Ata 1ª RAE 2023

HTML
Ata RAE 001_ 2023 - assinada LM.html — HTML, 719Kb
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<!DOCTYPE html>
<!-- Created by pdf2htmlEX (https://github.com/coolwanglu/pdf2htmlex) -->
<html xmlns="http://www.w3.org/1999/xhtml">
<head>
<meta charset="utf-8"/>
<meta name="generator" content="pdf2htmlEX"/>
<meta http-equiv="X-UA-Compatible" content="IE=edge,chrome=1"/>
<style type="text/css">
/*! 
 * Base CSS for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
 */#sidebar{position:absolute;top:0;left:0;bottom:0;width:250px;padding:0;margin:0;overflow:auto}#page-container{position:absolute;top:0;left:0;margin:0;padding:0;border:0}@media screen{#sidebar.opened+#page-container{left:250px}#page-container{bottom:0;right:0;overflow:auto}.loading-indicator{display:none}.loading-indicator.active{display:block;position:absolute;width:64px;height:64px;top:50%;left:50%;margin-top:-32px;margin-left:-32px}.loading-indicator img{position:absolute;top:0;left:0;bottom:0;right:0}}@media print{@page{margin:0}html{margin:0}body{margin:0;-webkit-print-color-adjust:exact}#sidebar{display:none}#page-container{width:auto;height:auto;overflow:visible;background-color:transparent}.d{display:none}}.pf{position:relative;background-color:white;overflow:hidden;margin:0;border:0}.pc{position:absolute;border:0;padding:0;margin:0;top:0;left:0;width:100%;height:100%;overflow:hidden;display:block;transform-origin:0 0;-ms-transform-origin:0 0;-webkit-transform-origin:0 0}.pc.opened{display:block}.bf{position:absolute;border:0;margin:0;top:0;bottom:0;width:100%;height:100%;-ms-user-select:none;-moz-user-select:none;-webkit-user-select:none;user-select:none}.bi{position:absolute;border:0;margin:0;-ms-user-select:none;-moz-user-select:none;-webkit-user-select:none;user-select:none}@media print{.pf{margin:0;box-shadow:none;page-break-after:always;page-break-inside:avoid}@-moz-document url-prefix(){.pf{overflow:visible;border:1px solid #fff}.pc{overflow:visible}}}.c{position:absolute;border:0;padding:0;margin:0;overflow:hidden;display:block}.t{position:absolute;white-space:pre;font-size:1px;transform-origin:0 100%;-ms-transform-origin:0 100%;-webkit-transform-origin:0 100%;unicode-bidi:bidi-override;-moz-font-feature-settings:"liga" 0}.t:after{content:''}.t:before{content:'';display:inline-block}.t span{position:relative;unicode-bidi:bidi-override}._{display:inline-block;color:transparent;z-index:-1}::selection{background:rgba(127,255,255,0.4)}::-moz-selection{background:rgba(127,255,255,0.4)}.pi{display:none}.d{position:absolute;transform-origin:0 100%;-ms-transform-origin:0 100%;-webkit-transform-origin:0 100%}.it{border:0;background-color:rgba(255,255,255,0.0)}.ir:hover{cursor:pointer}</style>
<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
 */@keyframes fadein{from{opacity:0}to{opacity:1}}@-webkit-keyframes fadein{from{opacity:0}to{opacity:1}}@keyframes swing{0{transform:rotate(0)}10%{transform:rotate(0)}90%{transform:rotate(720deg)}100%{transform:rotate(720deg)}}@-webkit-keyframes swing{0{-webkit-transform:rotate(0)}10%{-webkit-transform:rotate(0)}90%{-webkit-transform:rotate(720deg)}100%{-webkit-transform:rotate(720deg)}}@media screen{#sidebar{background-color:#2f3236;background-image:url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSI0IiBoZWlnaHQ9IjQiPgo8cmVjdCB3aWR0aD0iNCIgaGVpZ2h0PSI0IiBmaWxsPSIjNDAzYzNmIj48L3JlY3Q+CjxwYXRoIGQ9Ik0wIDBMNCA0Wk00IDBMMCA0WiIgc3Ryb2tlLXdpZHRoPSIxIiBzdHJva2U9IiMxZTI5MmQiPjwvcGF0aD4KPC9zdmc+")}#outline{font-family:Georgia,Times,"Times New Roman",serif;font-size:13px;margin:2em 1em}#outline ul{padding:0}#outline li{list-style-type:none;margin:1em 0}#outline li>ul{margin-left:1em}#outline a,#outline a:visited,#outline a:hover,#outline a:active{line-height:1.2;color:#e8e8e8;text-overflow:ellipsis;white-space:nowrap;text-decoration:none;display:block;overflow:hidden;outline:0}#outline a:hover{color:#0cf}#page-container{background-color:#9e9e9e;background-image:url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSI1IiBoZWlnaHQ9IjUiPgo8cmVjdCB3aWR0aD0iNSIgaGVpZ2h0PSI1IiBmaWxsPSIjOWU5ZTllIj48L3JlY3Q+CjxwYXRoIGQ9Ik0wIDVMNSAwWk02IDRMNCA2Wk0tMSAxTDEgLTFaIiBzdHJva2U9IiM4ODgiIHN0cm9rZS13aWR0aD0iMSI+PC9wYXRoPgo8L3N2Zz4=");-webkit-transition:left 500ms;transition:left 500ms}.pf{margin:13px auto;box-shadow:1px 1px 3px 1px #333;border-collapse:separate}.pc.opened{-webkit-animation:fadein 100ms;animation:fadein 100ms}.loading-indicator.active{-webkit-animation:swing 1.5s ease-in-out .01s infinite alternate none;animation:swing 1.5s ease-in-out .01s infinite alternate none}.checked{background:no-repeat url(data:image/png;base64,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)}}</style>
<style type="text/css">
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(function(){/*
 pdf2htmlEX.js: Core UI functions for pdf2htmlEX 
 Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> and other contributors 
 https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE 
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"/><div class="c x1 y1 w1 h2"><div class="t m0 x2 h3 y2 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _0"></span>TRIB<span class="_ _1"></span>UNAL REGION<span class="_ _1"></span>AL DO TRABALHO D<span class="_ _2"></span>A 13ª REGIÃO </div><div class="t m0 x3 h4 y3 ff2 fs0 fc0 sc0 ls0 ws0"> <span class="_ _3"></span>SECRETARIA DE GOVERNANÇA E GESTÃO ESTRATÉGICA </div><div class="t m0 x4 h4 y4 ff2 fs0 fc0 sc0 ls0 ws0"> <span class="_ _3"></span>PEI 2021-2026 </div><div class="t m0 x5 h5 y5 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _4"></span>Reunião de Análise da Estratégica – RAE 001/2023 </div></div><div class="c x0 y6 w2 h6"><div class="t m0 x6 h7 y7 ff4 fs2 fc0 sc0 ls0 ws0"> <span class="_ _3"></span>Identificação da Reunião </div></div><div class="c x7 y8 w3 h8"><div class="t m0 x7 h9 y9 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Data </div></div><div class="c x8 ya w4 ha"><div class="t m0 x9 h9 y9 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Horário </div></div><div class="c xa ya w5 ha"><div class="t m0 x9 h9 y9 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Local </div></div><div class="c xb ya w6 ha"><div class="t m0 x9 h9 y9 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Coordenador da reunião </div></div><div class="c x7 yb w3 hb"><div class="t m0 xc hc yc ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>31/03/2023 </div><div class="t m0 xd hc yd ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>(João Pessoa/PB) </div></div><div class="c x8 ye w7 hd"><div class="t m0 x9 hc yf ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Início </div></div><div class="c xe ye w8 hd"><div class="t m0 xf hc yf ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>14h00 </div></div><div class="c x10 ye w9 hd"><div class="t m0 x9 hc yf ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Término </div></div><div class="c x11 ye wa hd"><div class="t m0 xf hc yf ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>15h00 </div></div><div class="c xa y10 w5 he"><div class="t m0 x9 hc y11 ff5 fs3 fc2 sc0 ls0 ws0"> <span class="_ _5"></span>Reunião T<span class="_ _6"></span>elepresencial </div><div class="t m0 x9 hc yd ff5 fs3 fc2 sc0 ls0 ws0"> <span class="_ _5"></span>Plataforma Google Meet </div></div><div class="c xb y12 w6 hf"><div class="t m0 x9 h9 y13 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Thiago de Oliveira </div><div class="t m0 x9 h9 y14 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Andrade </div><div class="t m0 x9 hc y15 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Desembargador Presidente </div></div><div class="c x0 y6 w2 h6"><div class="t m0 x12 h7 y16 ff4 fs2 fc0 sc0 ls0 ws0"> <span class="_ _3"></span>Objetivos da Reunião </div><div class="t m0 x13 hc y17 ff6 fs4 fc0 sc0 ls0 ws0"> <span class="_ _4"></span>a. <span class="_ _7"> </span><span class="ff5 fs3 fc2"> <span class="_ _5"></span>Acompanhamento do Planejamento Estratégico Institucional (ciclo 2021-2026) </span></div><div class="t m0 x13 hc y18 ff6 fs4 fc0 sc0 ls0 ws0"> <span class="_ _4"></span>b. <span class="_ _8"> </span><span class="ff5 fs3"> <span class="_ _5"></span>Identificar possíveis necessidades de realinhamentos e ajustes; </span></div><div class="t m0 x13 hc y19 ff6 fs4 fc0 sc0 ls0 ws0"> <span class="_ _4"></span>c. <span class="_ _9"> </span><span class="ff5 fs3 fc2"> <span class="_ _5"></span>Antecipar estratégias de atuação para o alcance dos objetivos estratégicos. </span></div><div class="t m0 x13 h7 y1a ff4 fs2 fc0 sc0 ls0 ws0"> <span class="_ _3"></span>1. <span class="_ _a"> </span> <span class="_ _3"></span>Participantes </div></div><div