Relatório de Acompanhamento do Projeto (RAE Nov/2011)

Projeto Orgulho de Ser TRT 13 HTML
Relatorio de situacao do projeto Orgulho de Ser.html — HTML, 246Kb
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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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/*
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(function(){/*
 pdf2htmlEX.js: Core UI functions for pdf2htmlEX 
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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",78.3,579.6,null]'>2.Objetivo geral do projeto</a></li><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",78.3,439,null]'>3.Detalhamento das entregas do projeto</a></li><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",78.3,208.4,null]'>4.Sugestão de ações que, atualmente, podem contribuir para garantir o êxito do projeto</a></li><li><a class="l" href="#pf2" data-dest-detail='[2,"XYZ",79.2,659.3,null]'>5.Legenda</a><ul><li><a class="l" href="#pf2" data-dest-detail='[2,"XYZ",273.7,640.7,null]'>No projeto</a></li><li><a class="l" href="#pf2" data-dest-detail='[2,"XYZ",504.7,640.7,null]'>Na entrega</a></li></ul></li></ul></div>
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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">ORGULHO DE SER TRT</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">Secretaria de Gestão de Pessoas – </div><div class="t m0 x8 h6 y8 ff3 fs2 fc0 sc0 ls0 ws0">SEGEPE</div><div class="t m0 x9 h6 y7 ff3 fs2 fc0 sc0 ls0 ws0">Marcos T<span class="_ _4"></span>adeu Lacerda<span class="_ _5"> </span>18 MESES</div><div class="t m0 x5 h4 y9 ff2 fs1 fc0 sc0 ls0 ws0">2.<span class="_ _1"> </span>Objetivo geral do projeto</div><div class="t m0 xa h5 ya ff2 fs2 fc0 sc0 ls0 ws0">Objetivo geral<span class="_ _6"> </span>Percentual de execução<span class="_ _7"> </span>Situação</div><div class="t m0 xb h7 yb ff3 fs3 fc0 sc0 ls0 ws0">Disseminar<span class="_ _8"> </span> <span class="_ _8"> </span>ações<span class="_ _8"> </span> <span class="_ _8"> </span>voltadas<span class="_ _8"> </span> <span class="_ _8"> </span>à<span class="_ _8"> </span> <span class="_ _8"> </span>Cultura<span class="_ _8"> </span> <span class="_ _8"> </span>Organizacional<span class="_ _8"> </span> <span class="_ _8"> </span>q<span class="_ _9"></span>ue</div><div class="c x5 yc w2 h8"><div class="t m0 xc h7 yd ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 ye ff3 fs3 fc0 sc0 ls0 ws0">favoreçam  <span class="_ _a"> </span>a<span class="_ _a"> </span>  motivação<span class="_ _a"> </span>  e<span class="_ _a"> </span>  a<span class="_ _a"> </span> <span class="_ _b"> </span>satisfação<span class="_ _b"> </span> <span class="_ _a"> </span>em  <span class="_ _a"> </span>se  <span class="_ _a"> </span>trabalhar  <span class="_ _a"> </span>na<span class="_ _0"></span> </div><div class="t m0 xd h7 yf ff3 fs3 fc0 sc0 ls0 ws0">instituição,<span class="_ _c"> </span> <span class="_ _c"></span>bem<span class="_ _c"></span> <span class="_ _c"></span>c<span class="_ _9"></span>omo<span class="_ _c"></span> <span class="_ _c"></span>cumprir<span class="_ _c"></span> <span class="_ _c"></span>su<span class="_ _9"></span>a<span class="_ _c"></span> <span class="_ _c"></span>missão<span class="_ _c"></span> <span class="_ _c"></span>i<span class="_ _9"></span>nstitucional,<span class="_ _c"> </span> <span class="_ _c"></span>criando, </div><div class="t m0 xd h7 y10 ff3 fs3 fc0 sc0 ls0 ws0">para<span class="_ _d"></span> <span class="_ _d"></span>tanto,<span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _d"></span>Ciclos<span class="_ _d"></span> <span class="_ _d"></span>de<span class="_ _d"></span> <span class="_ _d"></span>Palestras<span class="_ _d"></span> <span class="_ _d"></span>so<span class="_ _9"></span>bre<span class="_ _d"></span> <span class="_ _d"></span>V<span class="_ _f"></span>alores<span class="_ _d"></span> <span class="_ _d"></span>Institucionais,<span class="_ _d"></span> <span class="_ _d"></span>um </div><div class="t m0 xd h7 y11 ff3 fs3 fc0 sc0 ls0 ws0">instrumento<span class="_ _10"></span> <span class="_ _0"></span>pa<span class="_ _0"></span>ra<span class="_ _0"></span> <span class="_ _10"></span>mensurar<span class="_ _10"></span> <span class="_ _10"></span>a<span class="_ _0"></span> <span class="_ _10"></span>satisfação<span class="_ _10"></span> <span class="_ _10"></span>com<span class="_ _0"></span> <span class="_ _10"></span>as<span class="_ _10"></span> <span class="_ _10"></span>ações<span class="_ _0"></span> <span class="_ _10"></span>voltadas<span class="_ _10"></span> <span class="_ _10"></span>à<span class="_ _0"></span> </div><div class="t m0 xd h7 y12 ff3 fs3 fc0 sc0 ls0 ws0">Cultura   Organizacional   relativas   aos  <span class="_ _b"> </span>V<span class="_ _f"></span>alores   Institucionais   e </div><div class="t m0 xd h7 y13 ff3 fs3 fc0 sc0 ls0 ws0">canais<span class="_ _c"> </span> <span class="_ _c"> </span>de<span class="_ _c"> </span> <span class="_ _e"> </span>divulgação<span class="_ _c"> </span> <span class="_ _c"> </span>das<span class="_ _c"> </span> <span class="_ _d"></span>Ações<span class="_ _c"> </span> <span class="_ _c"> </span>d<span class="_ _0"></span>e<span class="_ _c"> </span> <span class="_ _c"> </span>Cultura<span class="_ _c"> </span> <span class="_ _e"> </span>organizacional<span class="_ _c"></span> <span class="_ _c"> </span>que </div><div class="t m0 xd h7 y14 ff3 fs3 fc0 sc0 ls0 ws0">fomentam Orgulho em Ser TR<span class="_ _9"></span>T13.</div></div><div class="t m0 xe h9 y15 ff3 fs1 fc0 sc0 ls0 ws0">0%</div><div class="t m0 x5 ha y16 ff2 fs0 fc0 sc0 ls0 ws0">3.<span class="_ _11"> </span><span class="fs1">Detalhamento das entregas do projeto</span></div><div class="t m0 xf hb y17 ff2 fs3 fc0 sc0 ls0 ws0">Entrega /  Quantidade</div><div class="t m0 x10 hb y18 ff2 fs3 fc0 sc0 ls0 ws0">Data de entrega</div><div class="t m0 x11 hb y19 ff2 fs3 fc0 sc0 ls0 ws0">Prevista / Real</div><div class="t m0 x12 hb y17 ff2 fs3 fc0 sc0 ls0 ws0">Situação</div><div class="t m0 x13 h5 y1a ff2 fs2 fc0 sc0 ls0 ws0">Farol</div><div class="t m0 x14 h7 y1b ff3 fs3 fc0 sc0 ls0 ws0">a.</div><div class="t m0 x15 h6 y1c ff3 fs2 fc0 sc0 ls0 ws0">Ciclo<span class="_ _a"> </span> <span class="_ _a"> </span>de<span class="_ _12"> </span> <span class="_ _12"> </span>Palestras<span class="_ _a"> </span> <span class="_ _12"> </span>sobre<span class="_ _0"></span> </div><div class="t m0 x15 h6 y1d ff3 fs2 fc0 sc0 ls0 ws0">V<span class="_ _f"></span>alores Institucionais</div><div class="t m0 x16 h6 y1e ff3 fs2 fc0 sc0 ls0 ws0">P:<span class="_ _13"> </span> <span class="_ _13"> </span>10/2010<span class="_ _13"> </span> <span class="_ _13"> </span>a </div><div class="t m0 x16 h6 y1f ff3 fs2 fc0 sc0 ls0 ws0">12/201<span class="_ _f"></span>1</div><div class="t m0 x16 h6 y20 ff3 fs2 fc0 sc0 ls0 ws0">R: </div><div class="t m0 x17 hc y21 ff3 fs4 fc0 sc0 ls0 ws0">Em andamento.