Anexo I Ato TRT 48/2022

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Anexo I Ato TRT 48_2022.html — HTML, 104Kb
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<div id="pf1" class="pf w0 h0" data-page-no="1"><div class="pc pc1 w0 h0"><div class="t m0 x0 h1 y0 ff1 fs0 fc0 sc0 ls0 ws0">ANEXO I </div><div class="t m0 x1 h1 y1 ff1 fs0 fc0 sc0 ls0 ws0">I<span class="_ _0"> </span> <span class="_ _0"> </span>-<span class="_ _1"> </span> OBJETIVO<span class="_ _0"> </span> <span class="_ _0"> </span>ESTRA<span class="_ _2"></span>TÉGICO<span class="_ _0"> </span> <span class="_ _0"> </span>01<span class="ff2"> <span class="_ _1"> </span>–<span class="_ _1"> </span> <span class="_ _3"></span>Fortalecer<span class="_ _0"> </span> <span class="_ _0"> </span>a<span class="_ _0"> </span> <span class="_ _0"> </span>c<span class="_ _4"></span>omunicação<span class="_ _0"> </span> <span class="_ _0"> </span>e<span class="_ _0"> </span> <span class="_ _0"> </span>as<span class="_ _0"> </span> <span class="_ _0"> </span>p<span class="_ _4"></span>arcerias</span></div><div class="t m0 x1 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0">institucionais.</div><div class="t m0 x1 h1 y3 ff1 fs0 fc0 sc0 ls0 ws0">Responsável:<span class="ff2"> <span class="_ _5"></span>Assessoria de Comunicação Soc<span class="_ _4"></span>ial.</span></div><div class="t m0 x1 h2 y4 ff2 fs0 fc0 sc0 ls0 ws0">Indicador 01 – Índice de Ações Integradas de Comunicação Social (I<span class="_ _4"></span>AIC);</div><div class="t m0 x1 h2 y5 ff2 fs0 fc0 sc0 ls0 ws0">Indicador 02 – Índice de Satisfação com a comun<span class="_ _4"></span>icação externa/interna.</div><div class="t m0 x1 h1 y6 ff1 fs0 fc0 sc0 ls0 ws0">II- OBJETIVO ESTRA<span class="_ _2"></span>TÉGICO 02<span class="ff2"> – Promover o T<span class="_ _5"></span>rabalho Decente e a Sust<span class="_ _4"></span>entabilidade</span></div><div class="t m0 x1 h1 y7 ff1 fs0 fc0 sc0 ls0 ws0">Responsáveis:<span class="ff2"> <span class="_ _0"> </span>Assessoria<span class="_ _6"> </span> <span class="_ _6"></span>de<span class="_ _6"></span> <span class="_ _6"></span>Gestão<span class="_ _7"></span> <span class="_ _6"></span>Estratégica<span class="_ _7"></span> <span class="_ _6"> </span>e<span class="_ _6"> </span> <span class="_ _7"></span>Comitê<span class="_ _6"> </span> <span class="_ _6"> </span>Gestor<span class="_ _7"></span> <span class="_ _6"> </span>de<span class="_ _6"> </span> <span class="_ _6"> </span>Igualdade<span class="_ _7"></span> <span class="_ _6"> </span>de</span></div><div class="t m0 x1 h2 y8 ff2 fs0 fc0 sc0 ls0 ws0">Gênero, Raça e Diversidade.</div><div class="t m0 x1 h2 y9 ff2 fs0 fc0 sc0 ls0 ws0">Indicador 03 – Índice de Integração da <span class="_ _2"></span>Agenda 2030 ao Poder Judiciário;</div><div class="t m0 x1 h2 ya ff2 fs0 fc0 sc0 ls0 ws0">Indicador 04 - Percentual de execuç<span class="_ _4"></span>ão do Plano de Logística Sustentáve<span class="_ _4"></span>l;</div><div class="t m0 x1 h2 yb ff2 fs0 fc0 sc0 ls0 ws0">Indicador 05 - Índice de participaç<span class="_ _4"></span>ão de mulheres nos comitês e comissões.