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Gestão e Contabilização dos Passivos Trabalhistas HTML
Gestão e Contabilização de Passivos.html — HTML, 302Kb
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<!DOCTYPE html>
<!-- Created by pdf2htmlEX (https://github.com/coolwanglu/pdf2htmlex) -->
<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"/>
<style type="text/css">
/*! 
 * 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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<style type="text/css">
/*! 
 * 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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')format("woff");}.ff1{font-family:ff1;line-height:1.106934;font-style:normal;font-weight:normal;visibility:visible;}
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class="c x0 y1 w2 h2"><div class="t m0 x1 h3 y2 ff1 fs0 fc0 sc0 ls0 ws0">João Pessoa, 17/08/2022<span class="_ _0"> </span>1</div></div><div class="t m0 x2 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0">2 – IDENTIFICAÇÃO<span class="_ _1"> </span>3 – ANÁLISE<span class="_ _2"> </span>4 – AVALIAÇÃO</div><div class="t m0 x3 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">ID<span class="_ _3"> </span>RISCO<span class="_ _4"> </span>PROBABILIDADE<span class="_ _5"> </span>IMPACTO<span class="_ _6"> </span>NÍVEL<span class="_ _7"> </span>APETITE<span class="_ _8"> </span>RESPOSTA</div><div class="t m0 x4 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x5 h6 y6 ff1 fs1 fc0 sc0 ls0 ws0">Insegurança jurídica pa<span class="_ _9"></span>ra atualização da pla<span class="_ _9"></span>nilha (A1)</div><div class="t m0 x6 h6 y7 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </span>Alto (15% a 20%)</div><div class="t m0 x7 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x8 h6 y7 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x9 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x4 h5 y8 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x6 h6 y9 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </span>Alto (15% a 20%)</div><div class="t m0 x7 h5 y8 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x8 h6 y9 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x9 h5 y8 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x4 h5 ya ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x6 h6 yb ff1 fs1 fc0 sc0 ls0 ws0">Baixa (5% a 10%)<span class="_ _b"> </span>Alto (15% a 20%)</div><div class="t m0 x7 h5 ya ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 xa h6 yb ff1 fs1 fc0 sc0 ls0 ws0">Inaceitável</div><div class="t m0 x9 h5 ya ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x4 h5 yc ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x5 h6 yd ff1 fs1 fc0 sc0 ls0 ws0">Alteração acidental do<span class="_ _9"></span>s dados da planilh<span class="_ _9"></span>a (A1) (A3)</div><div class="t m0 x6 h6 ye ff1 fs1 fc0 sc0 ls0 ws0">Baixa (5% a 10%)<span class="_ _b"> </span>Alto (15% a 20%)</div><div class="t m0 x7 h5 yc ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 xa h6 ye ff1 fs1 fc0 sc0 ls0 ws0">Inaceitável</div><div class="t m0 x9 h5 yc ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x4 h5 yf ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x5 h6 y10 ff1 fs1 fc0 sc0 ls0 ws0">Desatualização e/ou<span class="_ _9"></span> não observância das no<span class="_ _9"></span>rmas técnicas (A1) (A3)</div><div class="t m0 x6 h6 y11 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </span>Baixo (5% a 10%)</div><div class="t m0 x7 