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Gestão e Cont Passivos Trab - Atualização HTML
Gestão e Cont Passivos_Atualização.html — HTML, 298Kb
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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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<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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')format("woff");}.ff2{font-family:ff2;line-height:1.002930;font-style:normal;font-weight:normal;visibility:visible;}
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')format("woff");}.ff3{font-family:ff3;line-height:0.895996;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, 21/05/2024<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">1<span class="_ _9"> </span>Cadastrar índice errado (A1) </div><div class="t m0 x5 h6 y6 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </span>Médio (10% a 25%)</div><div class="t m0 x6 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">3</div><div class="t m0 x7 h6 y6 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y5 ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x4 h5 y7 ff3 fs1 fc0 sc0 ls0 ws0">2</div><div class="t m0 x9 h7 y8 ff1 fs2 fc0 sc0 ls0 ws0">Inserção equ<span class="_ _b"></span>ivocada de<span class="_ _b"></span> dados do proc<span class="_ _b"></span>esso no MGP<span class="_ _b"></span> (A2) </div><div class="t m0 x5 h6 y9 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </span>Médio (10% a 25%)</div><div class="t m0 x6 h5 y7 ff3 fs1 fc0 sc0 ls0 ws0">3</div><div class="t m0 x7 h6 y9 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y7 ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x4 h5 ya ff3 fs1 fc0 sc0 ls0 ws0">3</div><div class="t m0 x9 h7 yb ff1 fs2 fc0 sc0 ls0 ws0">Elaborar informação c<span class="_ _b"></span>om dados eq<span class="_ _b"></span>uivocados<span class="_ _b"></span> (A3) </div><div class="t m0 x5 h6 yc ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </span>Médio (10% a 25%)</div><div class="t m0 x6 h5 ya ff3 fs1 fc0 sc0 ls0 ws0">3</div><div class="t m0 x7 h6 yc ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 ya ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x4 h5 yd ff3 fs1 fc0 sc0 ls0 ws0">4</div><div class="t m0 x9 h7 ye ff1 fs2 fc0 sc0 ls0 ws0">Demora no prepa<span class="_ _b"></span>ro da informação ou<span class="_ _b"></span> despacho<span class="_ _b"></span> do processo<span class="_ _b"></span> (A3) (A4) </div><div class="t m0 x5 h6 yf ff1 fs1 fc0 sc0 ls0 ws0">Baixa (5% a 10%)<span class="_ _c"> </span>Médio (10% a 25%)</div><div class="t m0 x6 h5 yd ff3 fs1 fc0 sc0 ls0 ws0">6</div><div class="t m0 x7 h6 yf ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 yd ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x4 h5 y10 ff3 fs1 fc0 sc0 ls0 ws0">5</div><div class="t m0 x9 h7 y11 ff1 fs2 fc0 sc0 ls0 ws0">Mudança d<span class="_ _b"></span>o Sistema de proce<span class="_ _b"></span>sso administrativo<span class="_ _b"></span> (A3) (A4) </div><div class="t m0 x5 h6 y12 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </span>Baixo (5% a 10%)</div><div class="t m0 x6 h5 y10 ff3 fs1 fc0 sc0 ls0 ws0">2</div><div class="t m0 x7 h6 y12 ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x8 h5 y10 ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x4 h5 y13 ff3 fs1 fc0 sc0 ls0 ws0">6</div><div class="t m0 x5 h6 y14 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </span>Médio (10% a 25%)</div><div class="t m0 x6 h5 y13 ff3 fs1 fc0 sc0 ls0 ws0">3</div><div class="t m0 x7 h6 y14 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y13 ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x4 h5 y15 ff3 fs1 fc0 sc0 ls0 ws0">7</div><div class="t m0 x5 h6 y16 ff1 fs1 fc0 sc0 ls0 ws0">Média (10% a 20%)<span class="_ _d"> </span>Médio (10% a 25%)</div><div class="t m0 x6 h5 y15 ff3 fs1 fc0 sc0 ls0 ws0">9</div><div class="t m0 xa h6 y16 ff1 fs1 fc0 sc0 ls0 ws0">Inaceitável</div><div class="t m0 x8 h5 y15 ff3 fs1 fc0 sc0 ls0 ws0">Migar</div><div class="t m0 x4 h5 y17 ff3 fs1 fc0 sc0 ls0 ws0">8</div><div class="t m0 x5 h6 y18 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </span>Médio (10% a 25%)</div><div class="t m0 x6 h5 y17 ff3 fs1 fc0 sc0 ls0 