class="c x7 y1b wb h10"><div class="t m0 x14 h9 y1c ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Nome </div></div><div class="c x15 y1b wc h10"><div class="t m0 x16 h9 y1c ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Lotação </div></div><div class="c x17 y1b wd h10"><div class="t m0 x14 h9 y1c ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Cargo </div></div><div class="c x7 y1d wb h10"><div class="t m0 x9 hc y1c ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Des. Thiago de Oliveira Andrade </div></div><div class="c x15 y1d wc h10"><div class="t m0 xc hc y1c ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Presidência </div></div><div class="c x17 y1d wd h10"><div class="t m0 x13 hc y1c ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Desembargador Presidente </div></div><div class="c x7 y1e wb h10"><div class="t m0 x9 hc y1c ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Des. Herminegilda Leite Machado </div></div><div class="c x15 y1e wc h10"><div class="t m0 x18 hc y1c ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>GDHM </div></div><div class="c x17 y1e wd h10"><div class="t m0 x5 hc y1c ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Ouvidora da Mulher </div></div><div class="c x7 y1f wb h10"><div class="t m0 x9 hc y20 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Juiz Lindinaldo Silva Marinho </div></div><div class="c x15 y1f wc h10"><div class="t m0 x19 hc y20 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>JAP </div></div><div class="c x17 y1f wd h10"><div class="t m0 x13 hc y20 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Juiz Auxiliar da Presidência </div></div><div class="c x7 y21 wb h10"><div class="t m0 x9 hc y20 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Juiz Alexandre Roque Pinto </div></div><div class="c x15 y21 wc h10"><div class="t m0 x19 hc y20 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>JAC </div></div><div class="c x17 y22 wd h11"><div class="t m0 x1a hc y23 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Juiz Auxiliar da Vice-Presidência e </div><div class="t m0 x1b hc y20 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Corregedoria </div></div><div class="c x7 y24 wb h10"><div class="t m0 x9 hc y25 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Hyderlandson Coelho da Costa </div></div><div class="c x15 y24 wc h10"><div class="t m0 x7 hc y25 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>SGP </div></div><div class="c x17 y24 wd h10"><div class="t m0 x1c hc y25 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Secretário-Geral da Presidência </div></div><div class="c x7 y26 wb h10"><div class="t m0 x9 hc y25 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Renan Cartaxo Marques Duarte </div></div><div class="c x15 y26 wc h10"><div class="t m0 x1a hc y25 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>SEGEJUD </div></div><div class="c x17 y26 wd h10"><div class="t m0 x1d hc y25 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Secretário-Geral Judiciário </div></div><div class="c x7 y27 wb h10"><div class="t m0 x9 hc y25 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Simone Farias Perrusi </div></div><div class="c x15 y27 wc h10"><div class="t m0 x7 hc y25 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>GDG </div></div><div class="c x17 y27 wd h10"><div class="t m0 x19 hc y25 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Diretora-Geral da Secretaria </div></div><div class="c x7 y28 wb h10"><div class="t m0 x9 hc y25 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Max Frederico Feitosa Guedes Pereira </div></div><div class="c x15 y28 wc h10"><div class="t m0 x1a hc y25 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>SEGGEST </div></div><div class="c x17 y29 wd h11"><div class="t m0 x1e hc y2a ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Secretário de Governança e Gestão </div><div class="t m0 x1f hc y25 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Estratégia </div></div><div class="c x7 y2b wb h10"><div class="t m0 x9 hc y2c ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Luiza Lúcia de Farias Aires Leal </div></div><div class="c x15 y2b wc h10"><div class="t m0 x1a hc y2c ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>SEGGEST </div></div><div class="c x17 y2b wd h10"><div class="t m0 x2 hc y2c ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Chefe da Seção de Gestão de Processos </div></div><div class="c x7 y2d wb h10"><div class="t m0 x9 hc y2c ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Rodolpho de Almeida Eloy </div></div><div class="c x15 y2d wc h10"><div class="t m0 x1a hc y2c ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>SEGGEST </div></div><div class="c x17 y2d wd h10"><div class="t m0 x20 hc y2c ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Chefe da Seção de Gestão de Riscos </div></div><div class="c x0 y6 w2 h6"><div class="t m0 x13 h7 y2e ff4 fs2 fc0 sc0 ls0 ws0"> <span class="_ _3"></span>2. <span class="_ _a"> </span> <span class="_ _3"></span>Discussão da Pauta </div></div><div class="c x7 y2f we h10"><div class="t m0 x21 h9 y30 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Assunto </div></div><div class="c x22 y2f wf h10"><div class="t m0 x23 h9 y30 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Responsável </div></div><div class="c x7 y31 w10 h10"><div class="t m0 x0 hc y32 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>a. </div></div><div class="c x24 y33 w11 h12"><div class="t m0 x0 h9 y34 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Abertura da reunião <span class="_ _5"></span><span class="ff5"> <span class="_ _5"></span>. </span></div><div class="t m0 x0 hc y35 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>-O <span class="_ _b"> </span> <span class="_ _5"></span>Presidente <span class="_ _b"> </span> <span class="_ _5"></span>do <span class="_ _c"></span> <span class="_ _5"></span>T<span class="_ _1"></span>ribunal, <span class="_ _c"></span> <span class="_ _5"></span>Des. <span class="_ _c"></span> <span class="_ _5"></span>Thiago <span class="_ _c"></span> <span class="_ _5"></span>de <span class="_ _c"></span> <span class="_ _5"></span>Oliveira <span class="_ _c"></span> <span class="_ _5"></span>Andrade, <span class="_ _c"></span> <span class="_ _5"></span>abriu <span class="_ _c"></span> <span class="_ _5"></span>a <span class="_ _c"></span> <span class="_ _5"></span>reunião, <span class="_ _c"></span> <span class="_ _5"></span>dando <span class="_ _c"></span> <span class="_ _5"></span>as <span class="_ _c"></span> <span class="_ _5"></span>boas </div><div class="t m0 x0 hc y36 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>vindas <span class="_ _c"></span> <span class="_ _5"></span>aos <span class="_ _c"></span> <span class="_ _5"></span>presentes, <span class="_ _c"></span> <span class="_ _5"></span>e <span class="_ _c"></span> <span class="_ _5"></span>em <span class="_ _c"></span> <span class="_ _5"></span>seguida <span class="_ _c"></span> <span class="_ _5"></span>passou <span class="_ _c"></span> <span class="_ _5"></span>a <span class="_ _c"></span> <span class="_ _5"></span>palavra  <span class="_ _5"></span>à  <span class="_ _5"></span>Max  <span class="_ _5"></span>Frederico  <span class="_ _5"></span>Feitosa,  <span class="_ _5"></span>Secretário  <span class="_ _5"></span>de </div><div class="t m0 x0 hc y37 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Governança e Gestão Estratégica, para dar continuidade à parte técnica da reunião; </div><div class="t m0 x0 hc y38 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>-   <span class="_ _5"></span>Max <span class="_ _d"> </span> <span class="_ _5"></span>Feitosa   <span class="_ _5"></span>fez <span class="_ _d"> </span> <span class="_ _5"></span>uma   <span class="_ _5"></span>apresentação <span class="_ _d"> </span> <span class="_ _5"></span>onde   <span class="_ _5"></span>expôs, <span class="_ _e"> </span> <span class="_ _5"></span>em <span class="_ _e"> </span> <span class="_ _4"></span>primeiro <span class="_ _e"> </span> <span class="_ _5"></span>lugar<span class="_ _2"></span>, <span class="_ _e"> </span> <span class="_ _5"></span>as <span class="_ _f"> </span> <span class="_ _5"></span>justificativas <span class="_ _f"> </span> <span class="_ _5"></span>da </div><div class="t m0 x0 hc y39 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>presente <span class="_ _10"> </span> <span class="_ _5"></span>reunião <span class="_ _10"> </span> <span class="_ _5"></span>de <span class="_ _10"> </span> <span class="_ _5"></span>análise <span class="_ _10"> </span> <span class="_ _5"></span>da   <span class="_ _5"></span>estratégia <span class="_ _d"> </span> <span class="_ _5"></span>(RAE),   <span class="_ _5"></span>lastreada <span class="_ _d"> </span> <span class="_ _5"></span>no   <span class="_ _5"></span>art. <span class="_ _d"> </span> <span class="_ _5"></span>9º   <span class="_ _5"></span>da <span class="_ _d"> </span> <span class="_ _5"></span>Res.   <span class="_ _5"></span>CNJ <span class="_ _d"> </span> <span class="_ _5"></span>nº </div><div class="t m0 x0 hc y3a ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>325/2020, <span class="_ _b"> </span> <span class="_ _5"></span>no <span class="_ _b"> </span> <span class="_ _5"></span>art. <span class="_ _b"> </span> <span class="_ _5"></span>41, <span class="_ _b"> </span> <span class="_ _5"></span>inciso <span class="_ _b"> </span> <span class="_ _5"></span>II, <span class="_ _b"> </span> <span class="_ _5"></span>da <span class="_ _b"> </span> <span class="_ _5"></span>Res. <span class="_ _b"> </span> <span class="_ _5"></span>CSJT <span class="_ _b"> </span> <span class="_ _5"></span>Nº <span class="_ _b"> </span> <span class="_ _5"></span>259/2020 <span class="_ _b"> </span> <span class="_ _5"></span>e <span class="_ _b"> </span> <span class="_ _5"></span>no <span class="_ _b"> </span> <span class="_ _5"></span>art. <span class="_ _b"> </span> <span class="_ _5"></span>9º, <span class="_ _c"></span> <span class="_ _5"></span>II, <span class="_ _c"></span> <span class="_ _5"></span>da <span class="_ _c"></span> <span class="_ _5"></span>RA <span class="_ _c"></span><span class="fc3"> <span class="_ _5"></span>TRT13 <span class="_ _c"></span> <span class="_ _5"></span>nº </span></div><div class="t m0 x0 hc y3b ff5 fs3 fc3 sc0 ls0 ws0"> <span class="_ _5"></span>036/2021, como também na Portaria CNJ 170 de 2022 – Prêmio CNJ de Qualidade; </div><div class="t m0 x0 hc y3c ff5 fs3 fc3 sc0 ls0 ws0"> <span class="_ _5"></span>- <span class="_ _c"></span> <span class="_ _5"></span>O <span class="_ _c"></span> <span class="_ _5"></span>Juiz <span class="_ _c"></span> <span class="_ _5"></span>Alexandre <span class="_ _c"></span> <span class="_ _5"></span>Roque <span class="_ _c"></span> <span class="_ _5"></span>Pinto, <span class="_ _c"></span> <span class="_ _5"></span>pediu <span class="_ _c"></span> <span class="_ _5"></span>a <span class="_ _c"></span> <span class="_ _5"></span>palavra <span class="_ _c"></span> <span class="_ _5"></span>para <span class="_ _c"></span> <span class="_ _5"></span>justificar <span class="_ _c"></span> <span class="_ _5"></span>a  <span class="_ _5"></span>ausência  <span class="_ _5"></span>da  <span class="_ _5"></span>Des.  <span class="_ _5"></span>Margarida </div><div class="t m0 x0 hc y3d ff5 fs3 fc3 sc0 ls0 ws0"> <span class="_ _5"></span>Alves,   <span class="_ _5"></span>Vice-Presidente <span class="_ _d"> </span> <span class="_ _5"></span>e   <span class="_ _5"></span>Corregedora <span class="_ _d"> </span> <span class="_ _5"></span>deste   <span class="_ _5"></span>Regional, <span class="_ _f"> </span> <span class="_ _5"></span>ao <span class="_ _f"> </span> <span class="_ _5"></span>tempo <span class="_ _e"> </span> <span class="_ _5"></span>em <span class="_ _f"> </span> <span class="_ _5"></span>que <span class="_ _f"> </span> <span class="_ _5"></span>registrou <span class="_ _f"> </span> <span class="_ _5"></span>a <span class="_ _e"> </span> <span class="_ _5"></span>sua </div><div class="t m0 x0 hc y3e ff5 fs3 fc3 sc0 ls0 ws0"> <span class="_ _5"></span>presença na qualidade de representante da desembargadora; </div><div class="t m0 x0 hc y3f ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>- <span class="_ _b"> </span> <span class="_ _5"></span>Em <span class="_ _b"> </span> <span class="_ _5"></span>seguida, <span class="_ _b"> </span> <span class="_ _5"></span>Max <span class="_ _b"> </span> <span class="_ _5"></span>Feitosa <span class="_ _b"> </span> <span class="_ _5"></span>apresentou <span class="_ _b"> </span> <span class="_ _5"></span>o <span class="_ _b"> </span> <span class="_ _5"></span>Mapa <span class="_ _b"> </span> <span class="_ _5"></span>Estratégico <span class="_ _b"> </span> <span class="_ _5"></span>do <span class="_ _b"> </span> <span class="_ _5"></span>PEI <span class="_ _c"></span> <span class="_ _5"></span>2021-2026, <span class="_ _c"></span> <span class="_ _5"></span>por <span class="_ _c"></span> <span class="_ _5"></span>meio <span class="_ _c"></span> <span class="_ _5"></span>de </div><div class="t m0 x0 hc y40 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>plataforma <span class="_ _f"> </span> <span class="_ _5"></span>BI, <span class="_ _f"> </span> <span class="_ _5"></span>visitando <span class="_ _f"> </span> <span class="_ _5"></span>cada <span class="_ _e"> </span> <span class="_ _5"></span>objetivo <span class="_ _f"> </span> <span class="_ _5"></span>estratégico <span class="_ _f"> </span> <span class="_ _5"></span>e <span class="_ _f"> </span> <span class="_ _5"></span>seus <span class="_ _b"> </span> <span class="_ _5"></span>respectivos <span class="_ _b"> </span> <span class="_ _5"></span>indicadores <span class="_ _b"> </span> <span class="_ _5"></span>e <span class="_ _b"> </span> <span class="_ _5"></span>metas, </div><div class="t m0 x0 hc y41 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>situação   <span class="_ _5"></span>em <span class="_ _d"> </span> <span class="_ _5"></span>30/03/2023,   <span class="_ _5"></span>com <span class="_ _d"> </span> <span class="_ _5"></span>vistas   <span class="_ _5"></span>à <span class="_ _d"> </span> <span class="_ _5"></span>análise   <span class="_ _5"></span>e <span class="_ _d"> </span> <span class="_ _5"></span>deliberação   <span class="_ _5"></span>do <span class="_ _d"> </span> <span class="_ _5"></span>Comitê   <span class="_ _5"></span>de <span class="_ _d"> </span> <span class="_ _5"></span>Governança </div><div class="t m0 x0 hc y42 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Institucional, presente na reunião: </div></div><div class="c x22 y33 wf h12"><div class="t m0 x0 hc y43 ff5 fs3 fc0 sc0 ls0 ws0">Desembargador </div><div class="t m0 x0 hc y3b ff5 fs3 fc0 sc0 ls0 ws0">Presidente </div><div class="t m0 x0 hc y3c ff5 fs3 fc0 sc0 ls0 ws0">Thiago <span class="_ _c"></span> <span class="_ _5"></span>Andrade </div><div class="t m0 x0 hc y3d ff5 fs3 fc0 sc0 ls0 ws0">/ <span class="_ _b"> </span> <span class="_ _5"></span>Max <span class="_ _c"></span> <span class="_ _5"></span>Frederico </div><div class="t m0 x0 hc y44 ff5 fs3 fc0 sc0 ls0 ws0">Feitosa <span class="_ _c"></span> <span class="_ _5"></span>Guedes </div><div class="t m0 x0 hc y45 ff5 fs3 fc0 sc0 ls0 ws0">Pereira. </div></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 x0 y0 w0 h1" alt="" 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"/><div class="c x1 y1 w1 h2"><div class="t m0 x2 h3 y2 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _0"></span>TRIB<span class="_ _1"></span>UNAL REGION<span class="_ _1"></span>AL DO TRABALHO D<span class="_ _2"></span>A 13ª REGIÃO </div><div class="t m0 x3 h4 y3 ff2 fs0 fc0 sc0 ls0 ws0"> <span class="_ _3"></span>SECRETARIA DE GOVERNANÇA E GESTÃO ESTRATÉGICA </div><div class="t m0 x4 h4 y4 ff2 fs0 fc0 sc0 ls0 ws0"> <span class="_ _3"></span>PEI 2021-2026 </div><div class="t m0 x5 h5 y5 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _4"></span>Reunião de Análise da Estratégica – RAE 001/2023 </div></div><div class="c x7 y46 w10 h10"><div class="t m0 x0 hc y47 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>b. </div></div><div class="c x24 y48 w11 h13"><div class="t m0 x0 h9 y49 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Objetivo Estratégico 01 </div><div class="t m0 x0 h9 y4a ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>“Fortalecer a comunicação e as parcerias institucionais.” </div><div class="t m0 x0 h9 y4b ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Indicadores: </div><div class="t m0 x0 h9 y4c ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>-  <span class="_ _5"></span>Índice de Ações Integradas de Comunicação Social  <span class="_ _5"></span>(IAIC): </div><div class="t m0 x0 hc y4d ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Previsto: 100% </div><div class="t m0 x0 hc y4e ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Realizado: 100% </div><div class="t m0 x0 h9 y4f ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>- <span class="ff4"> <span class="_ _5"></span>Índice de satisfação com a comunicação externa: </span></div><div class="t m0 x0 hc y50 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Previsto: Pelo menos 80% </div><div class="t m0 x0 hc y51 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Realizado: 100% </div><div class="t m0 x0 h9 y52 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Índice de satisfação com a comunicação interna: </div><div class="t m0 x0 hc y53 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Previsto: Pelo menos 80% </div><div class="t m0 x0 hc y54 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Realizado: 90% </div><div class="t m0 x0 hc y55 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>(Resultados da última pesquisa realizada em 2022) </div><div class="t m0 x0 h9 y56 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Deliberação do Comitê: </div><div class="t m0 x0 hc y57 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>- Sem deliberação. </div></div><div class="c x22 y58 wf h11"><div class="t m0 x0 hc y59 ff5 fs3 fc0 sc0 ls0 ws0">Max <span class="_ _11"> </span> <span class="_ _5"></span>Frederico </div><div class="t m0 x0 hc y47 ff5 fs3 fc0 sc0 ls0 ws0">- SEGGEST </div></div><div class="c x7 y5a w10 h10"><div class="t m0 x0 hc y5b ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>c. </div></div><div class="c x24 y5c w11 h14"><div class="t m0 x0 h9 y5d ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Objetivo Estratégico 02 </div><div class="t m0 x0 h9 y5e ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>“Promover o trabalho decente e a sustentabilidade.” </div><div class="t m0 x0 h9 y5f ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Indicadores: </div><div class="t m0 x0 h9 y60 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>-   <span class="_ _5"></span>Implantar<span class="_ _1"></span>,   <span class="_ _5"></span>no <span class="_ _d"> </span> <span class="_ _5"></span>ano   <span class="_ _5"></span>de <span class="_ _d"> </span> <span class="_ _5"></span>2023,   <span class="_ _5"></span>um <span class="_ _d"> </span> <span class="_ _5"></span>projeto   <span class="_ _5"></span>oriundo <span class="_ _d"> </span> <span class="_ _5"></span>do   <span class="_ _5"></span>laboratório <span class="_ _d"> </span> <span class="_ _5"></span>de   <span class="_ _5"></span>inovação, <span class="_ _e"> </span> <span class="_ _5"></span>com </div><div class="t m0 x0 h9 y61 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>avaliação de benefícios à sociedade e relacionado à Agenda 2030 (Meta 9 – CNJ): </div><div class="t m0 x0 hc y62 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Previsto: 1 </div><div class="t m0 x0 hc y63 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Realizado: 0 </div><div class="t m0 x0 h9 y64 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>- Percentual de execução do Plano de Logística Sustentável - PLS do TRT13: </div><div class="t m0 x0 hc y65 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Previsto: 86% </div><div class="t m0 x0 hc y66 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Realizado: 76% </div><div class="t m0 x0 h9 y67 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>- Índice de Participação de Mulheres nos Comitês e Comissões do TRT13: </div><div class="t m0 x0 hc y68 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Previsto: Pelo menos 27% </div><div class="t m0 x0 hc y69 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Realizado: 41% </div><div class="t m0 x0 h9 y6a ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>- <span class="_ _b"> </span><span class="ff4"> <span class="_ _5"></span>Índice <span class="_ _b"> </span> <span class="_ _5"></span>de <span class="_ _b"> </span> <span class="_ _5"></span>Participação <span class="_ _b"> </span> <span class="_ _5"></span>de <span class="_ _b"> </span> <span class="_ _5"></span>Mulheres <span class="_ _b"> </span> <span class="_ _5"></span>nos <span class="_ _b"> </span> <span class="_ _5"></span>Cargos <span class="_ _b"> </span> <span class="_ _5"></span>em <span class="_ _b"> </span> <span class="_ _5"></span>Comissão <span class="_ _b"> </span> <span class="_ _5"></span>de <span class="_ _c"></span> <span class="_ _5"></span>Livre <span class="_ _c"></span> <span class="_ _5"></span>Indicação <span class="_ _c"></span> <span class="_ _5"></span>do </span></div><div class="t m0 x0 h9 y6b ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Presidente do TRT13 </div><div class="t m0 x0 hc y6c ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Previsto: Pelo menos 36% </div><div class="t m0 x0 hc y6d ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Realizado: 38% </div><div class="t m0 x0 h9 y4c ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>- <span class="_ _5"></span><span class="ff4"> <span class="_ _5"></span>Quantidade de ações visando o combate ao trabalho  <span class="_ _5"></span>infantil (Meta 1<span class="_ _2"></span>1 - CNJ) <span class="_ _5"></span><span class="ff5"> <span class="_ _5"></span>: </span></span></div><div class="t m0 x0 hc y4d ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Previsto: 1 </div><div class="t m0 x0 hc y4e ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Realizado:0 </div><div class="t m0 x0 h9 y6e ff4 fs3 fc3 sc0 ls0 ws0"> <span class="_ _5"></span>Deliberação: </div><div class="t m0 x0 hc y6f ff5 fs3 fc4 sc0 ls0 ws0"> <span class="_ _5"></span>- <span class="_ _c"></span><span class="fc0"> <span class="_ _5"></span>Inclusão <span class="_ _c"></span> <span class="_ _5"></span>das <span class="_ _c"></span> <span class="_ _5"></span>ações <span class="_ _c"></span> <span class="_ _5"></span>da <span class="_ _c"></span> <span class="_ _5"></span>ASPROS, <span class="_ _c"></span> <span class="_ _5"></span>para <span class="_ _c"></span> <span class="_ _5"></span>atendimento <span class="_ _c"></span> <span class="_ _5"></span>da <span class="_ _c"></span> <span class="_ _5"></span>Meta <span class="_ _c"></span> <span class="_ _5"></span>9  <span class="_ _5"></span>do  <span class="_ _5"></span>CNJ;  <span class="_ _5"></span>TRT  <span class="_ _5"></span>em  <span class="_ _5"></span>Movimento, </span></div><div class="t m0 x0 hc y70 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>criação <span class="_ _c"></span> <span class="_ _5"></span>da <span class="_ _c"></span> <span class="_ _5"></span>ASPROS, <span class="_ _c"></span> <span class="_ _5"></span>desenvolvimento <span class="_ _c"></span> <span class="_ _5"></span>de <span class="_ _c"></span> <span class="_ _5"></span>diário <span class="_ _c"></span> <span class="_ _5"></span>eletrônico <span class="_ _c"></span> <span class="_ _5"></span>em  <span class="_ _5"></span>HMTL,  <span class="_ _5"></span>Hackathon,  <span class="_ _5"></span>EcoLabora, </div><div class="t m0 x0 hc y71 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Jovens <span class="_ _10"> </span> <span class="_ _5"></span>Desembargadoras, <span class="_ _10"> </span> <span class="_ _5"></span>Empodera   <span class="_ _5"></span>13, <span class="_ _d"> </span> <span class="_ _5"></span>Normativos   <span class="_ _5"></span>(maternidade <span class="_ _d"> </span> <span class="_ _5"></span>gentil,   <span class="_ _5"></span>acessibilidade, </div><div class="t m0 x0 hc y72 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>carbono <span class="_ _b"> </span> <span class="_ _5"></span>neutro, <span class="_ _b"> </span> <span class="_ _5"></span>etc), <span class="_ _c"></span> <span class="_ _5"></span>Startup <span class="_ _c"></span> <span class="_ _5"></span>JT <span class="_ _c"></span> <span class="_ _5"></span>PJe <span class="_ _c"></span> <span class="_ _5"></span>Admissibilidade, <span class="_ _c"></span> <span class="_ _5"></span>Startup <span class="_ _c"></span> <span class="_ _5"></span>PJe <span class="_ _c"></span> <span class="_ _5"></span>Corrige <span class="_ _c"></span> <span class="_ _5"></span>e <span class="_ _c"></span> <span class="_ _5"></span>Startup <span class="_ _c"></span> <span class="_ _5"></span>Resumo </div><div class="t m0 x0 hc y56 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Processual Automático; </div><div class="t m0 x0 hc y73 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>- O Comitê do PLS deverá se reunir para rediscutir e redimensionar o PLS: </div></div><div class="c x22 y74 wf h11"><div class="t m0 x0 hc y59 ff5 fs3 fc0 sc0 ls0 ws0">Max <span class="_ _11"> </span> <span class="_ _5"></span>Frederico </div><div class="t m0 x0 hc y5b ff5 fs3 fc0 sc0 ls0 ws0">- SEGGEST </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="c x1 y1 w1 h2"><div class="t m0 x2 h3 y2 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _0"></span>TRIB<span class="_ _1"></span>UNAL