"></span>do<span class="_ _a"></span> <span class="_ _a"></span>mês,<span class="_ _a"></span> <span class="_ _a"></span>das<span class="_ _a"></span> <span class="_ _a"></span>14h00<span class="_ _a"></span> <span class="_ _a"></span>às</div><div class="t m0 x13 h9 y26 ff4 fs2 fc0 sc0 ls0 ws0">15h00.</div><div class="t m0 x13 h9 y27 ff4 fs2 fc0 sc0 ls0 ws0">- O <span class="_ _a"></span>assessor da gestão <span class="_ _a"></span>estratégica Max Frederico <span class="_ _a"></span>Fei<span class="_ _0"></span>tosa <span class="_ _a"></span>Guedes Pereira continuou <span class="_ _a"></span>a reunião com</div><div class="t m0 x13 h9 y28 ff4 fs2 fc0 sc0 ls0 ws0">a<span class="_ _1c"> </span> <span class="_ _1c"> </span>apresentação  <span class="_ _1d"> </span>da<span class="_ _1c"> </span> <span class="_ _1c"> </span>pauta,<span class="_ _1c"> </span>  r<span class="_ _0"></span>esultado  <span class="_ _1d"> </span>do<span class="_ _1c"> </span>  que<span class="_ _1d"> </span> <span class="_ _1c"> </span>foi<span class="_ _1c"> </span> <span class="_ _1c"> </span>deliberado<span class="_ _1c"> </span>  na<span class="_ _1d"> </span> <span class="_ _1c"> </span>Reunião<span class="_ _1c"> </span>  de<span class="_ _1d"> </span> <span class="_ _1e"> </span>Avalia<span class="_ _0"></span>ção  <span class="_ _1d"> </span>da</div><div class="t m0 x13 h9 y29 ff4 fs2 fc0 sc0 ls0 ws0">Sustentabilidade (RAS) ocorr<span class="_ _a"></span>i<span class="_ _0"></span>da no<span class="_ _a"></span> último dia 08/07/2022. Max passo<span class="_ _a"></span>u a palavra ao chef<span class="_ _a"></span>e da seção</div><div class="t m0 x13 h9 y2a ff4 fs2 fc0 sc0 ls0 ws0">de gestão socioambiental, Jackson Bertamoni de Lima, para a continuação da <span class="_ _a"></span>apresen<span class="_ _0"></span>tação.</div><div class="t m0 x13 h9 y2b ff4 fs2 fc0 sc0 ls0 ws0">Foi<span class="_ _8"></span> <span class="_ _8"> </span>apresentado<span class="_ _9"> </span> <span class="_ _8"></span>o<span class="_ _8"></span> <span class="_ _9"> </span>que<span class="_ _8"></span> <span class="_ _8"> </span>dispõe<span class="_ _8"> </span> <span class="_ _9"> </span>a<span class="_ _8"></span> <span class="_ _8"> </span>Reso<span class="_ _a"></span>l<span class="_ _0"></span>ução<span class="_ _8"></span> <span class="_ _9"> </span>CNJ<span class="_ _8"></span> <span class="_ _8"> </span>n°<span class="_ _8"> </span> <span class="_ _9"> </span>400/2021,<span class="_ _8"> </span> <span class="_ _9"> </span>em<span class="_ _8"></span> <span class="_ _8"></span>seu<span class="_ _8"> </span> <span class="_ _b"></span>Artigo<span class="_ _8"> </span> <span class="_ _9"> </span>7º,<span class="_ _8"></span> <span class="_ _9"> </span>que<span class="_ _8"></span> <span class="_ _8"> </span>trata<span class="_ _8"> </span> <span class="_ _9"> </span>da</div><div class="t m0 x13 h9 y2c ff4 fs2 fc0 sc0 ls0 ws0">laboração<span class="_ _a"></span> <span class="_ _a"></span>do<span class="_ _a"></span> <span class="_ _a"></span>PLS, <span class="_ _a"></span>onde<span class="_ _a"></span> <span class="_ _a"></span>se<span class="_ _a"></span> <span class="_ _a"></span>lê<span class="_ _a"></span> <span class="_ _a"></span>que<span class="_ _a"></span> <span class="_ _a"></span>o <span class="_ _a"></span>PLS<span class="_ _a"></span> <span class="_ _a"></span>deve<span class="_ _a"></span> <span class="_ _a"></span>ser<span class="_ _a"></span> <span class="_ _a"></span>composto <span class="_ _a"></span>por<span class="_ _a"></span> <span class="_ _a"></span>indicadores<span class="_ _a"></span> <span class="_ _a"></span>mínimos,<span class="_ _a"></span> <span class="_ _a"></span>entre <span class="_ _a"></span>eles:</div><div class="t m0 x13 h9 y2d ff4 fs2 fc0 sc0 ls0 ws0">“Energia<span class="_ _a"></span> <span class="_ _b"></span>elétrica”<span class="_ _a"></span> <span class="_ _b"></span>e<span class="_ _a"></span> <span class="_ _b"></span>“Obras<span class="_ _a"></span> <span class="_ _b"></span>de<span class="_ _a"></span> <span class="_ _b"></span>reformas<span class="_ _b"></span> <span class="_ _a"></span>e<span class="_ _b"></span> <span class="_ _a"></span>leiaute”.