</div><div class="t m0 x14 h7 y22 ff3 fs3 fc0 sc0 ls0 ws0">b.</div><div class="t m0 x15 h6 y23 ff3 fs2 fc0 sc0 ls0 ws0">Instrumento<span class="_ _0"></span> <span class="_ _10"></span>para<span class="_ _0"></span> <span class="_ _0"></span>mensurar<span class="_ _0"></span> </div><div class="t m0 x15 h6 y24 ff3 fs2 fc0 sc0 ls0 ws0">a<span class="_ _0"></span> <span class="_ _10"></span>satisfação<span class="_ _10"></span> <span class="_ _10"></span>com<span class="_ _0"></span> <span class="_ _10"></span>as<span class="_ _10"></span> <span class="_ _10"></span>ações </div><div class="t m0 x15 h6 y25 ff3 fs2 fc0 sc0 ls0 ws0">voltadas<span class="_ _14"> </span> <span class="_ _14"> </span>à<span class="_ _14"> </span> <span class="_ _14"> </span>Cultura </div><div class="t m0 x15 h6 y26 ff3 fs2 fc0 sc0 ls0 ws0">Organizacional<span class="_ _15"> </span> <span class="_ _15"> </span>relativas </div><div class="t m0 x15 h6 y27 ff3 fs2 fc0 sc0 ls0 ws0">aos V<span class="_ _f"></span>alores Institucionais</div><div class="t m0 x16 h6 y28 ff3 fs2 fc0 sc0 ls0 ws0">P:<span class="_ _13"> </span> <span class="_ _13"> </span>10/2010<span class="_ _13"> </span> <span class="_ _13"> </span>a </div><div class="t m0 x16 h6 y29 ff3 fs2 fc0 sc0 ls0 ws0">10/201<span class="_ _f"></span>1<span class="_ _16"> </span> </div><div class="t m0 x16 h6 y2a ff3 fs2 fc0 sc0 ls0 ws0">R:</div><div class="t m0 x17 hc y2b ff3 fs4 fc0 sc0 ls0 ws0">Em andamento.</div><div class="t m0 x14 h7 y2c ff3 fs3 fc0 sc0 ls0 ws0">c.</div><div class="t m0 x15 h6 y2d ff3 fs2 fc0 sc0 ls0 ws0">Canais<span class="_ _c"> </span> <span class="_ _c"> </span>de<span class="_ _d"> </span> <span class="_ _c"> </span>divulgação<span class="_ _e"> </span> <span class="_ _d"></span>das </div><div class="t m0 x15 h6 y2e ff3 fs2 fc0 sc0 ls0 ws0">Ações<span class="_ _17"> </span> <span class="_ _17"> </span>de<span class="_ _17"> </span> <span class="_ _17"> </span>Cultura </div><div class="t m0 x15 h6 y2f ff3 fs2 fc0 sc0 ls0 ws0">Organizacional<span class="_ _18"> </span> <span class="_ _18"> </span>que </div><div class="t m0 x15 h6 y30 ff3 fs2 fc0 sc0 ls0 ws0">fomentam<span class="_ _10"></span> <span class="_ _d"></span>Orgulho<span class="_ _10"></span> <span class="_ _10"></span>em<span class="_ _10"></span> <span class="_ _10"></span>S<span class="_ _0"></span>er </div><div class="t m0 x15 h6 y31 ff3 fs2 fc0 sc0 ls0 ws0">TRT13 </div><div class="t m0 x16 h6 y32 ff3 fs2 fc0 sc0 ls0 ws0">P:<span class="_ _13"> </span> <span class="_ _19"> </span>03/201<span class="_ _f"></span>1<span class="_ _19"> </span> <span class="_ _13"> </span>a </div><div class="t m0 x16 h6 y33 ff3 fs2 fc0 sc0 ls0 ws0">03/2012</div><div class="t m0 x16 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0">R:</div><div class="t m0 x17 hc y35 ff3 fs4 fc0 sc0 ls0 ws0">Em andamento.