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Ato TRT GP nº 451/2017 (html)

Processo Formação e Quitação de RP Federal

ATO TRT GP 451_ 2017.html — HTML, 161Kb

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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="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">A<span class="_ _0"></span>TO TRT<span class="_ _0"></span> GP N. 451/2017</div><div class="t m0 x2 h3 y2 ff2 fs0 fc0 sc0 ls0 ws0">João Pessoa, 15 de dezembro de 2017.</div><div class="t m0 x3 h3 y3 ff2 fs0 fc0 sc0 ls0 ws0">Regulamenta <span class="_ _1"> </span>o <span class="_ _1"> </span>processo <span class="_ _2"> </span>“Formação <span class="_ _2"> </span>e</div><div class="t m0 x3 h3 y4 ff2 fs0 fc0 sc0 ls0 ws0">quitação <span class="_ _3"> </span>de <span class="_ _3"> </span>RP<span class="_ _0"></span> <span class="_ _3"> </span>Federal” <span class="_ _4"> </span>no <span class="_ _4"> </span>âmbito <span class="_ _4"> </span>do</div><div class="t m0 x3 h3 y5 ff2 fs0 fc0 sc0 ls0 ws0">Tribunal <span class="_ _5"> </span>Regional <span class="_ _5"> </span>do <span class="_ _6"> </span>Trabalho <span class="_ _5"> </span>da <span class="_ _6"> </span>13ª</div><div class="t m0 x3 h3 y6 ff2 fs0 fc0 sc0 ls0 ws0">Região.</div><div class="t m0 x4 h2 y7 ff1 fs0 fc0 sc0 ls0 ws0">O <span class="_ _7"> </span>DESEMBA<span class="_ _0"></span>RGA<span class="_ _0"></span>DOR <span class="_ _7"> </span>V<span class="_ _0"></span>ICE-PRESIDENTE<span class="_ _0"></span> <span class="_ _7"> </span>E <span class="_ _7"> </span>CORRE<span class="_ _0"></span>GEDOR <span class="_ _7"> </span>DO</div><div class="t m0 x1 h2 y8 ff1 fs0 fc0 sc0 ls0 ws0">TRIBUN<span class="_ _0"></span>A<span class="_ _0"></span>L <span class="_ _8"> </span>REGIONA<span class="_ _0"></span>L <span class="_ _8"> </span>DO <span class="_ _8"> </span>T<span class="_ _0"></span>RA<span class="_ _0"></span>BA<span class="_ _0"></span>LHO <span class="_ _8"> </span>DA<span class="_ _0"></span> <span class="_ _9"> </span>DÉCIMA<span class="_ _0"></span> <span class="_ _9"> </span>TERCEIRA<span class="_ _0"></span> <span class="_ _9"> </span>REGIÃ<span class="_ _0"></span>O<span class="ff2">, <span class="_ _8"> </span>no <span class="_ _9"> </span>uso <span class="_ _9"> </span>de</span></div><div class="t m0 x1 h3 y9 ff2 fs0 fc0 sc0 ls0 ws0">suas atribuições legais e regimentais, <span class="_ _a"></span>e de acordo com o Prot<span class="_ _a"></span>ocolo TRT n. 17877/2017;</div><div class="t m0 x4 h2 ya ff1 fs0 fc0 sc0 ls0 ws0">CONSIDERA<span class="_ _0"></span>NDO<span class="ff2"> que, <span class="_ _a"></span>na f<span class="_ _a"></span>orma do artig<span class="_ _a"></span>o 3º da Resolução CNJ n. 70, de 18</span></div><div class="t m0 x1 h3 yb ff2 fs0 fc0 sc0 ls0 ws0">de <span class="_ _b"></span>março <span class="_ _b"></span>de <span class="_ _b"></span>2009, <span class="_ _b"></span>a <span class="_ _b"></span>Assessoria <span class="_ _b"></span>de <span class="_ _b"></span>Gestão <span class="_ _b"></span>Estr<span class="_ _a"></span>atégica <span class="_ _b"></span>dos <span class="_ _b"></span>Tribunais <span class="_ _b"></span>deve <span class="_ _b"></span>atuar <span class="_ _b"></span>na <span class="_ _b"></span>área</div><div class="t m0 x1 h3 yc ff2 fs0 fc0 sc0 ls0 ws0">de otimização de processos de trabalho;</div><div class="t m0 x1 h2 yd ff2 fs0 fc0 sc0 ls0 ws0">     <span class="_ _a"></span>      <span class="_ _a"></span> <span class="_ _c"></span>     <span class="_ _a"></span>      <span class="_ _a"></span> <span class="_ _c"></span><span class="ff1">CONSIDERA<span class="_ _0"></span>NDO<span