h5 yf ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x8 h6 y11 ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x9 h5 yf ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x4 h5 y12 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x5 h6 y13 ff1 fs1 fc0 sc0 ls0 ws0">Desatualização da<span class="_ _9"></span> versão da licença do Microso<span class="_ _9"></span>ft Excel (A1) (A3)</div><div class="t m0 x6 h6 y14 ff1 fs1 fc0 sc0 ls0 ws0">Baixa (5% a 10%)<span class="_ _b"> </span>Baixo (5% a 10%)</div><div class="t m0 x7 h5 y12 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x8 h6 y14 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x9 h5 y12 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x4 h5 y15 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x5 h6 y16 ff1 fs1 fc0 sc0 ls0 ws0">Elaborar informação com da<span class="_ _9"></span>dos equivocados (A4)</div><div class="t m0 x6 h6 y17 ff1 fs1 fc0 sc0 ls0 ws0">Baixa (5% a 10%)<span class="_ _b"> </span>Baixo (5% a 10%)</div><div class="t m0 x7 h5 y15 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x8 h6 y17 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x9 h5 y15 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x4 h5 y18 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x5 h6 y19 ff1 fs1 fc0 sc0 ls0 ws0">Demora no preparo da<span class="_ _9"></span> informação ou despacho<span class="_ _9"></span> do processo (A4) (A5) (A8)</div><div class="t m0 x6 h6 y1a ff1 fs1 fc0 sc0 ls0 ws0">Média (10% a 20%)<span class="_ _c"> </span>Alto (15% a 20%)</div><div class="t m0 xb h5 y18 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 xa h6 y1a ff1 fs1 fc0 sc0 ls0 ws0">Inaceitável</div><div class="t m0 x9 h5 y18 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x4 h5 y1b ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x5 h6 y1c ff1 fs1 fc0 sc0 ls0 ws0">Mudança do Sistema de proce<span class="_ _9"></span>sso administrativo (Suap/Proad<span class="_ _9"></span>) (A4) (A5) (A8) (A9)</div><div class="t m0 x6 h6 y1d ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </span>Muito Baixo (&lt;5%)</div><div class="t m0 x7 h5 y1b ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x8 h6 y1d ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x9 h5 y1b ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y1e ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x5 h6 y1f ff1 fs1 fc0 sc0 ls0 ws0">Não atualização mon<span class="_ _9"></span>etária ao final do exercício do<span class="_ _9"></span>s processos sobrestados (A9)</div><div class="t m0 x6 h6 y20 ff1 fs1 fc0 sc0 ls0 ws0">Média (10% a 20%)<span class="_ _c"> </span>Médio (10% a 25%)</div><div class="t m0 x7 h5 y1e ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 xa h6 y20 ff1 fs1 fc0 sc0 ls0 ws0">Inaceitável</div><div class="t m0 x9 h5 y1e ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y21 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x6 h6 y22 ff1 fs1 fc0 sc0 ls0 ws0">Baixa (5% a 10%)<span class="_ _b"> </span>Muito Alto (&gt;20%)</div><div class="t m0 xb h5 y21 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 xa h6 y22 ff1 fs1 fc0 sc0 ls0 ws0">Inaceitável</div><div class="t m0 x9 h5 y21 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y23 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x6 h6 y24 ff1 fs1 fc0 sc0 ls0 ws0">Baixa (5% a 10%)<span class="_ _b"> </span>Alto (15% a 20%)</div><div class="t m0 x7 h5 y23 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 xa h6 y24 ff1 fs1 fc0 sc0 ls0 