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Plano de Ação - Acessibilidade e Inclusão HTML
Plano-de-Ação--Acessibilidade-e-Inclusão.html — HTML, 1168Kb
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<!DOCTYPE html>
<!-- Created by pdf2htmlEX (https://github.com/pdf2htmlEX/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/pdf2htmlEX/pdf2htmlEX/blob/master/share/LICENSE
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<style type="text/css">
/*! 
 * Fancy styles for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/pdf2htmlEX/pdf2htmlEX/blob/master/share/LICENSE
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 Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> and other contributors 
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class="c x1 y1 w2 h2"><div class="t m0 x2 h3 y2 ff1 fs0 fc0 sc0 ls0 ws0">SECRETARIA<span class="_ _0"> </span>DE<span class="_ _0"> </span>GOVERNANÇA<span class="_ _0"> </span>E<span class="_ _0"> </span>GESTÃO<span class="_ _0"> </span>ESTRATÉGICA<span class="_ _0"> </span>–<span class="_ _0"> </span>SEGGEST</div><div class="t m0 x3 h3 y3 ff1 fs0 fc0 sc0 ls0 ws0">Seção<span class="_ _0"> </span>de<span class="_ _0"> </span>Projetos<span class="_ _0"> </span>–<span class="_ _0"> </span>SPROJ</div><div class="t m0 x4 h3 y4 ff1 fs0 fc1 sc0 ls0 ws0">PLANO<span class="_ _0"> </span>DE<span class="_ _0"> </span>AÇÃO<span class="_ _0"> </span>PARA</div><div class="t m0 x5 h4 y5 ff1 fs1 fc1 sc0 ls0 ws0">“ACESSIBILIDADE<span class="_ _1"> </span>E<span class="_ _1"> </span>INCLUSÃO”</div><div class="t m0 x4 h5 y6 ff1 fs2 fc0 sc0 ls0 ws0">Termo<span class="_ _2"> </span>de<span class="_ _2"> </span>Abertura</div></div><div class="t m0 x6 h6 y7 ff2 fs2 fc0 sc0 ls0 ws0">1.<span class="_ _2"> </span><span class="fs3">INFORMAÇÕES<span class="_ _0"> </span>BÁSICAS</span></div><div class="c x7 y8 w3 h7"><div class="t m0 x8 h8 y9 ff2 fs4 fc0 sc0 ls0 ws0">Nome<span class="_ _3"> </span>do<span class="_ _3"> </span>Gestor</div></div><div class="c x9 y8 w4 h7"><div class="t m0 x2 h8 y9 ff2 fs4 fc0 sc0 ls0 ws0">Lotação</div></div><div class="c xa y8 w5 h7"><div class="t m0 xb h8 y9 ff2 fs4 fc0 sc0 ls0 ws0">E-mail</div></div><div class="c xc y8 w6 h7"><div class="t m0 xd h8 y9 ff2 fs4 fc0 sc0 ls0 ws0">Ramal</div></div><div class="c x7 ya w3 h9"><div class="t m0 xe ha y9 ff3 fs4 fc0 sc0 ls0 ws0">Comissão<span class="_ _3"> </span>de<span class="_ _3"> </span>Acessibilidade</div></div><div class="c x9 yb w4 hb"><div class="t m0 xf ha y9 ff3 fs4 fc0 sc0 ls0 ws0">ASPROS</div></div><div class="c xa ya w5 h9"><div class="t m0 x10 ha y9 ff3 fs4 fc2 sc0 ls0 ws0">acessibilidade<span class="fc1">@</span>trt13.jus.br</div></div><div class="c xc yb w6 hb"><div class="t m0 x11 ha y9 ff3 fs4 fc0 sc0 ls0 ws0">3533-6050</div></div><div class="c x7 yc w7 hc"><div class="t m0 x12 h8 yd ff2 fs4 fc0 sc0 ls0 ws0">P<span class="_ _4"></span>A<span class="_ _4"></span>TROCINADOR</div></div><div class="c x13 ye w8 h9"><div class="t m0 x12 ha y9 ff3 fs4 fc0 sc0 ls0 ws0">Des.<span class="_ _3"> </span>Thiago<span class="_ _3"> </span>de<span class="_ _3"> </span>Oliveira<span class="_ _3"> </span>Andrade</div></div><div class="c x7 yf w7 hc"><div class="t m0 x12 h8 yd ff2 fs4 fc0 sc0 ls0 ws0">DA<span class="_ _4"></span>T<span class="_ _4"></span>A<span class="_ _3"> </span>DE<span class="_ _3"> </span>INÍCIO</div></div><div class="c x13 y10 w9 hd"><div class="t m0 x14 h8 y9 ff2 fs4 fc1 sc0 ls0 ws0">09/01/23</div></div><div class="c x15 yf w9 hc"><div class="t m0 x12 h8 yd ff2 fs4 fc0 sc0 ls0 ws0">DA<span class="_ _4"></span>T<span class="_ _4"></span>A<span class="_ _3"> </span>DE<span class="_ _3"> </span>TÉRMINO</div></div><div class="c x16 y10 wa hd"><div class="t m0 xe h8 y9 ff2 fs4 fc1 sc0 ls0 ws0">31/12/23</div></div><div class="t m0 x6 h6 y11 ff2 fs2 fc0 sc0 ls0 ws0">2.<span class="_ _2"> </span><span class="fs3">ESCOPO</span></div><div class="t m0 x6 he y12 ff3 fs0 fc0 sc0 ls0 ws0">Este<span class="_ _2"> </span>plano<span class="_ _2"> </span>de<span class="_ _0"> </span>ação<span class="_ _3"> </span>tem<span class="_ _0"> </span>como<span class="_ _0"> </span>objetivo<span class="_ _3"> </span>a<span class="_ _0"> </span>melhoria<span class="_ _0"> </span>da<span class="_ _3"> </span>acessibilidade<span class="_ _0"> </span>e<span class="_ _0"> </span>a<span class="_ _3"> </span>inclusão<span class="_ _0"> </span>de<span class="_ _3"> </span>pessoas<span class="_ _0"> </span>com<span class="_ _0"> </span>deficiência</div><div class="t m0 x6 he y13 ff3 fs0 fc0 sc0 ls0 ws0">no<span class="_"> </span>âmbito<span class="_ _5"> </span>do<span class="_"> </span>Tribunal<span class="_"> </span>Regional<span class="_ _5"> </span>do<span class="_"> </span>T<span class="_ _6"></span>rabalho<span class="_"> </span>da<span class="_ _5"> </span>13ª<span class="_ _7"> </span>Região.<span class="_ _7"> </span>Para<span class="_ _7"> </span>tanto,<span class="_ _7"> </span>deverão<span class="_ _7"> </span>ser<span class="_ _7"> </span>identificadas<span class="_ _7"> </span>as</div><div class="t m0 x6 he y14 ff3 fs0 fc0 sc0 ls0 ws0">barreiras<span class="_ _8"> </span>de<span class="_ _8"> </span>acessibilidade,<span class="_ _8"> </span>definidas<span class="_ _8"> </span>as<span class="_ _8"> </span>soluções<span class="_ _8"> </span>inclusivas<span class="_ _8"> </span>e<span class="_ _2"> </span>implementadas<span class="_ _2"> </span>as<span class="_ _2"> </span>respectivas<span class="_ _2"> </span>soluções<span class="_ _2"> </span>na</div><div class="t m0 x6 he y15 ff3 fs0 fc0 sc0 ls0 ws0">instituição.<span class="_ _2"> </span>O<span class="_ _2"> </span>resultado<span class="_ _2"> </span>esperado<span class="_ _2"> </span>é<span class="_ _2"> </span>a<span class="_ _2"> </span>melhoria<span class="_ _2"> </span>da<span class="_ _2"> </span>acessibilidade<span class="_ _2"> </span>e<span class="_ _2"> </span>da<span class="_ _2"> </span>inclusão<span class="_ _2"> </span>de<span class="_ _2"> </span>pessoas<span class="_ _2"> </span>com<span class="_ _2"> </span>deficiência</div><div class="t m0 x6 he y16 ff3 fs0 fc0 sc0 ls0 ws0">no<span class="_ _0"> </span>TR<span class="_ _6"></span>T13,<span class="_ _0"> </span>com<span class="_ _3"> </span>o<span class="_ _0"> </span>objetivo<span class="_ _3"> </span>de<span class="_ _0"> </span>fomentar<span class="_ _0"> </span>as<span class="_ _3"> </span>políticas<span class="_ _0"> </span>para<span class="_ _0"> </span>as<span class="_ _3"> </span>pessoas<span class="_ _0"> </span>que<span class="_ _0"> </span>necessitam<span class="_ _3"> </span>dessa<span class="_ _0"> </span>implementação.</div><div class="t m0 x6 h6 y17 ff2 fs2 fc0 sc0 ls0 ws0">3.<span class="_ _2"> </span><span class="fs3">ALINHAMENT<span class="_ _4"></span>O<span class="_ _2"> </span>ESTRA<span class="_ _9"></span>TÉGICO</span></div><div class="t m0 x6 he y18 ff3 fs0 fc0 sc0 ls0 ws0">Planejamento<span class="_ _0"> </span>Estratégico<span class="_ _3"> </span>do<span class="_ _0"> </span>TRT13<span class="_ _3"> </span>2021-2026:</div><div class="t m0 x6 he y19 ff3 fs0 fc0 sc0 ls0 ws0">Objetivo<span class="_ _0"> </span>Estratégico<span class="_ _3"> </span>2<span class="_ _0"> </span>–<span class="_ _3"> </span>Promover<span class="_ _0"> </span>o<span class="_ _0"> </span>trabalho<span class="_ _3"> </span>decente<span class="_ _0"> </span>e<span class="_ _0"> </span>a<span class="_ _3"> </span>sustentabilidade;</div><div class="t m0 x6 he y1a ff3 fs0 fc0 sc0 ls0 ws0">Objetivos<span class="_ _0"> </span>de<span class="_ _3"> </span>Desenvolvimentos<span class="_ _0"> </span>Sustentáveis<span class="_ _3"> </span>(Agenda<span class="_ _0"> </span>2023<span class="_ _0"> </span>da<span class="_ _3"> </span>ONU)<span class="_ _0"> </span>1,<span class="_ _0"> </span>3,<span class="_ _3"> </span>5,<span class="_ _0"> </span>8,<span class="_ _0"> </span>10,<span class="_ _3"> </span>12,<span class="_ _0"> </span>13,<span class="_ _0"> </span>15,<span class="_ _3"> </span>16<span class="_ _0"> </span>e<span class="_ _0"> </span>17;</div><div class="t m0 x6 he y1b ff3 fs0 fc0 sc0 ls0 ws0">Atributos<span class="_ _0"> </span>de<span class="_ _3"> </span>V<span class="_ _4"></span>alor:<span class="_ _0"> </span>Acessibilidade,<span class="_ _3"> </span>V<span class="_ _4"></span>alorização<span class="_ _0"> </span>das<span class="_ _3"> </span>pessoas,<span class="_ _0"> </span>Sustentabilidade.</div><div class="t m0 x6 h6 y1c ff2 fs2 fc0 sc0 ls0 ws0">4.<span class="_ _2"> </span><span class="fs3">P<span class="_ _9"></span>ARTES<span class="_ _0"> </span>INTERESSADAS</span></div><div class="t m0 x6 he y1d ff3 fs0 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span>CNJ;</div><div class="t m0 x6 he y1e ff3 fs0 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span>CSJT<span class="_ _9"></span>;</div><div class="t m0 x6 he y1f ff3 fs0 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span>Presidência;</div><div class="t m0 x6 he y20 ff3 fs0 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span>Unidades<span class="_ _0"> </span>administrativas<span class="_ _3"> </span>e<span class="_ _0"> </span>judiciárias;</div><div class="t m0 x6 he y21 ff3 fs0 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span>Magistrados<span class="_ _0"> </span>e<span class="_ _3"> </span>servidores;</div><div class="t m0 x6 he y22 ff3 fs0 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span>Sociedade;</div><div class="t m0 x6 he y23 ff3 fs0 fc0 sc0 ls0 ws0">•<span class="_ _a"> </span>Jurisdicionado.</div><div class="t m0 x6 h6 y24 ff2 fs2 fc0 sc0 ls0 ws0">5.<span class="_ _2"> </span><span class="fs3">JUSTIFICA<span class="_ _9"></span>TIV<span class="_ _4"></span>A</span></div><div class="t m0 x6 he y25 ff3 fs0 fc0 sc0 ls0 ws0">A<span class="_"> </span>falta<span class="_ _5"> </span>de<span class="_"> </span>conhecimento<span class="_ _5"> </span>e<span class="_"> </span>de<span class="_ _7"> </span>mecanismos<span class="_ _7"> </span>de<span class="_ _7"> </span>apoio<span class="_ _7"> </span>apropriados<span class="_ _7"> </span>fazem<span class="_ _7"> </span>com<span class="_ _7"> </span>que<span class="_ _7"> </span>a<span class="_ _7"> </span>deficiência<span class="_ _7"> </span>seja<span class="_ _7"> </span>-</div><div class="t m0 x6 he y26 ff3 fs0 fc0 sc0 ls0 ws0">equivocadamente<span class="_ _2"> </span>-<span class="_ _2"> </span>considerada<span class="_ _2"> </span>uma<span class="_ _2"> </span>doença<span class="_ _2"> </span>crônica,<span class="_ _0"> </span>um<span class="_ _3"> </span>peso<span class="_ _0"> </span>ou<span class="_ _0"> </span>um<span class="_ _3"> </span>problema.<span class="_ _0"> </span>O<span class="_ _0"> </span>estigma<span class="_ _3"> </span>da<span class="_ _0"> </span>deficiência<span class="_ _0"> </span>é</div><div class="t m0 x6 he y27 ff3 fs0 fc0 sc0 ls0 ws0">grave,<span class="_ _7"> </span>transformando<span class="_ _7"> </span>as<span class="_ _7"> </span>pessoas<span class="_ _7"> </span>com<span class="_ _7"> </span>dificuldades<span class="_ _7"> </span>visuais,<span class="_ _7"> </span>auditivas<span class="_ _7"> </span>e<span class="_ _7"> </span>intelectuais<span class="_ _7"> </span>ou<span class="_ _8"> </span>físicas<span class="_ _8"> </span>em<span class="_ _8"> </span>seres</div><div class="t m0 x6 he y28 ff3 fs0 fc0 sc0 ls0 ws0">incapazes,<span class="_ _0"> </span>indefesos,<span class="_ _3"> </span>sem<span class="_ _0"> </span>direitos,<span class="_ _3"> </span>sempre<span class="_ _0"> </span>deixados<span class="_ _0"> </span>para<span class="_ _3"> </span>segundo<span class="_ _0"> </span>plano.