class="ff2"> <span class="_ _d"> </span>que <span class="_ _e"> </span>esta <span class="_ _d"> </span>Corte <span class="_ _d"> </span>j<span class="_ _a"></span>á <span class="_ _d"> </span>institucionaliz<span class="_ _0"></span>ou <span class="_ _d"> </span>a <span class="_ _d"> </span>m<span class="_ _a"></span>etodologia <span class="_ _d"> </span>de</span></span></div><div class="t m0 x1 h3 ye ff2 fs0 fc0 sc0 ls0 ws0">Gestão de Processos, por <span class="_ _a"></span>meio do Ato TRT<span class="_ _a"></span> GP n. 308/2015;</div><div class="t m0 x1 h2 yf ff2 fs0 fc0 sc0 ls0 ws0">     <span class="_ _a"></span>      <span class="_ _a"></span> <span class="_ _c"></span>     <span class="_ _a"></span>      <span class="_ _a"></span> <span class="_ _c"></span><span class="ff1">CONSIDERA<span class="_ _0"></span>NDO<span class="ff2"> <span class="_ _d"> </span>a <span class="_ _d"> </span>importância <span class="_ _d"> </span>da <span class="_ _e"> </span>padronização <span class="_ _d"> </span>de <span class="_ _d"> </span>procedimentos <span class="_ _d"> </span>de</span></span></div><div class="t m0 x1 h3 y10 ff2 fs0 fc0 sc0 ls0 ws0">trabalho, <span class="_ _b"></span>refletida <span class="_ _f"></span>no <span class="_ _f"></span>Plano <span class="_ _f"></span>Estratégico <span class="_ _f"></span>deste <span class="_ _b"></span>Tribunal <span class="_ _f"></span>no <span class="_ _f"></span>Projeto <span class="_ _f"></span>de <span class="_ _b"></span>Gestão <span class="_ _f"></span>de <span class="_ _f"></span>Processos</div><div class="t m0 x1 h3 y11 ff2 fs0 fc0 sc0 ls0 ws0">Judiciários;</div><div class="t m0 x1 h2 y12 ff2 fs0 fc0 sc0 ls0 ws0">     <span class="_ _a"></span>      <span class="_ _a"></span> <span class="_ _c"></span>     <span class="_ _a"></span>      <span class="_ _a"></span> <span class="_ _c"></span><span class="ff1">CONSIDERA<span class="_ _0"></span>NDO<span class="ff2"> <span class="_ _4"> </span>a <span class="_ _4"> </span>necessidade <span class="_ _3"> </span>de <span class="_ _4"> </span>padronização <span class="_ _4"> </span>e <span class="_ _3"> </span>otimização <span class="_ _4"> </span>dos</span></span></div><div class="t m0 x1 h3 y13 ff2 fs0 fc0 sc0 ls0 ws0">procedimentos ref<span class="_ _a"></span>erentes ao processo “Formação <span class="_ _a"></span>e quitação de RP Federal”,</div><div class="t m0 x1 h2 y14 ff2 fs0 fc0 sc0 ls0 ws0">     <span class="_ _a"></span>      <span class="_ _a"></span> <span class="_ _c"></span>     <span class="_ _a"></span>      <span class="_ _a"></span> <span class="_ _c"></span><span class="ff1">R E S O L V E</span></div><div class="t m0 x1 h2 y15 ff2 fs0 fc0 sc0 ls0 ws0">     <span class="_ _a"></span>      <span class="_ _a"></span> <span class="_ _c"></span>     <span class="_ _a"></span>      <span class="_ _a"></span> <span class="_ _c"></span><span class="ff1">A<span class="_ _0"></span>rt. <span class="_ _a"></span>1º<span class="ff2"> <span class="_ _a"></span>Regulamentar <span class="_ _a"></span>os <span class="_ _a"></span>pr<span class="_ _a"></span>ocedimentos concernentes <span class="_ _a"></span>à <span class="_ _a"></span>f<span class="_ _a"></span>ormação <span class="_ _a"></span>e <span class="_ _a"></span>quitação</span></span></div><div class="t m0 x1 h3 y16 ff2 fs0 fc0 sc0 ls0 ws0">de <span class="_ _b"></span>Requisição <span class="_ _b"></span>de <span class="_ _10"> </span>Precatório <span class="_ _b"></span>Federal, <span class="_ _10"> </span>no <span class="_ _b"></span>âmbito <span class="_ _b"> </span>do <span class="_ _10"> </span>Tribunal <span class="_ _b"></span>Reg<span class="_ _a"></span>ional <span class="_ _f"></span>do <span class="_ _10"> </span>Trabalho <span class="_ _b"> </span>da <span class="_ _b"> </span>13ª</div><div class="t m0 x1 h3 y17 ff2 fs0 fc0 sc0 ls0 ws0">Região, em consonância com dispositivos constitucionais e legais.