</div><div class="t m0 x1 h1 yc ff1 fs0 fc0 sc0 ls0 ws0">OBJETIVO ESTRA<span class="_ _2"></span>TÉGICO 03<span class="ff2"> – Fortalecer a Governança e a Gestão Estratégica.</span></div><div class="t m0 x1 h1 yd ff1 fs0 fc0 sc0 ls0 ws0">Responsável:<span class="ff2"> <span class="_ _8"> </span>Assessoria<span class="_ _9"> </span> <span class="_ _9"> </span>de<span class="_ _a"> </span> <span class="_ _9"> </span>Gestão<span class="_ _a"> </span> <span class="_ _9"> </span>Estratégica,<span class="_ _9"> </span> <span class="_ _a"> </span>Coordenação<span class="_ _9"> </span> <span class="_ _9"> </span>de<span class="_ _9"> </span> <span class="_ _b"> </span>Arquitetura,</span></div><div class="t m0 x1 h2 ye ff2 fs0 fc0 sc0 ls0 ws0">Engenharia e Manutenção e S<span class="_ _4"></span>ecretaria <span class="_ _5"></span>Administrativa.</div><div class="t m0 x1 h2 yf ff2 fs0 fc0 sc0 ls0 ws0">Indicador<span class="_ _3"></span> <span class="_ _c"></span>06 <span class="_ _7"></span>–<span class="_ _c"></span> Índice<span class="_ _c"></span> <span class="_ _3"></span>de<span class="_ _c"></span> <span class="_ _3"></span>processos<span class="_ _c"></span> <span class="_ _3"></span>de<span class="_ _c"></span> <span class="_ _3"></span>trabalho<span class="_ _c"></span> <span class="_ _3"></span>críticos<span class="_ _c"></span> <span class="_ _3"></span>mapeados<span class="_ _c"></span> <span class="_ _3"></span>com<span class="_ _c"></span> <span class="_ _3"></span>identificação<span class="_ _3"></span> <span class="_ _c"></span>dos</div><div class="t m0 x1 h2 y10 ff2 fs0 fc0 sc0 ls0 ws0">controles internos (IPMCI);</div><div class="t m0 x1 h2 y11 ff2 fs0 fc0 sc0 ls0 ws0">Indicador 07 - Índice de execução do Pl<span class="_ _4"></span>ano de Obras;</div><div class="t m0 x1 h2 y12 ff2 fs0 fc0 sc0 ls0 ws0">Indicador 08 - <span class="_ _5"></span>T<span class="_ _2"></span>empo médio de Licitações Co<span class="_ _4"></span>ncluídas (TMLC).</div><div class="t m0 x1 h1 y13 ff1 fs0 fc0 sc0 ls0 ws0">OBJETIVO<span class="_ _3"></span> <span class="_ _c"></span>EST<span class="_ _4"></span>RA<span class="_ _2"></span>TÉGICO<span class="_ _c"></span> 04<span class="_ _3"></span><span class="ff2"> <span class="_ _d"></span>–<span class="_ _c"></span> Promover<span class="_ _c"></span> <span class="_ _3"></span>a<span class="_ _3"></span> <span class="_ _c"></span>Integridade<span class="_ _3"></span> <span class="_ _3"></span>e<span class="_ _c"></span> <span class="_ _3"></span>a<span class="_ _3"></span> <span class="_ _3"></span>T<span class="_ _4"></span>ransparência<span class="_ _3"></span> <span class="_ _c"></span>em <span class="_ _c"></span>Relação</span></div><div class="t m0 x1 h2 y14 ff2 fs0 fc0 sc0 ls0 ws0">aos <span class="_ _5"></span>Atos de Gestão Pratica<span class="_ _4"></span>dos.