Ato TRT GP nº 329/2018 (html)

Processo "Trânsito em Julgado/Baixa Processual no 2º Grau"
Ato TRT GP 329_2018.html — HTML, 209Kb
Conteúdo do arquivo

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/*
 Copyright 2012 Mozilla Foundation 
 Copyright 2013 Lu Wang <coolwanglu@gmail.com>
 Apachine License Version 2.0 
*/
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(function(){/*
 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 
*/
var pdf2htmlEX=window.pdf2htmlEX=window.pdf2htmlEX||{},CSS_CLASS_NAMES={page_frame:"pf",page_content_box:"pc",page_data:"pi",background_image:"bi",link:"l",input_radio:"ir",__dummy__:"no comma"},DEFAULT_CONFIG={container_id:"page-container",sidebar_id:"sidebar",outline_id:"outline",loading_indicator_cls:"loading-indicator",preload_pages:3,render_timeout:100,scale_step:0.9,key_handler:!0,hashchange_handler:!0,view_history_handler:!0,__dummy__:"no comma"},EPS=1E-6;
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function(a){h.navigate_to_dest(document.location.hash.substring(1))},!1);this.config.view_history_handler&&window.addEventListener("popstate",function(a){a.state&&h.navigate_to_dest(a.state)},!1);this.container.addEventListener("scroll",function(){h.update_page_idx();h.schedule_render(!0)},!1);[this.container,this.outline].forEach(function(a){a.addEventListener("click",h.link_handler.bind(h),!1)});this.initialize_radio_button();this.render()}},find_pages:function(){for(var a=[],b={},c=this.container.childNodes,
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<script>
try{
pdf2htmlEX.defaultViewer = new pdf2htmlEX.Viewer({});
}catch(e){}
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<title></title>
</head>
<body>
<div id="sidebar">
<div id="outline">
</div>
</div>
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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m1 x2 h3 y2 ff2 fs1 fc1 sc0 ls0 ws0">A<span class="_ _0"></span>TO TRT<span class="_ _0"></span> GP N. 329/2018</div><div class="t m1 x3 h4 y3 ff3 fs1 fc1 sc0 ls0 ws0">João Pessoa, 24 de setembro de <span class="_ _1"></span>2018</div><div class="t m1 x4 h4 y4 ff3 fs1 fc1 sc0 ls0 ws0">Regulamenta <span class="_ _2"> </span>o <span class="_ _2"> </span>procedimento <span class="_ _2"> </span>“Trânsito <span class="_ _2"> </span>em</div><div class="t m1 x4 h4 y5 ff3 fs1 fc1 sc0 ls0 ws0">Julgado/Baixa <span class="_ _3"> </span>Processual <span class="_ _3"> </span>no <span class="_ _3"> </span>2º<span class="_ _1"></span> <span class="_ _3"> </span>g<span class="_ _1"></span>rau”, <span class="_ _4"> </span>no <span class="_ _3"> </span>âmbito <span class="_ _3"> </span>do</div><div class="t m1 x4 h4 y6 ff3 fs1 fc1 sc0 ls0 ws0">Tribunal Regional do Trabalho da 13ª Região.</div><div class="t m1 x5 h3 y7 ff2 fs1 fc1 sc0 ls0 ws0">O <span class="_ _5"></span>DESEMBA<span class="_ _0"></span>RGA<span class="_ _0"></span>DOR <span class="_ _1"></span>PRESIDENT<span class="_ _0"></span>E <span class="_ _5"></span>DO <span class="_ _5"></span>TRIBU<span class="_ _0"></span>NA<span class="_ _0"></span>L <span class="_ _5"></span>REGIONA<span class="_ _0"></span>L <span class="_ _5"></span>DO <span class="_ _1"></span>TRA<span class="_ _0"></span>BA<span class="_ _0"></span>LHO</div><div class="t m1 x2 h3 y8 ff2 fs1 fc1 sc0 ls0 ws0">DA<span class="_ _0"></span> <span class="_ _6"> </span>13ª  REGIÃO<span