RELATÓRIO DE ACOMPANHAMENTO DO PROJETO (RAE Agosto 2011)

Projeto Gestão por Competências HTML
Relatorio de situacao do projeto Gestao por C.html — HTML, 374Kb
Conteúdo do arquivo

<!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:1.207031;font-style:normal;font-weight:normal;visibility:visible;}
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<ul><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",78.3,647.3,null]'>1.Identificação do projeto</a></li><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",78.3,561.8,null]'>2.Objetivo geral do projeto</a></li><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",78.3,322.8,null]'>3.Detalhamento das entregas do projeto</a></li><li><a class="l" href="#pf2" data-dest-detail='[2,"XYZ",78.3,176.2,null]'>4.Sugestão de ações que, atualmente, podem contribuir para garantir o êxito do projeto</a></li><li><a class="l" href="#pf3" data-dest-detail='[3,"XYZ",79.2,633.5,null]'>5.Legenda</a><ul><li><a class="l" href="#pf3" data-dest-detail='[3,"XYZ",230.5,614.9,null]'>No projeto</a></li><li><a class="l" href="#pf3" data-dest-detail='[3,"XYZ",461.5,614.9,null]'>Na entrega</a></li></ul></li></ul></div>
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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">ASSESSORIA DE GESTÃO ESTRATÉGICA – <span class="_ _0"></span>AGE</div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Núcleo de Projetos – NPROJ</div><div class="t m0 x3 h2 y3 ff1 fs0 fc0 sc0 ls0 ws0">GESTÃO POR COMPETÊNCIAS</div><div class="t m0 x4 h3 y4 ff1 fs1 fc0 sc0 ls0 ws0">Relatório de Situação do Projeto</div><div class="t m0 x5 h4 y5 ff2 fs1 fc0 sc0 ls0 ws0">1.<span class="_ _1"> </span>Identificação do projeto</div><div class="t m0 x6 h5 y6 ff2 fs2 fc0 sc0 ls0 ws0">Unidade patrocinadora<span class="_ _2"> </span>Gerente do projeto<span class="_ _3"> </span>Período do projeto</div><div class="t m0 x7 h6 y7 ff3 fs2 fc0 sc0 ls0 ws0">SECRET<span class="_ _4"></span>ARIA<span class="_ _5"></span> DE GESTÃO DE PESSOAS<span class="_ _6"> </span>ANA<span class="_ _4"></span> CHRISTINA<span class="_ _5"></span> CARNEIRO CA<span class="_ _4"></span>V<span class="_ _4"></span>ALCANTI<span class="_ _7"> </span>24 MESES</div><div class="t m0 x5 h4 y8 ff2 fs1 fc0 sc0 ls0 ws0">2.<span class="_ _1"> </span>Objetivo geral do projeto</div><div class="t m0 x8 h5 y9 ff2 fs2 fc0 sc0 ls0 ws0">Objetivo geral<span class="_ _8"> </span>Percentual de execução<span class="_ _9"> </span>Situação</div><div class="t m0 x9 h7 ya ff4 fs1 fc0 sc0 ls0 ws0">Propõe-se<span class="_ _a"> </span> <span class="_ _a"> </span>a<span class="_ _a"> </span> <span class="_ _a"> </span>implantar<span class="_ _a"> </span> <span class="_ _a"> </span>um<span class="_ _a"> </span> <span class="_ _a"> </span>modelo<span class="_ _a"> </span> <span class="_ _a"> </span>gerencial<span class="_ _a"> </span> <span class="_ _a"> </span>por </div><div class="t m0 x9 h7 yb ff4 fs1 fc0 sc0 ls0 ws0">competências,<span class="_ _0"></span> no<span class="_ _0"></span> <span class="_ _0"></span>âmbito<span class="_ _0"></span> <span class="_ _0"></span>do<span class="_ _0"></span> TR<span class="_ _4"></span>T da<span class="_ _0"></span> <span class="_ _0"></span>13ª<span class="_ _0"></span> <span class="_ _0"></span>Região.