<span class="_ _b"></span> <span class="_ _a"></span>Foram<span class="_ _b"></span> <span class="_ _a"></span>apresentados<span class="_ _b"></span> <span class="_ _b"></span>os<span class="_ _a"></span> <span class="_ _b"></span>objetivos<span class="_ _a"></span> <span class="_ _b"></span>do<span class="_ _b"></span> <span class="_ _a"></span>tema<span class="_ _a"></span> <span class="_ _b"></span>e<span class="_ _b"></span> <span class="_ _a"></span>a</div><div class="t m0 x13 h9 y2e ff4 fs2 fc0 sc0 ls0 ws0">definição conforme consta na Resolução CNJ 400/2021, para servir de subsídio à Comissão. </div><div class="t m0 x13 h9 y2f ff4 fs2 fc0 sc0 ls0 ws0">-<span class="_ _a"></span> A Com<span class="_ _a"></span>issão <span class="_ _a"></span>conc<span class="_ _a"></span>l<span class="_ _0"></span>ui<span class="_ _a"></span> <span class="_ _a"></span>que<span class="_ _8"></span> <span class="ff3">a<span class="_ _a"></span> <span class="_ _a"></span>energia<span class="_ _a"></span> <span class="_ _a"></span>gerada<span class="_ _a"></span> <span class="_ _a"></span>pelas<span class="_ _a"></span> <span class="_ _a"></span>placas<span class="_ _a"></span> <span class="_ _a"></span>solares<span class="_ _a"></span> <span class="_ _a"></span>não<span class="_ _a"></span> <span class="_ _a"></span>deve<span class="_ _a"></span> <span class="_ _a"></span>ser<span class="_ _a"></span> <span class="_ _a"></span>descontada<span class="_ _a"></span> <span class="_ _a"></span>da</span></div><div class="t m0 x13 h9 y30 ff3 fs2 fc0 sc0 ls0 ws0">energia <span class="_ _a"></span>consumida para <span class="_ _a"></span>efeito de <span class="_ _a"></span>análise de <span class="_ _a"></span>consumo<span class="ff4">, <span class="_ _a"></span>considerando que <span class="_ _a"></span>o espírito<span class="_ _a"></span> da Norma<span class="_ _a"></span> é</span></div><div class="t m0 x5 ha y31 ff5 fs5 fc0 sc0 ls0 ws0">Ata Reunião Comissão Gestora do PLS - 14_07_2022.odt</div></div><div class="c x14 y32 w2 hb"><div class="t m0 x0 hc y33 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 TRAB<span class="_ _0"></span>ALHO</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 x13 h9 y34 ff4 fs2 fc0 sc0 ls0 ws0">de <span class="_ _a"></span>monitoramento e<span class="_ _a"></span> redução do<span class="_ _a"></span> consumo <span class="_ _a"></span>de recursos<span class="_ _a"></span> naturais, <span class="_ _a"></span>entre eles<span class="_ _a"></span> a energ<span class="_ _a"></span>i<span class="_ _0"></span>a<span class="_ _a"></span> elétrica, <span class="_ _a"></span>sendo</div><div class="t m0 x13 h9 y35 ff4 fs2 fc0 sc0 ls0 ws0">assim, a apuração do consumo de energia elétrica continua a ser da mesma forma que estava.</div><div class="t m0 x13 h9 y36 ff4 fs2 fc0 sc0 ls0 ws0">-<span class="_ _8"></span> <span class="_ _9"> </span>Passou-se<span class="_ _9"> </span> <span class="_ _8"> </span>para<span class="_ _9"> </span> <span class="_ _9"> </span>a<span class="_ _8"></span> <span class="_ _9"> </span>análise<span class="_ _1c"> </span> do<span class="_ _9"> </span> <span class="_ _9"> </span>indicador<span class="_ _9"> </span> <span class="_ _8"></span>que<span class="_ _9"> </span> <span class="_ _9"> </span>trata<span class="_ _8"></span> <span class="_ _9"> </span>de<span class="_ _8"> </span> <span