class="ff3">,  no <span class="_ _6"> </span>uso  de <span class="_ _6"> </span>suas <span class="_ _6"> </span>atribuições  legais, <span class="_ _6"> </span>reg<span class="_ _1"></span>imentais,e <span class="_ _6"> </span>de  acordo <span class="_ _6"> </span>com <span class="_ _6"> </span>o</span></div><div class="t m1 x2 h4 y9 ff3 fs1 fc1 sc0 ls0 ws0">Protocolo TRT N. <span class="_ _1"></span>14139/2018,</div><div class="t m1 x2 h3 ya ff2 fs1 fc1 sc0 ls0 ws0">     <span class="_ _1"></span>     <span class="_ _1"></span>  <span class="_ _7"></span>CONSIDERA<span class="_ _0"></span>NDO <span class="_ _4"> </span><span class="ff3">q<span class="_ _1"></span>ue, <span class="_ _8"> </span>na <span class="_ _8"> </span>forma <span class="_ _8"> </span>do <span class="_ _8"> </span>art. <span class="_ _8"> </span>3º <span class="_ _8"> </span>da <span class="_ _4"> </span>Resolução <span class="_ _8"> </span>CNJ <span class="_ _9"> </span>N. <span class="_ _9"> </span>70, <span class="_ _8"> </span>de <span class="_ _9"> </span>18 <span class="_ _9"> </span>de</span></div><div class="t m1 x2 h4 yb ff3 fs1 fc1 sc0 ls0 ws0">março <span class="_ _a"></span>de <span class="_ _a"></span>2009, <span class="_ _a"></span>a <span class="_ _b"></span>Assessoria <span class="_ _b"></span>de <span class="_ _a"></span>Gestão <span class="_ _a"></span>Estratégica <span class="_ _a"></span>dos <span class="_ _b"></span>T<span class="_ _1"></span>ribunais <span class="_ _b"></span>deve <span class="_ _b"></span>atuar <span class="_ _a"> </span>na <span class="_ _b"></span>área <span class="_ _a"></span>de</div><div class="t m1 x2 h4 yc ff3 fs1 fc1 sc0 ls0 ws0">otimização de processos de trabalho;</div><div class="t m1 x2 h3 yd ff2 fs1 fc1 sc0 ls0 ws0">     <span class="_ _1"></span>     <span class="_ _1"></span>  <span class="_ _7"></span>CONSIDERA<span class="_ _0"></span>NDO<span class="ff3"> <span class="_ _a"> </span>q<span class="_ _1"></span>ue <span class="_ _3"> </span>esta <span class="_ _3"> </span>Corte <span class="_ _3"> </span>já <span class="_ _3"> </span>institucionalizou <span class="_ _a"></span>a <span class="_ _3"> </span>metodologia <span class="_ _3"> </span>de <span class="_ _a"> </span>G<span class="_ _1"></span>estão <span class="_ _3"> </span>de</span></div><div class="t m1 x2 h4 ye ff3 fs1 fc1 sc0 ls0 ws0">Processos, por meio do Ato T<span class="_ _1"></span>RT G<span class="_ _1"></span>P N. 308/2015; </div><div class="t m1 x2 h3 yf ff2 fs1 fc1 sc0 ls0 ws0">     <span class="_ _1"></span>     <span class="_ _1"></span>  <span class="_ _7"></span>CONSIDERA<span class="_ _0"></span>NDO <span class="_ _9"> </span><span class="ff3">a <span class="_ _8"> </span>importância <span class="_ _8"> </span>da <span class="_ _8"> </span>padronização <span class="_ _9"> </span>de <span class="_ _9"> </span>procedimentos <span class="_ _8"> </span>de <span class="_ _9"> </span>t<span class="_ _1"></span>rabalho,</span></div><div class="t m1 x2 h4 y10 ff3 fs1 fc1 sc0 ls0 ws0">refletida <span class="_ _c"> </span>no <span class="_ _c"> </span>Plan<span class="_ _0"></span>o <span class="_ _c"> </span>Estratégico <span class="_ _c"> </span>deste <span class="_ _c"> </span>Tribunal <span class="_ _d"> </span>no <span class="_ _d"> </span>Projet<span class="_ _1"></span>o <span class="_ _d"> </span>de <span class="_ _c"> </span>Gestão <span class="_ _d"> </span>de <span class="_ _c"> </span>Processos</div><div class="t m1 x2 h4 y11 ff3 fs1 fc1 sc0 ls0 ws0">Judiciários;</div><div class="t m1 x2 h3 y12 ff2 fs1 fc1 sc0 ls0 ws0">     <span class="_ _1"></span>     <span class="_ _1"></span>  <span class="_ _7"></span>CONSIDERA<span class="_ _0"></span>NDO <span class="_ _4"> </span><span class="ff3">a <span class="_ _4"> </span>necessidade <span class="_ _4"> </span>de <span class="_ _9"> </span>padronização <span class="_ _4"> </span>e <span class="_ _4"> </span>otimização <span class="_ _4"> </span>do <span class="_ _4"> </span>procedimento</span></div><div class="t m1 x2 h4 y13 ff3 fs1 fc1 sc0 ls0 ws0">“Trânsito <span class="_ _4"> </span>em <span class="_ _4"> </span>Julgado/Baixa <span class="_ _3"> </span>Processual <span class="_ _4"> </span>no <span class="_ _4"> </span>2º <span class="_ _3"> </span>g<span class="_ _1"></span>rau”, <span class="_ _4"> </span>como <span class="_ _3"> </span>um<span class="_ _1"></span>a <span class="_ _3"> </span>ampliação <span class="_ _3"> </span>do <span class="_ _4"> </span>escopo <span class="_ _3"> </span>do</div><div class="t m1 x2 h4 y14 ff3 fs1 fc1 sc0 ls0 ws0">procedimento “Trânsito <span class="_ _1"></span>em Julgado”,</div><div class="t m1 x2 h3 y15 ff2 fs1 fc1 sc0 ls0 ws0">     <span class="_ _1"></span>     <span class="_ _1"></span>  <span class="_ _7"></span>R E S O L V E:</div><div class="t m1 x2 h3 y16 ff2 fs1 fc1 sc0 ls0 ws0">     <span class="_ _1"></span>     <span class="_ _1"></span>  <span class="_ _7"></span>A<span class="_ _0"></span>rt. 1º <span class="_ _1"></span><span class="ff3">Tornar sem <span class="_ _1"></span>efeito o <span class="_ _1"></span>Ato TRT <span class="_ _1"></span>GP N. 433/2016.</span></div><div class="t m1 x2 h3 y17 ff2 fs1 fc1 sc0 ls0 ws0">     <span class="_ _1"></span>     <span class="_ _1"></span>  <span class="_ _7"></span>A<span class="_ _0"></span>rt. <span class="_ _8"> </span>2º <span class="_ _8"> </span><span class="ff3">Regulamentar <span class="_ _8"> </span>os <span class="_ _9"> </span>procedimentos <span class="_ _8"> </span>concernentes <span class="_ _8"> </span>ao <span class="_ _9"> </span>Tr<span class="_ _1"></span>ânsito <span class="_ _9"> </span>em <span class="_ _8"> </span>Julgado <span class="_ _9"> </span>e</span></div><div class="t m1 x2 h4 y18 ff3 fs1 fc1 sc0 ls0 ws0">Baixa <span class="_ _b"></span>Processual <span class="_ _b"></span>no <span class="_ _b"></span>2º <span class="_ _a"> </span>g<span class="_ _1"></span>rau, <span class="_ _a"></span>no <span class="_ _b"></span>âmbito <span class="_ _a"> </span>do <span class="_ _a"></span>Tribunal <span class="_ _b"></span>Regional <span class="_ _b"></span>do <span class="_ _b"></span>Trabalho <span class="_ _b"></span>da <span class="_ _b"></span>13ª <span class="_ _a"></span>Região,</div><div class="t m1 x2 h4 y19 ff3 fs1 fc1 sc0 ls0 ws0">em consonância com dispositivos constitucionais e legais.