</div><div class="t m0 x1 h2 y18 ff2 fs0 fc0 sc0 ls0 ws0">     <span class="_ _a"></span>      <span class="_ _a"></span> <span class="_ _c"></span>     <span class="_ _a"></span>      <span class="_ _a"></span> <span class="_ _c"></span><span class="ff1">A<span class="_ _0"></span>rt. <span class="_ _f"></span>2º<span class="ff2"> <span class="_ _a"></span>O <span class="_ _f"></span>processo <span class="_ _a"></span>&quot;Formação <span class="_ _f"></span>e <span class="_ _a"></span>quitação <span class="_ _f"></span>de <span class="_ _a"></span>RP <span class="_ _a"></span>Federal” <span class="_ _f"></span>tem <span class="_ _a"></span>com<span class="_ _a"></span>o <span class="_ _a"></span>objet<span class="_ _a"></span>ivo</span></span></div><div class="t m0 x1 h3 y19 ff2 fs0 fc0 sc0 ls0 ws0">processar <span class="_ _d"> </span>e <span class="_ _e"> </span>pagar<span class="_ _a"></span> <span class="_ _d"> </span>os <span class="_ _e"> </span>requisitórios <span class="_ _e"> </span>de <span class="_ _d"> </span>precat<span class="_ _a"></span>órios <span class="_ _d"> </span>de <span class="_ _e"> </span>origem <span class="_ _e"> </span>federal <span class="_ _e"> </span>(RP) <span class="_ _e"> </span>no <span class="_ _d"> </span>prazo</div><div class="t m0 x1 h3 y1a ff2 fs0 fc0 sc0 ls0 ws0">constitucional. </div><div class="t m0 x1 h2 y1b ff2 fs0 fc0 sc0 ls0 ws0">     <span class="_ _a"></span>      <span class="_ _a"></span> <span class="_ _c"></span>     <span class="_ _a"></span>      <span class="_ _a"></span> <span class="_ _c"></span><span class="ff1">A<span class="_ _0"></span>rt. <span class="_ _11"> </span>3º<span class="ff2"> <span class="_ _11"> </span>O <span class="_ _11"> </span>processo <span class="_ _e"> </span>&quot;Formação <span class="_ _11"> </span>e <span class="_ _11"> </span>quitação <span class="_ _11"> </span>de <span class="_ _d"> </span>RP <span class="_ _11"> </span>Federal&quot; <span class="_ _e"> </span>seguirá <span class="_ _11"> </span>o</span></span></div><div class="t m0 x1 h3 y1c ff2 fs0 fc0 sc0 ls0 ws0">Procedimento <span class="_ _11"> </span>Operacional <span class="_ _e"> </span>Padrão <span class="_ _11"> </span>– <span class="_ _e"> </span>POP <span class="_ _11"> </span>e <span class="_ _e"> </span>o <span class="_ _e"> </span>f<span class="_ _a"></span>luxo, <span class="_ _e"> </span>na <span class="_ _e"> </span>f<span class="_ _a"></span>orma <span class="_ _11"> </span>dos <span class="_ _e"> </span>Anexos <span class="_ _e"> </span>I <span class="_ _e"> </span>e <span class="_ _11"> </span>II,</div><div class="t m0 x1 h3 y1d ff2 fs0 fc0 sc0 ls0 ws0">respectivamente, <span class="_ _12"> </span>atendendo <span class="_ _12"> </span>às <span class="_ _12"> </span>recomendações <span class="_ _12"> </span>do <span class="_ _12"> </span>M<span class="_ _0"></span>anual <span class="_ _12"> </span>de <span class="_ _12"> </span>Gestão <span class="_ _12"> </span>de <span class="_ _12"> </span>Processos <span class="_ _12"> </span>de</div><div class="t m0 x1 h3 y1e ff2 fs0 fc0 sc0 ls0 ws0">Trabalho do TRT <span class="_ _a"></span>da 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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GoDAIDUBgAApDYAAEhtAACQ2gAAgNQGAACpDQAAUhsAAJDaAAAgtQEAQGoDAABSGwAApDYAAEhtAABAagMAgNQGAACpDQAASG0AAJDaAAAgtQEAAKkNAABSGwAApDYAACC1AQBAagMAwCPyP/9dWQLm6iibAAAAAElFTkSuQmCC"/><div