ws0">Inaceitável</div><div class="t m0 x9 h5 y23 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y25 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x6 h6 y26 ff1 fs1 fc0 sc0 ls0 ws0">Baixa (5% a 10%)<span class="_ _b"> </span>Muito Alto (&gt;20%)</div><div class="t m0 xb h5 y25 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 xa h6 y26 ff1 fs1 fc0 sc0 ls0 ws0">Inaceitável</div><div class="t m0 x9 h5 y25 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y27 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x5 h6 y28 ff1 fs1 fc0 sc0 ls0 ws0">Inexperiência ou in<span class="_ _9"></span>abilidade no<span class="_ _9"></span> acesso e consulta ao SIAFI (A10)</div><div class="t m0 x6 h6 y29 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </span>Médio (10% a 25%)</div><div class="t m0 x7 h5 y27 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x8 h6 y29 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x9 h5 y27 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y2a ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x6 h6 y2b ff1 fs1 fc0 sc0 ls0 ws0">Baixa (5% a 10%)<span class="_ _b"> </span>Muito Baixo (&lt;5%)</div><div class="t m0 x7 h5 y2a ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x8 h6 y2b ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x9 h5 y2a ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y2c ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x5 h6 y2d ff1 fs1 fc0 sc0 ls0 ws0">Despachar de forma diversa<span class="_ _9"></span> com os dados constantes do processo (A11<span class="_ _9"></span>)</div><div class="t m0 x6 h6 y2e ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </span>Muito Alto (&gt;20%)</div><div class="t m0 x7 h5 y2c ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x8 h6 y2e ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x9 h5 y2c ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y2f ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x5 h6 y30 ff1 fs1 fc0 sc0 ls0 ws0">Proceder de forma diversa ao de<span class="_ _9"></span>terminado no despach<span class="_ _9"></span>o (A12)</div><div class="t m0 x6 h6 y31 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </span>Muito Alto (&gt;20%)</div><div class="t m0 x7 h5 y2f ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x8 h6 y31 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x9 h5 y2f ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y32 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x6 h6 y33 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </span>Baixo (5% a 10%)</div><div class="t m0 x7 h5 y32 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x8 h6 y33 ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x9 h5 y32 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y34 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x6 h6 y35 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </span>Muito Alto (&gt;20%)</div><div class="t m0 x7 h5 y34 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x8 h6 y35 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x9 h5 y34 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y36 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x5 h6 y37 ff1 fs1 fc0 sc0 ls0 ws0">O fato gerador do débito em dissonâ<span class="_ _9"></span>ncia com o direito em análi<span class="_ _9"></span>se(A6)</div><div class="t m0 x6 h6 y38 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </span>Muito Alto (&gt;20%)</div><div class="t m0 x7 h5 y36 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x8 