Ato Conjunto TRT SGP-SCR Nº 005/2020 (html)

Processo Mediação e Conciliação Pré-processual
ATO TRT SGP-SCR 5_2020.html — HTML, 133Kb
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<head>
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<meta name="generator" content="pdf2htmlEX"/>
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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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/*! 
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 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
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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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"/><div class="c x1 y1 w2 h2"><div class="t m0 x2 h3 y2 ff1 fs0 fc0 sc0 ls0 ws0">Poder Judiciário</div><div class="t m0 x3 h3 y3 ff1 fs0 fc0 sc0 ls0 ws0">Justiça do Trabalho</div><div class="t m0 x4 h3 y4 ff1 fs0 fc0 sc0 ls0 ws0">Tribunal Regional do Trabalho da 13ª Região</div><div class="t m1 x5 h4 y5 ff1 fs1 fc0 sc0 ls0 ws0">A<span class="_ _0"></span>TO CONJUNTO TRT SGP-SCR N.º <span class="_ _1"></span>5, DE 24 <span class="_ _1"></span>DE A<span class="_ _0"></span>GOSTO DE 2<span class="_ _1"></span>020</div><div class="t m0 x6 h5 y6 ff2 fs0 fc0 sc0 ls0 ws0">Regulamenta <span class="_ _2"> </span>o <span class="_ _2"> </span>procedimento <span class="_ _3"> </span>“Mediação <span class="_ _3"> </span>e</div><div class="t m0 x6 h5 y7 ff2 fs0 fc0 sc0 ls0 ws0">Conciliação <span class="_ _4"> </span>Pré-processual <span class="_ _4"> </span>entr<span class="_ _1"></span>e <span class="_ _4"> </span>atores</div><div class="t m0 x6 h5 y8 ff2 fs0 fc0 sc0 ls0 ws0">coletivos no âmbito da Vice-Presidência do</div><div class="t m0 x6 h5 y9 ff2 fs0 fc0 sc0 ls0 ws0">TRT 13ª Região&quot;.</div><div class="t m1 x7 h4 ya ff1 fs1 fc0 sc0 ls0 ws0">O<span class="ff2"> <span class="_ _5"> </span></span>DESEMBA<span class="_ _0"></span>RGA<span class="_ _0"></span>DOR <span class="_ _5"> </span>PRESIDENTE <span class="_ _5"> </span><span class="ff2">e <span class="_ _5"> </span>o <span class="_ _6"> </span></span>DESEMBA<span class="_ _0"></span>RGA<span class="_ _0"></span>DOR</div><div class="t m1 x8 h4 yb ff1 fs1 fc0 sc0 ls0 ws0">VICE-PRESIDENTE <span class="_ _7"> </span>E <span class="_ _7"> </span>CORREGEDOR <span class="_ _8"> </span>DO <span class="_ _8"> </span>TRIBUNA<span class="_ _0"></span>L <span class="_ _8"> </span>REGIONAL <span class="_ _9"> </span>DO</div><div class="t m1 x8 h4 yc ff1 fs1 fc0 sc0 ls0 ws0">TRA<span class="_ _0"></span>BA<span class="_ _0"></span>LHO <span class="_ _1"></span>DA <span class="_ _1"></span>DÉCIMA<span class="_ _0"></span> <span class="_ _1"></span>TERCEIRA REG<span class="_ _1"></span>IÃ<span class="_ _0"></span>O<span class="ff2">, <span class="_ _1"></span>no<span class="_ _1"></span> <span class="_ _1"></span>uso <span class="_ _1"></span>d<span class="_ _1"></span>e <span class="_ _1"></span>sua<span class="_ _1"></span>s <span class="_ _1"></span>atribuiçõe<span class="_ _1"></span>s <span class="_ _1"></span>legais <span class="_ _1"></span>e</span></div><div class="t m1 x8 h6 yd ff2 fs1 fc0 sc0 ls0 ws0">regimentais, </div><div class="t m0 x7 h5 ye ff2 fs0 fc0 sc0 ls0 ws0">considerando <span class="_ _a"> </span>que, <span class="_ _a"> </span>na <span class="_ _b"> </span>forma <span class="_ _b"> </span>do <span class="_ _a"> </span>art. <span class="_ _b"> </span>3º <span class="_ _a"> </span>da <span class="_ _a"> </span>Resolução <span class="_ _a"> </span>CNJ <span class="_ _a"> </span>nº<span class="_ _1"></span> <span class="_ _a"> </span>70, <span class="_ _a"> </span>de <span class="_ _a"> </span>18 <span class="_ _a"> </span>de</div><div class="t m0 x8 h5 yf ff2 fs0 fc0 sc0 ls0 ws0">março <span class="_ _c"></span>de <span class="_ _c"></span>2009, <span class="_ _c"></span>a <span class="_ _c"></span>A<span class="_ _0"></span>ssessoria <span class="_ _c"></span>de <span class="_ _c"></span>Gestão <span class="_ _c"></span>Estratégica <span class="_ _c"></span>dos <span class="_ _c"></span>Tribunais <span class="_ _c"></span>dev<span class="_ _0"></span>e <span class="_ _c"></span>atuar <span class="_ _c"></span>na <span class="_ _d"></span>área <span class="_ _d"></span>de</div><div class="t m0 x8 h5 y10 ff2 fs0 fc0 sc0 ls0 ws0">otimização de processos de trabalho;</div><div class="t m0 x7 h5 y11 ff2 fs0 fc0 sc0 ls0 ws0">considerando  q<span class="_ _1"></span>ue esta <span class="_ _1"></span>Corte <span class="_ _1"></span>já institucionalizou a metodologia de Gestão de</div><div class="t m0 x8 h5 y12 ff2 fs0 fc0 sc0 ls0 ws0">Processos, por meio do Ato T<span class="_ _1"></span>RT GP nº <span class="_ _1"></span>308/2015;</div><div class="t m0 x7 h5 y13 ff2 fs0 fc0 sc0 ls0 ws0">considerando <span class="_ _d"></span>a <span class="_ _d"></span>import<span class="_ _1"></span>ância <span class="_ _d"></span>da <span class="_ _d"></span>padronização <span class="_ _d"></span>de <span class="_ _d"></span>procedimentos <span class="_ _d"></span>de <span class="_ _c"></span>trabalho,</div><div class="t m0 x8 h5 y14 ff2 fs0 fc0 sc0 ls0 ws0">refletida <span class="_ _e"> </span>no <span class="_ _e"> </span>Plano<span class="_ _0"></span> <span class="_ _e"> </span>Estratégico <span class="_ _e"> </span>deste <span class="_ _e"> </span>Tribunal <span class="_ _f"> </span>no <span class="_ _f"> </span>Projet<span class="_ _1"></span>o <span class="_ _f"> </span>de <span class="_ _e"> </span>Gestão <span class="_ _f"> </span>de <span class="_ _e"> </span>Processos</div><div class="t m0 x8 h5 y15 ff2 fs0 fc0 sc0 ls0 ws0">Administrativos/Judiciários 2020;</div><div class="t m0 x7 h5 y16 ff2 fs0 fc0 sc0 ls0 ws0">considerando <span class="_ _a"> </span>a <span class="_ _b"> </span>priorização <span class="_ _a"> </span>de <span class="_ _a"> </span>m<span class="_ _1"></span>apeamento <span class="_ _a"> </span>de <span class="_ _b"> </span>processos <span class="_ _a"> </span>para <span class="_ _b"> </span>o <span class="_ _a"> </span>exercício</div><div class="t m0 x8 h5 y17 ff2 fs0 fc0 sc0 ls0 ws0">de <span class="_ _d"></span>2020, <span class="_ _d"></span>mat<span class="_ _1"></span>erializad<span class="_ _0"></span>a <span class="_ _d"></span>na <span class="_ _c"></span>Ata <span class="_ _d"></span>da <span class="_ _d"></span>1ª <span class="_ _c"></span>Reunião/2020 <span class="_ _d"></span>do <span class="_ _d"></span>Comitê <span class="_ _d"></span>de <span class="_ _d"></span>Gov<span class="_ _0"></span>ernança <span class="_ _d"></span>Institucional</div><div class="t m0 x8 h5 y18 ff2 fs0 fc0 sc0 ls0 ws0">deste Regional,</div><div class="t m0 x8 h3 y19 ff2 fs0 fc0 sc0 ls0 ws0">      <span class="_ _1"></span>     <span class="_ _1"></span> <span class="_ _10"></span>      <span class="_ _1"></span>     <span class="_ _1"></span> <span class="_ _10"></span><span class="ff1">R E S O L V E M:</span></div><div class="t m0 x8 h3 y1a ff2 fs0 fc0 sc0 ls0 ws0">      <span class="_ _1"></span>     <span class="_ _1"></span> <span class="_ _10"></span>      <span class="_ _1"></span>     <span class="_ _1"></span> <span class="_ _10"></span><span class="ff1">A<span class="_ _0"></span>rt. <span class="_ _3"> </span>1º<span class="ff2"> <span class="_ _3"> </span>Regulamentar<span class="_ _1"></span> <span class="_ _3"> </span>os <span class="_ _3"> </span>procedimentos <span class="_ _3"> </span>de <span class="_ _3"> </span>medi<span class="_ _0"></span>ação <span class="_ _3"> </span>e <span class="_ _3"> </span>concili<span class="_ _0"></span>ação</span></span></div><div class="t m0 x8 h5 y1b ff2 fs0 fc0 sc0 ls0 ws0">pré-processual <span class="_ _c"> </span>entre <span class="_ _a"> </span>atores <span class="_ _a"> </span>coletivos <span class="_ _c"></span>no <span class="_ _c"></span>âmbito <span class="_ _c"></span>da <span class="_ _c"></span>Vice-Presidência <span class="_ _d"></span>do <span class="_ _a"> </span>Tribunal <span class="_ _c"></span>Regional</div><div class="t m0 x8 h5 y1c ff2 fs0 fc0 sc0 ls0 ws0">do <span class="_ _11"> </span>Trabalho <span class="_ _11"> </span>da <span class="_ _11"> </span>13ª <span class="_ _12"> </span>Região, <span class="_ _12"> </span>em<span class="_ _1"></span> <span class="_ _12"> </span>consonância <span class="_ _11"> </span>com <span class="_ _12"> </span>dispositivos <span class="_ _12"> </span>constitucionais,  l<span class="_ _0"></span>egais  e</div><div class="t m0 x8 h5 y1d ff2 fs0 fc0 sc0 ls0 ws0">regimentais.</div><div class="t m0 x7 h3 y1e ff1 fs0 fc0 sc0 ls0 ws0">A<span class="_ _0"></span>rt. <span class="_ _1"></span>2º <span class="_ _d"></span><span class="ff2">O pr<span class="_ _1"></span>ocedimento <span class="_ _1"></span>&quot;Mediação e <span class="_ _13"></span>Conciliação Pré-processual <span class="_ _1"></span>entr<span class="_ _1"></span>e <span class="_ _1"></span>atores</span></div><div class="t m0 x8 h5 y1f ff2 fs0 fc0 sc0 ls0 ws0">coletivos no âmbito da Vice-Presidência do TRT 13ª Região&quot; tem a <span class="_ _1"></span>finalidade de:</div><div class="t m0 x7 h3 y20 ff1 fs0 fc0 sc0 ls0 ws0">I <span class="_ _12"> </span>-<span class="ff2"> <span class="_ _12"> </span> <span class="_ _14"> </span>prezar, <span class="_ _14"> </span>de <span class="_ _12"> </span>forma <span class="_ _12"> </span>institucional, <span class="_ _14"> </span>no <span class="_ _12"> </span>âmbito <span class="_ _14"> </span>da <span class="_ _14"> </span>Justiça <span class="_ _14"> </span>do <span class="_ _12"> </span>trabalho, <span class="_ _14"> </span>pela</span></div><div class="t m0 x8 h5 y21 ff2 fs0 fc0 sc0 ls0 ws0">solução <span class="_ _14"> </span>pacífica <span class="_ _12"> </span>das <span class="_ _12"> </span>controvérsias, <span class="_ _12"> </span>destacando-se <span class="_ _14"> </span>como <span class="_ _12"> </span>premissas <span class="_ _14"> </span>os <span class="_ _12"> </span>arts. <span class="_ _12"> </span>486, <span class="_ _14"> </span>850 <span class="_ _12"> </span>e</div><div class="t m0 x8 h5 y22 ff2 fs0 fc0 sc0 ls0 ws0">852-C, da Consolidação da Leis Trabalhistas;</div><div class="t m0 x7 h3 y23 ff1 fs0 fc0 sc0 ls0 ws0">II <span class="_ _a"> </span>-<span class="ff2"> <span class="_ _a"> </span>adotar <span class="_ _a"> </span>uma <span