REGION<span class="_ _1"></span>AL DO TRABALHO D<span class="_ _2"></span>A 13ª REGIÃO </div><div class="t m0 x3 h4 y3 ff2 fs0 fc0 sc0 ls0 ws0"> <span class="_ _3"></span>SECRETARIA DE GOVERNANÇA E GESTÃO ESTRATÉGICA </div><div class="t m0 x4 h4 y4 ff2 fs0 fc0 sc0 ls0 ws0"> <span class="_ _3"></span>PEI 2021-2026 </div><div class="t m0 x5 h5 y5 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _4"></span>Reunião de Análise da Estratégica – RAE 001/2023 </div></div><div class="c x24 y75 w11 h15"><div class="t m0 x0 hc y76 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>- <span class="_ _f"> </span> <span class="_ _5"></span>Inclusão <span class="_ _b"> </span> <span class="_ _5"></span>das <span class="_ _b"> </span> <span class="_ _5"></span>ações <span class="_ _b"> </span> <span class="_ _5"></span>da <span class="_ _b"> </span> <span class="_ _5"></span>ASPROS, <span class="_ _b"> </span> <span class="_ _5"></span>tais <span class="_ _b"> </span> <span class="_ _5"></span>como <span class="_ _b"> </span> <span class="_ _5"></span>Emprega <span class="_ _b"> </span> <span class="_ _5"></span>Margaridas, <span class="_ _b"> </span> <span class="_ _5"></span>TRT13 <span class="_ _b"> </span> <span class="_ _5"></span>em <span class="_ _b"> </span> <span class="_ _5"></span>Movimento, </div><div class="t m0 x0 hc y59 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Jovens <span class="_ _c"></span> <span class="_ _5"></span>Desembargadoras, <span class="_ _c"></span> <span class="_ _5"></span>E-saber<span class="_ _2"></span>,  <span class="_ _5"></span>Criançar  <span class="_ _5"></span>e  <span class="_ _5"></span>Estímulo  <span class="_ _5"></span>a  <span class="_ _5"></span>aprendizagem  <span class="_ _5"></span>para  <span class="_ _5"></span>atendimento  <span class="_ _5"></span>da </div><div class="t m0 x0 hc y77 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Meta 1<span class="_ _2"></span>1. </div></div><div class="c x7 y78 w10 h10"><div class="t m0 x0 hc y77 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>d. </div></div><div class="c x24 y79 w11 h16"><div class="t m0 x0 h9 y7a ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Objetivo Estratégico 03 </div><div class="t m0 x0 h9 y7b ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>“Fortalecer a governança e a gestão estratégica” </div><div class="t m0 x0 h9 y7c ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Indicadores: </div><div class="t m0 x0 h9 y7d ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>- <span class="_ _b"> </span> <span class="_ _5"></span>Índice <span class="_ _b"> </span> <span class="_ _5"></span>de <span class="_ _b"> </span> <span class="_ _5"></span>processos <span class="_ _b"> </span> <span class="_ _5"></span>de <span class="_ _b"> </span> <span class="_ _5"></span>trabalho <span class="_ _b"> </span> <span class="_ _5"></span>críticos <span class="_ _b"> </span> <span class="_ _5"></span>mapeados <span class="_ _b"> </span> <span class="_ _5"></span>com <span class="_ _b"> </span> <span class="_ _5"></span>identificação <span class="_ _c"></span> <span class="_ _5"></span>dos <span class="_ _c"></span> <span class="_ _5"></span>controles </div><div class="t m0 x0 h9 y7e ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>internos (IPMCI): </div><div class="t m0 x0 hc y7f ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Previsto: 5 processos mapeados </div><div class="t m0 x0 hc y80 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Realizado: 0 processos mapeados </div><div class="t m0 x0 h9 y81 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>- Índice de execução do Plano de Obras </div><div class="t m0 x0 hc y82 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Previsto: 95% </div><div class="t m0 x0 hc y83 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Realizado: 0% </div><div class="t m0 x0 h9 y84 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>- T<span class="_ _2"></span>empo Médio de Licitações Concluídas. </div><div class="t m0 x0 hc y85 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Previsto: 150 dias </div><div class="t m0 x0 hc y86 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Realizado: 154 dias (quanto menor melhor) </div><div class="t m0 x0 h9 y87 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Deliberação: </div><div class="t m0 x0 hc y88 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Sem deliberação. </div></div><div class="c x22 y89 wf h11"><div class="t m0 x0 hc y59 ff5 fs3 fc0 sc0 ls0 ws0">Max <span class="_ _11"> </span> <span class="_ _5"></span>Frederico </div><div class="t m0 x0 hc y8a ff5 fs3 fc0 sc0 ls0 ws0">- SEGGEST </div></div><div class="c x7 y8b w10 h10"><div class="t m0 x0 hc y8a ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>e. </div></div><div class="c x24 y8c w11 h17"><div class="t m0 x0 h9 y8d ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Objetivo Estratégico 04 </div><div class="t m0 x0 h9 y8e ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>“Promover a integridade e a transparência em relação aos atos de gestão praticados.” </div><div class="t m0 x0 h9 y8f ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Indicador: </div><div class="t m0 x0 h9 y90 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>- Índice de Atendimento às deliberações e às recomendações de Auditoria (IADRDA): </div><div class="t m0 x0 hc y91 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Previsto: 50% </div><div class="t m0 x0 hc y92 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Realizado: 55% </div><div class="t m0 x0 h9 y2a ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Deliberação: </div><div class="t m0 x0 hc y25 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Sem deliberação. </div></div><div class="c x22 y93 wf h11"><div class="t m0 x0 hc y59 ff5 fs3 fc0 sc0 ls0 ws0">Max <span class="_ _11"> </span> <span class="_ _5"></span>Frederico </div><div class="t m0 x0 hc y25 ff5 fs3 fc0 sc0 ls0 ws0">- SEGGEST </div></div><div class="c x7 y94 w10 h18"><div class="t m0 x0 hc y1c ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>f. </div></div><div class="c x24 y95 w11 h19"><div class="t m0 x0 h9 y96 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Objetivo Estratégico 05 </div><div class="t m0 x0 h9 y97 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>“Garantir a duração razoável do processo.” </div><div class="t m0 x0 h9 y98 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Indicadores: </div><div class="t m0 x0 h9 y99 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>- Índice de Processos Julgados (Meta 1/CNJ): </div><div class="t m0 x0 hc y9a ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Previsto: 100% </div><div class="t m0 x0 hc y9b ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Realizado: 82,75% </div><div class="t m0 x0 h9 y9c ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>- Índice de Processos Antigos (Meta 2/CNJ): </div><div class="t m0 x0 hc y9d ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Previsto: 93% </div><div class="t m0 x0 hc y9e ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Realizado: 106,58% </div><div class="t m0 x0 h9 y9f ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>- T<span class="_ _2"></span>axa de Congestionamento Líquida, exceto execuções fiscais (Meta 5/CNJ): </div><div class="t m0 x0 hc ya0 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Previsto: 34%% </div><div class="t m0 x0 hc ya1 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Realizado: 52,63% (quanto menor melhor) </div><div class="t m0 x0 h9 ya2 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>- <span class="_ _b"> </span> <span class="_ _5"></span>T<span class="_ _2"></span>empo <span class="_ _b"> </span> <span class="_ _5"></span>Médio <span class="_ _b"> </span> <span class="_ _5"></span>de <span class="_ _b"> </span> <span class="_ _5"></span>Duração <span class="_ _b"> </span> <span class="_ _5"></span>do <span class="_ _b"> </span> <span class="_ _5"></span>Processo <span class="_ _b"> </span> <span class="_ _5"></span>na <span class="_ _b"> </span> <span class="_ _5"></span>Fase <span class="_ _b"> </span> <span class="_ _5"></span>de <span class="_ _b"> </span> <span class="_ _5"></span>Conhecimento <span class="_ _b"> </span> <span class="_ _5"></span>no <span class="_ _b"> </span> <span class="_ _5"></span>Primeiro <span class="_ _b"> </span> <span class="_ _5"></span>Grau </div><div class="t m0 x0 h9 ya3 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>(TMDP1): </div><div class="t m0 x0 hc ya4 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Previsto: 