h6 y38 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x9 h5 y36 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y39 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x5 h6 y3a ff1 fs1 fc0 sc0 ls0 ws0">Pagamento ser efetivado de forma erra<span class="_ _9"></span>da(A6)</div><div class="t m0 x6 h6 y3b ff1 fs1 fc0 sc0 ls0 ws0">Baixa (5% a 10%)<span class="_ _b"> </span>Muito Alto (&gt;20%)</div><div class="t m0 xb h5 y39 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 xa h6 y3b ff1 fs1 fc0 sc0 ls0 ws0">Inaceitável</div><div class="t m0 x9 h5 y39 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y3c ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x5 h6 y3d ff1 fs1 fc0 sc0 ls0 ws0">Índice de atualização<span class="_ _9"></span> monetária aplicado<span class="_ _9"></span> de forma incorreta(A6)</div><div class="t m0 x6 h6 y3e ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </span>Muito Alto (&gt;20%)</div><div class="t m0 x7 h5 y3c ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x8 h6 y3e ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x9 h5 y3c ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y3f ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x5 h6 y40 ff1 fs1 fc0 sc0 ls0 ws0">Sistema fora do ar(A2)</div><div class="t m0 x6 h6 y41 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </span>Muito Baixo (&lt;5%)</div><div class="t m0 x7 h5 y3f ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x8 h6 y41 ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x9 h5 y3f ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x3 h5 y42 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x6 h6 y43 ff1 fs1 fc0 sc0 ls0 ws0">Baixa (5% a 10%)<span class="_ _b"> </span>Baixo (5% a 10%)</div><div class="t m0 x7 h5 y42 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 x8 h6 y43 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x9 h5 y42 ff3 fs1 fc0 sc0 ls0 ws0"></div><div class="t m0 xc h4 y44 ff2 fs1 fc0 sc0 ls0 ws0">PODER JUDICIÁRIO</div><div class="t m0 xd h4 y45 ff2 fs1 fc0 sc0 ls0 ws0">JUSTIÇA DO TRABALHO</div><div class="t m0 xe h4 y46 ff2 fs1 fc0 sc0 ls0 ws0">TRIBUNAL REGIONAL DO TRABALHO DA 13ª REGIÃO</div><div class="t m0 xf h7 y47 ff2 fs1 fc0 sc0 ls0 ws0">PROCESSO DE TRABALHO: [<span class="_ _9"></span><span class="fs2">Gestão e Contabilização dos Passivos Trabalhistas</span>]</div><div class="t m0 x10 h7 y48 ff2 fs1 fc0 sc0 ls0 ws0">GESTOR DO RISCO: [<span class="fs2">Secretaria de Gestão de Pessoas e Pagamento de Pessoal – SEGEPE<span class="_ _9"></span></span>]</div><div class="t m0 x11 h4 y49 ff2 fs1 fc0 sc0 ls0 ws0">CICLO [1º] - DATA CONCLUSÃO DA ANÁLISE<span class="_ _9"></span> 16/08/2022</div><div class="t m0 x3 h7 y4a ff2 fs1 fc0 sc0 ls0 ws0">1 – ESTABELECIMENTO DO CONTEXTO: [<span class="_ _9"></span><span class="fs2">Protocolo com decisão administra=va ou judicial que deu origem a um passivo trabalhista/ Protocolo de atualização de passivos trabalhistas </span></div><div class="t m0 x12 h7 y4b ff2 fs2 fc0 sc0 ls0 ws0">inscritos no SIAFI – Débito trabalhista quitado/arquivado/ SIAFI atualizado<span class="fs1">]</span></div><div class="t m0 x5 h6 y4c ff1 fs1 fc0 sc0 ls0 ws0">Inserção equivocada de dados (classificação SIAFI), em face de ser uma planilha </div><div class="t m0 x5 h6 y4d ff1 fs1 fc0 sc0 ls0 ws0">manual, não sistematizada (A1)</div><div class="t m0 x5 h6 y4e ff1 fs1 fc0 sc0 ls0 ws0">Inserção equivocada de dados (valores nomina<span class="_ _9"></span>is, índices de