class="t m0 x1 h2 y20 ff2 fs0 fc0 sc0 ls0 ws0">     <span class="_ _a"></span>      <span class="_ _a"></span> <span class="_ _c"></span>     <span class="_ _a"></span>      <span class="_ _a"></span> <span class="_ _c"></span><span class="ff1">A<span class="_ _0"></span>rt.  4<span class="_ _0"></span>º<span class="ff2">  O <span class="_ _9"> </span>Procedimento <span class="_ _9"> </span>O<span class="_ _a"></span>peracional <span class="_ _9"> </span>Padrão <span class="_ _9"> </span>–  POP <span class="_ _9"> </span>e <span class="_ _9"> </span>o <span class="_ _8"> </span>fluxo, <span class="_ _9"> </span>além <span class="_ _9"> </span>das</span></span></div><div class="t m0 x1 h3 y21 ff2 fs0 fc0 sc0 ls0 ws0">demais <span class="_ _8"> </span>informações  do <span class="_ _9"> </span>processo, <span class="_ _8"> </span>estarão <span class="_ _9"> </span>disponívei<span class="_ _0"></span>s  no<span class="_ _0"></span>  P<span class="_ _0"></span>ortal  da <span class="_ _9"> </span>AGE <span class="_ _9"> </span>na <span class="_ _8"> </span>página <span class="_ _9"> </span>do</div><div class="t m0 x1 h3 y22 ff2 fs0 fc0 sc0 ls0 ws0">Tribunal Regional do Trabalho 13ª Região.</div><div class="t m0 x1 h2 y23 ff2 fs0 fc0 sc0 ls0 ws0">     <span class="_ _a"></span>      <span class="_ _a"></span> <span class="_ _c"></span>     <span class="_ _a"></span>      <span class="_ _a"></span> <span class="_ _c"></span><span class="ff1">A<span class="_ _0"></span>rt. 5º<span class="ff2"> <span class="_ _a"></span>Este Ato entra em <span class="_ _a"></span>vigor na data de sua publicação. </span></span></div><div class="t m0 x1 h3 y24 ff2 fs0 fc0 sc0 ls0 ws0">     <span class="_ _a"></span>      <span class="_ _a"></span> <span class="_ _c"></span>     <span class="_ _a"></span>      <span class="_ _a"></span> <span class="_ _c"></span>Dê-se ciência.</div><div class="t m0 x1 h3 y25 ff2 fs0 fc0 sc0 ls0 ws0">     <span class="_ _a"></span>      <span class="_ _a"></span> <span class="_ _c"></span>     <span class="_ _a"></span>      <span class="_ _a"></span> <span class="_ _c"></span>Publique-se no DA_e.</div><div class="t m0 x5 h2 y26 ff1 fs0 fc0 sc0 ls0 ws0">WOLNEY DE MA<span class="_ _0"></span>CEDO CORDEIRO</div><div class="t m0 x6 h3 y27 ff2 fs0 fc0 sc0 ls0 ws0">Desembargador Vice-Presidente e</div><div class="t m0 x7 h3 y28 ff2 fs0 fc0 sc0 ls0 ws0">Corregedor no Exercício da Presidência</div><div class="c x7 y29 w2 h5"><div class="t m1 x8 h6 y2a ff3 fs1 fc1 sc0 ls0 ws0">WOLNEY DE MACEDO </div><div class="t m1 x8 h6 y2b ff3 fs1 fc1 sc0 ls0 ws0">CORDEIRO:103147770</div></div><div class="c x3 y29 w3 h5"><div class="t m1 x8 h7 y2c ff3 fs2 fc1 sc0 ls0 ws0">Assinado de forma digital por WOLNEY DE MACEDO </div><div class="t m1 x8 h7 y2d ff3 fs2 fc1 sc0 ls0 ws0">CORDEIRO:103147770 </div><div class="t m1 x8 h7 y2e ff3 fs2 fc1 sc0 ls0 ws0">DN: c=BR, o=ICP-Brasil, ou=Cert-JUS Institucional - A3, </div><div class="t m1 x8 h7 y2f ff3 fs2 fc1 sc0 ls0 ws0">ou=Autoridade Certificadora da Justica - ACJUS v4, </div><div class="t m1 x8 h7 y30 ff3 fs2 fc1 sc0 ls0 ws0">ou=TRIBUNAL REGIONAL DO TRABALHO 13A REGIAO-</div><div class="t m1 x8 h7 y31 ff3 fs2 fc1 sc0 ls0 ws0">TRT13, ou=MAGISTRADO, cn=WOLNEY DE MACEDO </div><div class="t m1 x8 h7 y32 ff3 fs2 fc1 sc0 ls0 ws0">CORDEIRO:103147770 </div><div class="t m1 x8 h7 y33 ff3 fs2 fc1 sc0 ls0 ws0">Dados: 2017.12.15 14:31:19 -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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Ações do documento
Planejamento Estratégico 2021/2026

Capa do Caderno PEI 2021/2026

Capa book planejamento

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