</div><div class="t m0 x6 he y29 ff3 fs0 fc0 sc0 ls0 ws0">A<span class="_ _b"> </span>inclusão<span class="_ _b"> </span>social<span class="_ _b"> </span>de<span class="_ _b"> </span>pessoas<span class="_ _b"> </span>com<span class="_"> </span>deficiência<span class="_ _5"> </span>contribui<span class="_"> </span>para<span class="_ _5"> </span>a<span class="_"> </span>construção<span class="_ _5"> </span>de<span class="_"> </span>uma<span class="_ _5"> </span>nova<span class="_"> </span>sociedade,</div><div class="c x17 y2a wb hf"><div class="t m0 x11 h10 y2b ff4 fs5 fc0 sc0 ls0 ws0">THIAGO</div><div class="t m0 x11 h10 y2c ff4 fs5 fc0 sc0 ls0 ws0">DE</div><div class="t m0 x11 h10 y2d ff4 fs5 fc0 sc0 ls0 ws0">OLIVEIRA</div><div class="t m0 x11 h10 y2e ff4 fs5 fc0 sc0 ls0 ws0">ANDRADE</div><div class="t m0 x18 h11 y2f ff4 fs6 fc0 sc0 ls0 ws0">10/05/2023 11:00</div></div><a class="l" href="mailto:varruda@rt13.jus.br"><div class="d m1" style="border-style:none;position:absolute;left:375.191000px;bottom:653.534000px;width:51.653000px;height:10.349000px;background-color:rgba(255,255,255,0.000001);"></div></a></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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class="c x1 y1 w2 h2"><div class="t m0 x2 h3 y2 ff1 fs0 fc0 sc0 ls0 ws0">SECRETARIA<span class="_ _0"> </span>DE<span class="_ _0"> </span>GOVERNANÇA<span class="_ _0"> </span>E<span class="_ _0"> </span>GESTÃO<span class="_ _0"> </span>ESTRATÉGICA<span class="_ _0"> </span>–<span class="_ _0"> </span>SEGGEST</div><div class="t m0 x3 h3 y3 ff1 fs0 fc0 sc0 ls0 ws0">Seção<span class="_ _0"> </span>de<span class="_ _0"> </span>Projetos<span class="_ _0"> </span>–<span class="_ _0"> </span>SPROJ</div><div class="t m0 x4 h3 y4 ff1 fs0 fc1 sc0 ls0 ws0">PLANO<span class="_ _0"> </span>DE<span class="_ _0"> </span>AÇÃO<span class="_ _0"> </span>PARA</div><div class="t m0 x5 h4 y5 ff1 fs1 fc1 sc0 ls0 ws0">“ACESSIBILIDADE<span class="_ _1"> </span>E<span class="_ _1"> </span>INCLUSÃO”</div><div class="t m0 x4 h5 y6 ff1 fs2 fc0 sc0 ls0 ws0">Termo<span class="_ _2"> </span>de<span class="_ _2"> </span>Abertura</div></div><div class="t m0 x6 he y30 ff3 fs0 fc0 sc0 ls0 ws0">desenvolvida<span class="_ _2"> </span>por<span class="_ _2"> </span>meio<span class="_ _2"> </span>de<span class="_ _2"> </span>transformações<span class="_ _2"> </span>nos<span class="_ _2"> </span>ambientes,<span class="_ _2"> </span>nos<span class="_ _0"> </span>procedimentos<span class="_ _3"> </span>técnicos<span class="_ _0"> </span>e<span class="_ _0"> </span>na<span class="_ _3"> </span>mentalidade<span class="_ _0"> </span>da</div><div class="t m0 x6 he y31 ff3 fs0 fc0 sc0 ls0 ws0">população,<span class="_ _2"> </span>inclusive<span class="_ _2"> </span>da<span class="_ _2"> </span>própria<span class="_ _2"> </span>pessoa<span class="_ _2"> </span>com<span class="_ _2"> </span>deficiência.<span class="_ _2"> </span>A<span class="_ _2"> </span>acessibilidade<span class="_ _2"> </span>está<span class="_ _2"> </span>relacionada<span class="_ _2"> </span>ao<span class="_ _0"> </span>fornecimento</div><div class="t m0 x6 he y32 ff3 fs0 fc0 sc0 ls0 ws0">de<span class="_ _8"> </span>condições<span class="_ _8"> </span>para<span class="_ _8"> </span>utilização,<span class="_ _8"> </span>com<span class="_ _8"> </span>segurança<span class="_ _8"> </span>e<span class="_ _8"> </span>autonomia,<span class="_ _8"> </span>total<span class="_ _8"> </span>ou<span class="_ _8"> </span>assistida,<span class="_ _8"> </span>dos<span class="_ _8"> </span>espaços,<span class="_ _8"> </span>mobiliários<span class="_ _2"> </span>e</div><div class="t m0 x6 he y33 ff3 fs0 fc0 sc0 ls0 ws0">equipamentos<span class="_ _2"> </span>urbanos,<span class="_ _2"> </span>das<span class="_ _2"> </span>edificações,<span class="_ _2"> </span>dos<span class="_ _2"> </span>serviços<span class="_ _0"> </span>de<span class="_ _3"> </span>transporte<span class="_ _0"> </span>e<span class="_ _0"> </span>dos<span class="_ _3"> </span>dispositivos,<span class="_ _0"> </span>sistemas<span class="_ _0"> </span>e<span class="_ _3"> </span>meios<span class="_ _0"> </span>de</div><div class="t m0 x6 he y34 ff3 fs0 fc0 sc0 ls0 ws0">comunicação<span class="_ _2"> </span>e<span class="_ _2"> </span>informação.<span class="_ _2"> </span>A<span class="_ _2"> </span>reabilitação<span class="_ _2"> </span>é<span class="_ _2"> </span>um<span class="_ _2"> </span>processo<span class="_ _2"> </span>orientado<span class="_ _2"> </span>para<span class="_ _0"> </span>a<span class="_ _3"> </span>recuperação<span class="_ _0"> </span>física<span class="_ _0"> </span>e<span class="_ _3"> </span>psicológica</div><div class="t m0 x6 he y35 ff3 fs0 fc0 sc0 ls0 ws0">da<span class="_ _8"> </span>pessoa<span class="_ _8"> </span>com<span class="_ _8"> </span>deficiência,<span class="_ _8"> </span>tendo<span class="_ _8"> </span>em<span class="_ _8"> </span>vista<span class="_ _2"> </span>a<span class="_ _2"> </span>sua<span class="_ _2"> </span>reintegração<span class="_ _2"> </span>social.<span class="_ _2"> </span>Está<span class="_ _2"> </span>associada<span class="_ _2"> </span>a<span class="_ _2"> </span>um<span class="_ _2"> </span>conceito<span class="_ _2"> </span>mais</div><div class="t m0 x6 he y36 ff3 fs0 fc0 sc0 ls0 ws0">amplo<span class="_ _0"> </span>de<span class="_ _3"> </span>saúde,<span class="_ _0"> </span>incorporando<span class="_ _3"> </span>o<span class="_ _0"> </span>bem-estar<span class="_ _0"> </span>físico,<span class="_ _3"> </span>psíquico<span class="_ _0"> </span>e<span class="_ _0"> </span>social.</div><div class="t m0 x6 he y37 ff3 fs0 fc0 sc0 ls0 ws0">O<span class="_ _7"> </span>projeto<span class="_ _7"> </span>se<span class="_ _7"> </span>justifica<span class="_ _7"> </span>pela<span class="_ _7"> </span>necessidade<span class="_ _7"> </span>de<span class="_ _7"> </span>ampliar<span class="_ _4"></span>,<span class="_ _7"> </span>no<span class="_ _7"> </span>âmbito<span class="_ _7"> </span>do<span class="_ _8"> </span>TRT13,<span class="_ _8"> </span>as<span class="_ _8"> </span>ações<span class="_ _8"> </span>de<span class="_ _8"> </span>acessibilidade<span class="_ _8"> </span>e</div><div class="t m0 x6 he y38 ff3 fs0 fc0 sc0 ls0 ws0">inclusão<span class="_ _8"> </span>de<span class="_ _8"> </span>pessoas<span class="_ _8"> </span>com<span class="_ _8"> </span>deficiência,<span class="_ _8"> </span>que<span class="_ _8"> </span>é<span class="_ _8"> </span>uma<span class="_ _8"> </span>questão<span class="_ _2"> </span>social<span class="_ _2"> </span>e<span class="_ _2"> </span>ética,<span class="_ _2"> </span>e<span class="_ _2"> </span>requer<span class="_ _2"> </span>permanente<span class="_ _2"> </span>atenção.<span class="_ _2"> </span>A</div><div class="t m0 x6 he y39 ff3 fs0 fc0 sc0 ls0 ws0">falta<span class="_ _b"> </span>de<span class="_ _b"> </span>acessibilidade<span class="_ _b"> </span>e<span class="_ _b"> </span>inclusão<span class="_ _b"> </span>em<span class="_ _b"> </span>vários<span class="_ _b"> </span>ambientes<span class="_"> </span>representa<span class="_ _5"> </span>uma<span class="_"> </span>barreira<span class="_ _5"> </span>significativa<span class="_"> </span>para<span class="_ _5"> </span>o</div><div class="t m0 x6 he y3a ff3 fs0 fc0 sc0 ls0 ws0">desenvolvimento<span class="_ _c"> </span>e<span class="_ _c"> </span>integração<span class="_ _d"> </span>das<span class="_ _d"> </span>pessoas,<span class="_ _d"> </span>limitando-lhes<span class="_ _d"> </span>a<span class="_ _d"> </span>participação<span class="_ _d"> </span>em<span class="_ _d"> </span>atividades<span class="_ _d"> </span>sociais<span class="_ _d"> </span>e</div><div class="t m0 x6 he y3b ff3 fs0 fc0 sc0 ls0 ws0">econômicas.<span class="_ _2"> </span>A<span class="_ _2"> </span>implementação<span class="_ _2"> </span>deste<span class="_ _2"> </span>projeto<span class="_ _2"> </span>contribuirá<span class="_ _2"> </span>para<span class="_ _2"> </span>a<span class="_ _2"> </span>redução<span class="_ _2"> </span>dessas<span class="_ _2"> </span>barreiras,<span class="_ _2"> </span>propiciando<span class="_ _2"> </span>uma</div><div class="t m0 x6 he y3c ff3 fs0 fc0 sc0 ls0 ws0">sociedade<span class="_ _0"> </span>mais<span class="_ _3"> </span>inclusiva.</div><div class="t m0 x6 he y3d ff3 fs0 fc0 sc0 ls0 ws0">Até<span class="_ _2"> </span>poucas<span class="_ _2"> </span>décadas<span class="_ _2"> </span>atrás,<span class="_ _2"> </span>as<span class="_ _2"> </span>pessoas<span class="_ _2"> </span>com<span class="_ _2"> </span>qualquer<span class="_ _2"> </span>tipo<span class="_ _2"> </span>de<span class="_ _2"> </span>deficiência<span class="_ _2"> </span>eram<span class="_ _0"> </span>segregadas<span class="_ _0"> </span>de<span class="_ _3"> </span>algum<span class="_ _0"> </span>modo:</div><div class="t m0 x6 he y3e ff3 fs0 fc0 sc0 ls0 ws0">encaminhadas<span class="_"> </span>para<span class="_ _5"> </span>colônias,<span class="_"> </span>asilos<span class="_ _5"> </span>e,<span class="_ _7"> </span>mais<span class="_ _7"> </span>tarde,<span class="_ _7"> </span>para<span class="_ _7"> </span>clínicas<span class="_ _7"> </span>especiais.<span class="_ _7"> </span>Esses<span class="_ _7"> </span>lugares,<span class="_ _7"> </span>no<span class="_ _7"> </span>entanto,</div><div class="t m0 x6 he y3f ff3 fs0 fc0 sc0 ls0 ws0">sempre<span class="_ _2"> </span>foram<span class="_ _2"> </span>mais<span class="_ _2"> </span>parecidos<span class="_ _2"> </span>com<span class="_ _2"> </span>prisões<span class="_ _2"> </span>do<span class="_ _2"> </span>que<span class="_ _2"> </span>com<span class="_ _2"> </span>casas<span class="_ _2"> </span>de<span class="_ _0"> </span>saúde<span class="_ _0"> </span>ou<span class="_ _3"> </span>de<span class="_ _0"> </span>tratamento.<span class="_ _3"> </span>Em<span class="_ _0"> </span>pleno<span class="_ _0"> </span>século</div><div class="t m0 x6 he y40 ff3 fs0 fc0 sc0 ls0 ws0">XX<span class="_ _8"> </span>(década<span class="_ _8"> </span>de<span class="_ _8"> </span>1960)<span class="_ _8"> </span>pessoas<span class="_ _8"> </span>com<span class="_ _2"> </span>deficiências<span class="_ _2"> </span>eram<span class="_ _2"> </span>chamadas<span class="_ _2"> </span>de<span class="_ _2"> </span>“inválidas”,<span class="_ _2"> </span>“defeituosas”,<span class="_ _2"> </span>“incapazes”</div><div class="t m0 x6 he y41 ff3 fs0 fc0 sc0 ls0 ws0">ou<span class="_ _7"> </span>“incapacitadas”,<span class="_ _7"> </span>termos<span class="_ _7"> </span>usados<span class="_ _7"> </span>em<span class="_ _7"> </span>leis<span class="_ _7"> </span>e<span class="_ _7"> </span>decretos<span class="_ _8"> </span>da<span class="_ _8"> </span>época.<span class="_ _8"> </span>A<span class="_ _8"> </span>partir<span class="_ _8"> </span>de<span class="_ _8"> </span>certo<span class="_ _8"> </span>momento,<span class="_ _8"> </span>imperou<span class="_ _8"> </span>o</div><div class="t m0 x6 he y42 ff3 fs0 fc0 sc0 ls0 ws0">politicamente<span class="_ _b"> </span>correto,<span class="_ _b"> </span>e<span class="_ _b"> </span>então<span class="_ _b"> </span>elas<span class="_ _b"> </span>foram<span class="_ _b"> </span>definidas<span class="_ _b"> </span>com<span class="_ _b"> </span>eufemismos:<span class="_ _b"> </span>“pessoas<span class="_ _b"> </span>excepcionais”,<span class="_ _b"> </span>“com</div><div class="t m0 x6 he y43 ff3 fs0 fc0 sc0 ls0 ws0">necessidades<span class="_ _2"> </span>especiais”,<span class="_ _0"> </span>“portadoras<span class="_ _3"> </span>de<span class="_ _0"> </span>deficiência”,<span class="_ _3"> </span>portadoras<span class="_ _0"> </span>de<span class="_ _0"> </span>necessidades<span class="_ _3"> </span>especiais”<span class="_ _0"> </span>(MA<span class="_ _4"></span>T<span class="_ _4"></span>ARAZZO,</div><div class="t m0 x6 he y44 ff3 fs0 fc0 sc0 ls0 ws0">2009).