correção monetária e </div><div class="t m0 x5 h6 y4f ff1 fs1 fc0 sc0 ls0 ws0">juros), em face de ser uma planilha manual, não sistematizada (A3)</div><div class="t m0 x5 h6 y50 ff1 fs1 fc0 sc0 ls0 ws0">Informação insuficiente/divergente para pesquisa sobre exped<span class="_ _9"></span>ição de </div><div class="t m0 x5 h6 y51 ff1 fs1 fc0 sc0 ls0 ws0">precatório/RPV no SIAFI (A10)</div><div class="t m0 x5 h6 y52 ff1 fs1 fc0 sc0 ls0 ws0">Não solicitação das declarações sobre inexistên<span class="_ _9"></span>cia, renúncia ou desistência de </div><div class="t m0 x5 h6 y53 ff1 fs1 fc0 sc0 ls0 ws0">demanda judicial (A10)</div><div class="t m0 x5 h6 y54 ff1 fs1 fc0 sc0 ls0 ws0">Não envio ou envio incompleto (ex. sem assinatura) das declarações sol<span class="_ _9"></span>icitadas </div><div class="t m0 x5 h6 y55 ff1 fs1 fc0 sc0 ls0 ws0">sobre inexistência, renúncia ou desistência de demanda<span class="_ _9"></span> judicial (A10)</div><div class="t m0 x5 h6 y56 ff1 fs1 fc0 sc0 ls0 ws0">Não anexar ou certificar a declaração sobre inexistênci<span class="_ _9"></span>a, renúncia ou desistência </div><div class="t m0 x5 h6 y57 ff1 fs1 fc0 sc0 ls0 ws0">de demanda judicial<span class="_ _9"></span> recebida no processo (A10)</div><div class="t m0 x5 h6 y58 ff1 fs1 fc0 sc0 ls0 ws0">Encaminhar o processo ao setor/secretaria diversa do determinado no de<span class="_ _9"></span>spacho </div><div class="t m0 x5 h6 y59 ff1 fs1 fc0 sc0 ls0 ws0">(A1) (A4) (A5) (A10) (A11) (A12)</div><div class="t m0 x5 h6 y5a ff1 fs1 fc0 sc0 ls0 ws0">Não implantação em folha de pagamento ou implantação sem atua<span class="_ _9"></span>lização </div><div class="t m0 x5 h6 y5b ff1 fs1 fc0 sc0 ls0 ws0">monetária correta (A13)</div><div class="t m0 x5 h6 y5c ff1 fs1 fc0 sc0 ls0 ws0">Análise equivocada em relação às hipóteses dos a<span class="_ _9"></span>rts. 12 e 13 da Res. 137/2014 </div><div class="t m0 x5 h6 y5d ff1 fs1 fc0 sc0 ls0 ws0">do CSJT(A7)</div><div class="c x0 y5e w3 h8"><div class="t m0 x1 h9 y5f ff3 fs2 fc0 sc0 ls0 ws0"><span class="ff4">n<span class="_ _9"></span></span> !&quot;#!$%&amp;&apos;(<span class="_ _9"></span>&apos;&apos;#(&apos;&apos;&apos;<span class="_ _9"></span>&apos;!&apos;)&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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class="c x0 y61 w5 hb"><div class="t m0 x1 hc y62 ff5 fs3 fc0 sc0 ls0 ws0">João Pessoa, 17/08/2022<span class="_ _d"> </span>1 de 2</div></div><div class="t m0 x13 hd y63 ff6 fs4 fc0 sc0 ls0 ws0">5 – TRATAMENTO<span class="_ _e"> </span>6 – MONITORAMENTO</div><div class="t m0 x14 hd y64 ff6 fs4 fc0 sc0 ls0 ws0">RISCO<span class="_ _f"> </span>AÇÃO<span class="_ _10"> </span>RESPONSÁVEL<span class="_ _11"> </span>DATA PREVISTA<span class="_ _12"> </span>SITUAÇÃO<span class="_ _10"> </span>OBSE<span class="_ _9"></span>RVAÇÃO</div><div class="t m0 x15 he y65 ff7 fs4 fc0 sc0 ls0 ws0"><span class="_ _13"></span></div><div class="t m0 xb hf y66 ff5 fs4 fc0 sc0 ls0 ws0">Novo</div><div class="t m0 x16 he y67 ff7 fs4 fc0 sc0 ls0 ws0"><span class="_ _13"></span><span class="_ _13"></span><span class="_ _13"></span><span class="_ _14"> </span><span class="_ _13"></span></div><div class="t m0 xb hf y68 ff5 fs4 fc0 sc0 ls0 ws0">Novo</div><div class="t m0 x15 he y69 ff7 fs4 fc0 sc0 ls0 ws0"><span class="_ _13"></span></div><div class="t m0 xb hf y6a ff5 fs4 fc0 sc0 ls0 ws0">Novo</div><div class="t m0 x17 he y6b ff7 fs4 fc0 sc0 ls0 ws0"></div><div class="t m0 xb hf y6c ff5 fs4 fc0 sc0 ls0 ws0">Novo</div><div class="t m0 x15 he y6d ff7 fs4 fc0 sc0 ls0 ws0"><span class="_ _13"></span><span class="_ _15"> </span></div><div class="t m0 xb hf y6e ff5 fs4 fc0 sc0 ls0 ws0">Novo</div><div class="t m0 x17 he y6f ff7 fs4 fc0 sc0 ls0 ws0"></div><div class="t m0 xb hf y70 ff5 fs4 fc0 sc0 ls0 ws0">Novo</div><div class="t m0 x15 he y71 ff7 fs4 fc0 sc0 ls0 ws0"><span class="_ _13"></span><span class="_ _15"> </span></div><div class="t m0 xb hf y72 ff5 fs4 fc0 sc0 ls0 ws0">Novo</div><div class="t m0 x16 he y73 ff7 fs4 fc0 sc0 ls0 ws0"> !