</div><div class="t m0 x1 h1 y15 ff1 fs0 fc0 sc0 ls0 ws0">Responsável:<span class="ff2"> Secretaria de <span class="_ _5"></span>Auditori<span class="_ _4"></span>a Interna</span></div><div class="t m0 x1 h2 y16 ff2 fs0 fc0 sc0 ls0 ws0">Indicador<span class="_ _c"></span> <span class="_ _3"></span>09<span class="_ _3"></span> <span class="_ _d"></span>–<span class="_ _c"></span> <span class="_ _3"></span>Índice<span class="_ _c"></span> <span class="_ _3"></span>de<span class="_ _7"></span> <span class="_ _3"></span>Atendimento<span class="_ _3"></span> <span class="_ _c"></span>às<span class="_ _c"></span> <span class="_ _3"></span>deliberações<span class="_ _c"></span> <span class="_ _3"></span>e<span class="_ _c"></span> <span class="_ _c"></span>às<span class="_ _3"></span> <span class="_ _c"></span>recomendações<span class="_ _3"></span> <span class="_ _c"></span>de<span class="_ _3"></span> Auditoria</div><div class="t m0 x1 h2 y17 ff2 fs0 fc0 sc0 ls0 ws0">(IADRDA).</div><div class="t m0 x1 h1 y18 ff1 fs0 fc0 sc0 ls0 ws0">OBJETIVO ESTRA<span class="_ _2"></span>TÉGICO 05<span class="ff2"> – Garantir a Duração Razoável do Processo.</span></div><div class="t m0 x1 h1 y19 ff1 fs0 fc0 sc0 ls0 ws0">Responsável:<span class="ff2"> <span class="_ _e"> </span>Secretaria-Geral<span class="_ _d"></span> <span class="_ _d"></span>Judiciária,<span class="_ _d"></span> <span class="_ _7"></span>Secretaria<span class="_ _d"></span> <span class="_ _d"></span>da<span class="_ _7"></span> <span class="_ _d"></span>Corregedoria<span class="_ _d"></span> <span class="_ _d"></span>e<span class="_ _7"></span> <span class="_ _3"></span>Assessoria<span class="_ _7"></span> <span class="_ _d"></span>de</span></div><div class="t m0 x1 h2 y1a ff2 fs0 fc0 sc0 ls0 ws0">Gestão Estratégica.</div><div class="t m0 x1 h2 y1b ff2 fs0 fc0 sc0 ls0 ws0">Indicador 10 – Índice de Processos Julgados (Meta 1 / CNJ);</div><div class="t m0 x1 h2 y1c ff2 fs0 fc0 sc0 ls0 ws0">Indicador 1<span class="_ _2"></span>1 - Índice de processos antigos (Meta 2 / CNJ);</div><div class="t m0 x1 h2 y1d ff2 fs0 fc0 sc0 ls0 ws0">Indicador 12 - <span class="_ _5"></span>T<span class="_ _2"></span>axa de congestionamento <span class="_ _4"></span>líquida, exceto execuções fiscais (Meta <span class="_ _4"></span>5/CNJ);</div><div class="t m0 x1 h2 y1e ff2 fs0 fc0 sc0 ls0 ws0">Indicador<span class="_ _6"></span> <span class="_ _7"></span>13<span class="_ _f"> </span> <span class="_ _6"></span>-<span class="_ _6"> </span> <span class="_ _7"></span>T<span class="_ _10"></span>empo<span class="_ _6"> </span> <span class="_ _6"> </span>médio<span class="_ _6"> </span> <span class="_ _6"> </span>de<span class="_ _6"> </span> <span class="_ _6"> </span>duração<span class="_ _6"> </span> <span class="_ _6"> </span>do<span class="_ _6"> </span> <span class="_ _6"> </span>processo<span class="_ _6"> </span> <span class="_ _6"> </span>na<span