</div><div class="t m0 x6 he y45 ff3 fs0 fc0 sc0 ls0 ws0">A<span class="_ _2"> </span>inclusão<span class="_ _2"> </span>social<span class="_ _2"> </span>pressupõe<span class="_ _2"> </span>que<span class="_ _2"> </span>todo<span class="_ _2"> </span>ser<span class="_ _2"> </span>humano<span class="_ _2"> </span>tenha<span class="_ _2"> </span>direito<span class="_ _2"> </span>à<span class="_ _2"> </span>educação,<span class="_ _0"> </span>saúde,<span class="_ _0"> </span>cultura,<span class="_ _3"> </span>lazer<span class="_ _4"></span>,<span class="_ _0"> </span>trabalho,</div><div class="t m0 x6 he y46 ff3 fs0 fc0 sc0 ls0 ws0">assistência<span class="_ _2"> </span>social,<span class="_ _0"> </span>além<span class="_ _3"> </span>do<span class="_ _0"> </span>acesso<span class="_ _0"> </span>à<span class="_ _3"> </span>informação,<span class="_ _0"> </span>comunicação,<span class="_ _3"> </span>meios<span class="_ _0"> </span>de<span class="_ _0"> </span>transporte<span class="_ _3"> </span>e<span class="_ _0"> </span>locais<span class="_ _0"> </span>de<span class="_ _3"> </span>convivência,</div><div class="t m0 x6 he y47 ff3 fs0 fc0 sc0 ls0 ws0">incluindo<span class="_"> </span>órgãos<span class="_ _5"> </span>públicos.<span class="_"> </span>Para<span class="_ _5"> </span>as<span class="_"> </span>pessoas<span class="_ _5"> </span>com<span class="_"> </span>deficiência,<span class="_ _5"> </span>a<span class="_"> </span>palavra<span class="_ _5"> </span>inclusão<span class="_"> </span>tem<span class="_ _7"> </span>o<span class="_ _7"> </span>significado<span class="_ _7"> </span>de</div><div class="t m0 x6 he y48 ff3 fs0 fc0 sc0 ls0 ws0">possibilitar-lhes<span class="_"> </span>iguais<span class="_ _5"> </span>oportunidades<span class="_"> </span>de<span class="_ _5"> </span>cuidados,<span class="_"> </span>não<span class="_ _5"> </span>apenas<span class="_"> </span>um<span class="_ _5"> </span>tratamento<span class="_"> </span>convencional,<span class="_ _5"> </span>mas<span class="_"> </span>um</div><div class="t m0 x6 he y49 ff3 fs0 fc0 sc0 ls0 ws0">tratamento<span class="_ _0"> </span>e<span class="_ _3"> </span>atenção<span class="_ _0"> </span>diferenciadas<span class="_ _3"> </span>(HADDAD,<span class="_ _0"> </span>2007).</div><div class="t m0 x6 he y4a ff3 fs0 fc0 sc0 ls0 ws0">A<span class="_ _2"> </span>Organização<span class="_ _2"> </span>Mundial<span class="_ _2"> </span>de<span class="_ _2"> </span>Saúde<span class="_ _2"> </span>(OMS)<span class="_ _2"> </span>estima<span class="_ _2"> </span>que<span class="_ _2"> </span>a<span class="_ _2"> </span>prevalência<span class="_ _2"> </span>das<span class="_ _2"> </span>deficiências<span class="_ _2"> </span>seja<span class="_ _2"> </span>de<span class="_ _2"> </span>uma<span class="_ _2"> </span>pessoa<span class="_ _0"> </span>a</div><div class="t m0 x6 he y4b ff3 fs0 fc0 sc0 ls0 ws0">cada<span class="_"> </span>dez,<span class="_ _5"> </span>e<span class="_ _7"> </span>afirma<span class="_ _7"> </span>que<span class="_ _7"> </span>desse<span class="_ _7"> </span>total<span class="_ _7"> </span>de<span class="_ _7"> </span>deficientes,<span class="_ _7"> </span>mais<span class="_ _7"> </span>de<span class="_ _7"> </span>dois<span class="_ _7"> </span>terços<span class="_ _7"> </span>não<span class="_ _7"> </span>recebem<span class="_ _7"> </span>nenhum<span class="_ _7"> </span>tipo<span class="_ _7"> </span>de</div><div class="t m0 x6 he y4c ff3 fs0 fc0 sc0 ls0 ws0">assistência<span class="_"> </span>(FERREIRA<span class="_ _3"> </span>et<span class="_ _0"> </span>al.,<span class="_ _0"> </span>2012).</div><div class="t m0 x6 he y4d ff3 fs0 fc0 sc0 ls0 ws0">A<span class="_ _2"> </span>importância<span class="_ _2"> </span>do<span class="_ _2"> </span>projeto<span class="_ _2"> </span>é<span class="_ _0"> </span>proporcionar<span class="_ _3"> </span>à<span class="_ _0"> </span>pessoa<span class="_ _0"> </span>com<span class="_ _3"> </span>deficiência<span class="_ _0"> </span>maior<span class="_ _0"> </span>independência,<span class="_ _3"> </span>qualidade<span class="_ _0"> </span>de<span class="_ _0"> </span>vida<span class="_ _3"> </span>e</div><div class="t m0 x6 he y4e ff3 fs0 fc0 sc0 ls0 ws0">inclusão<span class="_"> </span>social,<span class="_ _5"> </span>por<span class="_"> </span>meio<span class="_ _5"> </span>da<span class="_"> </span>ampliação,<span class="_ _5"> </span>na<span class="_"> </span>instituição,<span class="_ _5"> </span>da<span class="_"> </span>acessibilidade<span class="_ _5"> </span>e<span class="_"> </span>inclusão<span class="_ _7"> </span>de<span class="_ _7"> </span>pessoas<span class="_ _7"> </span>com</div><div class="t m0 x6 he y4f ff3 fs0 fc0 sc0 ls0 ws0">deficiência,<span class="_ _2"> </span>de<span class="_ _2"> </span>forma<span class="_ _2"> </span>a<span class="_ _2"> </span>proporcionar<span class="_ _2"> </span>oportunidades<span class="_ _2"> </span>iguais<span class="_ _2"> </span>para<span class="_ _0"> </span>todos.<span class="_ _3"> </span>O<span class="_ _0"> </span>projeto<span class="_ _0"> </span>centrar-se-á<span class="_ _3"> </span>na<span class="_ _0"> </span>concepção,</div><div class="t m0 x6 he y50 ff3 fs0 fc0 sc0 ls0 ws0">desenvolvimento<span class="_ _0"> </span>e<span class="_ _3"> </span>implementação<span class="_ _0"> </span>de<span class="_ _3"> </span>iniciativas<span class="_ _0"> </span>que<span class="_ _0"> </span>melhorem<span class="_ _3"> </span>a<span class="_ _0"> </span>qualidade<span class="_ _0"> </span>de<span class="_ _3"> </span>vida<span class="_ _0"> </span>deste<span class="_ _0"> </span>público-alvo.</div><div class="t m0 x6 ha y51 ff3 fs4 fc1 sc0 ls0 ws0">.</div><div class="t m0 x6 h6 y52 ff2 fs2 fc0 sc0 ls0 ws0">6.<span class="_ _2"> </span><span class="fs3">ENTREGAS<span class="_ _0"> </span>/<span class="_ _0"> </span>AÇÕES</span></div><div class="c x7 y53 wc h12"><div class="t m0 x19 h8 yd ff2 fs4 fc0 sc0 ls0 ws0">Estrutura<span class="_ _3"> </span>de<span class="_ _3"> </span>Decomposição<span class="_ _3"> </span>de<span class="_ _3"> </span>T<span class="_ _4"></span>rabalho<span class="_ _3"> </span>(EDT)</div></div><div class="c x1a y54 wd h12"><div class="t m0 x1b h8 yd ff2 fs4 fc0 sc0 ls0 ws0">Cronograma</div></div><div class="c x1c y55 we h13"><div class="t m0 x1b h8 y56 ff2 fs4 fc0 sc0 ls0 ws0">Área</div><div class="t m0 x1d h8 y57 ff2 fs4 fc0 sc0 ls0 ws0">responsável</div></div><div class="c x1a y58 wf h12"><div class="t m0 x10 h8 yd ff2 fs4 fc0 sc0 ls0 ws0">Início</div></div><div class="c x1e y58 w10 h12"><div class="t m0 x1f h8 yd ff2 fs4 fc0 sc0 ls0 ws0">Término</div></div><div class="c x7 y59 wc h14"><div class="t m0 x12 h8 y9 ff2 fs4 fc0 sc0 ls0 ws0">Entrega<span class="_ _3"> </span>1:<span class="_ _3"> </span>Ações<span class="_ _3"> </span>do<span class="_ _3"> </span>Eixo<span class="_ _3"> </span>-<span class="_"> </span>“Definições<span class="_ _3"> </span>do<span class="_ _3"> </span>projeto”</div></div><div class="c x1a y59 wf h14"><div class="t m0 x20 h8 y9 ff2 fs4 fc0 sc0 ls0 ws0">23/03/23</div></div><div class="c x1e y59 w10 h14"><div class="t m0 x1f h8 y9 ff2 fs4 fc0 sc0 ls0 ws0">23/03/23</div></div><div class="c x1c y59 we h14"><div class="t m0 x2 h8 y9 ff2 fs4 fc0 sc0 ls0 ws0">EQUIPE</div></div><div class="c x7 y5a wc h15"><div class="t m0 x21 ha y5b ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _e"> </span>1.1:<span class="_ _e"> </span>Realizar<span class="_"> </span>reunião<span class="_ _8"> </span>da<span class="_"> </span>equipe<span class="_ _e"> </span>para<span class="_ _e"> </span>definir<span class="_"> </span>cronograma<span class="_ _8"> </span>de</div><div class="t m0 x21 ha y5c ff3 fs4 fc0 sc0 ls0 ws0">trabalho<span class="_ _3"> </span>e<span class="_ _3"> </span>temas<span class="_ _3"> </span>que<span class="_ _3"> </span>serão<span class="_ _3"> </span>abordados<span class="_ _3"> </span>no<span class="_ _3"> </span>treinamento.</div></div><div class="c x1a y5d wf h16"><div class="t m0 x20 ha y5e ff3 fs4 fc0 sc0 ls0 ws0">23/03/23</div></div><div class="c x1e y5d w10 h16"><div class="t m0 x1f ha y5e ff3 fs4 fc0 sc0 ls0 ws0">22/03/23</div></div><div class="c x1c y5f we h17"><div class="t m0 xf ha y60 ff3 fs4 fc0 sc0 ls0 ws0">Comissão</div><div class="t m0 x12 ha y61 ff3 fs4 fc0 sc0 ls0 ws0">Elaboradora<span class="_ _3"> </span>deste</div><div class="t m0 xe ha y62 ff3 fs4 fc0 sc0 ls0 ws0">Plano</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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class="c x1 y1 w2 h2"><div class="t m0 x2 h3 y2 ff1 fs0 fc0 sc0 ls0 ws0">SECRETARIA<span class="_ _0"> </span>DE<span class="_ _0"> </span>GOVERNANÇA<span class="_ _0"> </span>E<span class="_ _0"> </span>GESTÃO<span class="_ _0"> </span>ESTRATÉGICA<span class="_ _0"> </span>–<span class="_ _0"> </span>SEGGEST</div><div class="t m0 x3 h3 y3 ff1 fs0 fc0 sc0 ls0 ws0">Seção<span class="_ _0"> </span>de<span class="_ _0"> </span>Projetos<span class="_ _0"> </span>–<span class="_ _0"> </span>SPROJ</div><div class="t m0 x4 h3 y4 ff1 fs0 fc1 sc0 ls0 ws0">PLANO<span class="_ _0"> </span>DE<span class="_ _0"> </span>AÇÃO<span class="_ _0"> </span>PARA</div><div class="t m0 x5 h4 y5 ff1 fs1 fc1 sc0 ls0 ws0">“ACESSIBILIDADE<span class="_ _1"> </span>E<span class="_ _1"> </span>INCLUSÃO”</div><div class="t m0 x4 h5 y6 ff1 fs2 fc0 sc0 ls0 ws0">Termo<span class="_ _2"> </span>de<span class="_ _2"> </span>Abertura</div></div><div class="c x7 y63 wc h16"><div class="t m0 x21 ha y5e ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _3"> </span>1.2:<span class="_ _3"> </span>Definir<span class="_ _3"> </span>responsáveis<span class="_ _3"> </span>pelas<span class="_ _3"> </span>áreas/eixos.</div></div><div class="c x1a y63 wf h16"><div class="t m0 x20 ha y5e ff3 fs4 fc0 sc0 ls0 ws0">23/03/23</div></div><div class="c x1e y63 w10 h16"><div class="t m0 x1f ha y5e ff3 fs4 fc0 sc0 ls0 ws0">22/03/23</div></div><div class="c x1c y64 we h18"><div class="t m0 xf ha y60 ff3 fs4 fc0 sc0 ls0 ws0">Comissão</div><div class="t m0 x12 ha y61 ff3 fs4 fc0 sc0 ls0 ws0">Elaboradora<span class="_ _3"> </span>deste</div><div class="t m0 xe ha y62 ff3 fs4 fc0 sc0 ls0 ws0">Plano</div></div><div class="c x7 y65 wc h16"><div class="t m0 x21 h8 y5e ff2 fs4 fc0 sc0 ls0 ws0">Entrega<span class="_ _3"> </span>2:<span class="_ _3"> </span>Ações<span class="_ _3"> </span>Eixo<span class="_ _3"> </span>-<span class="_ _3"> </span>“Estrutura<span class="_ _3"> </span>Física”</div></div><div class="c x1a y66 wf h14"><div class="t m0 x20 h8 y9 ff2 fs4 fc0 sc0 ls0 ws0">09/01/23</div></div><div class="c x1e y66 w10 h14"><div class="t m0 x1f h8 y9 ff2 fs4 fc0 sc0 ls0 ws0">19/12/23</div></div><div class="c x1c y65 we h16"><div class="t m0 x2 h8 y5e ff2 fs4 fc0 sc0 ls0 ws0">EQUIPE</div></div><div class="c x7 y67 wc h17"><div class="t m0 x21 ha y68 ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _1"> </span>2.1:<span class="_ _b"> </span>Contratar<span class="_ _2"> </span>especialista<span class="_ _f"> </span>para<span class="_ _f"> </span>elaborar<span class="_ _f"> </span>laudo<span class="_ _f"> </span>técnico<span class="_ _2"> </span>acerca</div><div class="t m0 x21 ha y69 ff3 fs4 fc0 sc0 ls0 ws0">do<span class="_ _1"> </span>nível<span class="_ _8"> </span>de<span class="_ _1"> </span>acessibilidade<span class="_ _8"> </span>física<span class="_ _1"> </span>do<span class="_ _1"> </span>edifício-sede<span class="_ _8"> </span>(JP<span class="_ _4"></span>A)<span class="_ _1"> </span>e<span class="_ _f"> </span>do<span class="_ _2"> </span>Fórum</div><div class="t m0 x21 ha y6a ff3 fs4 fc0 sc0 ls0 ws0">Irineu<span class="_ _3"> </span>Joffily<span class="_ _3"> </span>(CG).