<span class="_ _0"></span> Este<span class="_ _0"></span> <span class="_ _0"></span>modelo<span class="_ _0"></span> </div><div class="t m0 x9 h7 yc ff4 fs1 fc0 sc0 ls0 ws0">configura-se<span class="_ _0"></span> <span class="_ _b"></span>como<span class="_ _0"></span> <span class="_ _0"></span>inovador<span class="_ _b"></span> <span class="_ _0"></span>e<span class="_ _b"></span> <span class="_ _0"></span>estratégico<span class="_ _b"></span> <span class="_ _0"></span>no<span class="_ _0"></span> <span class="_ _0"></span>s<span class="_ _0"></span>erviço<span class="_ _0"></span> <span class="_ _b"></span>público, </div><div class="t m0 x9 h7 yd ff4 fs1 fc0 sc0 ls0 ws0">tomando<span class="_ _c"> </span> <span class="_ _c"> </span>por<span class="_ _c"> </span> <span class="_ _c"> </span>base<span class="_ _c"> </span> <span class="_ _c"> </span>o<span class="_ _c"> </span> <span class="_ _c"> </span>pre<span class="_ _5"></span>ssuposto<span class="_ _c"> </span> <span class="_ _c"> </span>de<span class="_ _c"> </span> <span class="_ _c"> </span>que<span class="_ _c"> </span> <span class="_ _c"> </span>o<span class="_ _c"> </span> <span class="_ _c"> </span>domínio<span class="_ _c"> </span> <span class="_ _c"> </span>de </div><div class="t m0 x9 h7 ye ff4 fs1 fc0 sc0 ls0 ws0">determinados recursos é fundamental para u<span class="_ _0"></span>m desempenho de </div><div class="t m0 x9 h7 yf ff4 fs1 fc0 sc0 ls0 ws0">excelência<span class="_ _d"></span> <span class="_ _d"></span>de<span class="_ _b"></span> <span class="_ _d"></span>pessoas<span class="_ _d"></span> <span class="_ _d"></span>e<span class="_ _b"></span> <span class="_ _d"></span>organizações.<span class="_ _b"></span> <span class="_ _d"></span>Dessa<span class="_ _d"></span> <span class="_ _d"></span>forma,<span class="_ _d"></span> <span class="_ _b"></span>reduz<span class="_ _d"></span> <span class="_ _d"></span>a </div><div class="t m0 x9 h7 y10 ff4 fs1 fc0 sc0 ls0 ws0">discrepância<span class="_ _e"> </span> <span class="_ _e"> </span>entre<span class="_ _e"></span> <span class="_ _e"></span>as<span class="_ _f"></span> <span class="_ _f"> </span>co<span class="_ _0"></span>mpetências<span class="_ _f"> </span> <span class="_ _e"> </span>necessárias<span class="_ _e"> </span> <span class="_ _e"> </span>à<span class="_ _e"> </span> <span class="_ _f"></span>execução </div><div class="t m0 x9 h7 y11 ff4 fs1 fc0 sc0 ls0 ws0">dos<span class="_ _10"> </span> <span class="_ _10"> </span>objetivos<span class="_ _10"> </span> <span class="_ _10"> </span>organizacionais<span class="_ _e"> </span> <span class="_ _10"> </span>e<span class="_ _10"> </span> <span class="_ _10"> </span>aquelas<span class="_ _10"> </span> <span class="_ _10"> </span>j<span class="_ _0"></span>á<span class="_ _10"> </span> <span class="_ _e"> </span>disponíve<span class="_ _0"></span>is<span class="_ _10"> </span> <span class="_ _10"> </span>na </div><div class="t m0 x9 h7 y12 ff4 fs1 fc0 sc0 ls0 ws0">organização.</div><div class="t m0 xa h8 y13 ff3 fs1 fc0 sc0 ls0 ws0">30%</div><div class="t m0 x5 h4 y14 ff2 fs1 fc0 sc0 ls0 ws0">3.<span class="_ _1"> </span>Detalhamento das entregas do projeto</div><div class="t m0 xb h9 y15 ff2 fs3 fc0 sc0 ls0 ws0">Entrega /  Quantidade</div><div class="t m0 xc h9 y16 ff2 fs3 fc0 sc0 ls0 ws0">Data de entrega</div><div class="t m0 xd h9 y17 ff2 fs3 fc0 sc0 ls0 ws0">Prevista / Real</div><div class="t m0 xe h9 y15 ff2 fs3 fc0 sc0 ls0 ws0">Situação</div><div class="t m0 xf h5 y18 ff2 fs2 fc0 sc0 ls0 ws0">Farol</div><div class="t m0 x10 ha y19 ff3 fs3 fc0 sc0 ls0 ws0">a.</div><div class="t m0 x11 h6 y1a ff3 fs2 fc0 sc0 ls0 ws0">Lançamento<span class="_ _e"> </span> <span class="_ _10"> </span>e<span class="_ _e"> </span> <span class="_ _e"> </span>Sensibilização </div><div class="t m0 x11 h6 y1b ff3 fs2 fc0 sc0 ls0 ws0">do   Projeto   com   Presidente, </div><div class="t m0 x11 h6 y1c ff3 fs2 fc0 sc0 ls0 ws0">Magistrados e Gestores.