class="_ _6"> </span> <span class="_ _6"> </span>fase<span class="_ _6"> </span> <span class="_ _6"> </span>de<span class="_ _6"> </span> <span class="_ _6"> </span>Conhecimento<span class="_ _6"> </span> <span class="_ _6"> </span>no</div><div class="t m0 x1 h2 y1f ff2 fs0 fc0 sc0 ls0 ws0">Primeiro Grau (TMDP1);</div><div class="t m0 x1 h2 y20 ff2 fs0 fc0 sc0 ls0 ws0">Indicador 14 - <span class="_ _5"></span>T<span class="_ _10"></span>empo médio de duração do processo no Segundo Grau(TMDP2).</div><div class="t m0 x1 h1 y21 ff1 fs0 fc0 sc0 ls0 ws0">OBJETIVO<span class="_ _d"></span> <span class="_ _c"></span>ESTRA<span class="_ _5"></span>TÉGICO<span class="_ _c"></span> <span class="_ _d"></span>06<span class="_ _3"></span><span class="ff2"> <span class="_ _e"> </span>–<span class="_ _6"> </span> Garantir<span class="_ _d"></span> <span class="_ _d"></span>a<span class="_ _d"></span> <span class="_ _d"></span>Efetividade<span class="_ _d"></span> <span class="_ _d"></span>do<span class="_ _d"></span> <span class="_ _d"></span>T<span class="_ _5"></span>ratamento<span class="_ _d"></span> <span class="_ _d"></span>das<span class="_ _d"></span> <span class="_ _d"></span>Demandas</span></div><div class="t m0 x1 h2 y22 ff2 fs0 fc0 sc0 ls0 ws0">Repetitivas.</div><div class="t m0 x1 h1 y23 ff1 fs0 fc0 sc0 ls0 ws0">Responsável:<span class="ff2"> Secretaria-Geral Judiciária.</span></div><div class="t m0 x1 h2 y24 ff2 fs0 fc0 sc0 ls0 ws0">Indicador 15 – T<span class="_ _10"></span>empo médio entre a afetação e o acór<span class="_ _5"></span>d<span class="_ _3"></span>ão de mérito (TMASM);</div><div class="t m0 x1 h1 y25 ff1 fs0 fc0 sc0 ls0 ws0">OBJETIVO<span class="_ _e"> </span> <span class="_ _e"> </span>ESTRA<span class="_ _10"></span>TÉGICO<span class="_ _e"> </span> <span class="_ _e"> </span>07<span class="_ _3"></span><span class="ff2"> <span class="_ _11"> </span>–<span class="_ _11"> </span> Assegurar<span class="_ _e"> </span> <span class="_ _e"> </span>o<span class="_ _e"> </span> <span class="_ _f"> </span>T<span class="_ _5"></span>ratamento<span class="_ _e"> </span> <span class="_ _6"> </span>Adequado<span class="_ _e"> </span> <span class="_ _e"> </span>dos<span class="_ _e"> </span> <span class="_ _e"> </span>Conflitos</span></div><div class="t m0 x1 h2 y26 ff2 fs0 fc0 sc0 ls0 ws0">T<span class="_ _5"></span>rabalhistas.</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"><div class="t m0 x1 h1 y0 ff1 fs0 fc0 sc0 ls0 ws0">Responsável:<span class="ff2"> Secretaria-Geral Judiciária e <span class="_ _2"></span>Assessoria de Gestão Estratégica.</span></div><div class="t m0 x1 h2 y27 ff2 fs0 fc0 sc0 ls0 ws0">Indicador 16 – Índice de Conciliação ((Meta 3 / CNJ);</div><div class="t m0 x1 h2 y1 ff2 fs0 fc0 sc0 ls0 ws0">Indicador 17 - Índice de Conciliaçã<span class="_ _4"></span>o no 2º Grau.