</div></div><div class="c x1a y6b wf h16"><div class="t m0 x20 ha y62 ff3 fs4 fc0 sc0 ls0 ws0">09/01/23</div></div><div class="c x1e y6b w10 h16"><div class="t m0 x1f ha y62 ff3 fs4 fc0 sc0 ls0 ws0">30/04/23</div></div><div class="c x1c y6c we h19"><div class="t m0 x11 ha y6d ff3 fs4 fc0 sc0 ls0 ws0">CAEMA</div></div><div class="c x7 y6e wc h1a"><div class="t m0 x21 ha y5b ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _e"> </span>2.2<span class="_ _e"> </span>Acompanhar<span class="_"> </span>elaboração<span class="_ _8"> </span>do<span class="_"> </span>laudo<span class="_ _e"> </span>de<span class="_"> </span>acessibilidade<span class="_ _1"> </span>dos</div><div class="t m0 x21 ha y6f ff3 fs4 fc0 sc0 ls0 ws0">edifícios<span class="_ _3"> </span>indicados<span class="_ _3"> </span>no<span class="_ _3"> </span>item<span class="_ _3"> </span>2.1.</div></div><div class="c x1a y70 wf h16"><div class="t m0 x20 ha y5e ff3 fs4 fc0 sc0 ls0 ws0">01/05/23</div></div><div class="c x1e y70 w10 h16"><div class="t m0 x1f ha y5e ff3 fs4 fc0 sc0 ls0 ws0">30/06/23</div></div><div class="c x1c y71 we h1b"><div class="t m0 x2 h8 y6d ff2 fs4 fc0 sc0 ls0 ws0">CAEMA</div></div><div class="c x7 y72 wc h17"><div class="t m0 x21 ha y60 ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _1"> </span>2.3<span class="_ _8"> </span>Adquirir<span class="_ _1"> </span>placas<span class="_ _8"> </span>identificadoras<span class="_ _1"> </span>para<span class="_ _8"> </span>as<span class="_ _0"> </span>portas<span class="_ _f"> </span>dos<span class="_ _2"> </span>setores</div><div class="t m0 x21 ha y73 ff3 fs4 fc0 sc0 ls0 ws0">do<span class="_ _f"> </span>Edifício<span class="_ _f"> </span>sede<span class="_ _f"> </span>do<span class="_ _2"> </span>TRT13,<span class="_ _0"> </span>inclusive<span class="_ _f"> </span>placas<span class="_ _3"> </span>táteis<span class="_ _3"> </span>para<span class="_ _3"> </span>pessoas<span class="_ _3"> </span>com</div><div class="t m0 x21 ha y74 ff3 fs4 fc0 sc0 ls0 ws0">deficiência<span class="_ _3"> </span>visual<span class="_ _3"> </span>(proad<span class="_ _3"> </span>2273/2023).</div></div><div class="c x1a y75 wf h16"><div class="t m0 x20 ha y62 ff3 fs4 fc0 sc0 ls0 ws0">30/01/23</div></div><div class="c x1e y75 w10 h16"><div class="t m0 x1f ha y62 ff3 fs4 fc0 sc0 ls0 ws0">31/07/23</div></div><div class="c x1c y76 we h1c"><div class="t m0 x11 ha y77 ff3 fs4 fc0 sc0 ls0 ws0">CAEMA</div></div><div class="c x7 y78 wc h15"><div class="t m0 x21 ha y5b ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _e"> </span>2.4<span class="_ _e"> </span>Definir<span class="_"> </span>o<span class="_ _8"> </span>layout<span class="_"> </span>(padrão<span class="_ _e"> </span>visual<span class="_ _e"> </span>e<span class="_ _1"> </span>de<span class="_ _8"> </span>nomenclatura)<span class="_ _c"> </span>das</div><div class="t m0 x21 ha y6f ff3 fs4 fc0 sc0 ls0 ws0">placas<span class="_ _3"> </span>indicadas<span class="_ _3"> </span>no<span class="_ _3"> </span>item<span class="_ _3"> </span>2.3.</div></div><div class="c x1a y79 wf h16"><div class="t m0 x20 ha y5e ff3 fs4 fc0 sc0 ls0 ws0">29/03/23</div></div><div class="c x1e y79 w10 h16"><div class="t m0 x1f ha y5e ff3 fs4 fc0 sc0 ls0 ws0">30/04/23</div></div><div class="c x1c y7a we h1d"><div class="t m0 x1b h8 y77 ff2 fs4 fc0 sc0 ls0 ws0">ACS</div><div class="t m0 x11 ha y5c ff3 fs4 fc0 sc0 ls0 ws0">CAEMA</div></div><div class="c x7 y7b wc h1e"><div class="t m0 x12 ha y7c ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _10"> </span>2.4<span class="_ _11"> </span>Adquirir<span class="_ _11"> </span>e<span class="_ _11"> </span>instalar<span class="_ _11"> </span>maçanetas<span class="_ _11"> </span>para<span class="_ _11"> </span>melhoria<span class="_ _11"> </span>de</div><div class="t m0 x12 ha y7d ff3 fs4 fc0 sc0 ls0 ws0">acessibilidade<span class="_ _3"> </span>nas<span class="_ _3"> </span>portas<span class="_ _3"> </span>internas<span class="_ _3"> </span>(Proad<span class="_ _3"> </span>270/2023).</div></div><div class="c x1a y7e wf h16"><div class="t m0 x20 ha y5e ff3 fs4 fc0 sc0 ls0 ws0">12/01/23</div></div><div class="c x1e y7e w10 h16"><div class="t m0 x1f ha y5e ff3 fs4 fc0 sc0 ls0 ws0">30/09/23</div></div><div class="c x1c y7f we h1c"><div class="t m0 x2 h8 y77 ff2 fs4 fc0 sc0 ls0 ws0">CAEMA</div></div><div class="c x7 y80 wc h1f"><div class="t m0 x21 ha y81 ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _e"> </span>2.5<span class="_ _e"> </span>-<span class="_ _10"> </span>Reformar<span class="_"> </span>o<span class="_ _e"> </span>edifício<span class="_ _1"> </span>do<span class="_ _8"> </span>Fórum<span class="_ _1"> </span>Irineu<span class="_ _8"> </span>Jof<span class="_ _6"></span>fily<span class="_ _1"> </span>(CG)<span class="_ _8"> </span>para</div><div class="t m0 x21 ha y82 ff3 fs4 fc0 sc0 ls0 ws0">construção<span class="_ _11"> </span>de<span class="_ _11"> </span>sanitário<span class="_ _11"> </span>acessível<span class="_ _11"> </span>nas<span class="_ _11"> </span>novas<span class="_ _11"> </span>instalações<span class="_ _11"> </span>da</div><div class="t m0 x21 ha y83 ff3 fs4 fc0 sc0 ls0 ws0">Coordenadoria<span class="_ _12"> </span>de<span class="_ _12"> </span>Saúde,<span class="_ _12"> </span>que<span class="_ _12"> </span>se<span class="_ _12"> </span>deslocará<span class="_ _12"> </span>do<span class="_ _e"> </span>2º<span class="_ _e"> </span>pavimento<span class="_ _e"> </span>do</div><div class="t m0 x21 ha y84 ff3 fs4 fc0 sc0 ls0 ws0">anexo<span class="_ _3"> </span>para<span class="_ _3"> </span>o<span class="_ _3"> </span>térreo<span class="_ _3"> </span>do<span class="_ _3"> </span>Fórum<span class="_ _3"> </span>Irineu<span class="_ _3"> </span>Joffily<span class="_ _3"> </span>(proad<span class="_ _3"> </span>2358/23).</div></div><div class="c x1a y85 wf h16"><div class="t m0 x20 ha y5e ff3 fs4 fc0 sc0 ls0 ws0">09/03/23</div></div><div class="c x1e y85 w10 h16"><div class="t m0 x1f ha y5e ff3 fs4 fc0 sc0 ls0 ws0">30/10/23</div></div><div class="c x1c y86 we h1c"><div class="t m0 x11 ha y77 ff3 fs4 fc0 sc0 ls0 ws0">CAEMA</div></div><div class="c x7 y87 wc h20"><div class="t m0 x21 ha y88 ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _13"> </span>2.6<span class="_ _13"> </span>-<span class="_ _13"> </span>Realizar<span class="_ _13"> </span>reformas<span class="_ _13"> </span>nos<span class="_ _13"> </span>seguintes<span class="_ _14"> </span>espaços<span class="_ _14"> </span>(Proad</div><div class="t m0 x21 ha y89 ff3 fs4 fc0 sc0 ls0 ws0">2439/2023):</div><div class="t m0 x22 ha y8a ff3 fs4 fc0 sc0 ls0 ws0">●<span class="_ _15"> </span>edifício-sede<span class="_ _13"> </span>(JP<span class="_ _4"></span>A),<span class="_ _13"> </span>para<span class="_ _14"> </span>eliminação<span class="_ _14"> </span>dos<span class="_ _14"> </span>desníveis<span class="_ _14"> </span>na</div><div class="t m0 x23 ha y8b ff3 fs4 fc0 sc0 ls0 ws0">entrada<span class="_ _1"> </span>dos<span class="_ _8"> </span>setores<span class="_ _f"> </span>com<span class="_ _f"> </span>a<span class="_ _f"> </span>instalação<span class="_ _f"> </span>de<span class="_ _2"> </span>novas<span class="_ _f"> </span>soleiras<span class="_ _f"> </span>de</div><div class="t m0 x23 ha y8c ff3 fs4 fc0 sc0 ls0 ws0">granito<span class="_ _13"> </span>em<span class="_ _13"> </span>rampa,<span class="_ _13"> </span>conforme<span class="_ _13"> </span>solicitação<span class="_ _14"> </span>da<span class="_ _14"> </span>Comissão</div><div class="t m0 x23 ha y8d ff3 fs4 fc0 sc0 ls0 ws0">Permanente<span class="_ _3"> </span>de<span class="_ _3"> </span>Acessibilidade<span class="_ _3"> </span>e<span class="_ _3"> </span>Inclusão;</div><div class="t m0 x22 ha y8e ff3 fs4 fc0 sc0 ls0 ws0">●<span class="_ _15"> </span>Arquivo<span class="_ _1"> </span>das<span class="_ _8"> </span>V<span class="_ _4"></span>aras<span class="_ _1"> </span>(Praça<span class="_ _8"> </span>da<span class="_ _1"> </span>Independência,<span class="_ _1"> </span>em<span class="_ _2"> </span>JP),<span class="_ _f"> </span>para</div><div class="t m0 x23 ha y8f ff3 fs4 fc0 sc0 ls0 ws0">adaptação<span class="_ _16"> </span>dos<span class="_ _16"> </span>sanitários<span class="_ _16"> </span>masculino<span class="_ _16"> </span>e<span class="_ _16"> </span>feminino<span class="_ _16"> </span>de<span class="_ _16"> </span>uso</div><div class="t m0 x23 ha y90 ff3 fs4 fc0 sc0 ls0 ws0">público<span class="_ _3"> </span>às<span class="_ _3"> </span>normas<span class="_ _3"> </span>de<span class="_ _3"> </span>acessibilidade.</div></div><div class="c x1a y91 wf h16"><div class="t m0 x20 ha y5e ff3 fs4 fc0 sc0 ls0 ws0">09/03/23</div></div><div class="c x1e y91 w10 h16"><div class="t m0 x1f ha y5e ff3 fs4 fc0 sc0 ls0 ws0">30/1<span class="_ _4"></span>1/23</div></div><div class="c x1c y92 we h1c"><div class="t m0 x11 ha y77 ff3 fs4 fc0 sc0 ls0 ws0">CAEMA</div></div><div class="c x7 y93 wc h21"><div class="t m0 x12 ha y94 ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _f"> </span>2.7<span class="_ _f"> </span>-<span class="_ _f"> </span>Adquirir<span class="_ _2"> </span>plataforma<span class="_ _f"> </span>elevatória<span class="_ _f"> </span>para<span class="_ _f"> </span>o<span class="_ _2"> </span>edifício<span class="_ _f"> </span>do<span class="_ _f"> </span>Arquivo</div><div class="t m0 x12 ha y95 ff3 fs4 fc0 sc0 ls0 ws0">das<span class="_ _3"> </span>V<span class="_ _4"></span>aras<span class="_ _3"> </span>(Praça<span class="_ _3"> </span>da<span class="_ _3"> </span>Independência,<span class="_ _3"> </span>em<span class="_ _3"> </span>JP).</div></div><div class="c x1a y96 wf h16"><div class="t m0 x20 ha y62 ff3 fs4 fc0 sc0 ls0 ws0">01/06/23</div></div><div class="c x1e y96 w10 h16"><div class="t m0 x1f ha y62 ff3 fs4 fc0 sc0 ls0 ws0">30/1<span class="_ _4"></span>1/23</div></div><div class="c x1c y96 we h16"><div class="t m0 x11 ha y62 ff3 fs4 fc0 sc0 ls0 ws0">CAEMA</div></div><div class="c x7 y97 wc h22"><div class="t m0 x12 ha y98 ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _e"> </span>2.8<span class="_ _e"> </span>-<span class="_ _e"> </span>Adaptar<span class="_ _e"> </span>mobiliário<span class="_"> </span>de<span class="_ _8"> </span>servidores,<span class="_ _8"> </span>em<span class="_ _1"> </span>conjunto<span class="_ _8"> </span>com<span class="_ _1"> </span>a</div><div class="t m0 x12 ha y99 ff3 fs4 fc0 sc0 ls0 ws0">Seção<span class="_ _f"> </span>de<span class="_ _f"> </span>Fisioterapia<span class="_ _3"> </span>e<span class="_ _3"> </span>a<span class="_ _3"> </span>equipe<span class="_ _3"> </span>de<span class="_ _3"> </span>marcenaria,<span class="_ _3"> </span>para<span class="_ _3"> </span>regulagem<span class="_ _3"> </span>de</div><div class="t m0 x12 ha y9a ff3 fs4 fc0 sc0 ls0 ws0">altura<span class="_"> </span>do<span class="_ _8"> </span>tampo<span class="_"> </span>de<span class="_ _e"> </span>estação<span class="_ _e"> </span>de<span class="_ _e"> </span>trabalho,<span class="_ _e"> </span>projeto<span class="_ _e"> </span>e<span class="_ _1"> </span>confecção<span class="_ _8"> </span>de</div><div class="t m0 x12 ha y9b ff3 fs4 fc0 sc0 ls0 ws0">apoio<span class="_ _3"> </span>para<span class="_ _3"> </span>pés.</div></div><div class="c x1a y9c wf h16"><div class="t m0 x20 ha y62 ff3 fs4 fc0 sc0 ls0 ws0">01/03/23</div></div><div class="c x1e y9c w10 h16"><div class="t m0 x1f ha y62 ff3 fs4 fc0 sc0 ls0 ws0">30/04/23</div></div><div class="c x1c y9d we h1c"><div class="t m0 x2 h8 y6d ff2 fs4 fc0 sc0 ls0 ws0">CAEMA</div><div class="t m0 xf ha y9e ff3 fs4 fc0 sc0 ls0 ws0">CSAUDE</div></div><div class="c x7 y9f wc h23"><div class="t m0 x12 ha ya0 ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _f"> </span>2.9<span class="_ _f"> </span>-<span class="_ _f"> </span>Adequar<span class="_ _2"> </span>posto<span class="_ _3"> </span>de<span class="_ _3"> </span>trabalho<span class="_ _3"> </span>para<span class="_ _3"> </span>intérprete<span class="_ _3"> </span>de<span class="_ _3"> </span>LIBRAS<span class="_ _3"> </span>na</div><div class="t m0 x12 ha ya1 ff3 fs4 fc0 sc0 ls0 ws0">sala<span class="_ _f"> </span>de<span class="_ _f"> </span>sessões<span class="_ _f"> </span>da<span class="_ _2"> </span>2ª<span class="_ _f"> </span>T<span class="_ _6"></span>urma,<span class="_ _f"> </span>através<span class="_ _f"> </span>da<span class="_ _2"> </span>equipe<span class="_ _f"> </span>de<span class="_ _f"> </span>marcenaria<span class="_ _f"> </span>da</div><div class="t m0 x12 ha ya2 ff3 fs4 fc0 sc0 ls0 ws0">CAEMA.