</div><div class="t m1 x2 h3 y1a ff2 fs1 fc1 sc0 ls0 ws0">     <span class="_ _1"></span>     <span class="_ _1"></span>  <span class="_ _7"></span>A<span class="_ _0"></span>rt. <span class="_ _8"> </span>3º <span class="_ _8"> </span><span class="ff3">O <span class="_ _8"> </span>pr<span class="_ _1"></span>ocedimento <span class="_ _8"> </span>&quot;Trânsito <span class="_ _8"> </span>em <span class="_ _8"> </span>Julgado/Baixa <span class="_ _8"> </span>Processual <span class="_ _9"> </span>no <span class="_ _8"> </span>2º <span class="_ _8"> </span>g<span class="_ _1"></span>rau&quot; <span class="_ _8"> </span>tem</span></div><div class="t m1 x2 h4 y1b ff3 fs1 fc1 sc0 ls0 ws0">como <span class="_ _9"> </span>objet<span class="_ _1"></span>ivo <span class="_ _9"> </span>certificar <span class="_ _8"> </span>que <span class="_ _8"> </span>houve <span class="_ _9"> </span>ou <span class="_ _9"> </span>não <span class="_ _9"> </span>interposição <span class="_ _9"> </span>de <span class="_ _9"> </span>recursos <span class="_ _8"> </span>e <span class="_ _9"> </span>proceder <span class="_ _9"> </span>a <span class="_ _9"> </span>baixa</div><div class="t m1 x2 h4 y1c ff3 fs1 fc1 sc0 ls0 ws0">processual no 2º gr<span class="_ _1"></span>au.</div><div class="t m1 x2 h3 y1d ff2 fs1 fc1 sc0 ls0 ws0">     <span class="_ _1"></span>     <span class="_ _1"></span>  <span class="_ _7"></span>A<span class="_ _0"></span>rt. <span class="_ _b"></span>4º <span class="_ _b"></span><span class="ff3">O <span class="_ _b"></span>procedimento <span class="_ _b"></span>&quot;Trânsito <span class="_ _b"></span>em <span class="_ _b"></span>Julgado/Baixa <span class="_ _5"></span>Processual <span class="_ _5"></span>no <span class="_ _5"></span>2º<span class="_ _1"></span> <span class="_ _5"></span>g<span class="_ _1"></span>rau&quot; <span class="_ _b"></span>seguirá</span></div><div class="t m1 x2 h4 y1e ff3 fs1 fc1 sc0 ls0 ws0">o <span class="_ _e"> </span>fluxo <span class="_ _e"> </span>e <span class="_ _e"> </span>o <span class="_ _e"> </span>Procedimento <span class="_ _e"> </span>Operacional <span class="_ _6"> </span>Padrão <span class="_ _e"> </span>– <span class="_ _e"> </span>POP, <span class="_ _e"> </span>na <span class="_ _e"> </span>f<span class="_ _1"></span>orma <span class="_ _e"> </span>dos <span class="_ _6"> </span>Anexos <span class="_ _6"> </span>I <span class="_ _e"> </span>e <span class="_ _e"> </span>II,</div><div class="t m1 x2 h4 y1f ff3 fs1 fc1 sc0 ls0 ws0">atendendo <span class="_ _5"></span>às <span class="_ _5"></span>recomendações <span class="_ _5"></span>do <span class="_ _5"></span>Manual<span class="_ _0"></span> <span class="_ _5"></span>de <span class="_ _5"></span>Gestão <span class="_ _5"></span>de <span class="_ _1"></span>Pr<span class="_ _1"></span>ocessos <span class="_ _1"></span>de <span class="_ _5"></span>T<span class="_ _1"></span>rabalho <span class="_ _1"></span>do <span class="_ _5"></span>TRT<span class="_ _1"></span> <span class="_ _5"></span>da</div><div class="t m1 x2 h4 y20 ff3 fs1 fc1 sc0 ls0 ws0">13ª Região.</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="t m1 x2 h3 y22 ff2 fs1 fc1 sc0 ls0 ws0">     <span class="_ _1"></span>     <span class="_ _1"></span>  <span class="_ _7"></span>A<span class="_ _0"></span>rt. <span class="_ _d"> </span>5º <span class="_ _d"> </span><span class="ff3">O <span class="_ _d"> </span>Procedimento <span class="_ _d"> </span>Operacional <span class="_ _d"> </span>Padrão <span class="_ _d"> </span>– <span class="_ _d"> </span>P<span class="_ _0"></span>OP, <span class="_ _d"> </span>na <span class="_ _d"> </span>descrição <span class="_ _d"> </span>de <span class="_ _d"> </span>suas</span></div><div