ws0">3</div><div class="t m0 x7 h6 y18 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y17 ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x4 h5 y19 ff3 fs1 fc0 sc0 ls0 ws0">9</div><div class="t m0 x5 h6 y1a ff1 fs1 fc0 sc0 ls0 ws0">Média (10% a 20%)<span class="_ _d"> </span>Médio (10% a 25%)</div><div class="t m0 x6 h5 y19 ff3 fs1 fc0 sc0 ls0 ws0">9</div><div class="t m0 xa h6 y1a ff1 fs1 fc0 sc0 ls0 ws0">Inaceitável</div><div class="t m0 x8 h5 y19 ff3 fs1 fc0 sc0 ls0 ws0">Migar</div><div class="t m0 x3 h5 y1b ff3 fs1 fc0 sc0 ls0 ws0">10</div><div class="t m0 x9 h7 y1c ff1 fs2 fc0 sc0 ls0 ws0">Inexperiência<span class="_ _b"></span> ou inabilidade no a<span class="_ _b"></span>cesso e co<span class="_ _b"></span>nsulta ao SIAFI (A9) </div><div class="t m0 x5 h6 y1d ff1 fs1 fc0 sc0 ls0 ws0">Média (10% a 20%)<span class="_ _d"> </span>Médio (10% a 25%)</div><div class="t m0 x6 h5 y1b ff3 fs1 fc0 sc0 ls0 ws0">9</div><div class="t m0 xa h6 y1d ff1 fs1 fc0 sc0 ls0 ws0">Inaceitável</div><div class="t m0 x8 h5 y1b ff3 fs1 fc0 sc0 ls0 ws0">Migar</div><div class="t m0 x3 h5 y1e ff3 fs1 fc0 sc0 ls0 ws0">11</div><div class="t m0 x5 h6 y1f ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </span>Muito Baixo (&lt;5%)</div><div class="t m0 x6 h5 y1e ff3 fs1 fc0 sc0 ls0 ws0">1</div><div class="t m0 x7 h6 y1f ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x8 h5 y1e ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h5 y20 ff3 fs1 fc0 sc0 ls0 ws0">12</div><div class="t m0 x9 h7 y21 ff1 fs2 fc0 sc0 ls0 ws0">Despach<span class="_ _b"></span>ar de forma diversa com<span class="_ _b"></span> os dados co<span class="_ _b"></span>nstantes do p<span class="_ _b"></span>rocesso (A10) </div><div class="t m0 x5 h6 y22 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </span>Médio (10% a 25%)</div><div class="t m0 x6 h5 y20 ff3 fs1 fc0 sc0 ls0 ws0">3</div><div class="t m0 x7 h6 y22 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y20 ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h5 y23 ff3 fs1 fc0 sc0 ls0 ws0">13</div><div class="t m0 x9 h7 y24 ff1 fs2 fc0 sc0 ls0 ws0">Proceder de forma div<span class="_ _b"></span>ersa ao determinad<span class="_ _b"></span>o no despa<span class="_ _b"></span>cho (A11) </div><div class="t m0 x5 h6 y25 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </span>Médio (10% a 25%)</div><div class="t m0 x6 h5 y23 ff3 fs1 fc0 sc0 ls0 ws0">3</div><div class="t m0 x7 h6 y25 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y23 ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h5 y26 ff3 fs1 fc0 sc0 ls0 ws0">14</div><div class="t m0 x5 h6 y27 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </span>Muito Baixo (&lt;5%)</div><div class="t m0 x6 h5 y26 ff3 fs1 fc0 sc0 ls0 ws0">1</div><div class="t m0 x7 h6 y27 ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x8 h5 y26 ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h5 y28 ff3 fs1 fc0 sc0 ls0 ws0">15</div><div class="t m0 x5 h6 y29 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </span>Baixo (5% a 10%)</div><div class="t m0 x6 h5 y28 ff3 fs1 fc0 sc0 ls0 ws0">2</div><div class="t m0 x7 h6 y29 ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x8 h5 y28 ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h5 y2a ff3 fs1 fc0 sc0 ls0 ws0">16</div><div class="t m0 x9 h7 y2b ff1 fs2 fc0 sc0 ls0 ws0">O fato gerador do déb<span class="_ _b"></span>ito em dissonân<span class="_ _b"></span>cia com o direito em análise<span class="_ _b"></span> (A2) (A3) </div><div class="t m0 x5 h6 y2c ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </span>Muito Baixo (&lt;5%)</div><div class="t m0 x6 h5 y2a ff3 fs1 fc0 sc0 ls0 ws0">1</div><div class="t m0 x7 h6 y2c ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x8 h5 y2a ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h5 y2d ff3 fs1 fc0 sc0 ls0 ws0">17</div><div class="t m0 x9 h7 y2e ff1 fs2 fc0 sc0 ls0 ws0">Pagamento<span class="_ _b"></span> ser efetivado de forma errada<span class="_ _b"></span> (A13) </div><div class="t m0 x5 h6 y2f ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </span>Médio (10% a 25%)</div><div class="t m0 x6 h5 y2d ff3 fs1 fc0 sc0 ls0 ws0">3</div><div class="t m0 x7 h6 y2f ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y2d ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h5 y30 ff3 fs1 fc0 sc0 ls0 ws0">18</div><div class="t m0 x9 h7 y31 ff1 fs2 fc0 sc0 ls0 ws0">Índice de atualiza<span class="_ _b"></span>ção monetária ap<span class="_ _b"></span>licado de forma inco<span class="_ _b"></span>rreta (A5) </div><div class="t m0 x5 h6 y32 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </span>Alto (15% a 20%)</div><div class="t m0 x6 h5 y30 ff3 fs1 fc0 sc0 ls0 ws0">4</div><div class="t m0 x7 h6 y32 ff1 fs1 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x8 h5 y30 ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h5 y33 ff3 fs1 fc0 sc0 ls0 ws0">19</div><div class="t m0 x9 h7 y34 ff1 fs2 fc0 sc0 ls0 ws0">Sistema fora do ar (A1) (A2) (A13) </div><div class="t m0 x5 h6 y35 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </span>Muito Baixo (&lt;5%)</div><div class="t m0 x6 h5 y33 ff3 fs1 fc0 sc0 ls0 ws0">1</div><div class="t m0 x7 h6 y35 ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x8 h5 y33 ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h5 y36 ff3 fs1 fc0 sc0 ls0 ws0">20</div><div class="t m0 x9 h7 y37 ff1 fs2 fc0 sc0 ls0 ws0">Análise equiv<span class="_ _b"></span>ocada em relaç<span class="_ _b"></span>ão às hipótese<span class="_ _b"></span>s dos arts. 12 e 13<span class="_ _b"></span> da Res. 137/201<span class="_ _b"></span>4 do CSJT (A2) </div><div class="t m0 x5 h6 y38 ff1 fs1 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _a"> </span>Muito Baixo (&lt;5%)</div><div class="t m0 x6 h5 y36 ff3 fs1 fc0 sc0 ls0 ws0">1</div><div class="t m0 x7 h6 y38 ff1 fs1 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x8 h5 y36 ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h5 y39 ff3 fs1 fc0 sc0 ls0 ws0">21</div><div class="t m0 x5 h6 y3a ff1 fs1 fc0 sc0 ls0 ws0">Alta (20% a 30%)<span class="_ _e"> </span>Baixo (5% a 10%)</div><div class="t m0 x6 h5 y39 ff3 fs1 fc0 sc0 ls0 ws0">8</div><div class="t m0 xa h6 y3a ff1 fs1 fc0 sc0 ls0 ws0">Inaceitável</div><div class="t m0 x8 h5 y39 ff3 fs1 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 xb h4 y3b ff2 fs1 fc0 sc0 ls0 ws0">PODER JUDICIÁRIO</div><div class="t m0 xc h4 y3c ff2 fs1 fc0 sc0 ls0 ws0">JUSTIÇA DO TRABALHO</div><div class="t m0 xd h4 y3d ff2 fs1 fc0 sc0 ls0 ws0">TRIBUNAL REGIONAL DO TRABALHO DA 13ª REGIÃO</div><div class="t m0 xe h4 y3e ff2 fs1 fc0 sc0 ls0 ws0">PROCESSO DE TRABALHO: [Gestão e Contabilização dos Passivos Trabalhistas-Atualização]</div><div class="t m0 xf h4 y3f ff2 fs1 fc0 sc0 ls0 ws0">GESTOR DO RISCO: [Secretaria de Gestão de Pessoas – SEGEPE]</div><div class="t m0 x10 h4 y40 ff2 fs1 fc0 sc0 ls0 ws0">CICLO [2] - DATA CONCLUSÃO DA ANÁLISE 21/05/<span class="_ _b"></span>2024</div><div class="t m0 x11 h4 y41 ff2 fs1 fc0 sc0 ls0 ws0">1 – ESTABELECIMENTO DO CONTEXTO: [Entrada do processo:<span class="_ _b"></span><span class="ff3"> Protocolo do CSJT solicitando saldo dos passivos no MGP ou &apos;m do exercício &apos;nanceiro/Protocolo com decisão administrava ou judicial com </span></div><div class="t m0 x12 h4 y42 ff3 fs1 fc0 sc0 ls0 ws0">direito deferido e ausência de pagamento no exercício de competência<span class="_ _b"></span><span class="ff2"> – Saída do processo: <span class="_ _b"></span></span>Processo de passivo quitado/arquivado temporiamente/arquivado<span class="ff2">]</span></div><div class="t m0 x9 h7 y43 ff1 fs2 fc0 sc0 ls0 ws0">Não atualização monetária ao final <span class="_ _b"></span>do exercício dos processos arquivados te<span class="_ _b"></span>mporariamente (A1) </div><div class="t m0 x9 h7 y44 ff1 fs2 fc0 sc0 ls0 ws0">(A12) </div><div class="t m0 x9 h7 y45 ff1 fs2 fc0 sc0 ls0 ws0">Informação insuficiente/divergente pa<span class="_ _b"></span>ra pesquisa sobre expedição de p<span class="_ _b"></span>recatório/RPV no SIAFI </div><div class="t m0 x9 h7 y46 ff1 fs2 fc0 sc0 ls0 ws0">(A9) </div><div class="t m0 x9 h7 y47 ff1 fs2 fc0 sc0 ls0 ws0">Não solicitação das declarações sobre inex<span class="_ _b"></span>istência, renúncia ou desistência de d<span class="_ _b"></span>emanda judicial </div><div class="t m0 x9 h7 y48 ff1 fs2 fc0 sc0 ls0 ws0">(A9) </div><div class="t m0 x9 h7 y49 ff1 fs2 fc0 sc0 ls0 ws0">Não envio ou envio incompleto (ex. sem <span class="_ _b"></span>assinatura) das declarações solicitadas