128 dias </div><div class="t m0 x0 hc ya5 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Realizado: 93 dias (quanto menor melhor) </div><div class="t m0 x0 h9 ya6 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>- T<span class="_ _2"></span>empo Médio de Duração do Processo no Segundo Grau (TMDP2): </div><div class="t m0 x0 hc ya7 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Previsto: 80 dias </div><div class="t m0 x0 hc ya8 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Realizado:38 dias (quanto menor melhor) </div><div class="t m0 x0 h9 ya9 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Deliberação: </div></div><div class="c x22 yaa wf h1a"><div class="t m0 x0 hc yab ff5 fs3 fc0 sc0 ls0 ws0">Max <span class="_ _11"> </span> <span class="_ _5"></span>Frederico </div><div class="t m0 x0 hc y1c ff5 fs3 fc0 sc0 ls0 ws0">- SEGGEST </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="c x1 y1 w1 h2"><div class="t m0 x2 h3 y2 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _0"></span>TRIB<span class="_ _1"></span>UNAL REGION<span class="_ _1"></span>AL DO TRABALHO D<span class="_ _2"></span>A 13ª REGIÃO </div><div class="t m0 x3 h4 y3 ff2 fs0 fc0 sc0 ls0 ws0"> <span class="_ _3"></span>SECRETARIA DE GOVERNANÇA E GESTÃO ESTRATÉGICA </div><div class="t m0 x4 h4 y4 ff2 fs0 fc0 sc0 ls0 ws0"> <span class="_ _3"></span>PEI 2021-2026 </div><div class="t m0 x5 h5 y5 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _4"></span>Reunião de Análise da Estratégica – RAE 001/2023 </div></div><div class="c x24 y46 w11 h10"><div class="t m0 x0 hc y47 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Sem deliberação. </div></div><div class="c x7 yac w10 h10"><div class="t m0 x0 hc yad ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>g. </div></div><div class="c x24 yae w11 h1b"><div class="t m0 x0 h9 yaf ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Objetivo Estratégico 06 </div><div class="t m0 x0 h9 yb0 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>“Garantir a efetividade do tratamento das demandas repetitivas.” </div><div class="t m0 x0 h9 y82 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Indicador: </div><div class="t m0 x0 h9 y83 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>- T<span class="_ _2"></span>empo médio entre a afetação e o acórdão de mérito (TMASM): </div><div class="t m0 x0 hc y84 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Previsto: 60 dias </div><div class="t m0 x0 hc y85 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Realizado: 0 dias (quanto menor melhor) </div><div class="t m0 x0 h9 y87 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Deliberação: </div><div class="t m0 x0 hc yb1 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Obs.:   <span class="_ _5"></span>Indicador <span class="_ _d"> </span> <span class="_ _5"></span>ainda   <span class="_ _5"></span>sem <span class="_ _d"> </span> <span class="_ _5"></span>contagem   <span class="_ _5"></span>em <span class="_ _d"> </span> <span class="_ _5"></span>virtude   <span class="_ _5"></span>da <span class="_ _d"> </span> <span class="_ _5"></span>inexistência <span class="_ _f"> </span> <span class="_ _5"></span>de <span class="_ _f"> </span> <span class="_ _5"></span>incidente <span class="_ _f"> </span> <span class="_ _5"></span>processual </div><div class="t m0 x0 hc y8a ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>(IRDR) até a presente data. </div></div><div class="c x22 yb2 wf h11"><div class="t m0 x0 hc y59 ff5 fs3 fc0 sc0 ls0 ws0">Max <span class="_ _11"> </span> <span class="_ _5"></span>Frederico </div><div class="t m0 x0 hc y77 ff5 fs3 fc0 sc0 ls0 ws0">-SEGGEST </div></div><div class="c x7 yb3 w10 h10"><div class="t m0 x0 hc y8a ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>h. </div></div><div class="c x24 yb4 w11 h1c"><div class="t m0 x0 h9 yb5 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Objetivo Estratégico 07 </div><div class="t m0 x0 h9 yb6 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>“Assegurar o tratamento adequado dos conflitos trabalhistas.” </div><div class="t m0 x0 h9 yb7 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Indicadores: </div><div class="t m0 x0 h9 yb8 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>- Índice de Conciliação (Meta 3/CNJ): </div><div class="t m0 x0 hc yb9 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Previsto: 40% </div><div class="t m0 x0 hc yba ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Realizado: 36% </div><div class="t m0 x0 h9 ybb ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>- Índice de Conciliação no 2º Grau; </div><div class="t m0 x0 hc ybc ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Previsto: 2,3% </div><div class="t m0 x0 hc y71 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Realizado: 4% </div><div class="t m0 x0 h9 ybd ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Deliberação: </div><div class="t m0 x0 h9 ybe ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>- <span class="ff5"> <span class="_ _5"></span>Sem deliberação. </span></div></div><div class="c x22 ybf wf h11"><div class="t m0 x0 hc y59 ff5 fs3 fc0 sc0 ls0 ws0">Max <span class="_ _11"> </span> <span class="_ _5"></span>Frederico </div><div class="t m0 x0 hc yc0 ff5 fs3 fc0 sc0 ls0 ws0">- SEGGEST </div></div><div class="c x7 yc1 w10 h10"><div class="t m0 x0 hc yc2 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>i. </div></div><div class="c x24 yc3 w11 h1d"><div class="t m0 x0 h9 yc4 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Objetivo Estratégico 08 </div><div class="t m0 x0 h9 yc5 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>“Incrementar modelo de Gestão de Pessoas em âmbito nacional.” </div><div class="t m0 x0 h9 yc6 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Indicadores: </div><div class="t m0 x0 h9 yc7 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>- <span class="_ _f"> </span><span class="ff4"> <span class="_ _5"></span>Índice <span class="_ _b"> </span> <span class="_ _5"></span>de <span class="_ _b"> </span> <span class="_ _5"></span>promoção <span class="_ _b"> </span> <span class="_ _5"></span>da <span class="_ _b"> </span> <span class="_ _5"></span>saúde <span class="_ _b"> </span> <span class="_ _5"></span>de <span class="_ _b"> </span> <span class="_ _5"></span>magistrados <span class="_ _b"> </span> <span class="_ _5"></span>e <span class="_ _b"> </span> <span class="_ _5"></span>servidores <span class="_ _b"> </span> <span class="_ _5"></span>– <span class="_ _b"> </span> <span class="_ _5"></span>IPSMS <span class="_ _b"> </span> <span class="_ _5"></span>(Meta <span class="_ _b"> </span> <span class="_ _5"></span>10/CNJ <span class="_ _b"> </span> <span class="_ _5"></span>- </span></div><div class="t m0 x0 h9 yc8 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>2021): </div><div class="t m0 x0 hc yc9 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Previsto: 60% </div><div class="t m0 x0 hc yca ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Realizado: 12% </div><div class="t m0 x0 h9 ycb ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>- Índice de impacto dos eventos de capacitação promovidos pelo TRT (IIEC): </div><div class="t m0 x0 hc ycc ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Previsto: 80% </div><div class="t m0 x0 hc ycd ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Realizado: 85% </div><div class="t m0 x0 h9 yb6 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>- Índice de Clima Organizacional (ICO): </div><div class="t m0 x0 hc yce ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Previsto: Pelo menos 70% </div><div class="t m0 x0 hc ycf ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Realizado: 80% (Pesquisa disponibilizada no período 16/1<span class="_ _2"></span>1/2022 até 30/1<span class="_ _2"></span>1/2022) <span class="_ _5"></span><span class="fc4"> <span class="_ _5"></span>. </span></div><div class="t m0 x0 h9 yd0 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>- Índice Mínimo de Capacitação dos Servidores em Competências (IMCSC): </div><div class="t m0 x0 hc yd1 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Previsto: Pelo menos 70% </div><div class="t m0 x0 hc yd2 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Realizado: 10% </div><div class="t m0 x0 h9 ybc ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Deliberação: </div><div class="t m0 x0 h9 yd3 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>- <span class="_ _c"></span><span class="ff5"> <span class="_ _5"></span>Incluir <span class="_ _c"></span> <span class="_ _5"></span>o <span class="_ _c"></span> <span class="_ _5"></span>indicador: <span class="_ _c"></span> <span class="_ _5"></span>Índice  <span class="_ _5"></span>Mínimo  <span class="_ _5"></span>de  <span class="_ _5"></span>Ações  <span class="_ _5"></span>de  <span class="_ _5"></span>Promoção,  <span class="_ _5"></span>Prevenção  <span class="_ _5"></span>e   <span class="_ _5"></span>Vigilância  <span class="_ _5"></span>em  <span class="_ _5"></span>Saúde </span></div><div class="t m0 x0 hc yd4 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>de <span class="_ _c"></span> <span class="_ _5"></span>Magistrados <span class="_ _c"></span> <span class="_ _5"></span>e <span class="_ _c"></span> <span class="_ _5"></span>Servidores. <span class="_ _c"></span> <span class="_ _5"></span>Meta: <span class="_ _c"></span> <span class="_ _5"></span>Realizar<span class="_ _2"></span>, <span class="_ _c"></span> <span class="_ _5"></span>anualmente, <span class="_ _c"></span> <span class="_ _5"></span>no <span class="_ _c"></span> <span class="_ _5"></span>mínimo  <span class="_ _5"></span>03  <span class="_ _5"></span>ações  <span class="_ _5"></span>de  <span class="_ _5"></span>promoção, </div><div class="t m0 x0 hc yd5 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>prevenção e  vigilância em saúde de magistrados e servidores. </div><div class="t m0 x0 hc yd6 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>-  Manter o IPSMS. </div></div><div class="c x22 yd7 wf h11"><div class="t m0 x0 hc y59 ff5 fs3 fc0 sc0 ls0 ws0">Max <span class="_ _11"> </span> <span class="_ _5"></span>Frederico </div><div class="t m0 x0 hc yc2 ff5 fs3 fc0 sc0 ls0 ws0">- SEGGEST </div></div><div class="c x7 yd8 w10 h10"><div class="t m0 x0 hc ya9 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>j. </div></div><div class="c x24 yd9 w11 h15"><div class="t m0 x0 h9 yda ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Objetivo Estratégico 09 </div><div class="t m0 x0 h9 yb1 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>“Aprimorar <span class="_ _10"> </span> <span class="_ _5"></span>a <span class="_ _10"> </span> <span class="_ _5"></span>governança <span class="_ _10"> </span> <span class="_ _5"></span>de <span class="_ _10"> </span> <span class="_ _5"></span>TIC <span class="_ _10"> </span> <span class="_ _5"></span>(T<span class="_ _2"></span>ecnologia <span class="_ _10"> </span> <span class="_ _5"></span>da <span class="_ _10"> </span> <span class="_ _5"></span>Informação <span class="_ _10"> </span> <span class="_ _5"></span>e <span class="_ _10"> </span> <span class="_ _5"></span>Comunicação) <span class="_ _10"> </span> <span class="_ _5"></span>e   <span class="_ _5"></span>a </div><div class="t m0 x0 h9 ydb ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>proteção de dados.” </div></div><div class="c x22 ydc wf h11"><div class="t m0 x0 hc y59 ff5 fs3 fc0 sc0 ls0 ws0">Max <span class="_ _11"> </span> <span class="_ _5"></span>Frederico </div><div class="t m0 x0 hc ya9 ff5 fs3 fc0 sc0 ls0 ws0">- SEGGEST </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="c x1 y1 w1 h2"><div class="t m0 x2 h3 y2 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _0"></span>TRIB<span class="_ _1"></span>UNAL REGION<span class="_ _1"></span>AL DO TRABALHO D<span class="_ _2"></span>A 13ª REGIÃO </div><div class="t m0 x3 h4 y3 ff2 fs0 fc0 sc0 ls0 ws0"> <span class="_ _3"></span>SECRETARIA DE GOVERNANÇA E GESTÃO ESTRATÉGICA </div><div class="t m0 x4 h4 y4 ff2 fs0 fc0 sc0 ls0 ws0"> <span class="_ _3"></span>PEI 2021-2026 </div><div class="t m0 x5 h5 y5 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _4"></span>Reunião de Análise da Estratégica – RAE 001/2023 </div></div><div class="c x24 ydd w11 h1e"><div class="t m0 x0 h9 yaf ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Indicadores: </div><div class="t m0 x0 h9 yb0 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>-- Índice de satisfação com os sistemas de TIC (ISTIC): </div><div class="t m0 x0 hc yde ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Previsto: Pelo menos 75% </div><div class="t m0 x0 hc y82 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Realizado: 87% </div><div class="t m0 x0 h9 y84 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>- Igov TIC-JUD: </div><div class="t m0 x0 hc y85 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Previsto: Aprimorado (2) </div><div class="t m0 x0 hc y86 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Realizado: Excelência (3) </div><div class="t m0 x0 h9 y88 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Deliberação: </div><div class="t m0 x0 hc y8a ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Sem deliberação. </div></div><div class="c x7 ydf w10 h10"><div class="t m0 x0 hc y8a ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>k. </div></div><div class="c x24 ye0 w11 h17"><div class="t m0 x0 h9 y8d ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Objetivo Estratégico 10 </div><div class="t m0 x0 h9 ye1 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>“Aperfeiçoar a gestão orçamentária e financeira.” </div><div class="t m0 x0 h9 y51 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Indicadores: </div><div class="t m0 x0 h9 y52 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>- Índice de Execução das Dotações para Despesas Discricionárias (IEDD): </div><div class="t m0 x0 hc y53 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Previsto: 92 % </div><div class="t m0 x0 hc y54 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Realizado:4 % </div><div class="t m0 x0 h9 y56 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Deliberação: </div><div class="t m0 x0 hc y20 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Sem deliberação. </div></div><div class="c x22 ye2 wf h11"><div class="t m0 x0 hc y59 ff5 fs3 fc0 sc0 ls0 ws0">Max <span class="_ _11"> </span> <span class="_ _5"></span>Frederico </div><div class="t m0 x0 hc yc0 ff5 fs3 fc0 sc0 ls0 ws0">- SEGGEST </div></div><div class="c x7 ye3 w10 h10"><div class="t m0 x0 hc ye4 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>l. </div></div><div class="c x24 ye5 w11 h1d"><div class="t m0 x0 h9 ye6 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Objetivo Estratégico 1<span class="_ _2"></span>1 </div><div class="t m0 x0 h9 ye7 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>“Consolidar uma política de inovação para a superação de desafios institucionais” </div><div class="t m0 x0 h9 ye8 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Indicadores: </div><div class="t m0 x0 h9 ye9 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>-Quantidade <span class="_ _f"> </span> <span class="_ _5"></span>de <span class="_ _f"> </span> <span class="_ _5"></span>Evento <span class="_ _f"> </span> <span class="_ _5"></span>(cursos, <span class="_ _b"> </span> <span class="_ _5"></span>oficinas, <span class="_ _b"> </span> <span class="_ _5"></span>workshops) <span class="_ _b"> </span> <span class="_ _5"></span>realizados <span class="_ _b"> </span> <span class="_ _5"></span>para <span class="_ _b"> </span> <span class="_ _5"></span>a <span class="_ _b"> </span> <span class="_ _5"></span>discussão <span class="_ _b"> </span> <span class="_ _5"></span>de </div><div class="t m0 x0 h9 yea ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>temas relacionados à inovação. </div><div class="t m0 x0 hc yeb ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Previsto: 5 </div><div class="t m0 x0 h9 yec ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Realizado <span class="_ _5"></span><span class="ff4"> <span class="_ _5"></span>: 0 </span></div><div class="t m0 x0 h9 yed ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>- Quantidade de soluções de Inovação implementadas na rotina do T<span class="_ _2"></span>ribunal. </div><div class="t m0 x0 hc yee ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Previsto: 4 → 20 </div><div class="t m0 x0 hc yef ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Realizado: 2 → 15 </div><div class="t m0 x0 h9 yf0 ff4 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Deliberação: </div><div class="t m0 x0 hc y38 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>1. <span class="_ _b"> </span> <span class="_ _5"></span>Inclusão <span class="_ _b"> </span> <span class="_ _5"></span>das <span class="_ _b"> </span> <span class="_ _5"></span>ações <span class="_ _b"> </span> <span class="_ _5"></span>da <span class="_ _b"> </span> <span class="_ _5"></span>ASPROS <span class="_ _b"> </span> <span class="_ _5"></span>na <span class="_ _b"> </span> <span class="_ _5"></span>contagem <span