</div></div><div class="c x1a ya3 wf h16"><div class="t m0 x20 ha y62 ff3 fs4 fc0 sc0 ls0 ws0">22/02/23</div></div><div class="c x1e ya4 w10 h1b"><div class="t m0 x1f ha y77 ff3 fs4 fc0 sc0 ls0 ws0">28/02/23</div><div class="t m0 x24 ha y6f ff3 fs4 fc0 sc0 ls0 ws0">(concluído)</div></div><div class="c x1c ya5 we h1c"><div class="t m0 x11 ha y6d ff3 fs4 fc0 sc0 ls0 ws0">CAEMA</div></div><div class="c x7 ya6 wc h24"><div class="t m0 x12 ha y94 ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _3"> </span>2.10<span class="_ _3"> </span>-<span class="_ _3"> </span>Adquirir<span class="_ _3"> </span>cadeiras<span class="_ _3"> </span>de<span class="_ _3"> </span>rodas<span class="_ _3"> </span>para<span class="_ _3"> </span>distribuição<span class="_ _3"> </span>em<span class="_ _3"> </span>todos<span class="_ _3"> </span>os</div><div class="t m0 x12 ha ya7 ff3 fs4 fc0 sc0 ls0 ws0">edifícios<span class="_ _3"> </span>do<span class="_ _3"> </span>TRT13<span class="_ _3"> </span>-<span class="_ _3"> </span>Proad<span class="_ _3"> </span>2690/2023</div></div><div class="c x1a ya8 wf h16"><div class="t m0 x10 ha y5e ff3 fs4 fc0 sc0 ls0 ws0">15/03</div></div><div class="c x1e ya8 w10 h16"><div class="t m0 x25 ha y5e ff3 fs4 fc0 sc0 ls0 ws0">30/04</div></div><div class="c x1c ya8 we h16"><div class="t m0 xf ha y5e ff3 fs4 fc0 sc0 ls0 ws0">CSAUDE</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="pf4" class="pf w0 h0" data-page-no="4"><div class="pc pc4 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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class="c x1 y1 w2 h2"><div class="t m0 x2 h3 y2 ff1 fs0 fc0 sc0 ls0 ws0">SECRETARIA<span class="_ _0"> </span>DE<span class="_ _0"> </span>GOVERNANÇA<span class="_ _0"> </span>E<span class="_ _0"> </span>GESTÃO<span class="_ _0"> </span>ESTRATÉGICA<span class="_ _0"> </span>–<span class="_ _0"> </span>SEGGEST</div><div class="t m0 x3 h3 y3 ff1 fs0 fc0 sc0 ls0 ws0">Seção<span class="_ _0"> </span>de<span class="_ _0"> </span>Projetos<span class="_ _0"> </span>–<span class="_ _0"> </span>SPROJ</div><div class="t m0 x4 h3 y4 ff1 fs0 fc1 sc0 ls0 ws0">PLANO<span class="_ _0"> </span>DE<span class="_ _0"> </span>AÇÃO<span class="_ _0"> </span>PARA</div><div class="t m0 x5 h4 y5 ff1 fs1 fc1 sc0 ls0 ws0">“ACESSIBILIDADE<span class="_ _1"> </span>E<span class="_ _1"> </span>INCLUSÃO”</div><div class="t m0 x4 h5 y6 ff1 fs2 fc0 sc0 ls0 ws0">Termo<span class="_ _2"> </span>de<span class="_ _2"> </span>Abertura</div></div><div class="c x7 ya9 wc h24"><div class="t m0 x12 ha y94 ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _12"> </span>2.1<span class="_ _4"></span>1<span class="_ _e"> </span>Acompanhar<span class="_ _e"> </span>a<span class="_ _e"> </span>execução<span class="_ _e"> </span>de<span class="_ _e"> </span>termo<span class="_ _e"> </span>de<span class="_ _e"> </span>parceria<span class="_ _e"> </span>a<span class="_ _e"> </span>ser</div><div class="t m0 x12 ha ya7 ff3 fs4 fc0 sc0 ls0 ws0">firmado<span class="_ _3"> </span>com<span class="_ _3"> </span>a<span class="_ _3"> </span>UFPE<span class="_ _3"> </span>(Departamento<span class="_ _3"> </span>de<span class="_ _3"> </span>T<span class="_ _9"></span>erapia<span class="_ _3"> </span>Ocupacional)</div></div><div class="c x1a yaa wf h16"><div class="t m0 x20 ha y62 ff3 fs4 fc0 sc0 ls0 ws0">01/07/03</div></div><div class="c x1e yaa w10 h16"><div class="t m0 x1f ha y62 ff3 fs4 fc0 sc0 ls0 ws0">19/12/23</div></div><div class="c x1c yaa we h16"><div class="t m0 xf ha y62 ff3 fs4 fc0 sc0 ls0 ws0">CSAUDE</div></div><div class="c x7 yab wc h25"><div class="t m0 x12 h8 yac ff2 fs4 fc0 sc0 ls0 ws0">Entrega<span class="_ _3"> </span>3:<span class="_ _3"> </span>Ações<span class="_ _3"> </span>Eixo<span class="_ _3"> </span>-<span class="_ _3"> </span>“Comunicação”</div></div><div class="c x1a yad wf h14"><div class="t m0 x20 h8 y9 ff2 fs4 fc0 sc0 ls0 ws0">30/01/23</div></div><div class="c x1e yad w10 h14"><div class="t m0 x1f h8 y9 ff2 fs4 fc0 sc0 ls0 ws0">19/12/23</div></div><div class="c x1c yab we h25"><div class="t m0 x2 h8 yac ff2 fs4 fc0 sc0 ls0 ws0">EQUIPE</div></div><div class="c x7 yae wc h26"><div class="t m0 x21 ha yaf ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _f"> </span>3.1:<span class="_ _f"> </span>Atualizar<span class="_ _3"> </span>o<span class="_ _3"> </span>portal<span class="_ _3"> </span>da<span class="_ _3"> </span>Acessibilidade<span class="_ _3"> </span>INTERNET<span class="_ _3"> </span>conforme<span class="_ _3"> </span>o</div><div class="t m0 x21 ha yb0 ff3 fs4 fc0 sc0 ls0 ws0">padrão<span class="_ _3"> </span>definido<span class="_ _3"> </span>pelo<span class="_ _3"> </span>TRT13<span class="_ _3"> </span>e<span class="_ _3"> </span>outros<span class="_ _3"> </span>órgãos<span class="_ _3"> </span>(STJ<span class="_ _3"> </span>e<span class="_ _3"> </span>TR<span class="_ _6"></span>T12).</div></div><div class="c x1a yb1 wf h16"><div class="t m0 x20 ha y62 ff3 fs4 fc0 sc0 ls0 ws0">01/02/23</div></div><div class="c x1e yb1 w10 h16"><div class="t m0 x26 ha y62 ff3 fs4 fc0 sc0 ls0 ws0">concluído</div></div><div class="c x1c yb2 we h27"><div class="t m0 x1b ha yb3 ff3 fs4 fc0 sc0 ls0 ws0">ACS</div></div><div class="c x7 yb4 wc h28"><div class="t m0 x21 ha yb5 ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _e"> </span>3.2:<span class="_ _e"> </span>Publicar<span class="_"> </span>no<span class="_ _8"> </span>Portal<span class="_"> </span>da<span class="_ _e"> </span>Acessibilidade<span class="_ _e"> </span>todas<span class="_ _e"> </span>as<span class="_ _1"> </span>matérias</div><div class="t m0 x21 ha yb6 ff3 fs4 fc0 sc0 ls0 ws0">pertinentes<span class="_ _3"> </span>ao<span class="_ _3"> </span>tema<span class="_ _3"> </span>já<span class="_ _3"> </span>publicadas<span class="_ _3"> </span>no<span class="_ _3"> </span>T<span class="_ _6"></span>ribunal.</div></div><div class="c x1a yb7 wf h16"><div class="t m0 x20 ha y5e ff3 fs4 fc0 sc0 ls0 ws0">30/01/23</div></div><div class="c x1e yb8 w10 h1b"><div class="t m0 x1f ha y6d ff3 fs4 fc0 sc0 ls0 ws0">30/01/23</div><div class="t m0 x24 ha y9e ff3 fs4 fc0 sc0 ls0 ws0">(concluído)</div></div><div class="c x1c yb9 we h29"><div class="t m0 x1b ha yba ff3 fs4 fc0 sc0 ls0 ws0">ACS</div></div><div class="c x7 ybb wc h2a"><div class="t m0 x21 ha ybc ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _14"> </span>3.3:<span class="_ _14"> </span>Acompanhar<span class="_ _14"> </span>a<span class="_ _14"> </span>renovação<span class="_ _14"> </span>do<span class="_ _14"> </span>contrato<span class="_ _14"> </span>da<span class="_ _14"> </span>empresa</div><div class="t m0 x21 ha ybd ff3 fs4 fc0 sc0 ls0 ws0">prestadora<span class="_"> </span>de<span class="_ _8"> </span>serviços<span class="_"> </span>de<span class="_ _e"> </span>intérprete<span class="_ _e"> </span>de<span class="_ _e"> </span>LIBRAS<span class="_ _e"> </span>para<span class="_ _1"> </span>eventos<span class="_ _8"> </span>do</div><div class="t m0 x21 ha ybe ff3 fs4 fc0 sc0 ls0 ws0">T<span class="_ _6"></span>ribunal,<span class="_ _1"> </span>produção<span class="_ _8"> </span>de<span class="_ _1"> </span>vídeos<span class="_ _8"> </span>institucionais<span class="_ _1"> </span>e<span class="_ _1"> </span>dos<span class="_ _8"> </span>cursos<span class="_ _f"> </span>da<span class="_ _f"> </span>EJUD,</div><div class="t m0 x21 ha ybf ff3 fs4 fc0 sc0 ls0 ws0">etc.<span class="_ _3"> </span>(art.<span class="_ _3"> </span>13<span class="_ _3"> </span>da<span class="_ _3"> </span>Resolução<span class="_ _3"> </span>CSJT<span class="_ _3"> </span>218/2018).</div></div><div class="c x1a yc0 wf h16"><div class="t m0 x20 ha y5e ff3 fs4 fc0 sc0 ls0 ws0">30/01/23</div></div><div class="c x1e yc1 w10 h1b"><div class="t m0 x1f ha y6d ff3 fs4 fc0 sc0 ls0 ws0">28/02/23</div><div class="t m0 x24 ha y9e ff3 fs4 fc0 sc0 ls0 ws0">(concluído)</div></div><div class="c x1c yc2 we h29"><div class="t m0 x1b ha yba ff3 fs4 fc0 sc0 ls0 ws0">ACS</div></div><div class="c x7 yc3 wc h2b"><div class="t m0 x21 ha yc4 ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _e"> </span>3.4<span class="_ _e"> </span>Produzir<span class="_"> </span>vídeos<span class="_ _8"> </span>educativos,<span class="_"> </span>no<span class="_ _e"> </span>estilo<span class="_ _e"> </span>dos<span class="_ _e"> </span>existentes<span class="_ _e"> </span>no</div><div class="t m0 x21 ha yc5 ff3 fs4 fc0 sc0 ls0 ws0">Instagram<span class="_ _e"> </span>de<span class="_ _17"> </span>IV<span class="_ _4"></span>AN<span class="_ _e"> </span>BARON,<span class="_ _10"> </span>relativos<span class="_ _8"> </span>ao<span class="_ _1"> </span>capacitismo,<span class="_ _8"> </span>em<span class="_ _1"> </span>datas</div><div class="t m0 x21 ha yc6 ff3 fs4 fc0 sc0 ls0 ws0">alusivas<span class="_ _3"> </span>ao<span class="_ _3"> </span>tema:</div><div class="t m0 x22 ha yc7 ff3 fs4 fc0 sc0 ls0 ws0">●<span class="_ _15"> </span>24/04<span class="_ _3"> </span>-<span class="_ _3"> </span>Dia<span class="_ _3"> </span>Nacional<span class="_ _3"> </span>da<span class="_ _3"> </span>Língua<span class="_ _3"> </span>Brasileira<span class="_ _3"> </span>de<span class="_ _3"> </span>Sinais;</div><div class="t m0 x22 ha yc8 ff3 fs4 fc0 sc0 ls0 ws0">●<span class="_ _15"> </span>21/09<span class="_ _3"> </span>-<span class="_ _3"> </span>Dia<span class="_ _3"> </span>Nacional<span class="_ _3"> </span>da<span class="_ _3"> </span>Pessoa<span class="_ _3"> </span>com<span class="_ _3"> </span>Deficiência;</div><div class="t m0 x22 ha yc9 ff3 fs4 fc0 sc0 ls0 ws0">●<span class="_ _15"> </span>23/09<span class="_ _3"> </span>-<span class="_ _3"> </span>Dia<span class="_ _3"> </span>Internacional<span class="_ _3"> </span>da<span class="_ _3"> </span>Língua<span class="_ _3"> </span>de<span class="_ _3"> </span>Sinais;</div><div class="t m0 x22 ha yca ff3 fs4 fc0 sc0 ls0 ws0">●<span class="_ _15"> </span>26/09<span class="_ _3"> </span>-<span class="_ _3"> </span>Dia<span class="_ _3"> </span>Nacional<span class="_ _3"> </span>dos<span class="_ _3"> </span>Surdos;</div><div class="t m0 x22 ha ycb ff3 fs4 fc0 sc0 ls0 ws0">●<span class="_ _15"> </span>10/10<span class="_ _3"> </span>-<span class="_ _3"> </span>Dia<span class="_ _3"> </span>da<span class="_ _3"> </span>Saúde<span class="_ _3"> </span>Mental;</div><div class="t m0 x22 ha ycc ff3 fs4 fc0 sc0 ls0 ws0">●<span class="_ _15"> </span>03/12<span class="_ _3"> </span>-<span class="_ _3"> </span>Dia<span class="_ _3"> </span>Internacional<span class="_ _3"> </span>da<span class="_ _3"> </span>Pessoa<span class="_ _3"> </span>com<span class="_ _3"> </span>Deficiência;</div><div class="t m0 x22 ha ycd ff3 fs4 fc0 sc0 ls0 ws0">●<span class="_ _15"> </span>13/12<span class="_ _3"> </span>-<span class="_ _3"> </span>Dia<span class="_ _3"> </span>Nacional<span class="_ _3"> </span>da<span class="_ _3"> </span>Pessoa<span class="_ _3"> </span>com<span class="_ _3"> </span>Deficiência<span class="_ _3"> </span>Visual;</div></div><div class="c x1a yce wf h16"><div class="t m0 x12 ha y62 ff3 fs4 fc0 sc0 ls0 ws0">01/03/2023</div></div><div class="c x1e yce w10 h16"><div class="t m0 x24 ha y62 ff3 fs4 fc0 sc0 ls0 ws0">16/12/2023</div></div><div class="c x1c ycf we h2c"><div class="t m0 x1b ha yba ff3 fs4 fc0 sc0 ls0 ws0">ACS</div></div><div class="c x7 yd0 wc h2a"><div class="t m0 x21 ha yd1 ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _e"> </span>3.5<span class="_ _e"> </span>Dar<span class="_ _e"> </span>amplitude<span class="_"> </span>e<span class="_ _8"> </span>abrangência<span class="_"> </span>na<span class="_ _e"> </span>divulgação<span class="_"> </span>da<span class="_ _2"> </span>Cartilha</div><div class="t m0 x21 ha yd2 ff3 fs4 fc0 sc0 ls0 ws0">sobre<span class="_ _16"> </span>“Acessibilidade<span class="_ _12"> </span>e<span class="_ _12"> </span>Inclusão:<span class="_ _12"> </span>Caminho<span class="_ _12"> </span>para<span class="_ _12"> </span>uma<span class="_ _12"> </span>Sociedade</div><div class="t m0 x21 ha yd3 ff3 fs4 fc0 sc0 ls0 ws0">Justa<span class="_ _3"> </span>e<span class="_ _3"> </span>Solidária”.