sobre </div><div class="t m0 x9 h7 y4a ff1 fs2 fc0 sc0 ls0 ws0">inexistência, renúncia ou desistência <span class="_ _b"></span>de demanda judicial (A9) </div><div class="t m0 x9 h7 y4b ff1 fs2 fc0 sc0 ls0 ws0">Não anexar ou certificar a declaração so<span class="_ _b"></span>bre inexistência, renúncia ou desistência d<span class="_ _b"></span>e demanda </div><div class="t m0 x9 h7 y4c ff1 fs2 fc0 sc0 ls0 ws0">judicial recebida no processo (A9) </div><div class="t m0 x9 h7 y4d ff1 fs2 fc0 sc0 ls0 ws0">Encaminhar o processo ao setor/secret<span class="_ _b"></span>aria diversa do determinado no despacho<span class="_ _b"></span> (A3) (A4) (A5) </div><div class="t m0 x9 h7 y4e ff1 fs2 fc0 sc0 ls0 ws0">(A6) (A8) (A10) (A14) (A16) </div><div class="t m0 x9 h7 y4f ff1 fs2 fc0 sc0 ls0 ws0">Não implantação em folha de pag<span class="_ _b"></span>amento ou implantação sem atualizaçã<span class="_ _b"></span>o monetária correta (A13) </div><div class="t m0 x9 h7 y50 ff1 fs2 fc0 sc0 ls0 ws0">Diferança entra os valores autorizados pa<span class="_ _b"></span>ra pagamento e os valores apropriados<span class="_ _b"></span> e pagos (A5) </div><div class="t m0 x9 h7 y51 ff1 fs2 fc0 sc0 ls0 ws0">(A13) (A14) (A15) (A16) (A17) </div><div class="t m0 x9 h5 y52 ff3 fs1 fc0 sc0 ls0 ws0">Obs.: As designações (A<span class="ff4">n</span>) fazem referência às avidades do processo mapeado onde o risco foi iden&apos;cado.</div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
<div id="pf2" class="pf w0 h0" data-page-no="2"><div class="pc pc2 w0 h0"><img class="bi x13 y53 w3 h8" alt="" 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2wNS7OtVSV6Oj6/dtwd3/yQv/jQ7KbmilmNTz/7nN1YusjNJwR3jz4rBJrSTlD+6cDk5f3W+pixsleJKPluPgGpfTeP/aA54+liB6nOQB5VCQiLDpdpGpGYYmPVwgfxgTsnOxFR1wRRZ+j7FpoTiIziFi87L/T0vbPeO3v7NV5pcotesHnE2hAbXr43SSXr9zNuU16xcEJ1TatwKzVILDjzlWWdRXVs977owZOVxI4ZpbWd/vLoByuJRmtnh15et7aLMjNY+NzYeYsba/PtT1s0KJecigQPRAcAAAAAAIBfnr9/G4QIWsH0lf4ZywNFRXr3i327XhiOOY9s3/JSLRrMGq4Bo0Ip3xizojOKE3ocHdqUs1HclEes7Iot3UyQzJ0u+oB+xZgPI6H2HJFWx5SjxkivzvY/Okl4bvvN3w7Nfm3242doT1JapQh9HnuQUN2QNJ2MyeHKtBgKNtX+scffpZZ3C548lWaVJbhkI6L9vurcu+Z8c9nW42LJU+6dVvDSTDwhGPjJrEiqkTPLl0/J70Nv5V3ZfDr7DVKtTT+37jKqrYkWY1yTxO37soumLBleu0P71RxaU7veXTRaWpjJZUu/2HToGGujXrSFXb++O8Q5h9wAAAAAAADwiyT+Q7OxQITg9Y8/31Q//oyDa01rT1qmA4vGvzvV0kbY/AN76+Yscpe6+IFdPlOLjrQ1HL1kf+sm1ODmNKflI7RTDNHMe5PvOGfXIwOp2hoHjfOEm0dFIeB7YP/vPo/+cEvDO4flNj/fd3ELbuIOR5iKuFelzBY9n+9BXxFqKInB3uSnKbckkguK3rqs+uvdI9VXrLtrZeygub5Mg0cNE+PxTNJtqEeVfnNTwzO//qLsBTNtHRgMK9U4Hl/X0694TCtv6FOKPK3pqGbd/qfnyHlH5smomfPxfIYNjfKFVZm3ds144V3B/51XKP/gnNsxxpAbAAAAAAAAfpH+vlfs/oNYrmDpF398+YeuMSWLPlu7DQksubmdLpm+vcH93c87fGEfH1Od2bYnUlcZDXKaypWOc07To7mvFHRixnNQptDTOy+8/Zve+d/mi15o47tT0bhN752ABNx4V/thxeboCzOePrZquV8b5jlT1wVMLEXIICGqoXTLyEDEu/vs6g+envFgmFgX7binWT/pmvHllCbWpTxfRNMP7ZSyljSv8o9PzfnDRasLf7BDS7/StSgnF1bighOb21dslcZl9+8L42pzW1uuyhMr9bu8ihxNmJt3SeWe3JiI+4CIEDMaRTPo3nTxKw11YyE0AAAAAAAA/FKJ//gjFk5p5K8lEtn8DYM/YmSYUxtCHj/t7zNQbswR8/evXFtZ3ahj7tQWutbuU3jQ05sYFf2Uec0CVMgMh9jTpW1/nH3dKZteHRTK9mYLjy3MnFZTrNp8S2z0bf2iFV9MP7q2/fCCr2+Z+bmmJi1EnKTX8FkFLK0yV5dc+m1n2dXrHtmQGWNa4Qtq5BOK/IcqwpH5/M6EW0SuhaUfvTnlxZtX+ff2j8WubH9ACus0JGboyCdXnHjT7TfewaZWR59Zpd1wuChLwq4em3biIepaOAtlMpVrsmY+mQkLvt6CyypnlJeWQWIAAAAAAACAgvTXqCOLCkojQy4XywYyvb1lO0oHGxXU5fj7iRORXGNrMh19NUXFLXtag9Prsn/e5Vqi8nbJZXHDZ9kEO9SL7dQM/+73D/r1Nc23t1iLfuoVNg9GPYTvTrkOKZfOrpz2THLamy1zlD1mxMxUB1IloTbHKmjLju3JihnB5dXRKRNrjirN3bnLpIy81NJXUuBpifu4Fj/G882bU+6+sjn04VCY+6Kc+laN1Y7bi+XurfaYE0UULO5rS804KN3gY0EZrToQGrWj0xqzDSInWELItDusIj+fXZxpM86ZC2kBAAAAAAAACtJfxZkemrD1hskP3zy8jmz8Plg/aVhNaZ2kpF9p39cqzGpwArYRLLB5nPu9fockj6zye3qpmRMFs2ROTkFEZDkmysQxFspty+fdeMHO+9em5p/RrCBOCce/HWeMdfk+as5tRBWXTHSqUonvnRlvDBziNTMXzgxepOS/6xpaFhtbJKDLxpJOI/9sd1qMYmenwLTo3eWvXFXzwTVrA+9nSrDole2ELaFEICfbjjEUUSaObd7yrn/c7M4/fexrqigfdbW0DPtrSvCWHiGi4O6o23GPtsY9C0p8a9qO0urq5t0McQEAAAAAAOCX7R+9zIcmV5rbpp19uOXtI0rIm7VTrgSXamvbj44ElzTo2V5kpyfXVmUJkWrGdq5dU5qqbnIShesMg3hd1TqTMgjTvMK5QBxuhKT+L2Zc8nLFfZrUQRm3BHrvXvnjra09pjVHjZ1T5P/N5MICEuNEpsQ+2IUuCvpOrimrzfe00+y73fZrLYiJMraUhsD2nyedeknFq8etr3onOQ5TkWFkqIgzc1AJqZxYScY7nlq9X26Z3ijUlvpyfrarU1zUkDiyxpxbRhLc1S/qtR5yzUJcol4z4fRXzg1Z22ZSqxcSAwAAAAAAABSk/1TG3itP3SL7TlhcmOidUy7NbggwlW/cJ3ZmzJpGeiDKeUFnEXFrKvPGXEG/QR1cqsSHfUgVEEIOC2POXTYVHceW0EMbqs76tqEmsvK7+VefX/Zm0On4vh/d0OPbnOZrnNL3dvevGLJF2SNbqYBXbe2M/eTS7t/UN8LK32mVfrtNz7l4iTn4YPUT6+deMq1gf0TK1rAoc2cFziVTlXUfJ+aOappWvZwTVP/Y8x99JudiSPFkzFx7kPMGn8NZuAerzW2eCHH15FzfdJy1f/3lB73Eao4Wp3zPrGFIDAAAAAAAAL9g+B+61YdTK/7n1V/d8ttPXYNhrx5LZccFApaqb27zVBWng3KgL5fL2bkzm/CnPxcfdGSvtUHyL/lj4dtzbnC56+zAn4YQIgJnmCNMhW9GS07cepDDbJ+eP7IptrSp04MDv9+19POhpjipyotuTU/LXpeVlkxFR8RUmZcEMBox8gojODVJ6juz9uOzy9cWOD0isiyRE1vqp/LiFU2dQgnHBqJhhlGtY357z8bQhbbrRPO8d2s/aE2VzpsQbd9XPHFqvGe3aMrSKKWHT2JmXvupNVcd5nVK4Xt7n1rMFi4xpaqX3YGTIDQAAAAAAAD8Uv1D/0Fy+l52Rm7/cFvTvkOJ8sNQfnqp0G87boPOrhvZ2u73VQ0dNdaTjNevT7Z4ipK722QjVTjtQKUL+21CZ6iWQFwWowJiSOq3C6/YWGkKHIlmVnK/3619tT9yQkXi0jGP3D7V2NI1e429oDXr3jNw0KgkyzRDHBeXMrWZZFPFvjFCenH5VxPVVhFnRNsxVUPKC7oqByyjmtNXZwwfu13OCD4kmrIpUoQw95KePKs8/eBp7u+c1XIm7xnkiZIBtX4y2rg7c2Qd7ejxd+QNkYnlfnN1b0osvmZ3TF+hTmq44fPH6jX/BMgNAAAAAAAAUJD+v4Tyi9WiY196GAXvOOiZ+iYtFpOGFCPZhRc0FNTVjH68UfuxLT8z0LHTqDqkjrfG+kYc2rlxWlEkw3LUl3cZApVE0VCSinLFtmCXUCGSNMuHLVdCsFwZXPrRgPTpgPckdOC2kbULqzai6TZu0HRFFbAlUEwZ1mzKEnn7uwjbMiydgQWc4cgtWJhJxGNbiHFLYTPKc5dGs09HCbIClpDOcry3KjnTVLTRV4vwMUpPT1bz8uOnybsP5D75onRMpfnyaiHgFQMhUVKyuaTVGCiiI8OzplRKsStPvgHaEQAAAAAAAFCQ/jKMZSxXIIQee6R3xpd/vuTLe70yyyxq4FxB3K5cNE4w3QMWC9aoWdHJCPiJNlfeNWoYIUfKomqbi45oilmZvLXb+2NiLCYJyZLzGiVU4kKekA7JKjmlueOKtYJ7NBz3DeNFpcVnJsWxZT+urTvs8MKMtSy33qJvEbpnv6iXD3yLAjcJ2pQksQVEKOLUUojIkY2M+6cN7P5eX+UUclZgivHuSNVcY4T7j1o8/6yROz/2TZstbdqXnzdGmFU5lBPJShyIpUYCttdWxP4smVaTssny6b858jeHQFwAAAAAAACAgvR/5YxjTqwpr/j1s7dQpXg0uhtzO3VIkz4y5O4i+Y4Ovjc3ZzC7RQ7ddH8tzwyoSJYnSwhnHMleH3ffc6BOZHlbDeliFpGYW1dVho9oGb70x9YxUS6hpHSmFDpDE8s8Oj9RjtwgoY+JclFAuzAWPNf7xKC908/fNfLbkHAazy0MCtc70vis5BiYRjAdcZEsJ9lnZ0oLV47GpAJLcPdpGb0nE0x89siLbY6rVJskR0cwV7DICN436Kkqih8/3tvRn/uqJVhaQnrbq0KhRbPmQ1YAAAAAAACAgvQ3mDV5+rZXvh+Ijnzz9aMx3TAH/E5if+3MU2bftHjV4ccnufbS3DJxtPfJlE/HGbmQ5rHHsdBtG6pTOIjFPOUCwn53zjq4JXbjyqH6IS4zL10SK7pc1guYQOYQ3ZWhXh8K5MSAJWIFG6Okrt61QJqyA9ftw7tS1qOFxnpTXKs5hyjmjUlf9Sgn3FIkyZTq3NEHD1Yv3+C2LS0a0e2tJGMf+od0p3LT4YmWFv8Yn7OtN9+d1EqKo0FT3tWb+7g5MHucXiQFqfemI66URBGyAgAAAAAAABSkv1lpYeS8X91L0CjaeoRefrkSWPDJW6f91u21he5AQvA7ebGLE6+HCIPU1M7eMnmXWc2C/YGUEsiqC1varv6+vySJXQ6nC4els1X31GIqXW+NbMyRkYKCMmnU47IRJTYimLOaQPhwQkys+KzgdUh7yrd8g71CoMtU6Ucf/t7TtzgWuchSx+k5RVIcdmYkui7AX0tP31ZJLCrbYtQ1Q88OR127s0aUWY0es2kM3bS/sF9wcia57Xi8ZWBmi/TVZ19DOwIAAAAAAAAK0l+Qthyf/H+eQmjS2TUOjftccgat9t+cds77z2+/ZvfkqQO7M0WTXbmtiE8xBdv8eKjoh2SB7RqsjLsO2RK/ZF1/oTHoybnkIxPuE1ykEee8564eKe1xghuSJ3idgXvLiuRCtyEiibsV6jCiEE8hohu3Z0qebdPq3Y8fxB6ee1KILH5L/9nMfugSfvb1rklrcwLBiw06M6Pa5hPz8Lbv++OeSpfVK+WUiW35tT0565DCfGFI6hzUQhkWFPB+LktoYXfgyotvXTB92l/5mSnL/h/t3XecXXWd8PFzbp+aqZnMpPdCCiSBUIMCCSBdcUWaKCrY17Wsq6vYHhsLiKLi2kCBFQREpEkAgxBCQkJ6z6RPkplkertz6/OHvnx83NV9fF7ursD7/U9emTlz5nW+93fuzCfn5N5hibg1BAAAr9FAau4eXNmbu25C9Z/frBjkYrOW97b8oLxyWmHkP+7f+O6myp4tW7rKa45tTJYExfZgwvD72md8ZsW4U1p73rBh4IKXjpaEe2PzSpMnlG6dlR5T15iefOOvVj76UPKjD7amC/mmaNgRhMeeuPHnF818XRhk8oVsNhpG85FYmDsUnXTB2qrDqQmVLcl88tZZrdtvnXX+5LO+fXTCtrqOROOLvX1ruo9cX18xsmLwgrbUGYnvzmv5+xeD/ujwYc9tnHJS6SPxhsYDW4obcxWR9ltnvuGMK7aX1i4MS8ckSmYGsRF/5hj7coU3Pd/+1BkjrCEAAHjViPz5T/dm8n/414nVZe9fk3368OB/stdoMrv5jMqmawsDzYnmt46ZfmtXS9mRdLxn41MXlDcUNpV3DRRWfqt4+3fbf/rN4C1rd9Rcs67pzjEvfDx9dT64fsn4M+7ov+Wp9r8bvPUXLflCODwTSw5G69PxWKa3Ix7LDEYS0SAVFINIcDgZBI9vOnQ0OKOYaeqNl6UjR1akZ75+xfRft73txkdqT2xPfeC0ysy/jGy4tT036XDfN6o6LhzecEPHncW9e5oi+cPZcX3DZpWMPLh747DK2jdXRC4Z/oVhjRdFip0DOz9XjFT+meMrBMH8xztPbkz94QeHCkXrCQAAXtH+kytIrenM1zZ3f+SY+qp4NAiCilikIh8/94X0vvPjI/70vXb5wX3xmauaW5anjjwzYvIDhcEHf/b5q867efmRxf3ZkuhQrmfgseqvHM52jF6d/1B+xDkL7t9x+Kc/7WiNnfby7IqhnpfDSfNvfehnFeODvjmXvaXu2ZGZ7qqKpk8fnHln8ax5AxXjErlYrpjJR3Px/pfai7e2nxlEc2fEn+jPpVYVTs4nC8m9+9+25PvJnrbM1Dn33Dj40rjsReclLr2ydPplmYH79/T/qnH4klghmc7loqUTj27Yv3bsuHk3ju649Lo7+9uXtOz4WsPkL5SPrSrmDoSJKX/qAD+8snN3rn9uWd3vP/KbI4Ndg8GFY0osKQAAeOX6T64gTaos6Y9VDX+s5ctrDvTni2EQFGNDiVx00VMt2T99wSRecfy/rVh2+k+aT3jknQ/sbevqz5aNuvimSxtOOlxd1RnLZ0qaKvfkPtw2/Iezn55d/tYH2756S3zK8FFnVfQ3bNwYz4TxR9eEo4+Wp+/6XPzh26et++r4X7+19uEZ/cuWRI6/c39tKtffmYqV57oHgjFvW1a2ITVnRP7l+xZW/+LUvm+OuGX8wVWZp2+JzchHSmsyy7ZXpA9tjg7dsnnBed+uui4brvlw0+gfVOX/bm95MZ3cWjy5YUT1jn3fO2P2pe/5fte6G54+MPn0J8499rbndw1NjCQm/amje2B3+3f2lRTD8spEPgiCVW2Z8b9c//oV+bNHJa0nAAB4NQdSEARfOyY5Lp/751319T/vuGXr4WSkkA2Smwfr3rXy6J/6kuWH9l3fUtGSWHQkPu5tvyzblLsyve7KebPPuu3vrwr715dfHmR/suC+RcHJP+35+wdf/+SRsdFjS65/y9Xvu6xl2MCokeNmVV8yO+wrpA