</div><div class="t m0 x5 h4 y36 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 x18 h4 y37 ff2 fs1 fc0 sc0 ls0 ws0">projeto</div><div class="t m0 x19 h5 y38 ff2 fs2 fc0 sc0 ls0 ws0">Ação<span class="_ _1a"> </span>Responsável</div><div class="t m0 x14 h5 y39 ff2 fs2 fc0 sc0 ls0 ws0">a.</div><div class="t m0 x14 h6 y3a ff3 fs2 fc0 sc0 ls0 ws0">b.</div><div class="c x1a y3b w3 hd"><div class="t m0 x1b he y3c ff4 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">ORGULHO DE SER TRT</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 y3e ff2 fs1 fc0 sc0 ls0 ws0">5.<span class="_ _1"> </span>Legenda</div><div class="t m0 x7 h5 y3f ff2 fs2 fc0 sc0 ls0 ws0">Farol<span class="_ _1b"> </span>No projeto<span class="_ _1c"> </span>Na entrega</div><div class="t m0 x1c h7 y40 ff3 fs3 fc0 sc0 ls0 ws0">-<span class="_ _1d"> </span>Existência<span class="_ _1e"> </span> <span class="_ _1e"> </span>de<span class="_ _1e"> </span> <span class="_ _1e"> </span>algum<span class="_ _1e"> </span> <span class="_ _1e"> </span>farol<span class="_ _1e"> </span> <span class="_ _1e"> </span>vermelho<span class="_ _1e"> </span> <span class="_ _1e"> </span>nas </div><div class="t m0 x1d h7 y41 ff3 fs3 fc0 sc0 ls0 ws0">entregas ou</div><div class="t m0 x1c h9 y42 ff3 fs1 fc0 sc0 ls0 ws0">-<span class="_ _1f"> </span><span class="fs3">previsão<span class="_ _e"> </span> <span class="_ _e"> </span>de<span class="_ _e"> </span> <span class="_ _e"> </span>atraso<span class="_ _e"> </span> <span class="_ _e"> </span>na<span class="_ _e"> </span> <span class="_ _e"> </span>data<span class="_ _c"> </span> <span class="_ _12"> </span>final<span class="_ _e"> </span> <span class="_ _e"> </span>superior<span class="_ _e"> </span> <span class="_ _e"> </span>a </span></div><div class="t m0 x1d h7 y43 ff3 fs3 fc0 sc0 ls0 ws0">10% do prazo total do projeto, ou</div><div class="t m0 x1c h7 y44 ff3 fs3 fc0 sc0 ls0 ws0">-<span class="_ _1d"> </span>risco<span class="_ _10"></span> <span class="_ _d"></span>significativo<span class="_ _d"></span> <span class="_ _10"></span>que<span class="_ _d"></span> <span class="_ _d"></span>comprometa<span class="_ _10"></span> <span class="_ _d"></span>o<span class="_ _d"></span> <span class="_ _10"></span>sucesso<span class="_ _0"></span> </div><div class="t m0 x1d h7 y45 ff3 fs3 fc0 sc0 ls0 ws0">do projeto.</div><div class="t m0 x1e h7 y40 ff3 fs3 fc0 sc0 ls0 ws0">-<span class="_ _1d"> </span>Atraso superior a 15 dias, ou</div><div class="t m0 x1e h7 y41 ff3 fs3 fc0 sc0 ls0 ws0">-<span class="_ _1d"> </span>comprometimento<span class="_ _20"> </span> <span class="_ _20"> </span>de<span class="_ _20"> </span> <span class="_ _20"> </span>contrato<span class="_ _20"> </span> <span class="_ _21"> </span>em </div><div class="t m0 x1f h7 y46 ff3 fs3 fc0 sc0 ls0 ws0">andamento ou de orçamento previsto, ou</div><div class="t m0 x1e h7 y47 ff3 fs3 fc0 sc0 ls0 ws0">-<span class="_ _1d"> </span>risco<span class="_ _22"> </span> <span class="_ _22"> </span>significativo<span class="_ _22"> </span>  que<span class="_ _22"> </span> <span class="_ _22"> </span>comprometa<span class="_ _22"> </span> <span class="_ _22"> </span>a </div><div class="t m0 x1f h7 y48 ff3 fs3 fc0 sc0 ls0 ws0">entrega<span class="_ _8"> </span> <span class="_ _23"> </span>do<span class="_ _8"> </span> <span class="_ _23"> </span>resultado,<span class="_ _8"> </span> <span class="_ _23"> </span>produto<span class="_ _8"> </span> <span class="_ _23"> </span>e/ou </div><div class="t m0 x1f h7 y49 ff3 fs3 fc0 sc0 ls0 ws0">serviço.