class="_ _9"> </span>Reformas<span class="_ _9"> </span> <span class="_ _8"></span>e<span class="_ _9"> </span> <span class="_ _b"></span>Alterações<span class="_ _9"> </span> <span class="_ _8"></span>de<span class="_ _9"> </span> <span class="_ _9"> </span>leiaute,<span class="_ _8"></span> <span class="_ _9"> </span>com</div><div class="t m0 x13 h9 y37 ff4 fs2 fc0 sc0 ls0 ws0">apresentação<span class="_ _a"></span> <span class="_ _a"></span>dos<span class="_ _b"></span> <span class="_ _a"></span>ob<span class="_ _a"></span>jetivos<span class="_ _a"></span> <span class="_ _a"></span>do<span class="_ _a"></span> <span class="_ _b"></span>tema<span class="_ _a"></span> <span class="_ _a"></span>e<span class="_ _b"></span> <span class="_ _a"></span>a<span class="_ _b"></span> <span class="_ _a"></span>definição<span class="_ _b"></span> <span class="_ _a"></span>conforme<span class="_ _b"></span> <span class="_ _a"></span>consta<span class="_ _b"></span> <span class="_ _a"></span>na<span class="_ _b"></span> <span class="_ _a"></span>Resolução<span class="_ _a"></span> <span class="_ _b"></span>CNJ<span class="_ _a"></span> <span class="_ _b"></span>400/2021,</div><div class="t m0 x13 h9 y38 ff4 fs2 fc0 sc0 ls0 ws0">para<span class="_ _a"></span> <span class="_ _b"></span>servir<span class="_ _a"></span> <span class="_ _b"></span>de<span class="_ _b"></span> <span class="_ _a"></span>subsídi<span class="_ _a"></span>o<span class="_ _a"></span> <span class="_ _a"></span>à<span class="_ _a"></span> <span class="_ _b"></span>Comissão.<span class="_ _b"></span> <span class="_ _a"></span>T<span class="_ _1f"></span>ambém<span class="_ _a"></span> <span class="_ _b"></span>foi<span class="_ _a"></span> <span class="_ _b"></span>apresentada<span class="_ _b"></span> <span class="_ _a"></span>a<span class="_ _b"></span> <span class="_ _b"></span>definição<span class="_ _a"></span> <span class="_ _b"></span>contida<span class="_ _b"></span> <span class="_ _a"></span>na<span class="_ _b"></span> <span class="_ _b"></span>nova<span class="_ _a"></span> <span class="_ _b"></span>Lei<span class="_ _a"></span> <span class="_ _b"></span>de</div><div class="t m0 x13 h9 y39 ff4 fs2 fc0 sc0 ls0 ws0">Licitações<span class="_ _8"></span> <span class="_ _b"></span>(Lei<span class="_ _b"></span> <span class="_ _8"></span>14.133/2021)<span class="_ _8"></span> <span class="_ _b"></span>sobre<span class="_ _8"></span> <span class="_ _b"></span>obras<span class="_ _8"></span> <span class="_ _b"></span>e<span class="_ _8"></span> <span class="_ _b"></span>serviços<span class="_ _8"></span> <span class="_ _8"></span>de<span class="_ _a"></span> <span class="_ _8"></span>engenharia.<span class="_ _8"></span> <span class="_ _b"></span>Considerando<span class="_ _8"></span> <span class="_ _b"></span>as<span class="_ _8"></span> <span class="_ _b"></span>definições</div><div class="t m0 x13 h9 y3a ff4 fs2 fc0 sc0 ls0 ws0">apresentadas, <span class="_ _a"></span>a<span class="_ _a"></span> Comissão <span class="_ _a"></span>Gestora <span class="_ _a"></span>concluiu <span class="_ _a"></span>que<span class="_ _a"></span> <span class="ff3">o <span class="_ _a"></span>custo <span class="_ _a"></span>com <span class="_ _a"></span>a <span class="_ _a"></span>implantação <span class="_ _a"></span>das <span class="_ _a"></span>placas <span class="_ _a"></span>solares</span></div><div class="t m0 x13 h9 y3b ff3 fs2 fc0 sc0 ls0 ws0">não<span class="_ _a"></span> <span class="_ _a"></span>devem<span class="_ _a"></span> <span class="_ _b"></span>ser<span class="_ _a"></span> <span class="_ _a"></span>computados<span class="_ _b"></span> <span class="_ _a"></span>como<span class="_ _a"></span> <span class="_ _b"></span>gastos<span class="_ _a"></span> <span class="_ _a"></span>com<span