class="_ _a"> </span>política <span class="_ _c"> </span>j<span class="_ _1"></span>udiciária <span class="_ _c"></span>de <span class="_ _a"> </span>tratamento <span class="_ _a"> </span>dos <span class="_ _a"> </span>conf<span class="_ _1"></span>litos <span class="_ _a"> </span>de <span class="_ _c"> </span>interesses,</span></div><div class="t m2 x9 h7 y24 ff3 fs2 fc1 sc0 ls0 ws0">$66,1$&apos;2(/(7521,&amp;$0(17(3(/2&apos;(6(0%$5*$&apos;25:2/1(&lt;&apos;(0$&amp;(&apos;2&amp;25&apos;(,52/HL</div><div class="t m2 xa h7 y25 ff3 fs2 fc1 sc0 ls0 ws0">(0+RUD/RFDO$XWHQWLFD¨¤RGD$VVLQDWXUD&apos;&apos;$&amp;%&apos;$%&amp;&amp;()&apos;&apos;</div><div class="t m2 xb h8 y26 ff4 fs3 fc1 sc0 ls0 ws0">ASSINADO ELETRONICAMENTE PELO DESEMBARGADOR LEONARDO JOSE VIDERES TRAJANO (Lei 11.419/2006)</div><div class="t m2 xc h8 y27 ff4 fs3 fc1 sc0 ls0 ws0"> EM 24/08/2020 14:08:28 (Hora Local) - Autenticação da Assinatura: 38767623E9.20C29B6B5B.0246891615.DB739C4BEB</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 x1 y1 w2 h2"><div class="t m0 x8 h5 y29 ff2 fs0 fc0 sc0 ls0 ws0">tendente <span class="_ _13"></span>a <span class="_ _d"></span>assegurar <span class="_ _d"></span>a <span class="_ _13"></span>t<span class="_ _1"></span>odos <span class="_ _13"></span>o <span class="_ _13"></span>direito <span class="_ _d"></span>à <span class="_ _13"></span>solução <span class="_ _d"></span>dos <span class="_ _13"></span>conf<span class="_ _1"></span>litos <span class="_ _13"></span>por <span class="_ _d"></span>meios <span class="_ _13"></span>adequados <span class="_ _13"></span>à <span class="_ _13"></span>sua</div><div class="t m0 x8 h5 y2a ff2 fs0 fc0 sc0 ls0 ws0">natureza e peculiaridade;</div><div class="t m0 x7 h3 y2b ff1 fs0 fc0 sc0 ls0 ws0">III -<span class="ff2"> <span class="_ _1"></span>evitar a judicializ<span class="_ _0"></span>ação da contenda entre at<span class="_ _1"></span>ores coletivos.</span></div><div class="t m0 x7 h3 y2c ff1 fs0 fc0 sc0 ls0 ws0">A<span class="_ _0"></span>rt. <span class="_ _1"></span>3º<span class="ff2"> <span class="_ _13"></span>O <span class="_ _1"></span>procedimento <span class="_ _13"></span>&quot;Mediação e <span class="_ _13"></span>Concilia<span class="_ _0"></span>ção <span class="_ _1"></span>Pré-processual <span class="_ _13"></span>entre <span class="_ _1"></span>atores</span></div><div class="t m0 x8 h5 y2d ff2 fs0 fc0 sc0 ls0 ws0">coletivos <span class="_ _15"> </span>no <span class="_ _15"> </span>âmbito <span class="_ _f"> </span>da <span class="_ _15"> </span>Vice-Presidência <span class="_ _15"> </span>do <span class="_ _f"> </span>TRT <span class="_ _f"> </span>13ª <span class="_ _15"> </span>Reg<span class="_ _1"></span>ião&quot; <span class="_ _15"> </span>seguirá <span class="_ _f"> </span>o <span class="_ _15"> </span>f<span class="_ _1"></span>luxo <span class="_ _15"> </span>e <span class="_ _15"> </span>o</div><div class="t m0 x8 h5 y2e ff2 fs0 fc0 sc0 ls0 ws0">Procedimento  Operacional  P<span class="_ _0"></span>adrão  –  POP, <span class="_ _11"> </span>na  forma  dos  A<span class="_ _0"></span>nexos  I <span class="_ _11"> </span>e  II,  atendendo <span class="_ _12"> </span>às</div><div class="t m0 x8 h5 y2f ff2 fs0 fc0 sc0 ls0 ws0">recomendações do Manual de Gestão de Processos de Trabalho deste Regional.