&quot;<span class="_ _13"></span> <span class="_ _13"></span>#<span class="_ _16"> </span><span class="_ _13"></span><span class="_ _15"> </span></div><div class="t m0 xb hf y74 ff5 fs4 fc0 sc0 ls0 ws0">Novo</div><div class="t m0 x18 h10 y75 ff6 fs5 fc0 sc0 ls0 ws0">PODER JUDICIÁRIO</div><div class="t m0 x13 h10 y76 ff6 fs5 fc0 sc0 ls0 ws0">JUSTIÇA DO TRABALHO</div><div class="t m0 x19 h10 y77 ff6 fs5 fc0 sc0 ls0 ws0">TRIBUNAL REGIONA<span class="_ _9"></span>L DO TRABALHO<span class="_ _9"></span> DA 13ª REGIÃO</div><div class="t m0 x1a h10 y78 ff6 fs5 fc0 sc0 ls0 ws0">PROCESSO DE TRA<span class="_ _9"></span>BALHO: [Gest<span class="_ _9"></span>ão e Contabilização dos<span class="_ _9"></span> Passivos Trabalhis<span class="_ _9"></span>tas]</div><div class="t m0 x1b h10 y79 ff6 fs5 fc0 sc0 ls0 ws0">GESTOR DO R<span class="_ _9"></span>ISCO: [Secretaria de G<span class="_ _9"></span>estão de Pessoas e<span class="_ _9"></span> Pagamento de Pes<span class="_ _9"></span>soal – SEGEPE]</div><div class="t m0 x1c h10 y7a ff6 fs5 fc0 sc0 ls0 ws0">CICLO [1º] - DATA <span class="_ _9"></span>CONCLUSÃO DA <span class="_ _9"></span>ANÁLISE 16/08/<span class="_ _9"></span>2022</div><div class="t m0 x1d h10 y7b ff6 fs5 fc0 sc0 ls0 ws0">1 – ESTABELECIMENTO <span class="_ _9"></span>DO CONTEXTO: <span class="_ _9"></span>[Protocolo com de<span class="_ _9"></span>cisão administra<span class="_ _9"></span>;va ou judicial que deu origem<span class="_ _9"></span> a um passivo <span class="_ _9"></span>trabalhista/ Prot<span class="_ _9"></span>ocolo de atualizaç<span class="_ _9"></span>ão de passivos </div><div class="t m0 x1b h10 y7c ff6 fs5 fc0 sc0 ls0 ws0">trabalhistas ins<span class="_ _9"></span>critos no SIAFI – D<span class="_ _9"></span>ébito trabalhista quit<span class="_ _9"></span>ado/arquivado/ SIAFI <span class="_ _9"></span>atualizado]</div><div class="t m0 x16 he y7d ff7 fs4 fc0 sc0 ls0 ws0">$%&amp;&quot;&quot;<span class="_ _9"></span>&apos;(</div><div class="t m0 x16 he y65 ff7 fs4 fc0 sc0 ls0 ws0">)*&amp;<span class="_ _9"></span>&apos; &amp;</div><div class="t m0 x16 he y7e ff7 fs4 fc0 sc0 ls0 ws0">&amp;&apos;!+</div><div class="t m0 x1e he y7f ff7 fs4 fc0 sc0 ls0 ws0">,+<span class="_ _9"></span></div><div class="t m0 x1e he y7d ff7 fs4 fc0 sc0 ls0 ws0">&amp;!+&quot;&apos;</div><div class="t m0 x1e he y65 ff7 fs4 fc0 sc0 ls0 ws0"><span class="_ _9"></span></div><div class="t m0 x1e he y7e ff7 fs4 fc0 sc0 ls0 ws0">-<span class="_ _9"></span></div><div class="t m0 x1e he y80 ff7 fs4 fc0 sc0 ls0 ws0">-.</div><div class="t m0 x17 he y65 ff7 fs4 fc0 sc0 ls0 ws0"></div><div class="t m0 x1e he y81 ff7 fs4 fc0 sc0 ls0 ws0">,+<span class="_ _9"></span></div><div class="t m0 x1e he y82 ff7 fs4 fc0 sc0 ls0 ws0">&amp;!+&quot;&apos;</div><div class="t m0 x1e he y83 ff7 fs4 fc0 sc0 ls0 ws0"><span class="_ _9"></span></div><div class="t m0 x1e he y84 ff7 fs4 fc0 sc0 ls0 ws0">-<span class="_ _9"></span></div><div class="t m0 x1e he y85 ff7 fs4 fc0 sc0 ls0 ws0">-.