class="_ _a"></span> <span class="_ _a"></span>obras<span class="_ _b"></span> <span class="_ _a"></span>de<span class="_ _a"></span> <span class="_ _b"></span>reformas<span class="_ _a"></span> <span class="_ _a"></span>de<span class="_ _b"></span> <span class="_ _a"></span>leiaute<span class="_ _8"></span> <span class="_ _a"></span><span class="ff4">por<span class="_ _b"></span> <span class="_ _a"></span>tratar-se<span class="_ _a"></span> <span class="_ _a"></span>de</span></div><div class="t m0 x13 h9 y3c ff4 fs2 fc0 sc0 ls0 ws0">investimentos<span class="_ _b"></span> <span class="_ _b"></span>em<span class="_ _b"></span> <span class="_ _8"></span>equipamentos<span class="_ _a"></span> <span class="_ _b"></span>e<span class="_ _8"></span> <span class="_ _a"></span>não<span class="_ _b"></span> <span class="_ _b"></span>de<span class="_ _8"></span> <span class="_ _a"></span>obras<span class="_ _b"></span> <span class="_ _8"></span>de<span class="_ _a"></span> <span class="_ _8"></span>re<span class="_ _0"></span>formas<span class="_ _b"></span> <span class="_ _b"></span>e<span class="_ _8"></span> <span class="_ _a"></span>alteração<span class="_ _8"></span> <span class="_ _a"></span>de<span class="_ _b"></span> <span class="_ _b"></span>leiaute<span class="_ _a"></span>.<span class="_ _b"></span> <span class="_ _a"></span>Além<span class="_ _a"></span> <span class="_ _8"></span>disso,</div><div class="t m0 x13 h9 y3d ff4 fs2 fc0 sc0 ls0 ws0">após<span class="_ _b"></span> <span class="_ _b"></span>análise<span class="_ _b"></span> <span class="_ _8"></span>do<span class="_ _b"></span> <span class="_ _b"></span>contido<span class="_ _b"></span> <span class="_ _8"></span>no<span class="_ _a"></span> <span class="_ _8"></span>indicador<span class="_ _a"></span> <span class="_ _b"></span>do<span class="_ _8"></span> <span class="_ _b"></span>PLS<span class="_ _b"></span> <span class="_ _b"></span>do<span class="_ _b"></span> <span class="_ _b"></span>TRT13,<span class="_ _b"></span> <span class="_ _b"></span>a<span class="_ _b"></span> <span class="_ _8"></span>Comissão<span class="_ _a"></span> <span class="_ _8"></span>concluiu<span class="_ _a"></span> <span class="_ _8"></span>que<span class="_ _a"></span> <span class="_ _b"></span>é<span class="_ _8"></span> <span class="_ _b"></span>necessário</div><div class="t m0 x13 h9 y3e ff4 fs2 fc0 sc0 ls0 ws0">reconstruir <span class="_ _a"></span>o referido<span class="_ _a"></span> indicador<span class="_ _7"></span>, <span class="_ _a"></span>considerando que<span class="_ _a"></span> as <span class="_ _a"></span>metas não<span class="_ _a"></span> estão <span class="_ _a"></span>em consonância<span class="_ _a"></span> com <span class="_ _a"></span>o novo</div><div class="t m0 x13 h9 y3f ff4 fs2 fc0 sc0 ls0 ws0">entendimento.<span class="_ _b"></span> <span class="_ _a"></span>A <span class="_ _b"></span>Seção<span class="_ _8"></span> <span class="_ _a"></span>de<span class="_ _b"></span> <span class="_ _8"></span>Gestão<span class="_ _b"></span> <span class="_ _b"></span>Socioambiental<span class="_ _b"></span> <span class="_ _8"></span>deverá<span class="_ _a"></span> <span class="_ _b"></span>or<span class="_ _a"></span>ganizar<span class="_ _a"></span> <span class="_ _b"></span>r<span class="_ _a"></span>eun<span class="_ _0"></span>ião,<span class="_ _b"></span> <span class="_ _8"></span>logo<span class="_ _a"></span> <span class="_ _8"></span>após<span class="_ _a"></span> <span class="_ _8"></span>as<span class="_ _a"></span> <span class="_ _8"></span>férias</div><div class="t m0 x13 h9 y40 ff4 fs2 fc0 sc0 ls0 ws0">regulamentares<span class="_ _a"></span> <span class="_ _a"></span>do<span class="_ _a"></span> <span class="_ _a"></span>titular<span class="_ _0"></span>,<span