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Ato TRT GP 365/2016 (html)
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ATO TRT GP 365_2016.html
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<!DOCTYPE html>
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<html xmlns="http://www.w3.org/1999/xhtml">
<head>
<meta charset="utf-8"/>
<meta name="generator" content="pdf2htmlEX"/>
<meta http-equiv="X-UA-Compatible" content="IE=edge,chrome=1"/>
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/*!
* Base CSS for pdf2htmlEX
* Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com>
* https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
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/*!
* Fancy styles for pdf2htmlEX
* Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com>
* https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
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Copyright 2012 Mozilla Foundation
Copyright 2013 Lu Wang <coolwanglu@gmail.com>
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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
*/
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}catch(e){}
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QDAagMAAFYbAACsNgAAWG0AAMBqAwCA1QYAAKsNAABYbQAAsNoAAGC1AQAAqw0AAFYbAACsNgAAYLUBAMBqAwCA1QYAAKw2AABYbQAAsNoAAIDVBgAAqw0AAFYbAACw2gAAYLUBAMBqAwAAVhsAAKw2AABYbQAAwGoDAIDVBgAAqw0AAFhtAACw2gAAYLUBAACrDQAAVhsAAKw2AABgtQEAwGoDAIDVBgAArDYAAFhtAACw2gAAgNUGAACrDQAAVhsAALDaAABgtQEAwGoDAABWGwAArDYAAFhtAADAagMAgNUGAACrDQAAWG0AALDaAABgtQEAAKsNAABWGwAArDYAAGC1AQDAagMAgNUGAACsNgAAWG0AALDaAACA1QYAAKsNAABWGwAAsNoAAGC1AQDAagMAAFYbAACsNgAAWG0AAMBqAwCA1QYAAKsNAABYbQAAsNoAAGC1AQDAagMAAFYbAACsNgAAWG0AAMBqAwCA1QYAAKsNAABYbQAAsNoAAGC1AQAAqw0AAFYbAACsNgAAYLUBAMBqAwCA1QYAAKw2AABYbQAAsNoAAIDVBgAAqw0AAFYbAACw2gAAYLUBAMBqAwAAVhsAAKw2AABYbQAAwGoDAIDVBgAAqw0AAFhtAACw2gAAYLUBAACrDQAAVhsAAKw2AABgtQEAwGoDAIDVBgAArDYAAFhtAACw2gAAgNUGAACrDQAAVhsAALDaAABgtQEAwGoDAABWGwAArDYAAFhtAADAagMAgNUGAACrDQAAWG0AALDaAABgtQEAAKsNAABWGwAArDYAAGC1AQDAagMAgNUGAACsNgAAWG0AALDaAACA1QYAAKsNAABWGwAAsNoAAGC1AQDAagMAAFYbAACsNgAAWG0AAMBqAwCA1QYAAKsNAABYbQAAsNoAAGC1AQAAqw0AAFYbAACsNgAAWG0JAADAagMAgNUGAACrDQAAWG0AALDaAABgtQEAAKsNAABWGwAArDYAAGC1AQDAagMAgNUGAACsNgAAWG0AALDaAACA1QYAAKsNAABWGwAAsNoAAGC1AQDAagMAAFYbAACsNgAAWG0AAMBqAwCA1QYAAKsNAABYbQAAsNoAAGC1AQAAqw0AAFYbAACsNgAAYLUBAMBqAwCA1QYAAKw2AABYbQAAsNoAAIDVBgAAqw0AAFYbAACw2gAAYLUBAMBqAwAAVhsAAKw2AABYbQAAwGoDAIDVBgAAqw0AAFhtAACw2gAAYLUBAACrDQAAVhsAAKw2AABgtQEAwGoDAIDVBgAArDYAAFhtAACw2gAAgNUGAACrDQAAVhsAALDaAABgtQEAwGoDAABWGwAArDYAAFhtAADAagMAgNUGAACrDQAAWG0AALDaAABgtQEAAKsNAABWGwAArDYAAGC1AQDAagMAgNUGAACsNgAAWG0AALDaAABgtQEAAKsNAABWGwAArDYAAGC1AQDAagMAgNUGAACsNgAAWG0AALDaAACA1QYAAKsNAABWGwAAsNoAAGC1AQDAagMAAFYbAACsNgAAWG0AAMBqAwCA1QYAAKsNAABYbQAAsNoAAGC1AQAAqw0AAFYbAACsNgAAYLUBAMBqAwCA1QYAAKw2AABYbQAAsNoAAIDVBgAAqw0AAFYbAACw2gAAYLUBAMBqAwAAVhsAAKw2AABYbQAAwGoDAIDVBgAAqw0AAFhtAACw2gAAYLUBAACrDQAAVhsAAKw2AABgtQEAwGoDAIDVBgAArDYAAFhtAACw2gAAgNUGAACrDQAAVhsAALDaAABgtQEAwGoDAABWGwAArDYAAFhtAADAagMAgNUGAACrDQAAWG0AALDaAABgtQEAAKsNAABWGwAArDYAAGC1AQDAagMAgNUGAACsNgAAWG0AALDaAACA1QYAAKsNAABWGwAArDYAAGC1AQDAagMAgNUGAACsNgAAWG0AALDaAACA1QYAAKsNAABWGwAAsNoAAGC1AQDAagMAAFYbAACsNgAAWG0AAMBqAwCA1QYAAKsNAABYbQAAsNoAAGC1AQAAqw0AAFYbAACsNgAAYLUBAMBqAwCA1QYAAKw2AABYbQAAsNoAAIDVBgAAqw0AAFYbAACw2gAAYLUBAMBqAwAAVhsAAKw2AABYbQAAwGoDAIDVBgAAqw0AAFhtAACw2gAAYLUBAACrDQAAVhsAAKw2AABgtQEAwGoDAIDVBgAArDYAAFhtAACw2gAAgNUGAACrDQAAVhsAALDaAABgtQEAwGoDAABWGwAArDYAAFhtAADAagMAgNUGAACrDQAAWG0AALDaAABgtQEAAKsNAABWGwAArDYAAGC1AQDAagMAgNUGAACsNgAAWG0AALDaAACA1QYAAKsNAABWGwAAsNoAAGC1AQDAagMAgNWWAAAArDYAAFhtAACw2gAAgNUGAACrDQAAVhsAALDaAABgtQEAwGoDAABWGwAArDYAAFhtAADAagMAgNUGAACrDQAAWG0AALDaAABgtQEAAKsNAABWGwAArDYAAGC1AQDAagMAgNUGAACsNgAAWG0AALDaAACA1QYAAKsNAABWGwAAsNoAAGC1AQDAagMAAFYbAACsNgAAWG0AAMBqAwCA1QYAAKsNAABYbQAAsNoAAGC1AQAAqw0AAFYbAACsNgAAYLUBAMBqAwCA1QYAAKw2AABYbQAAsNoAAIDVBgAAqw0AAFYbAACw2gAAYLUBAMBqAwAAVhsAAKw2AABYbQAAwGoDAIDVBgAAqw0AAFhtAACw2gAAYLUBAACrDQAAVhsAAKw2AABgtQEAwGoDAIDVBgAArDYAAFhtAACw2gAAgNUGAACrDQAADy2UdA2v9HCJngAAAABJRU5ErkJggg=="/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">A<span class="_ _0"></span>TO TRT GP N. 36<span class="_ _1"></span>5/2016</div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2"></span> <span class="_ _2"></span> <span class="_ _2"></span> <span class="_ _2"></span> <span class="_ _2"></span> <span class="_ _2"></span><span class="ff2"> <span class="_ _2"></span>João Pe<span class="_ _1"></span>ssoa, 18<span class="_ _1"></span> de no<span class="_ _1"></span>vembro de 2<span class="_ _1"></span>016.</span></div><div class="t m0 x3 h3 y3 ff2 fs0 fc0 sc0 ls0 ws0">Regulament<span class="_ _1"></span>a <span class="_ _3"> </span>o <span class="_ _3"> </span>processo <span class="_ _3"> </span>“Elabo<span class="_ _1"></span>ração <span class="_ _3"> </span>de</div><div class="t m0 x3 h3 y4 ff2 fs0 fc0 sc0 ls0 ws0">Pauta”, <span class="_ _4"> </span>no <span class="_ _4"> </span>âmbito <span class="_ _4"> </span>do <span class="_ _4"> </span>Tribunal <span class="_ _5"> </span>Regional <span class="_ _5"> </span>do</div><div class="t m0 x3 h3 y5 ff2 fs0 fc0 sc0 ls0 ws0">Trabalh<span class="_ _1"></span>o da 1<span class="_ _1"></span>3ª Região.</div><div class="t m0 x1 h2 y6 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"></span> <span class="_ _6"></span> <span class="_ _1"></span> <span class="_ _6"></span>O <span class="_ _5"> </span>DESEMBA<span class="_ _0"></span>RGA<span class="_ _0"></span>DOR <span class="_ _5"> </span>PRESIDENTE <span class="_ _5"> </span>DO <span class="_ _5"> </span>TRIBUNA<span class="_ _0"></span>L <span class="_ _5"> </span>REGIONA<span class="_ _0"></span>L</div><div class="t m0 x1 h2 y7 ff1 fs0 fc0 sc0 ls0 ws0">DO <span class="_ _7"> </span>TRA<span class="_ _0"></span>BA<span class="_ _0"></span>LHO <span class="_ _7"> </span>DA<span class="_ _0"></span> <span class="_ _8"> </span>DÉCIMA<span class="_ _0"></span> <span class="_ _8"> </span>TERCEI<span