</div><div class="t m0 x12 h6 y1d ff3 fs2 fc0 sc0 ls0 ws0">P: 19/05/201<span class="_ _4"></span>1</div><div class="t m0 x12 h6 y1e ff3 fs2 fc0 sc0 ls0 ws0">R: 19/05/201<span class="_ _4"></span>1</div><div class="t m0 x13 h6 y1f ff3 fs2 fc0 sc0 ls0 ws0">Concluído.</div><div class="t m0 x13 h6 y1d ff3 fs2 fc0 sc0 ls0 ws0">Projeto lançado no dia 19/05, no <span class="_ _5"></span>Auditório do Pleno, </div><div class="t m0 x13 h6 y20 ff3 fs2 fc0 sc0 ls0 ws0">com  <span class="_ _11"> </span>a  <span class="_ _11"> </span>presença<span class="_ _11"> </span>  dos<span class="_ _11"> </span>  diretores<span class="_ _11"> </span>  das<span class="_ _11"> </span>  unidades<span class="_ _0"></span> </div><div class="t m0 x13 h6 y1e ff3 fs2 fc0 sc0 ls0 ws0">administrativas e das varas da 13ª Região.</div><div class="t m0 x10 ha y21 ff3 fs3 fc0 sc0 ls0 ws0">b.</div><div class="t m0 x11 h6 y22 ff3 fs2 fc0 sc0 ls0 ws0">Entendimento<span class="_ _12"> </span> <span class="_ _12"> </span>das </div><div class="t m0 x11 h6 y23 ff3 fs2 fc0 sc0 ls0 ws0">Competências<span class="_ _a"> </span> <span class="_ _a"> </span>Institucionais </div><div class="t m0 x11 h6 y24 ff3 fs2 fc0 sc0 ls0 ws0">levantadas<span class="_ _0"></span> <span class="_ _0"></span>através<span class="_ _b"></span> <span class="_ _0"></span>da<span class="_ _0"></span> <span class="_ _b"></span>Missão, </div><div class="t m0 x11 h6 y25 ff3 fs2 fc0 sc0 ls0 ws0">Visão e V<span class="_ _4"></span>alores</div><div class="t m0 x12 h6 y26 ff3 fs2 fc0 sc0 ls0 ws0">P: 19/05/201<span class="_ _4"></span>1</div><div class="t m0 x12 h6 y27 ff3 fs2 fc0 sc0 ls0 ws0">R: 19/05/201<span class="_ _4"></span>1</div><div class="t m0 x13 h6 y28 ff3 fs2 fc0 sc0 ls0 ws0">Concluído.</div><div class="t m0 x13 h6 y26 ff3 fs2 fc0 sc0 ls0 ws0">Competências<span class="_ _d"></span> <span class="_ _d"></span>institucionais<span class="_ _d"></span> <span class="_ _d"></span>definidas,<span class="_ _d"></span> <span class="_ _d"></span>tomando-se </div><div class="t m0 x13 h6 y29 ff3 fs2 fc0 sc0 ls0 ws0">por<span class="_ _b"></span> <span class="_ _d"></span>base<span class="_ _d"></span> <span class="_ _b"></span>o<span class="_ _d"></span> <span class="_ _d"></span>Planejamento<span class="_ _d"></span> <span class="_ _b"></span>E<span class="_ _0"></span>stratégico<span class="_ _d"></span> <span class="_ _b"></span>Institucional.<span class="_ _0"></span> </div><div class="t m0 x13 h6 y27 ff3 fs2 fc0 sc0 ls0 ws0">Carece,<span class="_ _d"></span> <span class="_ _d"></span>ainda,<span class="_ _d"></span> <span class="_ _f"></span>de<span class="_ _d"></span> <span class="_ _d"></span>aprovação<span class="_ _f"></span> <span class="_ _d"></span>final<span class="_ _d"></span> <span class="_ _d"></span>pela<span class="_ _d"></span> <span class="_ _d"></span>Com<span class="_ _0"></span>issão </div><div class="t m0 x13 h6 y2a ff3 fs2 fc0 sc0 ls0 ws0">Executiva do projeto.</div><div class="t m0 x10 ha y2b ff3 fs3 fc0 sc0 ls0 ws0">c.</div><div class="t m0 x11 h6 y2c ff3 fs2 fc0 sc0 ls0 ws0">Levantamento<span class="_ _13"> </span> <span class="_ _13"> </span>das </div><div class="t m0 x11 h6 y2d ff3 fs2 fc0 sc0 ls0 ws0">Competências<span class="_ _14"> </span> <span class="_ _14"> </span>Técnicas, </div><div class="t m0 x11 h6 y2e ff3 fs2 fc0 sc0 ls0 ws0">construídas<span class="_ _f"> </span> <span class="_ _f"> </span>a<span class="_ _f"> </span> <span class="_ _f"> </span>partir<span class="_ _f"> </span> <span class="_ _f"> </span>do<span class="_ _e"> </span> <span class="_ _f"></span>CHA: </div><div class="t m0 x11 h6 y2f ff3 fs2 fc0 sc0 ls0 ws0">Conhecimentos,<span class="_ _0"></span> <span class="_ _b"></span>Habilidades<span class="_ _0"></span> <span class="_ _0"></span>e<span class="_ _0"></span> </div><div class="t m0 x11 h6 y30 ff3 fs2 fc0 sc0 ls0 ws0">Atitudes<span class="_ _15"> </span> <span class="_ _15"> </span>retiradas<span class="_ _15"> </span> <span class="_ _16"> </span>dos </div><div class="t m0 x11 h6 y31 ff3 fs2 fc0 sc0 ls0 ws0">Descritivos<span class="_ _17"> </span> <span class="_ _17"> </span>dos<span class="_ _17"> </span> <span class="_ _17"> </span>Cargos<span class="_ _17"> </span> <span class="_ _17"> </span>e </div><div class="t m0 x11 h6 y32 ff3 fs2 fc0 sc0 ls0 ws0">Funções (Posto de T<span class="_ _5"></span>rabalho)</div><div class="t m0 x12 h6 y33 ff3 fs2 fc0 sc0 ls0 ws0">P:<span class="_ _18"> </span> <span class="_ _18"> </span>19/05/201<span class="_ _4"></span>1<span class="_ _18"> </span> <span class="_ _18"> </span>a </div><div class="t m0 x12 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0">09/201<span class="_ _4"></span>1</div><div class="t m0 x12 h6 y35 ff3 fs2 fc0 sc0 ls0 ws0">R:</div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0">Em andamento </div><div class="t m0 x13 h6 y37 ff3 fs2 fc0 sc0 ls0 ws0">95% concluído. Previsão de término até 30/08.</div><div class="c x14 y38 w2 hb"><div class="t m0 x15 hc y39 ff5 fs3 fc0 sc0 ls0 ws0">1</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="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">ASSESSORIA DE GESTÃO ESTRATÉGICA – <span class="_ _0"></span>AGE</div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Núcleo de Projetos – NPROJ</div><div class="t m0 x3 h2 y3 ff1 fs0 fc0 sc0 ls0 ws0">GESTÃO POR COMPETÊNCIAS</div><div class="t m0 x4 h3 y4 ff1 fs1 fc0 sc0 ls0 ws0">Relatório de Situação do Projeto</div><div class="t m0 x10 ha y3b ff3 fs3 fc0 sc0 ls0 ws0">d.</div><div class="t m0 x11 ha y3c ff3 fs3 fc0 sc0 ls0 ws0">Levantamento<span class="_ _6"> </span> <span class="_ _6"> </span>das </div><div class="t m0 x11 ha y3d ff3 fs3 fc0 sc0 ls0 ws0">Competências </div><div class="t m0 x11 ha y3e ff3 fs3 fc0 sc0 ls0 ws0">Comportamentais, </div><div class="t m0 x11 ha y3f ff3 fs3 fc0 sc0 ls0 ws0">construídas<span class="_ _17"> </span> <span class="_ _17"> </span>a<span class="_ _18"> </span> <span class="_ _17"> </span>partir<span class="_ _17"> </span> <span class="_ _18"> </span>do </div><div class="t m0 x11 ha y40 ff3 fs3 fc0 sc0 ls0 ws0">CHA:<span class="_ _b"></span> Atitudes<span class="_ _b"></span> <span class="_ _b"></span>–<span class="_ _b"></span> <span class="_ _d"></span>Mapeadas </div><div class="t m0 x11 ha y41 ff3 fs3 fc0 sc0 ls0 ws0">pelo<span class="_ _19"> </span> <span class="_ _19"> </span>Inventário </div><div class="t m0 x11 ha y42 ff3 fs3 fc0 sc0 ls0 ws0">Comportamental<span class="_ _1a"> </span> <span class="_ _1a"> </span>(Gosto, </div><div class="t m0 x11 ha y43 ff3 fs3 fc0 sc0 ls0 ws0">Não Gosto e o Ideal Seria).</div><div class="t m0 x12 he y44 ff3 fs4 fc0 sc0 ls0 ws0">P:<span class="_ _a"> </span> <span class="_ _1b"> </span>19/05/201<span class="_ _4"></span>1<span class="_ _a"> </span> <span class="_ _1b"> </span>a </div><div class="t m0 x12 he y45 ff3 fs4 fc0 sc0 ls0 ws0">09/201<span class="_ _4"></span>1</div><div class="t m0 x12 he y46 ff3 fs4 fc0 sc0 ls0 ws0">R: 29/07/201<span class="_ _4"></span>1</div><div class="t m0 x13 h6 y47 ff3 fs2 fc0 sc0 ls0 ws0">Concluído.</div><div class="t m0 x10 ha y48 ff3 fs3 fc0 sc0 ls0 ws0">e.