</div></div><div class="c x1a yd4 wf h16"><div class="t m0 x12 ha y62 ff3 fs4 fc0 sc0 ls0 ws0">30/03/2023</div></div><div class="c x1e yd4 w10 h16"><div class="t m0 x24 ha y62 ff3 fs4 fc0 sc0 ls0 ws0">30/04/2023</div></div><div class="c x1c yd5 we h2c"><div class="t m0 x25 h8 yb3 ff2 fs4 fc0 sc0 ls0 ws0">SEGGEST</div><div class="t m0 x1b ha yb6 ff3 fs4 fc0 sc0 ls0 ws0">ACS</div></div><div class="c x7 yd6 wc h2d"><div class="t m0 x12 ha yd7 ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _12"> </span>3.6<span class="_ _12"> </span>-<span class="_ _12"> </span>Divulgar<span class="_ _4"></span>,<span class="_ _12"> </span>no<span class="_ _12"> </span>Portal<span class="_ _12"> </span>e<span class="_ _12"> </span>nas<span class="_"> </span>redes<span class="_ _e"> </span>sociais,<span class="_ _e"> </span>ações<span class="_ _e"> </span>que</div><div class="t m0 x12 ha yd8 ff3 fs4 fc0 sc0 ls0 ws0">demonstrem<span class="_"> </span>a<span class="_ _8"> </span>prioridade<span class="_"> </span>do<span class="_ _e"> </span>TRT13<span class="_ _e"> </span>em<span class="_ _e"> </span>relação<span class="_ _1"> </span>às<span class="_ _1"> </span>iniciativas<span class="_ _8"> </span>de</div><div class="t m0 x12 ha yd9 ff3 fs4 fc0 sc0 ls0 ws0">acessibilidade,<span class="_ _3"> </span>nas<span class="_ _3"> </span>áreas</div><div class="t m0 x27 h2e yda ff5 fs7 fc3 sc0 ls0 ws0">arquitetônicas,<span class="_"> </span>atitudinais<span class="_"> </span>e<span class="_"> </span>digital.</div></div><div class="c x1a ydb wf h16"><div class="t m0 x20 ha y5e ff3 fs4 fc0 sc0 ls0 ws0">30/03/23</div></div><div class="c x1e ydb w10 h16"><div class="t m0 x24 ha y5e ff3 fs4 fc0 sc0 ls0 ws0">31/1<span class="_ _4"></span>1/2023</div></div><div class="c x1c ydc we h25"><div class="t m0 x1b ha yac ff3 fs4 fc0 sc0 ls0 ws0">ACS</div></div><div class="c x7 ydd wc h28"><div class="t m0 x21 ha yaf ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _f"> </span>3.7<span class="_ _f"> </span>-<span class="_ _f"> </span>Realizar<span class="_ _2"> </span>o<span class="_ _f"> </span>Dia<span class="_ _f"> </span>D<span class="_ _f"> </span>da<span class="_ _2"> </span>Empregabilidade<span class="_ _f"> </span>para<span class="_ _f"> </span>Pessoas<span class="_ _f"> </span>com</div><div class="t m0 x21 ha yb0 ff3 fs4 fc0 sc0 ls0 ws0">Deficiência</div></div><div class="c x1a yde wf h25"><div class="t m0 x12 ha yac ff3 fs4 fc0 sc0 ls0 ws0">01/04/2023</div></div><div class="c x1e yde w10 h25"><div class="t m0 x24 ha yac ff3 fs4 fc0 sc0 ls0 ws0">31/07/2023</div></div><div class="c x1c ydf we h2f"><div class="t m0 xf h8 ye0 ff2 fs4 fc0 sc0 ls0 ws0">ASPROS</div><div class="t m0 x10 ha ye1 ff3 fs4 fc0 sc0 ls0 ws0">Comissão<span class="_ _3"> </span>de</div><div class="t m0 x26 ha ye2 ff3 fs4 fc0 sc0 ls0 ws0">Acessibilidade</div></div><div class="c x7 ye3 wc h30"><div class="t m0 x21 h8 y5e ff2 fs4 fc0 sc0 ls0 ws0">Entrega<span class="_ _3"> </span>4:<span class="_ _3"> </span>Ações<span class="_ _3"> </span>Eixo<span class="_ _3"> </span>-<span class="_ _3"> </span>“Formação”</div></div><div class="c x1a ye4 wf h31"><div class="t m0 x20 h8 y9 ff2 fs4 fc0 sc0 ls0 ws0">30/01/23</div></div><div class="c x1e ye4 w10 h31"><div class="t m0 x1f h8 y9 ff2 fs4 fc0 sc0 ls0 ws0">30/1<span class="_ _4"></span>1/24</div></div><div class="c x1c ye3 we h30"><div class="t m0 x2 h8 y5e ff2 fs4 fc0 sc0 ls0 ws0">EQUIPE</div></div><div class="c x7 ye5 wc h1a"><div class="t m0 x21 ha y5b ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _e"> </span>4.1:<span class="_ _10"> </span>Promover<span class="_"> </span>capacitação<span class="_"> </span>na<span class="_ _8"> </span>temática<span class="_ _8"> </span>de<span class="_ _1"> </span>acessibilidade<span class="_ _8"> </span>e</div><div class="t m0 x21 ha ye6 ff3 fs4 fc0 sc0 ls0 ws0">inclusão<span class="_ _3"> </span>no<span class="_ _3"> </span>ambiente<span class="_ _3"> </span>de<span class="_ _3"> </span>trabalho<span class="_ _3"> </span>(Prof.<span class="_ _3"> </span>Marta<span class="_ _3"> </span>Gil<span class="_ _3"> </span>-<span class="_ _3"> </span>Curso)</div></div><div class="c x1a ye7 wf h30"><div class="t m0 x12 ha y5e ff3 fs4 fc0 sc0 ls0 ws0">21/03/2023</div></div><div class="c x1e ye8 w10 h1b"><div class="t m0 x1f ha y6d ff3 fs4 fc0 sc0 ls0 ws0">23/03/23</div><div class="t m0 x24 ha ye9 ff3 fs4 fc0 sc0 ls0 ws0">(concluído)</div></div><div class="c x1c ye8 we h1b"><div class="t m0 xf h8 y6d ff2 fs4 fc0 sc0 ls0 ws0">ASPROS</div><div class="t m0 xe ha ye9 ff3 fs4 fc0 sc0 ls0 ws0">EJUD</div></div><div class="c x7 yea wc h32"><div class="t m0 x21 ha yeb ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _12"> </span>4.2:<span class="_ _12"> </span>Desenvolver<span class="_ _12"> </span>e<span class="_ _12"> </span>fazer<span class="_ _12"> </span>a<span class="_ _12"> </span>formação<span class="_ _12"> </span>e<span class="_ _12"> </span>sensibilização,<span class="_ _12"> </span>em</div><div class="t m0 x21 ha yec ff3 fs4 fc0 sc0 ls0 ws0">formato<span class="_ _1"> </span>PRESENCIAL,<span class="_ _2"> </span>de<span class="_ _f"> </span>servidores<span class="_ _f"> </span>e<span class="_ _f"> </span>terceirizados<span class="_ _2"> </span>para<span class="_ _f"> </span>prestação</div><div class="t m0 x21 h8 yed ff3 fs4 fc0 sc0 ls0 ws0">de<span class="_ _e"> </span><span class="ff2">atendimento<span class="_ _e"> </span>a<span class="_ _e"> </span>pessoas<span class="_ _1"> </span>surdas<span class="_ _8"> </span>ou<span class="_ _1"> </span>com<span class="_ _8"> </span>deficiência<span class="_ _1"> </span>auditiva</span></div><div class="t m0 x21 h8 yee ff2 fs4 fc0 sc0 ls0 ws0">em<span class="_ _1"> </span>LIBRAS<span class="ff3">,<span class="_ _8"> </span>inclusive<span class="_ _1"> </span>nas<span class="_ _8"> </span>V<span class="_ _9"></span>aras<span class="_ _8"> </span>do<span class="_ _f"> </span>T<span class="_ _6"></span>rabalho,<span class="_ _f"> </span>conforme<span class="_ _f"> </span>Resolução</span></div><div class="t m0 x21 ha yef ff3 fs4 fc0 sc0 ls0 ws0">CSJT<span class="_ _f"> </span>218/2018,<span class="_ _f"> </span>art.<span class="_ _f"> </span>1,II<span class="_ _3"> </span>e<span class="_ _3"> </span>art.<span class="_ _3"> </span>73<span class="_ _3"> </span>da<span class="_ _3"> </span>Lei<span class="_ _3"> </span>13.146/2015<span class="_ _3"> </span>-<span class="_ _3"> </span>2<span class="_ _3"> </span>turmas,<span class="_ _3"> </span>uma</div><div class="t m0 x21 ha yf0 ff3 fs4 fc0 sc0 ls0 ws0">em<span class="_ _3"> </span>cada<span class="_ _3"> </span>semestre.</div></div><div class="c x1a yf1 wf h30"><div class="t m0 x20 ha y5e ff3 fs4 fc0 sc0 ls0 ws0">30/01/23</div></div><div class="c x1e yf1 w10 h30"><div class="t m0 x1f ha y5e ff3 fs4 fc0 sc0 ls0 ws0">30/1<span class="_ _4"></span>1/23</div></div><div class="c x1c yf2 we h33"><div class="t m0 xe ha y77 ff3 fs4 fc0 sc0 ls0 ws0">EJUD</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="pf5" class="pf w0 h0" data-page-no="5"><div class="pc pc5 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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class="c x1 y1 w2 h2"><div class="t m0 x2 h3 y2 ff1 fs0 fc0 sc0 ls0 ws0">SECRETARIA<span class="_ _0"> </span>DE<span class="_ _0"> </span>GOVERNANÇA<span class="_ _0"> </span>E<span class="_ _0"> </span>GESTÃO<span class="_ _0"> </span>ESTRATÉGICA<span class="_ _0"> </span>–<span class="_ _0"> </span>SEGGEST</div><div class="t m0 x3 h3 y3 ff1 fs0 fc0 sc0 ls0 ws0">Seção<span class="_ _0"> </span>de<span class="_ _0"> </span>Projetos<span class="_ _0"> </span>–<span class="_ _0"> </span>SPROJ</div><div class="t m0 x4 h3 y4 ff1 fs0 fc1 sc0 ls0 ws0">PLANO<span class="_ _0"> </span>DE<span class="_ _0"> </span>AÇÃO<span class="_ _0"> </span>PARA</div><div class="t m0 x5 h4 y5 ff1 fs1 fc1 sc0 ls0 ws0">“ACESSIBILIDADE<span class="_ _1"> </span>E<span class="_ _1"> </span>INCLUSÃO”</div><div class="t m0 x4 h5 y6 ff1 fs2 fc0 sc0 ls0 ws0">Termo<span class="_ _2"> </span>de<span class="_ _2"> </span>Abertura</div></div><div class="c x7 yf3 wc h34"><div class="t m0 x21 ha yf4 ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _16"> </span>4.3:<span class="_ _12"> </span>Desenvolver<span class="_ _12"> </span>e<span class="_ _12"> </span>promover<span class="_ _12"> </span>a<span class="_ _12"> </span>formação<span class="_ _12"> </span>de<span class="_ _12"> </span>magistrados,</div><div class="t m0 x21 ha yf5 ff3 fs4 fc0 sc0 ls0 ws0">gestores<span class="_"> </span>e<span class="_ _8"> </span>demais<span class="_"> </span>servidores,<span class="_ _e"> </span>especialmente<span class="_ _e"> </span>os<span class="_ _1"> </span>das<span class="_ _8"> </span>unidades<span class="_ _1"> </span>de</div><div class="t m0 x21 ha yf6 ff3 fs4 fc0 sc0 ls0 ws0">gestão<span class="_"> </span>de<span class="_ _8"> </span>pessoas,<span class="_"> </span>saúde,<span class="_ _e"> </span>T<span class="_ _9"></span>ecnologia<span class="_"> </span>da<span class="_ _e"> </span>Informação,<span class="_ _e"> </span>cerimonial,</div><div class="t m0 x21 ha yf7 ff3 fs4 fc0 sc0 ls0 ws0">ouvidoria,<span class="_"> </span>engenharia<span class="_ _8"> </span>e<span class="_"> </span>arquitetura<span class="_"> </span>,<span class="_ _2"> </span>bem<span class="_ _8"> </span>como<span class="_ _1"> </span>os<span class="_ _8"> </span>integrantes<span class="_ _1"> </span>da</div><div class="t m0 x21 h8 yf8 ff3 fs4 fc0 sc0 ls0 ws0">Comissão<span class="_ _18"> </span>de<span class="_ _18"> </span>Acessibilidade<span class="_ _18"> </span>e<span class="_ _18"> </span>Inclusão,<span class="_ _18"> </span>para<span class="_ _18"> </span>garantir<span class="_ _19"> </span><span class="ff2">o</span></div><div class="t m0 x21 h8 yf9 ff2 fs4 fc0 sc0 ls0 ws0">acompanhamento<span class="_ _f"> </span>funcional<span class="_ _f"> </span>de<span class="_ _f"> </span>servidores<span class="_ _3"> </span>com<span class="_ _3"> </span>deficiência<span class="ff3">,<span class="_ _3"> </span>a<span class="_ _3"> </span>fim</span></div><div class="t m0 x21 ha yfa ff3 fs4 fc0 sc0 ls0 ws0">de<span class="_ _13"> </span>promover<span class="_ _13"> </span>as<span class="_ _13"> </span>avaliações<span class="_ _14"> </span>e<span class="_ _14"> </span>as<span class="_ _14"> </span>adaptações<span class="_ _14"> </span>necessárias<span class="_ _14"> </span>ao</div><div class="t m0 x21 ha yfb ff3 fs4 fc0 sc0 ls0 ws0">exercício<span class="_ _f"> </span>de<span class="_ _f"> </span>suas<span class="_ _f"> </span>atribuições<span class="_ _2"> </span>(arts.<span class="_ _f"> </span>15,16,17,18,19<span class="_ _f"> </span>-<span class="_ _f"> </span>Resolução<span class="_ _3"> </span>CNJ</div><div class="t m0 x21 ha yfc ff3 fs4 fc0 sc0 ls0 ws0">401/2021).</div></div><div class="c x1a yfd wf h30"><div class="t m0 x20 ha y5e ff3 fs4 fc0 sc0 ls0 ws0">30/01/23</div></div><div class="c x1e yfd w10 h30"><div class="t m0 x1f ha y5e ff3 fs4 fc0 sc0 ls0 ws0">30/1<span class="_ _4"></span>1/23</div></div><div class="c x1c yfe we h27"><div class="t m0 xf h8 yff ff2 fs4 fc0 sc0 ls0 ws0">SEGEPE</div><div class="t m0 xe ha y100 ff3 fs4 fc0 sc0 ls0 ws0">EJUD</div></div><div class="c x7 y101 wc h35"><div class="t m0 x21 ha y102 ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _e"> </span>4.4.