class="_ _a"></span> <span class="_ _a"></span>com<span class="_ _a"></span> <span class="_ _a"></span>o<span class="_ _a"></span> <span class="_ _b"></span>Grupo<span class="_ _a"></span> <span class="_ _a"></span>Executivo<span class="_ _a"></span> <span class="_ _a"></span>de<span class="_ _a"></span> <span class="_ _b"></span>Consumos<span class="_ _a"></span> <span class="_ _a"></span>de<span class="_ _a"></span> <span class="_ _a"></span>Recursos<span class="_ _a"></span> <span class="_ _b"></span>Naturais<span class="_ _a"></span> <span class="_ _a"></span>(GEx<span class="_ _a"></span> <span class="_ _a"></span>2<span class="_ _a"></span> <span class="_ _b"></span>do</div><div class="t m0 x13 h9 y41 ff4 fs2 fc0 sc0 ls0 ws0">PLS)<span class="_ _9"> </span> <span class="_ _8"> </span>e<span class="_ _9"> </span> <span class="_ _9"> </span>Comissão<span class="_ _9"> </span> <span class="_ _8"> </span>G<span class="_ _a"></span>esto<span class="_ _0"></span>ra<span class="_ _9"> </span> <span class="_ _9"> </span>do<span class="_ _8"> </span> <span class="_ _9"> </span>PLS<span class="_ _9"> </span> <span class="_ _9"> </span>para<span class="_ _9"> </span> <span class="_ _9"> </span>a<span class="_ _8"></span> <span class="_ _9"> </span>reconstrução<span class="_ _9"> </span> <span class="_ _9"> </span>do<span class="_ _9"> </span> <span class="_ _8"> </span>ind<span class="_ _a"></span>i<span class="_ _0"></span>cador<span class="_ _9"> </span> <span class="_ _9"> </span>que<span class="_ _8"> </span> <span class="_ _9"> </span>considere<span class="_ _9"> </span> <span class="_ _9"> </span>obras<span class="_ _9"> </span> <span class="_ _8"> </span>de</div><div class="t m0 x13 h9 y42 ff4 fs2 fc0 sc0 ls0 ws0">reformas<span class="_ _a"></span> <span class="_ _a"></span>e<span class="_ _b"></span> <span class="_ _a"></span>alteração<span class="_ _a"></span> <span class="_ _b"></span>de<span class="_ _a"></span> <span class="_ _b"></span>leiaute<span class="_ _a"></span> <span class="_ _a"></span>dentro<span class="_ _a"></span> <span class="_ _b"></span>das<span class="_ _a"></span> <span class="_ _b"></span>definições<span class="_ _a"></span> <span class="_ _b"></span>da<span class="_ _a"></span> <span class="_ _a"></span>Resolução<span class="_ _a"></span> <span class="_ _b"></span>CNJ<span class="_ _a"></span> <span class="_ _b"></span>400/2021,<span class="_ _a"></span> <span class="_ _a"></span>consi<span class="_ _a"></span>derando</div><div class="t m0 x13 h9 y43 ff4 fs2 fc0 sc0 ls0 ws0">também<span class="_ _a"></span> <span class="_ _a"></span>as<span class="_ _a"></span> <span class="_ _a"></span>definições<span class="_ _a"></span> <span class="_ _a"></span>da<span class="_ _a"></span> <span class="_ _a"></span>nova<span class="_ _a"></span> lei<span class="_ _a"></span> <span class="_ _a"></span>de<span class="_ _a"></span> <span class="_ _a"></span>licitações<span class="_ _a"></span> <span class="_ _a"></span>e<span class="_ _a"></span> <span class="_ _a"></span>outras<span class="_ _a"></span> <span class="_ _a"></span>definições<span class="_ _a"></span> <span class="_ _a"></span>técnicas<span class="_ _a"></span> a<span class="_ _a"></span> <span class="_ _a"></span>respeito<span class="_ _a"></span> <span class="_ _a"></span>da<span class="_ _a"></span> <span class="_ _a"></span>matéria,</div><div class="t m0 x13 h9 y44 ff4 fs2 fc0 sc0 ls0 ws0">reavaliando<span class="_ _1e"> </span> <span class="_ _1e"> </span>inclusive<span class="_ _20"> </span> <span class="_ _1e"> </span>a<span class="_ _20"> </span> <span class="_ _1e"> </span>eventual<span class="_ _1e"> </span> <span class="_ _20"> </span>r<span class="_ _a"></span>eade<span class="_ _0"></span>quação<span class="_ _1e"> </span> <span class="_ _1e"> </span>da<span class="_ _20"> </span> <span class="_ _1e"> </span>meta<span class="_ _1e"> </span> <span class="_ _20"> </span>estabe<span class="_ _a"></span>le<span class="_ _0"></span>cida<span class="_ _1e"> </span> <span class="_ _1e"> </span>de<span class="_ _20"> </span> <span class="_ _1e"> </span>R$<span class="_ _1e"> </span> <span class="_ _20"> </span>1.000.000,00.