</div><div class="t m0 x11 h6 y49 ff3 fs2 fc0 sc0 ls0 ws0">Construção<span class="_ _1c"> </span> <span class="_ _1c"> </span>da<span class="_ _1c"> </span> <span class="_ _1c"> </span>Metodologia </div><div class="t m0 x11 h6 y4a ff3 fs2 fc0 sc0 ls0 ws0">sistêmica<span class="_ _1d"> </span> <span class="_ _1d"> </span>da<span class="_ _1d"> </span> <span class="_ _1d"> </span>Gestão<span class="_ _1d"> </span> <span class="_ _1d"> </span>de </div><div class="t m0 x11 h6 y4b ff3 fs2 fc0 sc0 ls0 ws0">Pessoas<span class="_ _11"> </span>  por  <span class="_ _11"> </span>Competências: </div><div class="t m0 x11 h6 y4c ff3 fs2 fc0 sc0 ls0 ws0">Relatórios<span class="_ _17"> </span> <span class="_ _1c"> </span>de<span class="_ _1c"> </span> <span class="_ _17"> </span>Desempenho </div><div class="t m0 x11 h6 y4d ff3 fs2 fc0 sc0 ls0 ws0">das<span class="_ _0"></span> <span class="_ _b"></span>Competências<span class="_ _b"></span> <span class="_ _b"></span>e<span class="_ _b"></span> <span class="_ _b"></span>Relatório </div><div class="t m0 x11 h6 y4e ff3 fs2 fc0 sc0 ls0 ws0">com<span class="_ _1e"> </span> <span class="ff6">gaps</span> <span class="_ _1e"> </span>(lacunas)<span class="_ _1f"> </span> <span class="_ _1f"> </span>de </div><div class="t m0 x11 h6 y4f ff3 fs2 fc0 sc0 ls0 ws0">Capacitação</div><div class="t m0 x12 h6 y50 ff3 fs2 fc0 sc0 ls0 ws0">P:<span class="_ _1a"> </span> <span class="_ _20"> </span>09/201<span class="_ _4"></span>1<span class="_ _20"> </span> <span class="_ _1a"> </span>a </div><div class="t m0 x12 h6 y51 ff3 fs2 fc0 sc0 ls0 ws0">1<span class="_ _4"></span>1/201<span class="_ _4"></span>1</div><div class="t m0 x12 h6 y52 ff3 fs2 fc0 sc0 ls0 ws0">R:</div><div class="t m0 x13 h6 y53 ff3 fs2 fc0 sc0 ls0 ws0">A<span class="_ _4"></span> ser iniciado, </div><div class="t m0 x13 h6 y54 ff3 fs2 fc0 sc0 ls0 ws0">Previsão conforme cronograma original.</div><div class="t m0 x10 ha y55 ff3 fs3 fc0 sc0 ls0 ws0">f.</div><div class="t m0 x11 h6 y56 ff3 fs2 fc0 sc0 ls0 ws0">Elaboração<span class="_ _21"> </span> <span class="_ _10"> </span>da<span class="_ _21"> </span> <span class="_ _e"> </span>Avaliação<span class="_ _10"> </span> <span class="_ _21"> </span>do </div><div class="t m0 x11 h6 y57 ff3 fs2 fc0 sc0 ls0 ws0">Desempenho<span class="_ _22"> </span> <span class="_ _22"> </span>por </div><div class="t m0 x11 h6 y58 ff3 fs2 fc0 sc0 ls0 ws0">Competência. </div><div class="t m0 x12 h6 y13 ff3 fs2 fc0 sc0 ls0 ws0">P:<span class="_ _1a"> </span> <span class="_ _20"> </span>09/201<span class="_ _4"></span>1<span class="_ _20"> </span> <span class="_ _1a"> </span>a </div><div class="t m0 x12 h6 y59 ff3 fs2 fc0 sc0 ls0 ws0">1<span class="_ _4"></span>1/201<span class="_ _4"></span>1</div><div class="t m0 x12 h6 y5a ff3 fs2 fc0 sc0 ls0 ws0">R:</div><div class="t m0 x13 h6 y13 ff3 fs2 fc0 sc0 ls0 ws0">A<span class="_ _4"></span> ser iniciado, </div><div class="t m0 x13 h6 y59 ff3 fs2 fc0 sc0 ls0 ws0">Previsão conforme cronograma original.</div><div class="t m0 x10 ha y5b ff3 fs3 fc0 sc0 ls0 ws0">g.</div><div class="t m0 x11 h6 y5c ff3 fs2 fc0 sc0 ls0 ws0">Aplicação<span class="_ _d"></span> <span class="_ _f"></span>da<span class="_ _d"></span> <span class="_ _d"></span>Ferramenta<span class="_ _f"></span> <span class="_ _d"></span>nas </div><div class="t m0 x11 h6 y5d ff3 fs2 fc0 sc0 ls0 ws0">Áreas Piloto: Interior e Capital</div><div class="t m0 x12 h6 y5e ff3 fs2 fc0 sc0 ls0 ws0">P: 09/201<span class="_ _4"></span>1 a 2012</div><div class="t m0 x12 h6 y5f ff3 fs2 fc0 sc0 ls0 ws0">R:</div><div class="t m0 x13 h6 y5e ff3 fs2 fc0 sc0 ls0 ws0">A<span class="_ _4"></span> ser iniciado, </div><div class="t m0 x13 h6 y60 ff3 fs2 fc0 sc0 ls0 ws0">Previsão conforme cronograma original.</div><div class="t m0 x10 ha y61 ff3 fs3 fc0 sc0 ls0 ws0">h.