</div><div class="t m0 x7 h3 y30 ff1 fs0 fc0 sc0 ls0 ws0">A<span class="_ _0"></span>rt. <span class="_ _c"></span>4º<span class="ff2"> <span class="_ _c"> </span>O<span class="_ _1"></span> <span class="_ _c"></span>fluxo <span class="_ _d"></span>e <span class="_ _c"> </span>o <span class="_ _c"></span>procedimento <span class="_ _c"></span>operacional <span class="_ _d"></span>padrão, <span class="_ _c"></span>ref<span class="_ _1"></span>eridos <span class="_ _d"></span>no <span class="_ _c"></span>art. <span class="_ _c"> </span>3º, <span class="_ _c"> </span>e</span></div><div class="t m0 x8 h5 y31 ff2 fs0 fc0 sc0 ls0 ws0">demais <span class="_ _1"></span>inf<span class="_ _1"></span>ormações <span class="_ _13"></span>do <span class="_ _1"></span>procedimento <span class="_ _13"></span>&quot;Mediação<span class="_ _0"></span> <span class="_ _1"></span>e <span class="_ _13"></span>Conciliação Pré-processual <span class="_ _1"></span>entr<span class="_ _1"></span>e <span class="_ _1"></span>atores</div><div class="t m0 x8 h5 y32 ff2 fs0 fc0 sc0 ls0 ws0">coletivos <span class="_ _1"></span>no <span class="_ _13"></span>âmbito <span class="_ _13"></span>da <span class="_ _1"></span>Vice-Presidência <span class="_ _1"></span>do <span class="_ _13"></span>TRT <span class="_ _13"></span>13ª <span class="_ _13"></span>Região&quot;, <span class="_ _13"></span>estarão <span class="_ _13"></span>disponí<span class="_ _0"></span>veis <span class="_ _1"></span>no <span class="_ _13"></span>Portal</div><div class="t m0 x8 h5 y33 ff2 fs0 fc0 sc0 ls0 ws0">da AGE no sítio eletrônico deste Tribunal.</div><div class="t m0 x7 h3 y34 ff1 fs0 fc0 sc0 ls0 ws0">A<span class="_ _0"></span>rt. 5º <span class="ff2">Este <span class="_ _1"></span>Ato entra em vigor <span class="_ _1"></span>na data de sua publicação.</span></div><div class="t m0 x7 h5 y35 ff2 fs0 fc0 sc0 ls0 ws0">  <span class="_ _16"></span>Dê-se ciência.</div><div class="t m0 x8 h5 y36 ff2 fs0 fc0 sc0 ls0 ws0">      <span class="_ _1"></span>     <span class="_ _1"></span> <span class="_ _10"></span>      <span class="_ _1"></span>     <span class="_ _1"></span> <span class="_ _10"></span>Publique-se no DA_e.</div><div class="t m0 xd h5 y37 ff2 fs0 fc0 sc0 ls0 ws0">(assinado eletronicamente)</div><div class="t m0 xe h3 y38 ff1 fs0 fc0 sc0 ls0 ws0">WOLNEY DE MA<span class="_ _0"></span>CEDO CORDEIRO</div><div class="t m0 xd h5 y39 ff2 fs0 fc0 sc0 ls0 ws0">Desembargador Presidente</div><div class="t m0 xd h5 y3a ff2 fs0 fc0 sc0 ls0 ws0">(assinado eletronicamente)</div><div class="t m0 xf h3 y3b ff1 fs0 fc0 sc0 ls0 ws0">LEONA<span class="_ _0"></span>RDO JOSÉ VIDERES T<span class="_ _0"></span>RA<span class="_ _0"></span>JA<span class="_ _0"></span>NO</div><div class="t m0 x10 h5 y3c ff2 fs0 fc0 sc0 ls0 ws0">Desembargador Vice-Presidente </div><div class="t m0 x11 h5 y3d ff2 fs0 fc0 sc0 ls0 ws0">e Corregedor Regional</div><div class="t m2 x9 h7 y24 ff3 fs2 fc1 sc0 ls0 ws0">$66,1$&apos;2(/(7521,&amp;$0(17(3(/2&apos;(6(0%$5*$&apos;25:2/1(&lt;&apos;(0$&amp;(&apos;2&amp;25&apos;(,52/HL</div><div class="t m2 xa h7 y25 ff3 fs2 fc1 sc0 ls0 ws0">(0+RUD/RFDO$XWHQWLFD¨¤RGD$VVLQDWXUD&apos;&apos;$&amp;%&apos;$%&amp;&amp;()&apos;&apos;</div><div class="t m2 xb h8 y26 ff4 fs3 fc1 sc0 ls0 ws0">ASSINADO ELETRONICAMENTE PELO DESEMBARGADOR LEONARDO JOSE VIDERES TRAJANO (Lei 11.419/2006)</div><div class="t m2 xc h8 y27 ff4 fs3 fc1 sc0 ls0 ws0"> EM 24/08/2020 14:08:28 (Hora Local) - Autenticação da Assinatura: 38767623E9.20C29B6B5B.0246891615.DB739C4BEB</div></div></div><div class="pi" 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