</div><div class="t m0 x17 he y83 ff7 fs4 fc0 sc0 ls0 ws0"></div><div class="t m0 x16 he y86 ff7 fs4 fc0 sc0 ls0 ws0"> &amp;<span class="_ _9"></span></div><div class="t m0 x16 he y87 ff7 fs4 fc0 sc0 ls0 ws0">/01</div><div class="t m0 x1e he y86 ff7 fs4 fc0 sc0 ls0 ws0">,<span class="_ _9"></span>2</div><div class="t m0 x1e he y87 ff7 fs4 fc0 sc0 ls0 ws0">-.</div><div class="t m0 x17 he y69 ff7 fs4 fc0 sc0 ls0 ws0"></div><div class="t m0 x16 he y88 ff7 fs4 fc0 sc0 ls0 ws0">3&amp;+)-4(<span class="_ _9"></span></div><div class="t m0 x16 he y89 ff7 fs4 fc0 sc0 ls0 ws0">56</div><div class="t m0 x1e he y8a ff7 fs4 fc0 sc0 ls0 ws0">,75&quot;8&amp;4</div><div class="t m0 x1e he y88 ff7 fs4 fc0 sc0 ls0 ws0">&apos;!&amp;+</div><div class="t m0 x1e he y89 ff7 fs4 fc0 sc0 ls0 ws0">9:93;#6&apos;<span class="_ _9"></span>&lt;,</div><div class="t m0 x1e he y8b ff7 fs4 fc0 sc0 ls0 ws0">.</div><div class="t m0 x15 he y88 ff7 fs4 fc0 sc0 ls0 ws0">:)&quot;</div><div class="t m0 x1f he y89 ff7 fs4 fc0 sc0 ls0 ws0">)&amp;&quot;</div><div class="t m0 x16 he y8c ff7 fs4 fc0 sc0 ls0 ws0">$ &amp;-<span class="_ _9"></span>&quot;%&amp;5</div><div class="t m0 x16 he y8d ff7 fs4 fc0 sc0 ls0 ws0">4<span class="_ _9"></span>=:&gt;$?$</div><div class="t m0 x1e he y8e ff7 fs4 fc0 sc0 ls0 ws0">,@9$A</div><div class="t m0 x1e he y8c ff7 fs4 fc0 sc0 ls0 ws0"> &amp;)B<span class="_ _9"></span>&quot;2</div><div class="t m0 x1e he y8d ff7 fs4 fc0 sc0 ls0 ws0"> C54<span class="_ _9"></span></div><div class="t m0 x1e he y8f ff7 fs4 fc0 sc0 ls0 ws0">=:&gt;.</div><div class="t m0 x16 he y90 ff7 fs4 fc0 sc0 ls0 ws0">3C<span class="_ _9"></span>54D&apos;</div><div class="t m0 x16 he y91 ff7 fs4 fc0 sc0 ls0 ws0">E&amp;D<span class="_ _9"></span>*&amp;</div><div class="t m0 x1e he y92 ff7 fs4 fc0 sc0 ls0 ws0">,75&quot;8&amp;4</div><div class="t m0 x1e he y90 ff7 fs4 fc0 sc0 ls0 ws0">&apos;!&amp;+</div><div class="t m0 x1e he y91 ff7 fs4 fc0 sc0 ls0 ws0">9:93;#6&apos;<span class="_ _9"></span>&lt;,</div><div class="t m0 x1e he y93 ff7 fs4 fc0 sc0 ls0 ws0">.</div><div class="t m0 x15 he y90 ff7 fs4 fc0 sc0 ls0 ws0">:)&quot;</div><div class="t m0 x1f he y91 ff7 fs4 fc0 sc0 ls0 ws0">)&amp;&quot;</div><div class="t m0 x16 he y94 ff7 fs4 fc0 sc0 ls0 ws0">3&quot;&amp;&quot;<span class="_ _9"></span>4.&amp;</div><div class="t m0 x16 he y95 ff7 fs4 fc0 sc0 ls0 ws0">C<span class="_ _9"></span>54D&apos;<span class="_ _9"></span>E&amp;</div><div class="t m0 x16 he y96 ff7 fs4 fc0 sc0 ls0 ws0">D<span class="_ _9"></span>*&amp;</div><div class="t m0 x1e he y97 ff7 fs4 fc0 sc0 ls0 ws0">, &amp;)<span class="_ _9"></span></div><div class="t m0 x1e hd y94 ff7 fs4 fc0 sc0 ls0 ws0">B<span class="ff6">(</span>@<span class="ff6">)</span>&amp;-<span class="_ _9"></span>%&amp;</div><div class="t m0 x1e he y95 ff7 fs4 fc0 sc0 ls0 ws0">&amp;</div><div class="t m0 x1e he y96 ff7 fs4 fc0 sc0 ls0 ws0"></div><div class="t m0 x1e he y98 ff7 fs4 fc0 sc0 ls0 ws0"> C<span class="_ _9"></span>.</div><div class="t m0 x1e he y99 ff7 fs4 fc0 sc0 ls0 ws0">,+<span class="_ _9"></span></div><div class="t m0 x1e he y9a ff7 fs4 fc0 sc0 ls0 ws0">&amp;!+&quot;&apos;</div><div class="t m0 x1e he y9b ff7 fs4 fc0 sc0 ls0 ws0">&quot;&amp; &apos;</div><div class="t m0 x1e he y9c ff7 fs4 fc0 sc0 ls0 ws0"><span class="_ _9"></span></div><div class="t m0 x1e he y9d ff7 fs4 fc0 sc0 ls0 ws0">-<span class="_ _9"></span></div><div class="t m0 x1e he y9e ff7 fs4 fc0 sc0 ls0 ws0">-.</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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