+13fXoJ/P9FWH9gme7RvVES4J0vjrTEwSJqAEtKgAAHMpJREFUaCFbTITdQSJS6Itkj0Tz2WIsVZrrvz5yy2X9G6Iz26PPHOxq3zeY6c9cMq/85FOKbdtT82f828vnX/Th7sV3b3vw0pLKGxOHamLTesPHrvzA66eNGzp034GRH7ni2T1dhTP3Vr/74mUDnQP/8dG1pHNvXRMJg95CPrK0beDkh1uOXx7ZG45+6JhiMhKxngAA4FUeSLEwfPq88aliVxCEH99a3pYvz5T0xvO5H7fHvrKm/99v35rOLHq+Il08J9FUGssfzhcbr7hv629S1we1l8ayLdFRHZtOKlx447PXPXr86qbkkYbmof6uVeWVF95+9/1LGi6YXDu4r6O1uSWdioT7C7tPWvj4ixsLYcm9u6b1JJuCWHiwpKIYDKbjsYFIWTwIjsQawzB1oGTOyubWsmJmWfrvf7T07r76EX3JrrFjZ5Udyg529ve1rw+yFft37I5vW1Y9YsTaU8//9Obj393R13vD5MGqQy/3vByb8M8Ho5POvmtbfuDEfE1lbExxT2raG5ZkC//u0Dqz+Tm/3FEoJrLJMBIWvrgrsSI/vKHn6LVN+QvGV1hMAADw6g+kIAhGJ8PvzY5mYkGYK0QKuSCIZkoGgkL6083xe5s7/3DLvmxhzgMH+kvDsiAdi1enJ78xGs+1RYe/6aGRXelcpOpjxTFrWw5fnmu4vOSlbaP2NE5vmFMyrrSkPNy4qPwfaws/3bW5u+vgsLaSssF4rO5wabD7+ytXdAUz1+ZH9xYnBun+iQO9YSFSnc6XDQZ1+dyk3sEgn8kGw2/aOykXP3TX8+3VTZHI7uXlU6ce3H4odcnppZPH1ucac/MqI6dNCGpikWNm93QP9j/S9bO72q/8fvbj949dfc+KIIj8y8YFnYVoesaEYtP0IDc0mJmwKl937crWPzy0wUJxweMtvfmmQiQMs2EQFIN8Ksz3hGXBt4+ttZIAAOC1EkhBEFw+pe5d48J8PF6IlAbZQjBYmRyMhZHgsi2pJYfSv9/sn9YebE1NSBR2d5WFFzYs/8rcT8SmTMk1jk9Hw/m3PJeN1kdTc958wRum9jcPjzZ29GW27Nvcl+qPPLVj1POpxu7R2URlqn54w8ymwdI9HWMWFh7JbWkp79m/4mvDP3Zs3yNBeXzdsKogUXagNNGbyu6LxrbUVtYlDp/U+bOr6u7ac6jk/nDHnt098eLM+q7dA/OKQ8P6Bpt3dw4MNQTDir96MZcOWlvX5xP5yPjE2HkLhrUee/NHXvr+g9s+/fTqH25bmZ757jMrVpyceigXG1tTWBVEcvfuH/zZ7t9dRsoWiucs6WjOjCjGs8VYuhhEwkIkjGSLsWDt+XXxSGglAQDAq0D0s5/97P/jpm9oSD3acvRgNh7NJaOFeDaRLyl0jAt23duy+pzGMcNTiSAI3v3r3rA4MBCffHHJN/7XvB+U9z/3umFPPTd00VDp+I5sYfn2l646dlq0+5eXXvCZuuK/HY6M6c7vq1sTS04Ze7h3R/tARzyeLK7Z0Tay/1fXFE6t2BHZvXf34WzvwOqPLXrT2ePS5/V2Tb37F+Xrn44t21y+5WBq+cr4iiduWFz/0dPHNHb+4o4V+1b/8oV3nTr0kXmdM06Ir3i5pPPedcMqSgfGD/Qu3VmVGz5w/NTCuGRQEZYOq6luHXjh1nsS8dSPNx74hy114fBxF9Y+fE3F7YtmHli9N7c/uriQjyWK/cMjveeMriwEwUXPdrzQHskkBwtBLFJMR4vJfBgtBsGzpyZnVHptBgAAeJUIi8W/4N17+rL5SQ8f7CgOy0eiQaSnECn7SOPNb5514KJf/MOqi6aPSoU/3tZ9zZayU4b+9fPnbgt6Xq4pGerNTC+L1X5tw8gHOy7P90beXdf+rfMnDm37SHzE8YVDze/64T0PdFVmwkImOhjNl6UqKkqSJZVVFdsuXvLTzEljR5Qkeob2rnzqzQsvzB9ZHn327Pxnn8gmKiNzix3N+0ccGnloZEvTjZcH8zv79zz2TGbejHGjuwf7esLd6d3dVz/amOhMZWdX1CRHbGvcP+3wqCO7mnOdbeGIyvKNh5+99QfjJ5655EDPBc+F9fF1l089PCv2y2PH5Lfufb6t4aIdL1ZuC097PFi89dTByRUl71h25N6DZel4JogWg0I8yPcFsVQ0F7lxUvbDc9xcBwAArx5/wRWkIAgS0cjbJ1bcvn13ppgqRoOLEz+/bsEzdz+buGLu0R+uO3ru2Gnz6lMtg5nuxKFox8tV9eMy+5YOH1d7/yOb5h1bet7I5SsHpjyXGz09t6ohdn9ZzQcu/NyHNpZP7xjK1/QUR6fGZTo7c4Wh/lGRMDr0jvnBOevveHjXzM1dqer60U8NlL+UGBlfmu46suNQXU/DF4NDI3sHN8c31Wc3jZ/8UGzM8sK0hzoX3bJz/k9a35JIVlQPrb5nezbZO9Czr/PwkpWlfUOH8q1BV9eYiYu6j/SPmlQxunbKHa1Tb9i0Pp+MXDPxlx8sf89jR47fs+PghEnxQsfgrKa2e/Ye+9D80XPrS7+8/ujN7RVhdqgYlkTymTDeWTFYPpQc+nhj9NPzaiwgAAB4NfnLriD91oGh3MTHW8dU9j4896P/snpkYuQbr4l97LHeS+8+cvXK142pSUS+vHno14d+eWbN4ydPq9qw+sFViY9dNLdl9Kov7aw8+a6hbw50HpgZnziw9YV7s+srlq7sLA6VnFnfVRXm93dXBtFgeE3F1s07ri7OWPtAS3x8MUzkwrIgEgRlwU0/uukfpn8zuKorKOsvFFORLZO23lbxlelfvHPBwiAfhIVCMcimske+1PC/ju+9/13fGNvROVQzrb51VlXl4e6BnuzM1Ja3LfjA01ufeKFvzpHj/q5v2HFvrHvkH0945vZnSxtGTp5StS9aPzm7c/Wqtinf73znzjdUjU6E39rU+aHmMJJNh8Vovliej/eGhVwqP+IdY9tvO6He6gEAgFeZ2P/H14xKxracPXzxA/vfm3/TORPSh9f/JLJ42tc2XVORH5zyi+0vLR7/TzOSF469+Iqn6surnttQ+68nx5dXd67pmvmluZ23D/ZftqbpE0/tTG9rWDRsZzoyv3D8+KruDZunb07FB4adfO6prx8798QLR3cMnHOwtCKWDrOxweH5ddFCJtWzvxjfdvSe9vxZYdWcSFDsa92yoa352PIZT07q2xPLjmhJTYsUi90lyZbE+Pcfd8Gmx24LIqmnlv36mbZdU0+su2j6qR37/nmw/g1PJ6JdwbmLx+y6cvp3nl67NNuVfMf8xG0rJo2taqpr33bTutMTNWe2nV9ZEQvfs6z9zoOJQiJdiBeLuVgsl4nlK6Lh4JvHtn9THQEAwKvR/88VpN/aO1Q89qHdN079euOY6geag7UtCy+Z3TLUtmd579Q3jbz4vTOSPbngg7/Z3NX/7bOOn/H1Z0eeUPHjS17/uj2rf7Ow8UhxxLz7tgx7YtekjsT42ZnUp0485rQxiT98Qb2WllknvvjV0nxhUd3WulTfiJLBMdWHp9+5qe62o/EH85ERQbQybLvjSHDLjOwdTTunl27rGNuWKdnUWrOpb9zV45ZeNyNfVfWN3++tGARPHhr61Pon1wyd8Ka6e6YNy82u3jdj121Lhp3TWnHVdUPv2tt4zQtbtz7R/fZT6y/5wrFlHdnCKU/1bR+MJQv9mWg8UgxzQTQI00EYf9/IzDePr/eidQAAIJD+WF8+d9mqrWt3dx0tGfn1qV8dldgZjYY/PrL42ZbTJpZM/dLc0tPqknt70zev23vb0SmfGf3RRSX37a+/rrH/yVSs5bkj588dPXj+so9/cuJ3btp+TUkkds7wmrkNZQvrE6NLitHmKb3ByDCWTiXHJ/v7wrrzY9HqoeV9/R+8tWR2Wc+2o4W6bDJSkT8y1PTcY1073l5xzFfTzVenR7w5PfRUPNdWUfnGePU3Dw1mn2zLPn+k78ltPaeNX3o427jq6NwHT/pQaXZ7fzYV1pzW290Z7XzxuZIPP7WnaXHd5E8cNzEWBt/a0fvF9flCtFgI8rlUMpbJFiOpSC6bCIoPnlayaESJRQMAAALpT/rSpr7Pb+388XHvr81FUlUDs3qeuWHwO1/f/c7Ty57J9WV+eMaZUyri27oKp/zy+aaxY0/q/fKiefvPTG14YP/pLX2zXsqMe1/T98fWdh3tHfv1g+f19NbvGxrekhlXmus/seHA7OiLZ9YmT6wbMRDGqlIl0bJFQ5lMf34oCEtLi/llzy876+yzCsVM59oTK6ffuW/je4NJdzy65vHDNef/dEvmSLSuInH0kvH3VcXbKrMVydK2S2peXvTCTaNiR++e++lV6VMj+T0/3z37ifwHuw/lXzivcUZNyRc39f5w9/pkMb+jsCASthULkUShIhOJFYvZceHQuvNqKxNRKwYAAATSf+K5o0NvX773Q6M+VlWaDkrn3LJj9pH08NULbrhzf+rH2Z+8Llr65dmVu9qzJ929tTC6/u9GPtMTabt98g/nPH/3J2d9uzbf0ZAcvG3nefUlve+d8thzB+d8ZOcXFpavPq5x6dKWU3d3jSlEwmg8e3FN5YzRNbu3rqscXp+NFErz5VteXnf1G045kI01t2x/7Ghna2ZsdyI2Od5TGztw+dgHP7nxs6lo63PnXrtk+3EN5UfGl7T/pn3+zuyoO3a/+c6T3t2VH/+R5e8ZzIwe6tr98ltnDuUiFzx7tDr18FdPeLGhtPL6p09fH70gku8uZGrj0d7FDbkHT65PeDdYAAB4tYv9VfZyWl3y7gUjL1v5oavHr1/dPGxjx8W3H/f+w2HdvHxzbdn7P7jttu/tzn78uIrPnVL2yacO3tszN6gd9rV48M7JT1w1/Mnv7jpza9e0ucMOt0YGjnSU9mdHlGW7F496aGKk+9QJzfOG717XU7u3kFzacsmazkOz6oZ6BiqSVRt/1fnGfVWjG9oeTXfvG1k79JaSoTk1/YVg59zaw9/a9Mazx63Y1Hff3dsv2dI9fvPAiAXVO8tKettziZGRnkyx+nOrv7otXZPtOFDsevnji+ZdtaKnL7PxR6d/d0TP2uayd+R33fSFYzJXrJs/mKgqDQYubSrcedJwCwUAAF4L/rL3QfozRpUlzhs1+uPPx1/Knnlh7bdOH7WjtLu7pq6nNTn67U0Pb+xKPL6//tfdqeqK0t62XWFbz6quqSsHZ9178JzBQsWHZ901kK67ctSjw6Pty3JVL3Ye+/kZX4/EilvamvakRx8eSk07/LOx0xafV/3zdX1lC6tePDm1ZPLMhZHm71574qr+ID8y1Zs99EhX1UnnNjze2Z9ce/TY7qGhkxtX3XNwcU1sYEGsec7Yde9Z/qmJwwYeOTh/b25qV2t3/kBHGM3HRk/d19v+gel3nF36vaayfEXVhDVbNuyreEt1smdP75EDg2d+ZHzfNxbUuXIEAAAC6S9WG49cP73xUP/Q6s4we3TPxJkzj+x+KZJs7EvNuTBx96LKZ/cExx4YqI1VV2di+WxvX/RAX9dgxd6BuffuOXNP76y1A2M2F8dEBmt3dVS9b+avLn76q3ObNvfFY6OCms6uoyUV6fmJNZHaMYcPFc9MrHki+5aa4oGTwgceiH9+fOfSkqGKrorJ23uGjYq1buqY88YJq2Jh7Nm20zZ2zRw3ouW2jVc+f/Tsp44cd/hQaWTP9lyqP143tbz20OJ5hYXFLy4oebJ/9Cf69v2qondnMOGq9tbNB4tTn96/eMnC+qsml6sjAAB47fjr/B+kP7KhM33O87vKqhveX/bpS4Z95/nsZROG57OF7YmBXCbZdNW6L7R0HBNEYtH+/encQNi9rSRfUaysT5c2hMMS5UNhMnLgmgkvfm/nwiVnXr78wAljR1VlDz2TDZLHTJh6ztJLrxr3mzP6bt583Irpa86fP6V7SearVbs/sTr5pkTVyC17K78997uXrL0hUxiWzQzryYTrCnPL+g4VOvsHM73xsJBKNQ40VEdy0UhQevqYDV+rv/ZHe08ZO+7ky3NfWZevmtzUsa37uGte+PB1U8Z8alZjIhqxPgAAQCD9FRSKwfe2d39i044Tp0aHmn980+n9KzbsnLFgUr61tam44dnB+Q/tfvOGvsarZj713bXn9aTLE53xgfz6IBePJUflhqXixZqgNhvNRCaWbTtxZPOwSNfSllFvb1hxsGFevPPxsV27euZ8pm/Tw88dGTNxxqW9e2/eHrmgrBhfdWT8YFgTiUSz6XQsvTvoj+d626KllZHyqnx9rCyXOK9p6ZKjsy9sfGlPe/mzA1deMvx9544cu/JgxbUN315WfsUNyy+anRp916mxseUpKwMAAATSX1l/Nv+lze0/2fnCmLHnvTl3+ri66ItDlx5feHLB6PXNPfP29o86Yfiyr2+57sGDJ3SU1YYDlbHBWCGzLZftDtsTQSFXNbnpV4tHH80Ndmdz63oiz+0Jtmb7BnO5yEAqV1IbzfbGS/pGl6QWJPKnTK6ri+aWtw9+6Zkt+a6qSNXuaGJiobS+WJYK8qXJQncmLDm5ccWXR35zXW74ceGO7Ykx79zwnZG9Sz537qFlz69aVv2pVNuu7yw86YS6MmsCAAAE0n+hnmz2pi25723Yd+Exz+XSLyxsrMwFG0+q3vhQy0UjIp1NJZ1z6g/evOktiXi4qvXEJwdnR/OJoJCIB72fnxP76OS6P9zVxs2bm6Y25iLxeCF577/de/2VV/7hZ4cKhYafdg0kkvlIuiwT5KPpgVQ0nsnlwqrSQvoDE++cXP3rycXOKcP23HHwvT/YMG1X2RsnJjbUD7TevPCUE+pKrQYAAHiNi/03fI/KePxzs+P/NGPy3XsbP7X99HU9LWfVjijLV15Rtey+9pOGYkHkcElj6e7qXP70WS+sWHZjT6QxjASDpdE5FYk/2tWMadOy2cFEvJjPR8bV1PzRZ5ORSCQSLUTzQSTsTZWF2URkqBDP54uxfH95fmnbzDOGPT6lsvNr+64+qXbvocQV55Ud/uxxU4+rmW0dAAAA/02B9FupWOTaiZXXTqx84MCI9y2bFGSvfcf4H53XsHRlduzT6doZyc2ZVOrXbfOyhapiIowPRsKeZCqM/tFOIpHI/T/7xRVvvKSQzMybN+/ff5fyVM9QtnKopDfIlxVLu4tBMT00LJHvzWWrN2Wm5lJld+674MGOs6PhxP0XNFYlYlYAAADwe/8dt9j9h9Z2pO9tH/r22s5CaUdNruTUpueuG/Poxza8fVXvGWFxoCKdGCgdbD6zelTF/3Xn287m5lGjGgr5Qhgp7N3bMnXKjDD8v16I+/qXjv7rgSASK4kNDQ1FcrFCabGYKJS2xgcqU0PhzPrezxyTWDiipiQW9dgDAAB/K4H0f5qnN/dya+GL64/uCoeyxZKwECkkquLpoVh8b/clM/9o4/7+/p///FdlVfFENFLMx84//+w/2mBpW8/5z/fls/EwLObDili2I5Kseuv49BUjkyfWlye9cDcAAPC3HEi/VwiKrYO5nqFgeVe+Kl44d0RJMvofvE3r2rXrysuSR7vaJk84pra29t9vsLkn92JHbmx5ZHJpWJOIlLtYBAAAvOICCQAA4H+We84AAAAEEgAAgEACAAAQSAAAAAIJAABAIAEAAAgkAAAAgQQAACCQAAAABBIAAIBAAgAAEEgAAAACCQAAQCABAAAIJAAAAIEEAAAgkAAAAAQSAACAQAIAABBIAAAAAgkAAEAgAQAACCQAAACBBK8U/f39hgDgeRt4LWtrawuLxaJBQBAEYRgaAgDAa1zMCOD3+latMgSAV4ry+fO3rW81B+CvaOrsBrfYAQAA/I5AAgAAEEgAAAACCQAAQCABAAAIJAAAAIEEAAAgkAAAAAQSAACAQAIAABBIAAAAAgkAAEAgAQAACCQAAACBBAAAIJAAAAAEEgAAgEACAAD4n5LNZg0BAAAgCIKwWCyGYdjc3GwWvMZNnDixb9UqcwB4pSifP3/b+lZzAP6Kps5ucIsdAADA7wgkAAAAgQQAACCQA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class="c x0 y54 w4 h9"><div class="t m0 x1 ha y55 ff5 fs3 fc0 sc0 ls0 ws0">João Pessoa, 21/05/2024<span class="_ _f"> </span>1 de 2</div></div><div class="t m0 x14 hb y56 ff6 fs4 fc0 sc0 ls0 ws0"><span class="_ _10"> </span></div><div class="t m0 x15 hb y57 ff6 fs4 fc0 sc0 ls0 ws0"><span class="_ _11"> </span><span class="_ _12"> </span><span class="_ _e"> </span><span class="_ _13"> </span><span class="_ _14"> </span></div><div class="t m0 x16 hc y58 ff5 fs4 fc0 sc0 ls0 ws0">Novo</div><div class="t m0 xb hd y59 ff5 fs5 fc0 sc0 ls0 ws0">Coordenad<span class="_ _15"></span>or da CPPP </div><div class="t m0 x16 hc y5a ff5 fs4 fc0 sc0 ls0 ws0">Em Andamento</div><div class="t m0 xb hd y5b ff5 fs5 fc0 sc0 ls0 ws0">Coordenad<span class="_ _15"></span>or da CPPP </div><div class="t m0 x16 hc y5c ff5 fs4 fc0 sc0 ls0 ws0">Novo</div><div class="c x13 y5d w5 he"><div class="t m0 x17 hf y5e ff6 fs6 fc0 sc0 ls0 ws0"></div><div class="t m0 x18 hf y5f ff6 fs6 fc0 sc0 ls0 ws0"></div><div class="t m0 x19 hf y60 ff6 fs6 fc0 sc0 ls0 ws0"></div><div class="t m0 x1a hf y61 ff6 fs6 fc0 sc0 ls0 ws0"> !