class="_ _1"></span>RA<span class="_ _0"></span> <span class="_ _8"> </span>REGIÃO<span class="ff2">, <span class="_ _8"> </span>no <span class="_ _7"> </span>uso <span class="_ _7"> </span>de <span class="_ _7"> </span>suas <span class="_ _7"> </span>atribuições</span></div><div class="t m0 x1 h3 y8 ff2 fs0 fc0 sc0 ls0 ws0">legais, regimentais <span class="_ _1"></span>e tendo<span class="_ _1"></span> em vista o <span class="_ _1"></span>Protocolo T<span class="_ _1"></span>RT - 17<span class="_ _1"></span>.835/2<span class="_ _1"></span>016,</div><div class="t m0 x1 h2 y9 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"></span> <span class="_ _6"></span> <span class="_ _1"></span> <span class="_ _6"></span>CONSIDERA<span class="_ _0"></span>NDO <span class="_ _9"></span><span class="ff2">que, <span class="_ _9"></span>na <span class="_ _9"></span>forma <span class="_ _9"> </span>do <span class="_ _9"></span>art. <span class="_ _9"></span>3º <span class="_ _9"></span>da <span class="_ _9"></span>Resolução <span class="_ _9"></span>CNJ <span class="_ _a"></span>n. <span class="_ _9"></span>70,</span></div><div class="t m0 x1 h3 ya ff2 fs0 fc0 sc0 ls0 ws0">de <span class="_ _9"> </span>18 <span class="_ _9"> </span>de <span class="_ _9"> </span>ma<span class="_ _1"></span>rço <span class="_ _9"></span>de <span class="_ _9"> </span>2009,<span class="_ _1"></span> <span class="_ _9"></span>a <span class="_ _9"></span>Assessoria <span class="_ _9"> </span>de <span class="_ _9"> </span>Gestã<span class="_ _1"></span>o <span class="_ _9"></span>Estratégica <span class="_ _9"></span>dos <span class="_ _9"></span>Tribunais <span class="_ _9"></span>deve</div><div class="t m0 x1 h3 yb ff2 fs0 fc0 sc0 ls0 ws0">atuar na<span class="_ _1"></span> área de<span class="_ _1"></span> otimização d<span class="_ _1"></span>e processo<span class="_ _1"></span>s de trab<span class="_ _1"></span>alho;</div><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"></span> <span class="_ _6"></span> <span class="_ _1"></span> <span class="_ _6"></span>CONSIDERA<span class="_ _0"></span>NDO <span class="_ _1"></span><span class="ff2">que <span class="_ _1"></span>esta <span class="_ _1"></span>Corte<span class="_ _1"></span> <span class="_ _1"></span>já <span class="_ _1"></span>instituciona<span class="_ _1"></span>lizou a <span class="_ _1"></span>metod<span class="_ _1"></span>ologia d<span class="_ _1"></span>e</span></div><div class="t m0 x1 h3 yd ff2 fs0 fc0 sc0 ls0 ws0">Gestão d<span class="_ _1"></span>e Processo<span class="_ _1"></span>s, por me<span class="_ _1"></span>io do At<span class="_ _1"></span>o TRT<span class="_ _1"></span> GP n. 3<span class="_ _1"></span>08/201<span class="_ _1"></span>5;</div><div class="t m0 x1 h2 ye ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"></span> <span class="_ _6"></span> <span class="_ _1"></span> <span class="_ _6"></span>CONSIDERA<span class="_ _0"></span>NDO <span class="_ _8"> </span><span class="ff2">a <span class="_ _b"> </span>importân<span class="_ _1"></span>cia <span class="_ _b"> </span>d<span class="_ _1"></span>a <span class="_ _b"> </span>pad<span class="_ _1"></span>ronização <span class="_ _b"> </span>de <span class="_ _8"> </span>procedimento<span class="_ _1"></span>s</span></div><div class="t m0 x1 h3 yf ff2 fs0 fc0 sc0 ls0 ws0">de <span class="_ _a"></span>trab<span class="_ _1"></span>alho, <span class="_ _9"></span>refletida <span class="_ _9"></span>no <span class="_ _a"></span>Plano<span class="_ _1"></span> <span class="_ _a"></span>Estratégico <span class="_ _9"></span>deste <span class="_ _a"></span>T<span class="_ _1"></span>ribunal <span class="_ _9"></span>no <span class="_ _a"></span>Projeto <span class="_ _a"></span>de <span class="_ _a"></span>Gest<span class="_ _1"></span>ão <span class="_ _a"></span>de</div><div class="t m0 x1 h3 y10 ff2 fs0 fc0 sc0 ls0 ws0">Processos Ju<span class="_ _1"></span>diciários;</div><div class="t m0 x1 h2 y11 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"></span> <span class="_ _6"></span> <span class="_ _1"></span> <span class="_ _6"></span>CONSIDERA<span class="_ _0"></span>NDO <span class="_ _b"> </span><span class="ff2">a <span class="_ _b"> </span>necessidade <span class="_ _b"> </span>de <span class="_ _b"> </span>padronização <span class="_ _b"> </span>e <span class="_ _b"> </span>otimização <span class="_ _b"> </span>dos</span></div><div class="t m0 x1 h3 y12 ff2 fs0 fc0 sc0 ls0 ws0">procedime<span class="_ _1"></span>ntos ref<span class="_ _1"></span>erente<span class="_ _1"></span>s ao proce<span class="_ _1"></span>sso “Elabora<span class="_ _1"></span>ção de P<span class="_ _1"></span>auta”,</div><div class="t m0 x1 h2 y13 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"></span> <span class="_ _6"></span> <span class="_ _1"></span> <span class="_ _6"></span> <span class="_ _1"></span> </div><div class="t m0 x4 h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _c"></span> <span class="_ _1"></span> <span class="_ _d"></span> <span class="_ _e"> </span>R E S O L V<span class="_ _1"></span> E</div><div class="t m0 x5 h2 y15 ff1 fs0 fc0 sc0 ls0 ws0">A<span class="_ _0"></span>rt. <span class="_ _1"></span>1º <span class="_ _1"></span><span class="ff2">Regulame<span class="_ _1"></span>ntar <span class="_ _1"></span>os <span class="_ _1"></span>proce<span class="_ _1"></span>diment<span class="_ _1"></span>os <span class="_ _1"></span>concerne<span class="_ _1"></span>ntes <span class="_ _1"></span>à <span class="_ _1"></span>Elaboraçã<span class="_ _1"></span>o d<span class="_ _1"></span>e</span></div><div class="t m0 x1 h3 y16 ff2 fs0 fc0 sc0 ls0 ws0">Pauta <span class="_ _a"></span>no <span class="_ _f"></span>âmbito <span class="_ _a"></span>do <span class="_ _f"></span>Tribuna<span class="_ _1"></span>l <span class="_ _f"></span>Regional <span class="_ _f"></span>do<span class="_ _1"></span> <span class="_ _f"></span>Trab<span class="_ _1"></span>alho <span class="_ _f"></span>da<span class="_ _1"></span> <span class="_ _f"></span>13ª <span class="_ _f"></span>Região, <span class="_ _f"></span>em <span class="_ _f"></span>conso<span class="_ _1"></span>nância</div><div class="t m0 x1 h3 y17 ff2 fs0 fc0 sc0 ls0 ws0">com disp<span class="_ _1"></span>ositivos constitucion<span class="_ _1"></span>ais e legais.