</div><div class="t m0 x1 h1 y4 ff1 fs0 fc0 sc0 ls0 ws0">OBJETIVO<span class="_ _3"></span> <span class="_ _c"></span>EST<span class="_ _4"></span>RA<span class="_ _2"></span>TÉGICO<span class="_ _c"></span> 08<span class="_ _3"></span><span class="ff2"> <span class="_ _d"></span>–<span class="_ _c"></span> Incrementar<span class="_ _c"></span> <span class="_ _3"></span>Modelo<span class="_ _3"></span> <span class="_ _c"></span>de<span class="_ _3"></span> <span class="_ _3"></span>Gestão<span class="_ _c"></span> <span class="_ _3"></span>de<span class="_ _3"></span> <span class="_ _c"></span>Pessoas<span class="_ _3"></span> <span class="_ _3"></span>em<span class="_ _c"></span> <span class="_ _3"></span>Âmbito</span></div><div class="t m0 x1 h2 y5 ff2 fs0 fc0 sc0 ls0 ws0">Nacional.</div><div class="t m0 x1 h1 y28 ff1 fs0 fc0 sc0 ls0 ws0">Responsável:<span class="ff2"> Secretaria de Gestão de Pessoas e Pag<span class="_ _4"></span>amento de Pessoal.</span></div><div class="t m0 x1 h2 y29 ff2 fs0 fc0 sc0 ls0 ws0">Indicador 18 – Índice de Promoção da Saúde de Magistrados e Servidores – IPS<span class="_ _4"></span>MS (Meta</div><div class="t m0 x1 h2 y6 ff2 fs0 fc0 sc0 ls0 ws0">10 / CNJ);</div><div class="t m0 x1 h2 y7 ff2 fs0 fc0 sc0 ls0 ws0">Indicador 19 - Índice de Impacto dos eve<span class="_ _4"></span>ntos de capacitação promovidos pe<span class="_ _4"></span>lo TR<span class="_ _5"></span>T (IIEC);</div><div class="t m0 x1 h2 y8 ff2 fs0 fc0 sc0 ls0 ws0">Indicador 20 - Índice de Clima Organ<span class="_ _4"></span>izacional (ICO);</div><div class="t m0 x1 h2 y9 ff2 fs0 fc0 sc0 ls0 ws0">Indicador 21 - Índice Mínimo de Capac<span class="_ _4"></span>itação dos Servidores em Competências (IMCS<span class="_ _4"></span>C).</div><div class="t m0 x1 h1 y2a ff1 fs0 fc0 sc0 ls0 ws0">OBJETIVO<span class="_ _e"> </span> <span class="_ _e"> </span>ESTRA<span class="_ _2"></span>TÉGICO<span class="_ _e"> </span> <span class="_ _e"> </span>0<span class="_ _3"></span>9<span class="ff2"> <span class="_ _12"> </span>–<span class="_ _11"> </span> Aprimorar<span class="_ _e"> </span> <span class="_ _13"> </span>a<span class="_ _e"> </span> <span class="_ _e"> </span>Governança<span class="_ _e"> </span> <span class="_ _e"> </span>de<span class="_ _13"> </span> <span class="_ _e"> </span>TIC<span class="_ _e"> </span> <span class="_ _e"> </span>(T<span class="_ _10"></span>ecnologia<span class="_ _e"> </span> <span class="_ _e"> </span>da</span></div><div class="t m0 x1 h2 y2b ff2 fs0 fc0 sc0 ls0 ws0">Informação e Comunicação) e a Prot<span class="_ _4"></span>eção de Dados.</div><div class="t m0 x1 h1 yc ff1 fs0 fc0 sc0 ls0 ws0">Responsável:<span class="ff2"> Secretaria de <span class="_ _4"></span>T<span class="_ _10"></span>ecnologia da Informação e C<span class="_ _4"></span>omunicação</span></div><div class="t m0 x1 h2 yd ff2 fs0 fc0 sc0 ls0 ws0">Indicador 22 – Índice de Processos Judiciais Eletrônicos – IPJE (Met<span class="_ _4"></span>a 1<span class="_ _2"></span>1 / CNJ)</div><div class="t m0 x1 h2 ye ff2 fs0 fc0 sc0 ls0 ws0">Indicador 23 - Índice de Satisfaçã<span class="_ _4"></span>o com os sistemas de <span class="_ _5"></span>TIC<span class="_ _3"></span> (ISTIC);</div><div class="t m0 x1 h2 yf ff2 fs0 fc0 sc0 ls0 ws0">Indicador 24 – Igov <span class="_ _5"></span>TIC-JUD.