<span class="_ _1e"> </span> <span class="_ _9"> </span>A</div><div class="t m0 x13 h9 y45 ff4 fs2 fc0 sc0 ls0 ws0">Comissão recomendou<span class="_ _a"></span> que devem <span class="_ _a"></span>ser convidados <span class="_ _a"></span>outros servidores com <span class="_ _a"></span>conhecimento na ár<span class="_ _a"></span>ea de</div><div class="t m0 x13 h9 y46 ff4 fs2 fc0 sc0 ls0 ws0">planejamento<span class="_ _b"></span> <span class="_ _8"></span>e<span class="_ _a"></span> <span class="_ _8"></span>coordenação<span class="_ _b"></span> <span class="_ _b"></span>de<span class="_ _8"></span> <span class="_ _b"></span>obras<span class="_ _b"></span> <span class="_ _8"></span>de<span class="_ _b"></span> <span class="_ _b"></span>reforma<span class="_ _b"></span> <span class="_ _8"></span>de<span class="_ _b"></span> <span class="_ _b"></span>leiaute,<span class="_ _8"></span> <span class="_ _b"></span>além<span class="_ _b"></span> <span class="_ _8"></span>daqueles<span class="_ _b"></span> <span class="_ _b"></span>designados<span class="_ _8"></span> <span class="_ _b"></span>para<span class="_ _b"></span> <span class="_ _b"></span>a</div><div class="t m0 x13 h9 y47 ff4 fs2 fc0 sc0 ls0 ws0">composição<span class="_ _a"></span> <span class="_ _b"></span>do<span class="_ _a"></span> <span class="_ _b"></span>Grupo<span class="_ _a"></span> <span class="_ _b"></span>Executivo<span class="_ _a"></span> <span class="_ _b"></span>do<span class="_ _b"></span> <span class="_ _a"></span>PLS,<span class="_ _b"></span> <span class="_ _a"></span>como<span class="_ _b"></span> <span class="_ _a"></span>por<span class="_ _b"></span> <span class="_ _b"></span>exemplo<span class="_ _a"></span> <span class="_ _b"></span>Clovis<span class="_ _a"></span> <span class="_ _b"></span>dos<span class="_ _a"></span> <span class="_ _b"></span>Santos<span class="_ _b"></span> <span class="_ _a"></span>Lima<span class="_ _a"></span> <span class="_ _b"></span>Neto.<span class="_ _b"></span> <span class="_ _a"></span>Ficou</div><div class="t m0 x13 h9 y48 ff4 fs2 fc0 sc0 ls0 ws0">estabelecido<span class="_ _a"></span> que,<span class="_ _a"></span> por<span class="_ _a"></span> <span class="_ _a"></span>enquanto, <span class="_ _a"></span>permanece <span class="_ _a"></span>a<span class="_ _a"></span> meta<span class="_ _a"></span> de<span class="_ _a"></span> R$<span class="_ _a"></span> 1.<span class="_ _a"></span>000.000,00 <span class="_ _a"></span>para <span class="_ _a"></span>este <span class="_ _a"></span>indicador<span class="_ _7"></span>,<span class="_ _a"></span> <span class="_ _a"></span>e <span class="_ _a"></span>que</div><div class="t m0 x13 h9 y49 ff4 fs2 fc0 sc0 ls0 ws0">os gastos com a implementação das placas solares não entrem no cômputo deste indicador<span class="_ _0"></span>.</div><div class="t m0 x13 h9 y4a ff4 fs2 fc0 sc0 ls0 ws0">-<span class="_ _a"></span> <span class="_ _a"></span>Passou-se<span class="_ _a"></span> <span class="_ _a"></span>para<span class="_ _a"></span> <span class="_ _a"></span>a<span class="_ _a"></span> aná<span class="_ _a"></span>li<span class="_ _0"></span>se<span class="_ _a"></span> <span class="_ _a"></span>e<span class="_ _a"></span> <span class="_ _a"></span>discussão<span class="_ _a"></span> <span class="_ _a"></span>da<span class="_ _a"></span> <span class="_ _a"></span>viabilidade<span class="_ _a"></span> <span class="_ _a"></span>de<span class="_ _a"></span> <span class="_ _a"></span>renego<span class="_ _0"></span>ciação<span class="_ _a"></span> <span class="_ _a"></span>dos<span class="_ _a"></span> <span class="_ _a"></span>contratos<span class="_ _a"></span> <span class="_ _a"></span>de<span class="_ _a"></span> <span class="_ _a"></span>telefonia</div><div class="t m0 x13 h9 y4b ff4 fs2 fc0 sc0 ls0 ws0">fixa. <span class="_ _a"></span>O Diretor-Geral <span class="_ _a"></span>da Secretaria, <span class="_ _a"></span>Sr<span class="_ _7"></span>. <span class="_ _0"></span>Alexandre <span class="_ _a"></span>Gondim Guedes <span class="_ _a"></span>Pereira, esclareceu <span class="_ _a"></span>que devido <span class="_ _a"></span>à</div><div class="t m0 x13 h9 y4c ff4 fs2 fc0 sc0 ls0 ws0">iminência<span class="_ _a"></span> <span class="_ _a"></span>de<span class="_ _a"></span> <span class="_ _a"></span>término<span class="_ _a"></span> <span class="_ _a"></span>do<span class="_ _a"></span> <span class="_ _a"></span>contrato<span class="_ _a"></span> <span class="_ _a"></span>at<span class="_ _a"></span>ual<span class="_ _0"></span>,<span class="_ _a"></span> <span class="_ _a"></span>com<span class="_ _a"></span> <span class="_ _a"></span>prorrogação<span class="_ _a"></span> <span class="_ _b"></span>excepcional<span class="_ _a"></span> <span class="_ _a"></span>e<span class="_ _a"></span> <span class="_ _a"></span>cláusula<span class="_ _a"></span> <span class="_ _a"></span>resolutiva<span class="_ _a"></span> <span class="_ _a"></span>não<span class="_ _a"></span> <span class="_ _a"></span>se</div><div class="t m0 x13 h9 y4d ff4 fs2 fc0 sc0 ls0 ws0">tem<span class="_ _8"></span> <span class="_ _8"></span>mais<span class="_ _b"></span> <span class="_ _8"> </span>margem<span class="_ _8"></span> <span class="_ _8"></span>para<span class="_ _8"></span> <span class="_ _8"></span>se<span class="_ _8"></span> <span class="_ _8"></span>discutir<span class="_ _b"></span> <span class="_ _8"> </span>com<span class="_ _8"></span> <span class="_ _8"></span>as<span class="_ _8"></span> <span class="_ _8"></span>empresas<span class="_ _8"></span> <span class="_ _8"></span>contra<span class="_ _0"></span>tadas<span class="_ _8"></span> <span class="_ _8"></span>redução<span class="_ _8"></span> <span class="_ _8"></span>da<span class="_ _8"></span> <span class="_ _8"></span>tarifa<span class="_ _b"></span> <span class="_ _8"> </span>cobrada.<span class="_ _8"></span> <span class="_ _a"></span>A</div><div class="t m0 x13 h9 y4e ff4 fs2 fc0 sc0 ls0 ws0">equipe<span class="_ _b"></span> <span class="_ _8"></span>de<span class="_ _a"></span> <span class="_ _8"></span>contratação<span class="_ _b"></span> <span class="_ _b"></span>iniciou<span class="_ _8"></span> <span class="_ _b"></span>o<span class="_ _b"></span> <span class="_ _8"></span>ETP<span class="_ _a"></span> <span class="_ _b"></span>(Est<span class="_ _a"></span>udo<span class="_ _a"></span> <span class="_ _8"></span>técnico<span class="_ _a"></span> <span class="_ _8"></span>preliminar)<span class="_ _b"></span> <span class="_ _b"></span>para<span class="_ _8"></span> <span class="_ _b"></span>contratação<span class="_ _b"></span> <span class="_ _8"></span>em<span class="_ _a"></span> <span class="_ _8"></span>tecnologia</div><div class="t m0 x13 h9 y4f ff4 fs2 fc0 sc0 ls0 ws0">VOIP<span class="_ _1f"></span>. Estuda-se<span class="_ _a"></span> também<span class="_ _a"></span> a <span class="_ _a"></span>diminuição <span class="_ _a"></span>da quantida<span class="_ _a"></span>de de<span class="_ _a"></span> ramais<span class="_ _a"></span> cujo <span class="_ _a"></span>objetivo <span class="_ _a"></span>é redução<span class="_ _a"></span> de<span class="_ _a"></span> gastros</div><div class="t m0 x13 h9 y50 ff4 fs2 fc0 sc0 ls0 ws0">com telefonia.