<span class="_ _22"> </span> <span class="_ _1e"> </span>(ocorrência<span class="_ _22"> </span> <span class="_ _22"> </span>de<span class="_ _1e"> </span> <span class="_ _22"> </span>algumas<span class="_ _22"> </span> <span class="_ _22"> </span>d<span class="_ _0"></span>as </div><div class="t m0 x1f h7 y4a ff3 fs3 fc0 sc0 ls0 ws0">condições anteriores)</div><div class="t m0 x1c h7 y4b ff3 fs3 fc0 sc0 ls0 ws0">-<span class="_ _1d"> </span>Existência<span class="_ _10"></span> <span class="_ _0"></span>de<span class="_ _10"></span> <span class="_ _10"></span>algum<span class="_ _10"></span> <span class="_ _10"></span>farol<span class="_ _0"></span> <span class="_ _10"></span>amarelo<span class="_ _10"></span> <span class="_ _10"></span>(inexistindo </div><div class="t m0 x1d h7 y4c ff3 fs3 fc0 sc0 ls0 ws0">farol vermelho) nas entregas ou</div><div class="t m0 x1c h9 y4d ff3 fs1 fc0 sc0 ls0 ws0">-<span class="_ _1f"> </span><span class="fs3">previsão<span class="_ _e"> </span> <span class="_ _e"> </span>de<span class="_ _e"> </span> <span class="_ _e"> </span>atraso<span class="_ _e"> </span> <span class="_ _e"> </span>na<span class="_ _e"> </span> <span class="_ _e"> </span>data<span class="_ _c"> </span> <span class="_ _12"> </span>final<span class="_ _e"> </span> <span class="_ _e"> </span>inferior<span class="_ _e"> </span> <span class="_ _e"> </span>ou </span></div><div class="t m0 x1d h7 y4e ff3 fs3 fc0 sc0 ls0 ws0">igual a 10% do prazo total do projeto</div><div class="t m0 x1e h7 y4b ff3 fs3 fc0 sc0 ls0 ws0">-<span class="_ _1d"> </span>Até 15 dias de atraso ou </div><div class="t m0 x1e h7 y4c ff3 fs3 fc0 sc0 ls0 ws0">-<span class="_ _1d"> </span>existência<span class="_ _1e"> </span> <span class="_ _22"> </span>de<span class="_ _1e"> </span> <span class="_ _1e"> </span>pendência<span class="_ _22"> </span> <span class="_ _1e"> </span>com<span class="_ _22"> </span> <span class="_ _1e"> </span>partes </div><div class="t m0 x1f h7 y4f ff3 fs3 fc0 sc0 ls0 ws0">interessadas ou</div><div class="t m0 x1e h7 y50 ff3 fs3 fc0 sc0 ls0 ws0">-<span class="_ _1d"> </span>existência<span class="_ _a"> </span> <span class="_ _a"> </span>de<span class="_ _a"> </span> <span class="_ _a"> </span>situação<span class="_ _a"> </span> <span class="_ _b"> </span>que<span class="_ _12"> </span> <span class="_ _b"> </span>impacta<span class="_ _12"> </span> <span class="_ _b"> </span>a </div><div class="t m0 x1f h7 y51 ff3 fs3 fc0 sc0 ls0 ws0">entrega</div><div class="t m0 x1c h7 y52 ff3 fs3 fc0 sc0 ls0 ws0">-       Situação conforme previsão inicial.<span class="_ _24"> </span>-<span class="_ _1d"> </span>Situação  <span class="_ _b"> </span>conforme<span class="_ _b"> </span>  previsã<span class="_ _9"></span>o  <span class="_ _b"> </span>inicial<span class="_ _b"> </span>  ou </div><div class="t m0 x1f h7 y53 ff3 fs3 fc0 sc0 ls0 ws0">concluído.</div><div class="c x1a y3b w3 hd"><div class="t m0 x1b he y3c ff4 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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Relatório de Acompanhamento do Projeto (RAE Nov/2011)

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