class="t m1 x2 h4 y23 ff3 fs1 fc1 sc0 ls0 ws0">atividades, f<span class="_ _1"></span>az rem<span class="_ _1"></span>issão às <span class="_ _5"></span>rotinas do <span class="_ _1"></span>Processo <span class="_ _1"></span>Judicial <span class="_ _1"></span>Eletrônico <span class="_ _1"></span>– <span class="_ _1"></span>PJe cuja <span class="_ _1"></span>atualização é</div><div class="t m1 x2 h4 y24 ff3 fs1 fc1 sc0 ls0 ws0">de responsabilidade do Núcle<span class="_ _0"></span>o de Apoio Negocial ao Processso Judicial Eletrônico.</div><div class="t m1 x2 h3 y25 ff2 fs1 fc1 sc0 ls0 ws0">     <span class="_ _1"></span>     <span class="_ _1"></span>  <span class="_ _7"></span>A<span class="_ _0"></span>rt. <span class="_ _8"> </span>6º <span class="_ _9"> </span><span class="ff3">O<span class="_ _1"></span> <span class="_ _9"> </span>f<span class="_ _1"></span>luxo <span class="_ _9"> </span>e <span class="_ _8"> </span>o <span class="_ _9"> </span>Procedimento <span class="_ _9"> </span>Operacional <span class="_ _9"> </span>Padrão <span class="_ _9"> </span>– <span class="_ _9"> </span>POP, <span class="_ _9"> </span>além <span class="_ _9"> </span>das <span class="_ _8"> </span>demais</span></div><div class="t m1 x2 h4 y26 ff3 fs1 fc1 sc0 ls0 ws0">informações <span class="_ _b"></span>do <span class="_ _a"></span>procedimento <span class="_ _b"></span>&quot;Tr<span class="_ _1"></span>ânsito <span class="_ _b"></span>em <span class="_ _b"></span>Julgado/Baixa <span class="_ _b"></span>Processual <span class="_ _5"></span>no <span class="_ _b"></span>2º <span class="_ _b"></span>grau&quot;, <span class="_ _b"></span>estar<span class="_ _1"></span>ão</div><div class="t m1 x2 h4 y27 ff3 fs1 fc1 sc0 ls0 ws0">disponí<span class="_ _0"></span>veis no Portal da AGE na página do T<span class="_ _1"></span>ribunal Regional do Trabalho 13ª Região.</div><div class="t m1 x2 h3 y28 ff2 fs1 fc1 sc0 ls0 ws0">     <span class="_ _1"></span>     <span class="_ _1"></span>  <span class="_ _7"></span>A<span class="_ _0"></span>rt. 7º <span class="_ _1"></span><span class="ff3">Este Ato entra em<span class="_ _1"></span> vigor na data de sua publicação.</span></div><div class="t m1 x2 h3 y29 ff2 fs1 fc1 sc0 ls0 ws0">     <span class="_ _1"></span>     <span class="_ _1"></span>  </div><div class="t m1 x2 h3 y2a ff2 fs1 fc1 sc0 ls0 ws0">     <span class="_ _1"></span>     <span class="_ _1"></span>  <span class="_ _7"></span><span class="ff3">Dê-se ciência.</span></div><div class="t m1 x2 h4 y2b ff3 fs1 fc1 sc0 ls0 ws0">     <span class="_ _1"></span>     <span class="_ _1"></span>  <span class="_ _7"></span>Publique-se no DA_e.</div><div class="t m0 x6 h6 y2c ff2 fs0 fc1 sc0 ls0 ws0">EDUA<span class="_ _0"></span>RDO SERGIO DE ALMEIDA</div><div class="t m0 x7 h6 y2d ff2 fs0 fc1 sc0 ls0 ws0">Desembargador Presidente</div><div class="c x8 y2e w2 h7"><div class="t m2 x9 h8 y2f ff4 fs2 fc0 sc0 ls0 ws0">Assinado de forma digital </div><div class="t m2 x9 h8 y30 ff4 fs2 fc0 sc0 ls0 ws0">por EDUARDO SERGIO DE </div><div class="t m2 x9 h8 y31 ff4 fs2 fc0 sc0 ls0 ws0">ALMEIDA:103001274 </div><div class="t m2 x9 h8 y32 ff4 fs2 fc0 sc0 ls0 ws0">Dados: 2018.09.24 </div><div class="t m2 x9 h8 y33 ff4 fs2 fc0 sc0 ls0 ws0">10:48:39 -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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