<span class="_ _e"> </span>Promover<span class="_ _e"> </span>curso<span class="_ _e"> </span>de<span class="_ _e"> </span>PJE<span class="_ _e"> </span>para<span class="_ _e"> </span>pessoas<span class="_"> </span>com<span class="_ _8"> </span>deficiência</div><div class="t m0 x21 ha y103 ff3 fs4 fc0 sc0 ls0 ws0">visual<span class="_ _f"> </span>a<span class="_ _f"> </span>ser<span class="_ _f"> </span>ministrado<span class="_ _2"> </span>pela<span class="_ _f"> </span>juíza<span class="_ _f"> </span>Deia<span class="_ _f"> </span>Cubel,<span class="_ _2"> </span>após<span class="_ _3"> </span>a<span class="_ _3"> </span>nomeação<span class="_ _3"> </span>dos</div><div class="t m0 x21 ha ybf ff3 fs4 fc0 sc0 ls0 ws0">novos<span class="_ _3"> </span>servidores,<span class="_ _3"> </span>aprendizes,<span class="_ _3"> </span>estagiários<span class="_ _3"> </span>e<span class="_ _3"> </span>público<span class="_ _3"> </span>externo.</div></div><div class="c x1a y104 wf h16"><div class="t m0 x12 ha y5e ff3 fs4 fc0 sc0 ls0 ws0">01/07/2023</div></div><div class="c x1e y104 w10 h16"><div class="t m0 x24 ha y5e ff3 fs4 fc0 sc0 ls0 ws0">30/1<span class="_ _4"></span>1/2023</div></div><div class="c x1c y105 we h29"><div class="t m0 xf h8 y106 ff2 fs4 fc0 sc0 ls0 ws0">SEGEPE</div><div class="t m0 xe ha y107 ff3 fs4 fc0 sc0 ls0 ws0">EJUD</div></div><div class="c x7 y108 wc h30"><div class="t m0 x21 h8 y5e ff2 fs4 fc0 sc0 ls0 ws0">Entrega<span class="_ _3"> </span>5:<span class="_ _3"> </span>Ações<span class="_ _3"> </span>Eixo<span class="_ _3"> </span>-<span class="_ _3"> </span>“Inclusão”</div></div><div class="c x1a y109 wf h31"><div class="t m0 x20 h8 y9 ff2 fs4 fc0 sc0 ls0 ws0">30/01/23</div></div><div class="c x1e y109 w10 h31"><div class="t m0 x1f h8 y9 ff2 fs4 fc0 sc0 ls0 ws0">30/06/23</div></div><div class="c x1c y108 we h30"><div class="t m0 x2 h8 y5e ff2 fs4 fc0 sc0 ls0 ws0">EQUIPE</div></div><div class="c x7 y10a wc h36"><div class="t m0 x21 ha ybc ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _11"> </span>5.1:<span class="_ _11"> </span>Adquirir<span class="_ _4"></span>,<span class="_ _11"> </span>sem<span class="_ _13"> </span>custo,<span class="_ _13"> </span>os<span class="_ _13"> </span>instrumentos<span class="_ _13"> </span>de<span class="_ _13"> </span>trabalho</div><div class="t m0 x21 ha y10b ff3 fs4 fc0 sc0 ls0 ws0">necessários<span class="_ _f"> </span>para<span class="_ _f"> </span>garantir<span class="_ _f"> </span>a<span class="_ _3"> </span>acessibilidade,<span class="_ _0"> </span>a<span class="_ _3"> </span>exemplos<span class="_ _3"> </span>de<span class="_ _3"> </span>softwares,</div><div class="t m0 x21 ha ybe ff3 fs4 fc0 sc0 ls0 ws0">equipamentos,<span class="_ _1"> </span>teclados<span class="_ _8"> </span>de<span class="_ _f"> </span>computador<span class="_ _4"></span>,<span class="_ _2"> </span>com<span class="_ _f"> </span>base<span class="_ _f"> </span>no<span class="_ _f"> </span>levantamento</div><div class="t m0 x21 ha yb6 ff3 fs4 fc0 sc0 ls0 ws0">de<span class="_ _3"> </span>PcDs<span class="_ _3"> </span>e<span class="_ _3"> </span>PMRs<span class="_ _3"> </span>identificadas<span class="_ _3"> </span>pela<span class="_ _3"> </span>SEGEPE.</div></div><div class="c x1a y10c wf h16"><div class="t m0 x20 ha y5e ff3 fs4 fc0 sc0 ls0 ws0">30/01/23</div></div><div class="c x1e y10c w10 h16"><div class="t m0 x1f ha y5e ff3 fs4 fc0 sc0 ls0 ws0">31/1<span class="_ _4"></span>1/23</div></div><div class="c x1c y10d we h37"><div class="t m0 x28 h8 y10e ff2 fs4 fc0 sc0 ls0 ws0">SETIC</div><div class="t m0 xf ha y10f ff3 fs4 fc0 sc0 ls0 ws0">CSAUDE</div><div class="t m0 xf ha yba ff3 fs4 fc0 sc0 ls0 ws0">SEGEPE</div></div><div class="c x7 y110 wc h38"><div class="t m0 x21 ha y111 ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _1"> </span>5.2:<span class="_ _8"> </span>V<span class="_ _4"></span>erificar<span class="_ _8"> </span>e<span class="_ _1"> </span>adequar<span class="_ _1"> </span>a<span class="_ _8"> </span>exigência<span class="_ _1"> </span>de<span class="_ _8"> </span>postos<span class="_ _1"> </span>de<span class="_ _8"> </span>trabalho<span class="_ _1"> </span>a</div><div class="t m0 x21 ha y112 ff3 fs4 fc0 sc0 ls0 ws0">serem<span class="_ _14"> </span>ocupados<span class="_ _14"> </span>por<span class="_ _16"> </span>pessoas<span class="_ _16"> </span>habilitadas<span class="_ _16"> </span>em<span class="_ _5"> </span>comunicação<span class="_ _b"> </span>em</div><div class="t m0 x21 ha y113 ff3 fs4 fc0 sc0 ls0 ws0">LIBRAS,<span class="_ _14"> </span>nos<span class="_ _14"> </span>contratos<span class="_ _14"> </span>que<span class="_ _14"> </span>envolvam<span class="_ _5"> </span>atendimento<span class="_ _16"> </span>ao<span class="_ _16"> </span>público,</div><div class="t m0 x21 ha ybd ff3 fs4 fc0 sc0 ls0 ws0">especialmente<span class="_"> </span>aqueles<span class="_ _1"> </span>que<span class="_ _1"> </span>prevejam<span class="_ _8"> </span>a<span class="_ _1"> </span>contratação<span class="_ _8"> </span>de<span class="_ _1"> </span>segurança,</div><div class="t m0 x21 ha yb5 ff3 fs4 fc0 sc0 ls0 ws0">brigadista,<span class="_ _14"> </span>etc.,<span class="_ _14"> </span>nos<span class="_ _14"> </span>termos<span class="_ _5"> </span>do<span class="_ _16"> </span>art.<span class="_ _16"> </span>8º<span class="_ _16"> </span>da<span class="_ _16"> </span>Resolução<span class="_ _16"> </span>CNJ<span class="_ _16"> </span>n.º</div><div class="t m0 x21 ha y114 ff3 fs4 fc0 sc0 ls0 ws0">401/2021.</div></div><div class="c x1a y115 wf h16"><div class="t m0 x20 ha y5e ff3 fs4 fc0 sc0 ls0 ws0">30/01/23</div></div><div class="c x1e y115 w10 h16"><div class="t m0 x1f ha y5e ff3 fs4 fc0 sc0 ls0 ws0">30/06/23</div></div><div class="c x1c y116 we h39"><div class="t m0 x1b ha yff ff3 fs4 fc0 sc0 ls0 ws0">CLC</div></div><div class="c x7 y117 wc h2a"><div class="t m0 x21 ha yd1 ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _14"> </span>5.3:<span class="_ _14"> </span>V<span class="_ _4"></span>erificar<span class="_ _14"> </span>e<span class="_ _14"> </span>adequar<span class="_ _14"> </span>a<span class="_ _14"> </span>exigência,<span class="_ _14"> </span>nos<span class="_ _16"> </span>contratos,<span class="_ _16"> </span>de</div><div class="t m0 x21 ha yd2 ff3 fs4 fc0 sc0 ls0 ws0">comprovação<span class="_ _1"> </span>periódica<span class="_ _8"> </span>do<span class="_ _1"> </span>cumprimento<span class="_ _8"> </span>das<span class="_ _1"> </span>cotas<span class="_ _8"> </span>pelas<span class="_ _0"> </span>empresas</div><div class="t m0 x21 ha yd3 ff3 fs4 fc0 sc0 ls0 ws0">terceirizadas,<span class="_ _1"> </span>nos<span class="_ _2"> </span>termos<span class="_ _f"> </span>do<span class="_ _f"> </span>art.<span class="_ _f"> </span>93<span class="_ _f"> </span>da<span class="_ _2"> </span>Lei<span class="_ _f"> </span>n.º<span class="_ _f"> </span>8.213/91<span class="_ _f"> </span>e<span class="_ _2"> </span>do<span class="_ _f"> </span>art.<span class="_ _f"> </span>10</div><div class="t m0 x21 ha y118 ff3 fs4 fc0 sc0 ls0 ws0">da<span class="_ _3"> </span>Resolução<span class="_ _3"> </span>CNJ<span class="_ _3"> </span>n.º<span class="_ _3"> </span>401/2021.</div></div><div class="c x1a y119 wf h30"><div class="t m0 x20 ha y5e ff3 fs4 fc0 sc0 ls0 ws0">30/01/23</div></div><div class="c x1e y119 w10 h30"><div class="t m0 x1f ha y5e ff3 fs4 fc0 sc0 ls0 ws0">30/06/23</div></div><div class="c x1c y11a we h39"><div class="t m0 x1b ha yff ff3 fs4 fc0 sc0 ls0 ws0">CLC</div></div><div class="c x7 y11b wc h16"><div class="t m0 x21 h8 y5e ff2 fs4 fc0 sc0 ls0 ws0">Entrega<span class="_ _3"> </span>6:<span class="_ _3"> </span>Ações<span class="_ _3"> </span>Eixo<span class="_ _3"> </span>-<span class="_ _3"> </span>“T<span class="_ _4"></span>ecnologia”</div></div><div class="c x1a y11c wf h14"><div class="t m0 x20 h8 y9 ff2 fs4 fc0 sc0 ls0 ws0">30/01/23</div></div><div class="c x1e y11c w10 h14"><div class="t m0 x1f h8 y9 ff2 fs4 fc0 sc0 ls0 ws0">30/06/23</div></div><div class="c x1c y11b we h16"><div class="t m0 x2 h8 y5e ff2 fs4 fc0 sc0 ls0 ws0">EQUIPE</div></div><div class="c x7 y11d wc h15"><div class="t m0 x21 ha y5b ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _12"> </span>6.1:<span class="_ _12"> </span><span class="fc4">Elaborar<span class="_ _12"> </span>o<span class="_ _12"> </span>Guia<span class="_ _e"> </span>de<span class="_ _e"> </span>Boas<span class="_ _e"> </span>Práticas<span class="_ _e"> </span>para<span class="_ _e"> </span>produtores<span class="_ _e"> </span>de</span></div><div class="t m0 x21 ha y5c ff3 fs4 fc4 sc0 ls0 ws0">conteúdo<span class="_ _3"> </span>do<span class="_ _3"> </span>portal.</div></div><div class="c x1a y11e wf h25"><div class="t m0 x20 ha yac ff3 fs4 fc0 sc0 ls0 ws0">30/01/23</div></div><div class="c x1e y11f w10 h3a"><div class="t m0 x1f ha yba ff3 fs4 fc0 sc0 ls0 ws0">09/02/23</div><div class="t m0 x24 ha y120 ff3 fs4 fc0 sc0 ls0 ws0">(concluído)</div></div><div class="c x1c y11e we h25"><div class="t m0 x28 ha yac ff3 fs4 fc0 sc0 ls0 ws0">SETIC</div></div><div class="c x7 y121 wc h1a"><div class="t m0 x21 ha y5b ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _1"> </span>6.2:<span class="_ _8"> </span>Criar<span class="_ _1"> </span>solução<span class="_ _8"> </span>e<span class="_ _1"> </span>disponibilizar<span class="_ _1"> </span>manual<span class="_ _8"> </span>de<span class="_ _1"> </span>como<span class="_ _8"> </span>converter</div><div class="t m0 x21 ha y74 ff3 fs4 fc0 sc0 ls0 ws0">um<span class="_ _3"> </span>pdf<span class="_ _3"> </span>para<span class="_ _3"> </span>html.</div></div><div class="c x1a y122 wf h25"><div class="t m0 x20 ha y123 ff3 fs4 fc0 sc0 ls0 ws0">30/01/23</div></div><div class="c x1e y124 w10 h2c"><div class="t m0 x1f ha yba ff3 fs4 fc0 sc0 ls0 ws0">08/02/23</div><div class="t m0 x24 ha y120 ff3 fs4 fc0 sc0 ls0 ws0">(concluído)</div></div><div class="c x1c y122 we h25"><div class="t m0 x28 ha y123 ff3 fs4 fc0 sc0 ls0 ws0">SETIC</div></div><div class="c x7 y125 wc h30"><div class="t m0 x21 ha y5e ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_"> </span>6.3:<span class="_ _3"> </span><span class="fc4">Avaliar<span class="_ _3"> </span>a<span class="_ _3"> </span>acessibilidade<span class="_ _3"> </span>do<span class="_ _3"> </span>portal.</span></div></div><div class="c x1a y126 wf h3b"><div class="t m0 x20 ha yac ff3 fs4 fc0 sc0 ls0 ws0">30/01/23</div></div><div class="c x1e y127 w10 h3a"><div class="t m0 x1f ha yba ff3 fs4 fc0 sc0 ls0 ws0">28/02/23</div><div class="t m0 x24 ha y118 ff3 fs4 fc0 sc0 ls0 ws0">(concluído)</div></div><div class="c x1c y126 we h3b"><div class="t m0 x28 ha yac ff3 fs4 fc0 sc0 ls0 ws0">SETIC</div></div><div class="c x7 y128 wc h15"><div class="t m0 x21 ha y5b ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _e"> </span>6.4:<span class="_ _1"> </span>Avaliar<span class="_ _1"> </span>o<span class="_ _8"> </span>uso<span class="_ _1"> </span>do<span class="_ _8"> </span>software<span class="_ _1"> </span>NVDA<span class="_ _8"> </span>nas<span class="_ _1"> </span>principais<span class="_ _1"> </span>telas<span class="_ _8"> </span>do</div><div class="t m0 x21 ha y6f ff3 fs4 fc0 sc0 ls0 ws0">portal<span class="_ _3"> </span>com<span class="_ _3"> </span>participação<span class="_ _3"> </span>de<span class="_ _3"> </span>uma<span class="_ _3"> </span>pessoa<span class="_ _3"> </span>cega</div></div><div class="c x1a y129 wf h3b"><div class="t m0 x20 ha yac ff3 fs4 fc0 sc0 ls0 ws0">13/03/23</div></div><div class="c x1e y129 w10 h3b"><div class="t m0 x1f ha yac ff3 fs4 fc0 sc0 ls0 ws0">30/04/23</div></div><div class="c x1c y129 we h3b"><div class="t m0 x28 ha yac ff3 fs4 fc0 sc0 ls0 ws0">SETIC</div></div><div class="c x7 y12a wc h3c"><div class="t m0 x21 ha y12b ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _f"> </span>6.5:<span class="_ _f"> </span>Contratar<span class="_ _b"> </span>pessoa<span class="_ _f"> </span>cega/deficiente<span class="_ _2"> </span>visual<span class="_ _3"> </span>para<span class="_ _3"> </span>identificação</div><div class="t m0 x21 ha y12c ff3 fs4 fc0 sc0 ls0 ws0">dos<span class="_ _3"> </span>problemas<span class="_ _3"> </span>no<span class="_ _3"> </span>Portal<span class="_ _3"> </span>do<span class="_ _3"> </span>TRT<span class="_ _3"> </span>e<span class="_ _3"> </span>validação<span class="_ _3"> </span>das<span class="_ _3"> </span>correções.