</div><div class="t m0 x11 h6 y62 ff3 fs2 fc0 sc0 ls0 ws0">Sensibilização<span class="_ _10"> </span> <span class="_ _21"> </span>e<span class="_ _10"> </span> <span class="_ _21"> </span>capacitação </div><div class="t m0 x11 h6 y63 ff3 fs2 fc0 sc0 ls0 ws0">dos<span class="_ _f"> </span> <span class="_ _f"> </span>servidores<span class="_ _e"> </span> <span class="_ _f"> </span>sobre<span class="_ _e"> </span> <span class="_ _f"> </span>o<span class="_ _f"> </span> <span class="_ _e"> </span>novo </div><div class="t m0 x11 h6 y64 ff3 fs2 fc0 sc0 ls0 ws0">modelo.</div><div class="t m0 x12 h6 y65 ff3 fs2 fc0 sc0 ls0 ws0">P:<span class="_ _1a"> </span> <span class="_ _20"> </span>05/201<span class="_ _4"></span>1<span class="_ _20"> </span> <span class="_ _1a"> </span>a </div><div class="t m0 x12 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">12/201<span class="_ _4"></span>1</div><div class="t m0 x12 h6 y67 ff3 fs2 fc0 sc0 ls0 ws0">R:</div><div class="t m0 x13 h6 y65 ff3 fs2 fc0 sc0 ls0 ws0">Em execução.</div><div class="t m0 x13 h6 y66 ff3 fs2 fc0 sc0 ls0 ws0">Cronograma<span class="_ _0"></span> <span class="_ _0"></span>para<span class="_ _b"></span> <span class="_ _0"></span>sensibilização<span class="_ _b"></span> <span class="_ _0"></span>de<span class="_ _b"></span> <span class="_ _0"></span>todo<span class="_ _0"></span> <span class="_ _0"></span>o<span class="_ _b"></span> <span class="_ _0"></span>Tribunal<span class="_ _5"></span> </div><div class="t m0 x13 h6 y68 ff3 fs2 fc0 sc0 ls0 ws0">construído até 04/08/201<span class="_ _4"></span>1.</div><div class="t m0 x10 ha y69 ff3 fs3 fc0 sc0 ls0 ws0">i.</div><div class="t m0 x11 h6 y6a ff3 fs2 fc0 sc0 ls0 ws0">Construção<span class="_ _1b"> </span> <span class="_ _23"> </span>das<span class="_ _1b"> </span> <span class="_ _23"> </span>políticas </div><div class="t m0 x11 h6 y6b ff3 fs2 fc0 sc0 ls0 ws0">(regras)<span class="_ _a"> </span> <span class="_ _a"> </span>da<span class="_ _1b"> </span> <span class="_ _a"> </span>Gestão<span class="_ _a"> </span> <span class="_ _1b"> </span>de </div><div class="t m0 x11 h6 y6c ff3 fs2 fc0 sc0 ls0 ws0">Pessoas por Competências.</div><div class="t m0 x12 h6 y6d ff3 fs2 fc0 sc0 ls0 ws0">P:<span class="_ _1a"> </span> <span class="_ _20"> </span>08/201<span class="_ _4"></span>1<span class="_ _20"> </span> <span class="_ _1a"> </span>a </div><div class="t m0 x12 h6 y6e ff3 fs2 fc0 sc0 ls0 ws0">12/201<span class="_ _4"></span>1</div><div class="t m0 x12 h6 y6f ff3 fs2 fc0 sc0 ls0 ws0">R:</div><div class="t m0 x13 h6 y6d ff3 fs2 fc0 sc0 ls0 ws0">A<span class="_ _4"></span> ser iniciado, </div><div class="t m0 x13 h6 y6e ff3 fs2 fc0 sc0 ls0 ws0">Previsão conforme cronograma original.</div><div class="t m0 x10 ha y70 ff3 fs3 fc0 sc0 ls0 ws0">j.</div><div class="t m0 x11 h6 y71 ff3 fs2 fc0 sc0 ls0 ws0">Continuidade<span class="_ _10"> </span> <span class="_ _10"> </span>e<span class="_ _21"> </span> <span class="_ _10"> </span>extensão<span class="_ _10"> </span> <span class="_ _21"> </span>do </div><div class="t m0 x11 h6 y72 ff3 fs2 fc0 sc0 ls0 ws0">Projeto para toda a instituição.</div><div class="t m0 x12 h6 y73 ff3 fs2 fc0 sc0 ls0 ws0">P:<span class="_ _1a"> </span> <span class="_ _1a"> </span>01/2012<span class="_ _1a"> </span> <span class="_ _20"> </span>a </div><div class="t m0 x12 h6 y74 ff3 fs2 fc0 sc0 ls0 ws0">12/2012</div><div class="t m0 x12 h6 y75 ff3 fs2 fc0 sc0 ls0 ws0">R:</div><div class="t m0 x13 h6 y73 ff3 fs2 fc0 sc0 ls0 ws0">A<span class="_ _4"></span> ser iniciado, </div><div class="t m0 x13 h6 y74 ff3 fs2 fc0 sc0 ls0 ws0">Previsão conforme cronograma original.</div><div class="t m0 x5 h4 y76 ff2 fs1 fc0 sc0 ls0 ws0">4.