class="_ _b"> </span> <span class="_ _5"></span>do <span class="_ _b"> </span> <span class="_ _5"></span>Indicador <span class="_ _b"> </span> <span class="_ _5"></span>“Quantidade <span class="_ _b"> </span> <span class="_ _5"></span>de <span class="_ _b"> </span> <span class="_ _5"></span>soluções <span class="_ _c"></span> <span class="_ _5"></span>de </div><div class="t m0 x0 hc yf1 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>inovação implementadas na rotina do T<span class="_ _1"></span>ribunal. </div><div class="t m0 x0 hc yf2 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Realizado: → 15 </div><div class="t m0 x0 hc yf3 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>2. <span class="_ _c"></span> <span class="_ _5"></span>Alterar <span class="_ _c"></span> <span class="_ _5"></span>a <span class="_ _c"></span> <span class="_ _5"></span>Meta <span class="_ _c"></span> <span class="_ _5"></span>do <span class="_ _c"></span> <span class="_ _5"></span>Indicador <span class="_ _c"></span> <span class="_ _5"></span>“Quantidade <span class="_ _c"></span> <span class="_ _5"></span>de <span class="_ _c"></span> <span class="_ _5"></span>soluções  <span class="_ _5"></span>de  <span class="_ _5"></span>inovação  <span class="_ _5"></span>implementadas  <span class="_ _5"></span>na  <span class="_ _5"></span>rotina </div><div class="t m0 x0 hc yf4 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>do T<span class="_ _1"></span>ribunal. </div><div class="t m0 x0 hc yf5 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Previsto -&gt; 20 </div><div class="t m0 x0 hc y44 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>3. <span class="_ _b"> </span> <span class="_ _5"></span>Excluir <span class="_ _b"> </span> <span class="_ _5"></span>o <span class="_ _c"></span> <span class="_ _5"></span>Indicador <span class="_ _c"></span> <span class="_ _5"></span>“Quantidade <span class="_ _c"></span> <span class="_ _5"></span>de <span class="_ _c"></span> <span class="_ _5"></span>Evento <span class="_ _c"></span> <span class="_ _5"></span>(cursos, <span class="_ _c"></span> <span class="_ _5"></span>oficinas, <span class="_ _c"></span> <span class="_ _5"></span>workshops) <span class="_ _c"></span> <span class="_ _5"></span>realizados <span class="_ _c"></span> <span class="_ _5"></span>para <span class="_ _c"></span> <span class="_ _5"></span>a </div><div class="t m0 x0 hc yf6 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>discussão de temas relacionados à inovação.”; </div><div class="t m0 x0 hc yf7 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>4. Alterar a descrição do Indicador: </div><div class="t m0 x0 hc yf8 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>De “Quantidade de Soluções de Inovação implementadas na rotina do T<span class="_ _1"></span>ribunal”, para </div><div class="t m0 x0 hc y1c ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>“Quantidade de Ações de Inovação implementadas na rotina do T<span class="_ _1"></span>ribunal” </div></div><div class="c x22 yf9 wf h11"><div class="t m0 x0 hc y59 ff5 fs3 fc0 sc0 ls0 ws0">Max <span class="_ _11"> </span> <span class="_ _5"></span>Frederico </div><div class="t m0 x0 hc ye4 ff5 fs3 fc0 sc0 ls0 ws0">- SEGGEST </div></div><div class="c x7 yfa w10 h10"><div class="t m0 x0 hc ya9 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>m. </div></div><div class="c x24 yfb w11 h1f"><div class="t m0 x9 hc yfc ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Considerações finais: </div><div class="t m0 x9 hc yfd ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Não <span class="_ _c"></span> <span class="_ _5"></span>havendo <span class="_ _c"></span> <span class="_ _5"></span>outras <span class="_ _c"></span> <span class="_ _5"></span>manifestações <span class="_ _c"></span> <span class="_ _5"></span>nem <span class="_ _c"></span> <span class="_ _5"></span>deliberações <span class="_ _c"></span> <span class="_ _5"></span>a  <span class="_ _5"></span>tratar<span class="_ _2"></span>,  <span class="_ _5"></span>o  <span class="_ _5"></span>Juiz  <span class="_ _5"></span>Auxiliar  <span class="_ _5"></span>da  <span class="_ _5"></span>Presidência, </div><div class="t m0 x9 hc y76 ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Dr <span class="_ _f"> </span> <span class="_ _5"></span>Lindinaldo <span class="_ _f"> </span> <span class="_ _5"></span>Marinho, <span class="_ _f"> </span> <span class="_ _5"></span>na <span class="_ _e"> </span> <span class="_ _5"></span>ausência <span class="_ _f"> </span> <span class="_ _5"></span>justificada <span class="_ _f"> </span> <span class="_ _5"></span>do <span class="_ _f"> </span> <span class="_ _5"></span>Des. <span class="_ _e"> </span> <span class="_ _5"></span>Thiago <span class="_ _f"> </span> <span class="_ _5"></span>Andrade, <span class="_ _b"> </span> <span class="_ _5"></span>que <span class="_ _b"> </span> <span class="_ _5"></span>precisou <span class="_ _b"> </span> <span class="_ _5"></span>se </div><div class="t m0 x9 hc yfe ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>ausentar <span class="_ _f"> </span> <span class="_ _5"></span>no <span class="_ _f"> </span> <span class="_ _5"></span>decorrer <span class="_ _f"> </span> <span class="_ _5"></span>da <span class="_ _e"> </span> <span class="_ _5"></span>reunião, <span class="_ _f"> </span> <span class="_ _5"></span>em <span class="_ _f"> </span> <span class="_ _5"></span>face <span class="_ _f"> </span> <span class="_ _5"></span>de <span class="_ _e"> </span> <span class="_ _5"></span>compromisso <span class="_ _b"> </span> <span class="_ _5"></span>com <span class="_ _b"> </span> <span class="_ _5"></span>o <span class="_ _b"> </span> <span class="_ _5"></span>Ministro <span class="_ _b"> </span> <span class="_ _5"></span>de <span class="_ _b"> </span> <span class="_ _5"></span>Estado <span class="_ _b"> </span> <span class="_ _5"></span>da </div><div class="t m0 x9 hc yff ff5 fs3 fc0 sc0 ls0 ws0"> <span class="_ _5"></span>Justiça, agradeceu a presença de todos e declarou encerrada a reunião. </div></div><div class="c x22 y100 wf h11"><div class="t m0 x0 hc y59 ff5 fs3 fc0 sc0 ls0 ws0">Des. <span class="_ _12"> </span> <span class="_ _5"></span>Thiago </div><div class="t m0 x0 hc ya9 ff5 fs3 fc0 sc0 ls0 ws0">Andrade </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="c x1 y1 w1 h2"><div class="t m0 x2 h3 y2 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _0"></span>TRIB<span class="_ _1"></span>UNAL REGION<span class="_ _1"></span>AL DO TRABALHO D<span class="_ _2"></span>A 13ª REGIÃO </div><div class="t m0 x3 h4 y3 ff2 fs0 fc0 sc0 ls0 ws0"> <span class="_ _3"></span>SECRETARIA DE GOVERNANÇA E GESTÃO ESTRATÉGICA </div><div class="t m0 x4 h4 y4 ff2 fs0 fc0 sc0 ls0 ws0"> <span class="_ _3"></span>PEI 2021-2026 </div><div class="t m0 x5 h5 y5 ff3 fs1 fc1 sc0 ls0 ws0"> <span class="_ _4"></span>Reunião de Análise da Estratégica – RAE 001/2023 </div></div><div class="c x0 y6 w2 h6"><div class="t m0 x6 h7 y101 ff4 fs2 fc0 sc0 ls0 ws0"> <span class="_ _3"></span>Fechamento da Ata </div></div><div class="c x19 y102 w12 h20"><div class="t m0 x25 h21 y103 ff4 fs4 fc0 sc0 ls0 ws0"> <span class="_ _4"></span>Data da ata </div></div><div class="c x26 y104 w13 h22"><div class="t m0 x0 h21 y105 ff4 fs4 fc0 sc0 ls0 ws0"> <span class="_ _4"></span>Assinaturas do Coordenador e do Assessor de Gestão </div><div class="t m0 x0 h21 y106 ff4 fs4 fc0 sc0 ls0 ws0"> <span class="_ _4"></span>Estratégica </div></div><div class="c x13 y107 w14 h23"><div class="t m0 x9 h24 y108 ff5 fs4 fc0 sc0 ls0 ws0"> <span class="_ _4"></span>João Pessoa, 31.3.2023. </div></div><div class="c x26 y109 w15 h1e"><div class="t m0 x27 h21 y10a ff4 fs4 fc0 sc0 ls0 ws0">Lindinaldo Silva Marinho </div><div class="t m0 x27 h24 y10b ff5 fs4 fc0 sc0 ls0 ws0">Juiz Auxiliar da Presidência </div></div><div class="c x28 y10c w16 h25"><div class="t m1 x0 h26 y10d ff7 fs5 fc0 sc0 ls0 ws0">LINDINALDO SILVA </div><div class="t m1 x0 h26 y10e ff7 fs5 fc0 sc0 ls0 ws0">MARINHO:1012209</div><div class="t m1 x0 h26 y10f ff7 fs5 fc0 sc0 ls0 ws0">05</div></div><div class="c x29 y10c w17 h25"><div class="t m1 x0 h27 y110 ff7 fs6 fc0 sc0 ls0 ws0">Assinado de forma digital </div><div class="t m1 x0 h27 y111 ff7 fs6 fc0 sc0 ls0 ws0">por LINDINALDO SILVA </div><div class="t m1 x0 h27 y112 ff7 fs6 fc0 sc0 ls0 ws0">MARINHO:101220905 </div><div class="t m1 x0 h27 y113 ff7 fs6 fc0 sc0 ls0 ws0">Dados: 2023.04.27 </div><div class="t m1 x0 h27 y114 ff7 fs6 fc0 sc0 ls0 ws0">13:54:11 -03&apos;00&apos;</div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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