</div><div class="t m0 x1 h1 y12 ff1 fs0 fc0 sc0 ls0 ws0">OBJETIVO ESTRA<span class="_ _2"></span>TÉGICO 10<span class="ff2"> – Aperfeiçoar a Gestão Orçamentária e Financeira</span></div><div class="t m0 x1 h1 y2c ff1 fs0 fc0 sc0 ls0 ws0">Responsável:<span class="ff2"> Secretaria de Planejamento e Finanças.</span></div><div class="t m0 x1 h2 y2d ff2 fs0 fc0 sc0 ls0 ws0">Indicador 25 – Índice de Execução das Dotações para Despesas Discricionár<span class="_ _4"></span>ias (IEDD).</div><div class="t m0 x1 h1 y15 ff1 fs0 fc0 sc0 ls0 ws0">OBJETIVO<span class="_ _3"></span> <span class="_ _3"></span>ESTRA<span class="_ _2"></span>TÉGICO<span class="_ _c"></span> <span class="_ _3"></span>1<span class="_ _5"></span>1<span class="ff2"> <span class="_ _c"></span>–<span class="_ _c"></span> Consolidar<span class="_ _3"></span> <span class="_ _3"></span>uma<span class="_ _3"></span> <span class="_ _c"></span>Política <span class="_ _c"></span>de <span class="_ _c"></span>Inovaçã<span class="_ _4"></span>o<span class="_ _3"></span> <span class="_ _3"></span>para<span class="_ _c"></span> a<span class="_ _c"></span> Superação</span></div><div class="t m0 x1 h2 y16 ff2 fs0 fc0 sc0 ls0 ws0">de Desafios Institucionais.</div><div class="t m0 x1 h1 y17 ff1 fs0 fc0 sc0 ls0 ws0">Responsável:<span class="ff2"> Comitê Gestor Regional do Programa de I<span class="_ _4"></span>novação – CGPI.</span></div><div class="t m0 x1 h2 y2e ff2 fs0 fc0 sc0 ls0 ws0">Indicador<span class="_ _d"></span> <span class="_ _d"></span>26<span class="_ _d"></span> <span class="_ _7"></span>–<span class="_ _d"></span> <span class="_ _d"></span>Quantidade<span class="_ _d"></span> <span class="_ _d"></span>de<span class="_ _7"></span> <span class="_ _d"></span>eventos<span class="_ _d"></span> <span class="_ _d"></span>(cursos,<span class="_ _d"></span> <span class="_ _d"></span>oficinas,<span class="_ _7"></span> <span class="_ _c"></span>wo<span class="_ _3"></span>rkshops)<span class="_ _d"></span> <span class="_ _d"></span>realizados<span class="_ _d"></span> <span class="_ _d"></span>para<span class="_ _7"></span> <span class="_ _d"></span>a</div><div class="t m0 x1 h2 y2f ff2 fs0 fc0 sc0 ls0 ws0">discussão de temas relacionados à in<span class="_ _4"></span>ovação;</div><div class="t m0 x1 h2 y18 ff2 fs0 fc0 sc0 ls0 ws0">Indicador 27 – Quantidade de soluções de in<span class="_ _4"></span>ovação implementadas na rotina do <span class="_ _5"></span>T<span class="_ _5"></span>ribunal.</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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Ferramentas Pessoais

Anexo I Ato TRT 48/2022

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Ações do documento