<span class="_ _1"> </span>Sugestão de ações que, atualmente, podem<span class="_ _0"></span> contribuir para garantir o êxito do<span class="_ _0"></span> </div><div class="t m0 x16 h4 y77 ff2 fs1 fc0 sc0 ls0 ws0">projeto</div><div class="t m0 x17 h5 y78 ff2 fs2 fc0 sc0 ls0 ws0">Ação<span class="_ _24"> </span>Responsável</div><div class="t m0 x10 h5 y2b ff2 fs2 fc0 sc0 ls0 ws0">a.</div><div class="c x14 y38 w2 hb"><div class="t m0 x15 hc y39 ff5 fs3 fc0 sc0 ls0 ws0">2</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="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">ASSESSORIA DE GESTÃO ESTRATÉGICA – <span class="_ _0"></span>AGE</div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Núcleo de Projetos – NPROJ</div><div class="t m0 x3 h2 y3 ff1 fs0 fc0 sc0 ls0 ws0">GESTÃO POR COMPETÊNCIAS</div><div class="t m0 x4 h3 y4 ff1 fs1 fc0 sc0 ls0 ws0">Relatório de Situação do Projeto</div><div class="t m0 x5 h4 y7a ff2 fs1 fc0 sc0 ls0 ws0">5.<span class="_ _1"> </span>Legenda</div><div class="t m0 x18 h5 y7b ff2 fs2 fc0 sc0 ls0 ws0">Farol<span class="_ _25"> </span>No projeto<span class="_ _26"> </span>Na entrega</div><div class="t m0 x19 ha y7c ff3 fs3 fc0 sc0 ls0 ws0">-<span class="_ _27"> </span>Existência<span class="_ _1c"> </span> <span class="_ _1c"> </span>de<span class="_ _1c"> </span> <span class="_ _17"> </span>a<span class="_ _5"></span>lgum<span class="_ _1c"> </span> <span class="_ _28"> </span>farol<span class="_ _1c"> </span> <span class="_ _1c"> </span>vermelho<span class="_ _1c"> </span> <span class="_ _1c"> </span>nas<span class="_ _0"></span> </div><div class="t m0 x1a ha y7d ff3 fs3 fc0 sc0 ls0 ws0">entregas ou</div><div class="t m0 x19 h8 y7e ff3 fs1 fc0 sc0 ls0 ws0">-<span class="_ _29"> </span><span class="fs3">previsão<span class="_ _e"> </span> <span class="_ _e"> </span>de<span class="_ _e"> </span> <span class="_ _10"> </span>atraso<span class="_ _e"> </span> <span class="_ _e"> </span>na<span class="_ _e"> </span> <span class="_ _e"> </span>data<span class="_ _e"> </span> <span class="_ _e"> </span>f<span class="_ _0"></span>inal<span class="_ _e"> </span> <span class="_ _e"> </span>superior<span class="_ _e"> </span> <span class="_ _e"> </span>a<span class="_ _0"></span> </span></div><div class="t m0 x1a ha y7f ff3 fs3 fc0 sc0 ls0 ws0">10% do prazo total do projeto, ou</div><div class="t m0 x19 ha y80 ff3 fs3 fc0 sc0 ls0 ws0">-<span class="_ _27"> </span>risco<span class="_ _d"></span> <span class="_ _b"></span>significat<span class="_ _0"></span>ivo<span class="_ _b"></span> <span class="_ _d"></span>que<span class="_ _d"></span> <span class="_ _d"></span>comprometa<span class="_ _b"></span> <span class="_ _d"></span>o<span class="_ _d"></span> <span class="_ _d"></span>sucesso </div><div class="t m0 x1a ha y81 ff3 fs3 fc0 sc0 ls0 ws0">do projeto.</div><div class="t m0 x1b ha y7c ff3 fs3 fc0 sc0 ls0 ws0">-<span class="_ _27"> </span>Atraso superior a 15 dias, ou</div><div class="t m0 x1b ha y7d ff3 fs3 fc0 sc0 ls0 ws0">-<span class="_ _27"> </span>comprometimento<span class="_ _1b"> </span> <span class="_ _1b"> </span>de<span class="_ _1b"> </span> <span class="_ _1b"> </span>contrato<span class="_ _1b"> </span> <span class="_ _1b"> </span>em </div><div class="t m0 x1c ha y82 ff3 fs3 fc0 sc0 ls0 ws0">andamento ou de orçamento previsto, ou</div><div class="t m0 x1b ha y83 ff3 fs3 fc0 sc0 ls0 ws0">-<span class="_ _27"> </span>risco<span class="_ _11"> </span> <span class="_ _11"> </span>significativo<span class="_ _11"> </span> <span class="_ _1c"> </span>que  <span class="_ _11"> </span>comprometa<span class="_ _11"> </span> <span class="_ _1c"> </span>a </div><div class="t m0 x1c ha y84 ff3 fs3 fc0 sc0 ls0 ws0">entrega<span class="_ _17"> </span> <span class="_ _18"> </span>do<span class="_ _18"> </span> <span class="_ _17"> </span>resultado,<span class="_ _18"> </span> <span class="_ _18"> </span>produto<span class="_ _17"> </span> <span class="_ _18"> </span>e/ou </div><div class="t m0 x1c ha y85 ff3 fs3 fc0 sc0 ls0 ws0">serviço.