</div><div class="t m0 x13 h9 y51 ff4 fs2 fc0 sc0 ls0 ws0">- Esgotados os assuntos da pauta, o presidente da Comissão encerrou a reunião.</div><div class="t m0 x5 h6 y52 ff3 fs3 fc0 sc0 ls0 ws0"> Pendência identificada</div><div class="t m0 x15 h7 y53 ff3 fs4 fc0 sc0 ls0 ws0">Decisão<span class="_ _21"> </span>Responsável pela ação<span class="_ _22"> </span>Data limite</div><div class="t m0 x16 h9 y54 ff4 fs2 fc0 sc0 ls0 ws0">Seção de Gestão Socioambiental deverá</div><div class="t m0 x17 h9 y55 ff4 fs2 fc0 sc0 ls0 ws0">organizar reunião de trabalho com a</div><div class="t m0 x17 h9 y56 ff4 fs2 fc0 sc0 ls0 ws0">participação do Grupo Executivo 2 e</div><div class="t m0 x16 h9 y57 ff4 fs2 fc0 sc0 ls0 ws0">Comissão Gestora do PLS para tratar da</div><div class="t m0 x17 h9 y58 ff4 fs2 fc0 sc0 ls0 ws0">reconstrução do indicador “Obras de</div><div class="t m0 x18 h9 y59 ff4 fs2 fc0 sc0 ls0 ws0">reformas de leiaute”. <span class="_ _7"></span>Ação deve <span class="_ _a"></span>ser</div><div class="t m0 x19 h9 y5a ff4 fs2 fc0 sc0 ls0 ws0">cumprida logo após as férias</div><div class="t m0 x18 h9 y5b ff4 fs2 fc0 sc0 ls0 ws0">regulamentares do titular da Seção.</div><div class="t m0 x1a h9 y5c ff4 fs2 fc0 sc0 ls0 ws0">Jackson Bertamoni de Lima<span class="_ _23"> </span> -</div><div class="t m0 x5 ha y31 ff5 fs5 fc0 sc0 ls0 ws0">Ata Reunião Comissão Gestora do PLS - 14_07_2022.odt</div></div><div class="c x14 y32 w2 hb"><div class="t m0 x0 hc y33 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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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 TRAB<span class="_ _0"></span>ALHO</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 y5d ff3 fs3 fc0 sc0 ls0 ws0"> Fechamento da <span class="_ _7"></span>Ata</div><div class="t m0 x1b h7 y5e ff3 fs4 fc0 sc0 ls0 ws0">Data da ata<span class="_ _24"> </span>Assinatura do Presidente da Comissão Gestora do PLS</div><div class="t m0 xf h9 y5f ff4 fs2 fc0 sc0 ls0 ws0">João Pessoa/PB, 14 de julho de 2022.</div><div class="t m0 x1c h8 y60 ff4 fs4 fc0 sc0 ls0 ws0">Paulo Roberto Vi<span class="_ _0"></span>eira Rocha</div><div class="t m0 x1c h8 y61 ff4 fs4 fc0 sc0 ls0 ws0">Juiz <span class="_ _7"></span>Au<span class="_ _a"></span>xil<span class="_ _0"></span>iar da Presidência</div><div class="t m0 x1d h8 y62 ff4 fs4 fc0 sc0 ls0 ws0">Presidente da Comissão Gestora do PLS</div><div class="t m0 x1e h8 y63 ff4 fs4 fc0 sc0 ls0 ws0">Max Frederico Feitosa Guedes Pereira</div><div class="t m0 x10 h8 y64 ff4 fs4 fc0 sc0 ls0 ws0">Assessor de Gestão Estratégica</div><div class="t m0 x1c h8 y65 ff4 fs4 fc0 sc0 ls0 ws0">Jackson Bertamoni de Lima</div><div class="t m0 xa h8 y66 ff4 fs4 fc0 sc0 ls0 ws0">Chefe da Seção de Gestão Socioambiental</div><div class="t m0 x5 ha y31 ff5 fs5 fc0 sc0 ls0 ws0">Ata Reunião Comissão Gestora do PLS - 14_07_2022.odt</div></div><div class="c x14 y32 w2 hb"><div class="t m0 x0 hc y33 ff6 fs4 fc0 sc0 ls0 ws0">3</div></div><div class="c x1f y67 w3 hd"><div class="t m0 x0 he y68 ff7 fs6 fc0 sc0 ls0 ws0">Max Frederico </div><div class="t m0 x0 he y69 ff7 fs6 fc0 sc0 ls0 ws0">Feitosa Guedes </div><div class="t m0 x0 he y6a ff7 fs6 fc0 sc0 ls0 ws0">Pereira</div></div><div class="c x20 y67 w4 hd"><div class="t m0 x0 hf y6b ff7 fs7 fc0 sc0 ls0 ws0">Assinado de forma </div><div class="t m0 x0 hf y6c ff7 fs7 fc0 sc0 ls0 ws0">digital por Max Frederico </div><div class="t m0 x0 hf y6d ff7 fs7 fc0 sc0 ls0 ws0">Feitosa Guedes Pereira </div><div class="t m0 x0 hf y6e ff7 fs7 fc0 sc0 ls0 ws0">Dados: 2022.07.18 </div><div class="t m0 x0 hf y6f ff7 fs7 fc0 sc0 ls0 ws0">08:38:42 -03&apos;00&apos;</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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