&quot;#$ $%&quot;&amp;&apos;()(*&amp;+#$,$!&amp;!!(-$!.&amp;&apos;&amp;)/(!&quot;&amp;!0&quot;1&amp;)(*&amp;+#$2</div><div class="t m0 x1b hf y62 ff6 fs6 fc0 sc0 ls0 ws0"> 3. &quot;&amp;.(&amp;,  !&quot;#$,  !!$&amp;!2</div><div class="t m0 x1c hf y63 ff6 fs6 fc0 sc0 ls0 ws0">42045654647</div><div class="t m0 x1d hf y64 ff6 fs6 fc0 sc0 ls0 ws0">8%&quot;.&amp;,&amp;,$9.$3 !!$.$&quot;$3$)$,$!$)(3(&quot;&amp;%,$!&amp;),$,$!9&amp;!!(-$!%$$1:;,$ &lt; .3=3($:%&amp;%3 (.$5.$&quot;$3$)$</div><div class="t m0 x1e hf y65 ff6 fs6 fc0 sc0 ls0 ws0">3$;, 3(!#$&amp;,;(%(!&quot;.&amp;&gt;-&amp;$1?1,(3(&amp;)3$;,(. (&quot;$, @ .(,$ &amp;1!A%3(&amp;, 9&amp;B&amp;; %&quot;$%$ &lt; .3=3($, 3$;9 &quot;A%3(&amp;&amp;=,&amp;,$9.$3 !!$.$3 !!$, 9&amp;!!(-$</div><div class="t m0 x1f hf y66 ff6 fs6 fc0 sc0 ls0 ws0">C1(&quot;&amp;,$5&amp;.C1(-&amp;,$&quot; ;9$.(&amp;; %&quot; 5&amp;.C1(-&amp;,$2</div></div><div class="t m0 x3 h10 y67 ff7 fs4 fc0 sc0 ls0 ws0">Informação insuciente/divergente para </div><div class="t m0 x3 h10 y68 ff7 fs4 fc0 sc0 ls0 ws0">pesquisa sobre expedição de </div><div class="t m0 x3 h10 y69 ff7 fs4 fc0 sc0 ls0 ws0">precatório/RPV no SIAFI (A9) </div><div class="t m0 x20 h10 y6a ff7 fs4 fc0 sc0 ls0 ws0">Solicitar treinamento para consulta ao </div><div class="t m0 x20 h10 y6b ff7 fs4 fc0 sc0 ls0 ws0">SIAFI, especicamente no tocante a </div><div class="t m0 x20 h10 y6c ff7 fs4 fc0 sc0 ls0 ws0">precatórios e RPV</div><div class="t m0 x21 h10 y6d ff7 fs4 fc0 sc0 ls0 ws0">Secretário(a) da </div><div class="t m0 x22 h10 y6e ff7 fs4 fc0 sc0 ls0 ws0">SEGEPE</div><div class="t m0 x23 h10 y6b ff7 fs4 fc0 sc0 ls0 ws0">08 /2024</div><div class="t m0 x3 h10 y6f ff7 fs4 fc0 sc0 ls0 ws0">Inexperiência ou inabilidade no acesso e </div><div class="t m0 x3 h10 y70 ff7 fs4 fc0 sc0 ls0 ws0">consulta ao SIAFI (A9) </div><div class="t m0 x3 h10 y71 ff7 fs4 fc0 sc0 ls0 ws0">Não envio ou envio incompleto (ex. sem </div><div class="t m0 x3 h10 y72 ff7 fs4 fc0 sc0 ls0 ws0">assinatura) das declarações solicitadas </div><div class="t m0 x3 h10 y73 ff7 fs4 fc0 sc0 ls0 ws0">sobre inexistência, renúncia ou desistência </div><div class="t m0 x3 h10 y74 ff7 fs4 fc0 sc0 ls0 ws0">de demanda judicial (A9) </div><div class="t m0 x20 h10 y71 ff7 fs4 fc0 sc0 ls0 ws0">Acrescentar no formulário eletrônico </div><div class="t m0 x20 h10 y72 ff7 fs4 fc0 sc0 ls0 ws0">alguns ltros que impeçam a conclusão </div><div class="t m0 x20 h10 y73 ff7 fs4 fc0 sc0 ls0 ws0">do preenchimento em caso de </div><div class="t m0 x20 h10 y74 ff7 fs4 fc0 sc0 ls0 ws0">informações incompletas</div><div class="t m0 x23 h10 y75 ff7 fs4 fc0 sc0 ls0 ws0">05 /2024</div><div class="t m0 x3 h10 y76 ff7 fs4 fc0 sc0 ls0 ws0">Diferança entra os valores autorizados para </div><div class="t m0 x3 h10 y77 ff7 fs4 fc0 sc0 ls0 ws0">pagamento e os valores apropriados e </div><div class="t m0 x3 h10 y78 ff7 fs4 fc0 sc0 ls0 ws0">pagos (A5) (A13) (A14)<span class="_ _15"></span> (A15) (A16) (A17) </div><div class="t m0 x20 hd y79 ff5 fs5 fc0 sc0 ls0 ws0">Informar no ofício de encaminha<span class="_ _b"></span>mento da </div><div class="t m0 x20 hd y7a ff5 fs5 fc0 sc0 ls0 ws0">folha o valor bruto que de<span class="_ _b"></span>verá ser autorizado </div><div class="t m0 x20 hd y7b ff5 fs5 fc0 sc0 ls0 ws0">pelo ordenador de despe<span class="_ _b"></span>sas </div><div class="t m0 x24 h10 y76 ff7 fs4 fc0 sc0 ls0 ws0">Próxima folha de </div><div class="t m0 x25 h10 y77 ff7 fs4 fc0 sc0 ls0 ws0">pagamento de </div><div class="t m0 x23 h10 y78 ff7 fs4 fc0 sc0 ls0 ws0">passivos</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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