<span class="_ _1c"> </span> <span class="_ _11"> </span>(ocorrência<span class="_ _1c"> </span>  d<span class="_ _0"></span>e<span class="_ _11"> </span> <span class="_ _1c"> </span>algumas<span class="_ _11"> </span> <span class="_ _1c"> </span>das </div><div class="t m0 x1c ha y86 ff3 fs3 fc0 sc0 ls0 ws0">condições anteriores)</div><div class="t m0 x19 ha y87 ff3 fs3 fc0 sc0 ls0 ws0">-<span class="_ _27"> </span>Existência<span class="_ _b"></span> <span class="_ _b"></span>de<span class="_ _b"></span> <span class="_ _b"></span>algum<span class="_ _0"></span> <span class="_ _b"></span>farol<span class="_ _b"></span> <span class="_ _b"></span>amarelo<span class="_ _b"></span> <span class="_ _b"></span>(inexistindo<span class="_ _0"></span> </div><div class="t m0 x1a ha y88 ff3 fs3 fc0 sc0 ls0 ws0">farol vermelho) nas entregas ou</div><div class="t m0 x19 h8 y89 ff3 fs1 fc0 sc0 ls0 ws0">-<span class="_ _29"> </span><span class="fs3">previsão<span class="_ _e"> </span> <span class="_ _e"> </span>de<span class="_ _e"> </span> <span class="_ _10"> </span>atraso<span class="_ _e"> </span> <span class="_ _e"> </span>na<span class="_ _e"> </span> <span class="_ _e"> </span>data<span class="_ _e"> </span> <span class="_ _e"> </span>f<span class="_ _0"></span>inal<span class="_ _e"> </span> <span class="_ _e"> </span>inferior<span class="_ _e"> </span> <span class="_ _10"> </span>ou </span></div><div class="t m0 x1a ha y8a ff3 fs3 fc0 sc0 ls0 ws0">igual a 10% do prazo total do projeto</div><div class="t m0 x1b ha y87 ff3 fs3 fc0 sc0 ls0 ws0">-<span class="_ _27"> </span>Até 15 dias de atraso ou </div><div class="t m0 x1b ha y88 ff3 fs3 fc0 sc0 ls0 ws0">-<span class="_ _27"> </span>existência<span class="_ _1c"> </span> <span class="_ _1c"> </span>de<span class="_ _11"> </span> <span class="_ _1c"> </span>pendência<span class="_ _1c"> </span> <span class="_ _1c"> </span>com<span class="_ _1c"> </span> <span class="_ _11"> </span>pa<span class="_ _0"></span>rtes </div><div class="t m0 x1c ha y8b ff3 fs3 fc0 sc0 ls0 ws0">interessadas ou</div><div class="t m0 x1b ha y8c ff3 fs3 fc0 sc0 ls0 ws0">-<span class="_ _27"> </span>existência<span class="_ _21"> </span> <span class="_ _c"> </span>de<span class="_ _21"> </span> <span class="_ _21"> </span>situação<span class="_ _c"> </span> <span class="_ _21"> </span>que<span class="_ _21"> </span> <span class="_ _c"> </span>impacta<span class="_ _21"> </span> <span class="_ _21"> </span>a<span class="_ _0"></span> </div><div class="t m0 x1c ha y8d ff3 fs3 fc0 sc0 ls0 ws0">entrega</div><div class="t m0 x19 ha y8e ff3 fs3 fc0 sc0 ls0 ws0">-       Situação conforme previsão inicial.<span class="_ _2a"> </span>-<span class="_ _27"> </span>Situação  <span class="_ _c"> </span>conforme  <span class="_ _c"> </span>previsão<span class="_ _c"> </span>  inicial<span class="_ _c"> </span>  ou </div><div class="t m0 x1c ha y8f ff3 fs3 fc0 sc0 ls0 ws0">concluído.</div><div class="c x14 y38 w2 hb"><div class="t m0 x15 hc y39 ff5 fs3 fc0 sc0 ls0 ws0">3</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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RELATÓRIO DE ACOMPANHAMENTO DO PROJETO (RAE Agosto 2011)

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