</div><div class="t m0 x1 h2 y18 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"></span> <span class="_ _6"></span> <span class="_ _1"></span> <span class="_ _6"></span>A<span class="_ _0"></span>rt. 2º<span class="_ _1"></span> <span class="ff2">O processo<span class="_ _1"></span> "Elabo<span class="_ _1"></span>ração de <span class="_ _1"></span>Pauta"<span class="_ _1"></span> tem co<span class="_ _1"></span>mo ob<span class="_ _1"></span>jetivo organizar</span></div><div class="t m0 x1 h3 y19 ff2 fs0 fc0 sc0 ls0 ws0">os <span class="_ _b"> </span>processos <span class="_ _10"> </span>para <span class="_ _10"> </span>incluí-los <span class="_ _10"> </span>na<span class="_ _1"></span> <span class="_ _10"> </span>paut<span class="_ _1"></span>a <span class="_ _10"> </span>de <span class="_ _b"> </span>julg<span class="_ _0"></span>ame<span class="_ _1"></span>nto <span class="_ _10"> </span>d<span class="_ _1"></span>as <span class="_ _10"> </span>Tu<span class="_ _1"></span>rmas <span class="_ _10"> </span>e <span class="_ _b"> </span>Secretaria <span class="_ _10"> </span>do</div><div class="t m0 x1 h3 y1a ff2 fs0 fc0 sc0 ls0 ws0">Tribuna<span class="_ _1"></span>l Pleno e <span class="_ _1"></span>Coordena<span class="_ _1"></span>ção Judiciária <span class="_ _1"></span>do TRT<span class="_ _1"></span> da 1<span class="_ _1"></span>3ª Região.</div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"></span> <span class="_ _6"></span> <span class="_ _1"></span> <span class="_ _6"></span>A<span class="_ _0"></span>rt. <span class="_ _7"> </span>3º <span class="ff2">O <span class="_ _8"> </span>Proce<span class="_ _1"></span>sso <span class="_ _7"> </span>de <span class="_ _7"> </span>"Ela<span class="_ _1"></span>boração de <span class="_ _8"> </span>Pa<span class="_ _1"></span>uta" seguirá <span class="_ _8"> </span>o fluxo <span class="_ _8"> </span>e o</span></div><div class="t m0 x1 h3 y1c ff2 fs0 fc0 sc0 ls0 ws0">Procedime<span class="_ _1"></span>nto <span class="_ _9"> </span>Operacio<span class="_ _1"></span>nal <span class="_ _9"></span>Padrão <span class="_ _9"> </span>– <span class="_ _9"> </span>PO<span class="_ _1"></span>P, <span class="_ _9"></span>na <span class="_ _9"> </span>form<span class="_ _1"></span>a <span class="_ _9"></span>dos <span class="_ _9"> </span>Anexos <span class="_ _9"> </span>I <span class="_ _9"> </span>e <span class="_ _9"> </span>II, <span class="_ _9"></span>atende<span class="_ _1"></span>ndo</div><div class="t m0 x1 h3 y1d ff2 fs0 fc0 sc0 ls0 ws0">às <span class="_ _1"></span>recom<span class="_ _1"></span>enda<span class="_ _1"></span>ções <span class="_ _1"></span>d<span class="_ _1"></span>o <span class="_ _1"></span>Manu<span class="_ _1"></span>al <span class="_ _1"></span>de<span class="_ _1"></span> <span class="_ _1"></span>Gestã<span class="_ _1"></span>o <span class="_ _1"></span>de<span class="_ _1"></span> <span class="_ _1"></span>Processo<span class="_ _1"></span>s <span class="_ _1"></span>de <span class="_ _f"></span>Traba<span class="_ _1"></span>lho <span class="_ _1"></span>d<span class="_ _1"></span>o <span class="_ _1"></span>T<span class="_ _1"></span>RT <span class="_ _1"></span>da<span class="_ _1"></span> <span class="_ _1"></span>13ª</div><div class="t m0 x1 h3 y1e ff2 fs0 fc0 sc0 ls0 ws0">Região.</div><div class="t m0 x1 h2 y1f ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"></span> <span class="_ _6"></span> <span class="_ _1"></span> <span class="_ _6"></span>A<span class="_ _0"></span>rt. <span class="_ _9"></span>4º <span class="_ _9"></span><span class="ff2">O <span class="_ _9"></span>Procedime<span class="_ _1"></span>nto <span class="_ _9"> </span>Operacio<span class="_ _1"></span>nal <span class="_ _9"></span>Padrão <span class="_ _9"></span>– <span class="_ _a"></span>PO<span class="_ _1"></span>P, <span class="_ _9"></span>na <span class="_ _a"></span>d<span class="_ _1"></span>escrição <span class="_ _9"></span>de</span></div><div class="t m0 x1 h3 y20 ff2 fs0 fc0 sc0 ls0 ws0">suas <span class="_ _1"></span>a<span class="_ _1"></span>tividades, <span class="_ _1"></span>f<span class="_ _1"></span>az <span class="_ _1"></span>remissã<span class="_ _1"></span>o <span class="_ _1"></span>às <span class="_ _f"></span>rotinas <span class="_ _f"></span>do <span class="_ _1"></span>P<span class="_ _1"></span>rocesso <span class="_ _1"></span>Ju<span class="_ _1"></span>dicial <span class="_ _1"></span>Eletrônico<span class="_ _1"></span> –<span class="_ _1"></span> <span class="_ _1"></span>PJe, <span class="_ _1"></span>cuja</div><div class="t m0 x1 h3 y21 ff2 fs0 fc0 sc0 ls0 ws0">atualização <span class="_ _11"> </span>é <span class="_ _11"> </span>de <span class="_ _4"> </span>re<span class="_ _1"></span>sponsab<span class="_ _1"></span>ilidade <span class="_ _11"> </span>da <span class="_ _4"> </span>Coorden<span class="_ _1"></span>ação <span class="_ _11"> </span>de <span class="_ _4"> </span>Sup<span class="_ _1"></span>orte <span class="_ _4"> </span>a<span class="_ _1"></span>o <span class="_ _4"> </span>Pro<span class="_ _1"></span>cesso</div><div class="t m0 x1 h3 y22 ff2 fs0 fc0 sc0 ls0 ws0">Eletrônico.</div><div class="t m0 x1 h2 y23 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"></span> <span class="_ _6"></span> <span class="_ _1"></span> <span class="_ _6"></span>A<span class="_ _0"></span>rt. <span class="_ _b"> </span>5º <span class="_ _b"> </span><span class="ff2">O <span class="_ _b"> </span>fluxo <span class="_ _b"> </span>e <span class="_ _b"> </span>o <span class="_ _b"> </span>Procedim<span class="_ _1"></span>ento <span class="_ _b"> </span>Opera<span class="_ _1"></span>cional <span class="_ _b"> </span>Padrão<span class="_ _1"></span> <span class="_ _b"> </span>– <span class="_ _b"> </span>POP, <span class="_ _b"> </span>além</span></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 m0 x1 h3 y25 ff2 fs0 fc0 sc0 ls0 ws0">das <span class="_ _8"> </span>dem<span class="_ _1"></span>ais <span class="_ _8"> </span>informa<span class="_ _1"></span>ções <span class="_ _8"> </span>do <span class="_ _8"> </span>proce<span class="_ _1"></span>sso, <span class="_ _8"> </span>estarão <span class="_ _8"> </span>disponíveis <span class="_ _8"> </span>no <span class="_ _b"> </span>Po<span class="_ _1"></span>rtal <span class="_ _8"> </span>da <span class="_ _8"> </span>AGE <span class="_ _b"> </span>n<span class="_ _1"></span>a</div><div class="t m0 x1 h3 y26 ff2 fs0 fc0 sc0 ls0 ws0">página do <span class="_ _1"></span>Tribuna<span class="_ _1"></span>l Regional do T<span class="_ _1"></span>rabalho<span class="_ _1"></span> 13ª Região.</div><div class="t m0 x1 h2 y27 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"></span> <span class="_ _6"></span> <span class="_ _1"></span> <span class="_ _6"></span>A<span class="_ _0"></span>rt. 6º <span class="ff2">Este<span class="_ _1"></span> Ato en<span class="_ _1"></span>tra em <span class="_ _1"></span>vigor na data de<span class="_ _1"></span> sua pu<span class="_ _1"></span>blicação. </span></div><div class="t m0 x1 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"></span> <span class="_ _6"></span> <span class="_ _1"></span> <span class="_ _6"></span><span class="ff2">Dê-se ciência.</span></div><div class="t m0 x1 h3 y5 ff2 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"></span> <span class="_ _6"></span> <span class="_ _1"></span> <span class="_ _6"></span>Publique-se no<span class="_ _1"></span> DA_e.</div><div class="t m0 x1 h2 y28 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"></span> <span class="_ _6"></span> <span class="_ _1"></span> <span class="_ _6"></span>UBIRA<span class="_ _0"></span>TA<span class="_ _0"></span>N MOREIRA<span class="_ _0"></span> DELGA<span class="_ _0"></span>DO</div><div class="t m0 x1 h2 y29 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"></span> <span class="_ _6"></span> <span class="_ _1"></span> <span class="ff2"> Desem<span class="_ _1"></span>bargador Presid<span class="_ _1"></span>ente </span></div><div class="c x6 y2a w2 h5"><div class="t m1 x7 h6 y2b ff3 fs1 fc1 sc0 ls0 ws0">Assinado de forma digital por </div><div class="t m1 x7 h6 y2c ff3 fs1 fc1 sc0 ls0 ws0">UBIRATAN MOREIRA </div><div class="t m1 x7 h6 y2d ff3 fs1 fc1 sc0 ls0 ws0">DELGADO:103003500 </div><div class="t m1 x7 h6 y2e ff3 fs1 fc1 sc0 ls0 ws0">Localização: TRT 13ª - Gabinete da </div><div class="t m1 x7 h6 y2f ff3 fs1 fc1 sc0 ls0 ws0">Presidência </div><div class="t m1 x7 h6 y30 ff3 fs1 fc1 sc0 ls0 ws0">Dados: 2016.11.18 10:25:36 -03'00'</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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