</div></div><div class="c x1a y12d wf h25"><div class="t m0 x20 ha yac ff3 fs4 fc0 sc0 ls0 ws0">29/03/23</div></div><div class="c x1e y12d w10 h25"><div class="t m0 x1f ha yac ff3 fs4 fc0 sc0 ls0 ws0">30/05/23</div></div><div class="c x1c y12e we h3a"><div class="t m0 x28 h8 yba ff2 fs4 fc0 sc0 ls0 ws0">SETIC</div><div class="t m0 xe ha y120 ff3 fs4 fc0 sc0 ls0 ws0">EJUD</div></div><div class="c x7 y12f wc h1a"><div class="t m0 x21 ha y5b ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _f"> </span>6.6:<span class="_ _f"> </span>Realizar<span class="_ _f"> </span>a<span class="_ _3"> </span>conversão<span class="_ _3"> </span>manual<span class="_ _3"> </span>das<span class="_ _3"> </span>estruturas<span class="_ _3"> </span>e<span class="_ _3"> </span>documentos</div><div class="t m0 x21 ha y6f ff3 fs4 fc0 sc0 ls0 ws0">do<span class="_ _3"> </span>Portal<span class="_"> </span>para<span class="_ _3"> </span>formato<span class="_ _3"> </span>acessível<span class="_ _3"> </span>desde<span class="_ _3"> </span>2022<span class="_ _3"> </span>até<span class="_ _3"> </span>os<span class="_ _3"> </span>dias<span class="_ _3"> </span>atuais.</div></div><div class="c x1a y130 wf h25"><div class="t m0 x20 ha yac ff3 fs4 fc0 sc0 ls0 ws0">09/03/23</div></div><div class="c x1e y130 w10 h25"><div class="t m0 x1f ha yac ff3 fs4 fc0 sc0 ls0 ws0">30/04/23</div></div><div class="c x1c y130 we h25"><div class="t m0 x28 ha yac ff3 fs4 fc0 sc0 ls0 ws0">SETIC</div></div><div class="c x7 y131 wc h3c"><div class="t m0 x21 ha y132 ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _3"> </span>6.7:<span class="_ _3"> </span>Criar<span class="_ _3"> </span>calendário<span class="_ _3"> </span>que<span class="_ _3"> </span>vai<span class="_ _3"> </span>referenciar<span class="_ _3"> </span>os<span class="_ _3"> </span>arquivos<span class="_ _3"> </span>HTMLs<span class="_ _3"> </span>dos</div><div class="t m0 x21 ha y133 ff3 fs4 fc0 sc0 ls0 ws0">diários<span class="_ _3"> </span>eletrônicos.</div></div><div class="c x1a y134 wf h25"><div class="t m0 x20 ha y135 ff3 fs4 fc0 sc0 ls0 ws0">13/03/23</div></div><div class="c x1e y134 w10 h25"><div class="t m0 x1f ha y135 ff3 fs4 fc0 sc0 ls0 ws0">31/03/23</div></div><div class="c x1c y134 we h25"><div class="t m0 x28 ha y135 ff3 fs4 fc0 sc0 ls0 ws0">SETIC</div></div><a class="l" href="https://docs.google.com/document/d/1meOQxeuPR-I_xszZX-xWHMpivZeU9y3a_9etoQtczrM/edit?usp=sharing"><div class="d m1" style="border-style:none;position:absolute;left:102.776000px;bottom:304.032000px;width:234.125000px;height:10.349000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://docs.google.com/document/d/1meOQxeuPR-I_xszZX-xWHMpivZeU9y3a_9etoQtczrM/edit?usp=sharing"><div class="d m1" style="border-style:none;position:absolute;left:56.250000px;bottom:293.683000px;width:77.058000px;height:10.349000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://trt13.jus.br/acessibilidade-trt13"><div class="d m1" style="border-style:none;position:absolute;left:99.276900px;bottom:229.561000px;width:133.914100px;height:10.349000px;background-color:rgba(255,255,255,0.000001);"></div></a></div><div class="pi" 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class="c x1 y1 w2 h2"><div class="t m0 x2 h3 y2 ff1 fs0 fc0 sc0 ls0 ws0">SECRETARIA<span class="_ _0"> </span>DE<span class="_ _0"> </span>GOVERNANÇA<span class="_ _0"> </span>E<span class="_ _0"> </span>GESTÃO<span class="_ _0"> </span>ESTRATÉGICA<span class="_ _0"> </span>–<span class="_ _0"> </span>SEGGEST</div><div class="t m0 x3 h3 y3 ff1 fs0 fc0 sc0 ls0 ws0">Seção<span class="_ _0"> </span>de<span class="_ _0"> </span>Projetos<span class="_ _0"> </span>–<span class="_ _0"> </span>SPROJ</div><div class="t m0 x4 h3 y4 ff1 fs0 fc1 sc0 ls0 ws0">PLANO<span class="_ _0"> </span>DE<span class="_ _0"> </span>AÇÃO<span class="_ _0"> </span>PARA</div><div class="t m0 x5 h4 y5 ff1 fs1 fc1 sc0 ls0 ws0">“ACESSIBILIDADE<span class="_ _1"> </span>E<span class="_ _1"> </span>INCLUSÃO”</div><div class="t m0 x4 h5 y6 ff1 fs2 fc0 sc0 ls0 ws0">Termo<span class="_ _2"> </span>de<span class="_ _2"> </span>Abertura</div></div><div class="c x1e y136 w10 h3b"><div class="t m0 x24 ha yac ff3 fs4 fc0 sc0 ls0 ws0">(concluído)</div></div><div class="c x7 y137 wc h3d"><div class="t m0 x21 ha y138 ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _3"> </span>6.8:<span class="_ _3"> </span>Lançar<span class="_ _3"> </span>o<span class="_ _3"> </span>Rybena<span class="_ _3"> </span>nas<span class="_ _3"> </span>Normas<span class="_ _3"> </span>Internas.</div></div><div class="c x1a y139 wf h3e"><div class="t m0 x20 ha y13a ff3 fs4 fc0 sc0 ls0 ws0">13/03/23</div></div><div class="c x1e y13b w10 h2c"><div class="t m0 x1f ha yb3 ff3 fs4 fc0 sc0 ls0 ws0">31/03/23</div><div class="t m0 x24 ha ybf ff3 fs4 fc0 sc0 ls0 ws0">(concluído)</div></div><div class="c x1c y139 we h3e"><div class="t m0 x28 ha y13a ff3 fs4 fc0 sc0 ls0 ws0">SETIC</div></div><div class="c x7 y13c wc h3d"><div class="t m0 x21 ha y5e ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _3"> </span>6.9:<span class="_ _3"> </span>Lançar<span class="_ _3"> </span>o<span class="_ _3"> </span>Rybena<span class="_ _3"> </span>no<span class="_ _3"> </span>Portal<span class="_ _3"> </span>da<span class="_ _3"> </span>Internet/Intranet.</div></div><div class="c x1a y13d wf h3e"><div class="t m0 x20 ha yac ff3 fs4 fc0 sc0 ls0 ws0">13/03/23</div></div><div class="c x1e y13e w10 h2c"><div class="t m0 x1f ha yb3 ff3 fs4 fc0 sc0 ls0 ws0">31/03/23</div><div class="t m0 x24 ha y114 ff3 fs4 fc0 sc0 ls0 ws0">(concluído)</div></div><div class="c x1c y13d we h3e"><div class="t m0 x28 ha yac ff3 fs4 fc0 sc0 ls0 ws0">SETIC</div></div><div class="c x7 y13f wc h3d"><div class="t m0 x21 ha y138 ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _3"> </span>6.10:<span class="_ _3"> </span>Apresentar<span class="_ _3"> </span>o<span class="_ _3"> </span>Guia<span class="_ _3"> </span>para<span class="_ _3"> </span>produtores<span class="_ _3"> </span>de<span class="_ _3"> </span>conteúdo<span class="_ _3"> </span>do<span class="_ _3"> </span>portal.</div></div><div class="c x1a y140 wf h3e"><div class="t m0 x20 ha y13a ff3 fs4 fc0 sc0 ls0 ws0">01/04/23</div></div><div class="c x1e y140 w10 h3e"><div class="t m0 x1f ha y13a ff3 fs4 fc0 sc0 ls0 ws0">30/04/23</div></div><div class="c x1c y140 we h3e"><div class="t m0 x28 ha y13a ff3 fs4 fc0 sc0 ls0 ws0">SETIC</div></div><div class="c x7 y141 wc h3f"><div class="t m0 x21 ha y142 ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _16"> </span>6.1<span class="_ _4"></span>1:<span class="_ _16"> </span>Analisar<span class="_ _16"> </span>as<span class="_ _16"> </span>alterações<span class="_ _5"> </span>necessárias<span class="_ _12"> </span>para<span class="_ _12"> </span>melhorar<span class="_ _12"> </span>a</div><div class="t m0 x21 ha y143 ff3 fs4 fc0 sc0 ls0 ws0">acessibilidade<span class="_ _14"> </span>das<span class="_ _14"> </span>páginas<span class="_ _14"> </span>mais<span class="_ _14"> </span>acessadas<span class="_ _14"> </span>e<span class="_ _14"> </span>implementar<span class="_ _14"> </span>as</div><div class="t m0 x21 ha y144 ff3 fs4 fc0 sc0 ls0 ws0">mudanças<span class="_ _f"> </span>a<span class="_ _f"> </span>fim<span class="_ _3"> </span>de<span class="_ _3"> </span>atingir<span class="_ _3"> </span>um<span class="_ _3"> </span>nível<span class="_ _3"> </span>mínimo<span class="_ _3"> </span>de<span class="_ _3"> </span>90%<span class="_ _3"> </span>de<span class="_ _3"> </span>acessibilidade</div><div class="t m0 x21 ha y5c ff3 fs4 fc0 sc0 ls0 ws0">(asesweb),<span class="_ _3"> </span>conforme<span class="_ _3"> </span>especificações<span class="_ _3"> </span>obtidas<span class="_ _3"> </span>nas<span class="_ _3"> </span>ações<span class="_ _3"> </span>7.4<span class="_ _3"> </span>e<span class="_ _3"> </span>7.5</div></div><div class="c x1a y145 wf h3e"><div class="t m0 x20 ha y13a ff3 fs4 fc0 sc0 ls0 ws0">07/04/23</div></div><div class="c x1e y145 w10 h3e"><div class="t m0 x1f ha y13a ff3 fs4 fc0 sc0 ls0 ws0">30/07/23</div></div><div class="c x1c y145 we h3e"><div class="t m0 x28 ha y13a ff3 fs4 fc0 sc0 ls0 ws0">SETIC</div></div><div class="c x7 y146 wc h1a"><div class="t m0 x21 ha y5b ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _16"> </span>6.12:<span class="_ _12"> </span>Desenvolver<span class="_ _12"> </span>o<span class="_ _12"> </span>projeto<span class="_ _12"> </span>de<span class="_ _12"> </span>posicionamento<span class="_ _12"> </span>interno<span class="_ _12"> </span>de</div><div class="t m0 x21 ha y5c ff3 fs4 fc0 sc0 ls0 ws0">pessoas<span class="_ _3"> </span>cegas<span class="_ _3"> </span>-<span class="_ _3"> </span>Idealização<span class="_ _3"> </span>e<span class="_ _3"> </span>desenho<span class="_ _3"> </span>do<span class="_ _3"> </span>protótipo.</div></div><div class="c x1a y147 wf h16"><div class="t m0 x20 ha y5e ff3 fs4 fc0 sc0 ls0 ws0">01/03/23</div></div><div class="c x1e y148 w10 h1b"><div class="t m0 x1f ha y77 ff3 fs4 fc0 sc0 ls0 ws0">31/03/23</div><div class="t m0 x24 ha y6f ff3 fs4 fc0 sc0 ls0 ws0">(concluído)</div></div><div class="c x1c y149 we h40"><div class="t m0 x11 he y14a ff3 fs0 fc0 sc0 ls0 ws0">SETIC</div></div><div class="c x7 y14b wc h18"><div class="t m0 x21 ha y68 ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _12"> </span>6.13:<span class="_ _12"> </span>Desenvolver<span class="_ _12"> </span>o<span class="_ _10"> </span>projeto<span class="_"> </span>de<span class="_ _e"> </span>posicionamento<span class="_ _e"> </span>interno<span class="_ _e"> </span>de</div><div class="t m0 x21 ha y14c ff3 fs4 fc0 sc0 ls0 ws0">pessoas<span class="_"> </span>cegas<span class="_ _2"> </span>-<span class="_ _8"> </span>Aquisição<span class="_ _1"> </span>(internacional)<span class="_ _8"> </span>de<span class="_ _1"> </span>equipamentos<span class="_ _8"> </span>para<span class="_ _1"> </span>o</div><div class="t m0 x21 ha y14d ff3 fs4 fc0 sc0 ls0 ws0">protótipo.</div></div><div class="c x1a y14e wf h30"><div class="t m0 x20 ha y5e ff3 fs4 fc0 sc0 ls0 ws0">01/04/23</div></div><div class="c x1e y14f w10 h1b"><div class="t m0 x1f ha y77 ff3 fs4 fc0 sc0 ls0 ws0">31/05/23</div><div class="t m0 x24 ha y6f ff3 fs4 fc0 sc0 ls0 ws0">(concluído)</div></div><div class="c x1c y150 we h40"><div class="t m0 x11 he y14a ff3 fs0 fc0 sc0 ls0 ws0">SETIC</div></div><div class="c x7 y151 wc h3c"><div class="t m0 x21 ha y5b ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _12"> </span>6.14:<span class="_ _12"> </span>Desenvolver<span class="_ _12"> </span>o<span class="_ _10"> </span>projeto<span class="_"> </span>de<span class="_ _e"> </span>posicionamento<span class="_ _e"> </span>interno<span class="_ _e"> </span>de</div><div class="t m0 x21 ha y6f ff3 fs4 fc0 sc0 ls0 ws0">pessoas<span class="_ _3"> </span>cegas<span class="_ _3"> </span>-<span class="_ _3"> </span>Construção<span class="_ _3"> </span>do<span class="_ _3"> </span>protótipo</div></div><div class="c x1a y152 wf h30"><div class="t m0 x20 ha y5e ff3 fs4 fc0 sc0 ls0 ws0">01/05/23</div></div><div class="c x1e y152 w10 h30"><div class="t m0 x1f ha y5e ff3 fs4 fc0 sc0 ls0 ws0">30/06/23</div></div><div class="c x1c y153 we h40"><div class="t m0 x11 he y14a ff3 fs0 fc0 sc0 ls0 ws0">SETIC</div></div><div class="c x7 y154 wc h1a"><div class="t m0 x21 ha y5b ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _12"> </span>6.15:<span class="_ _12"> </span>Desenvolver<span class="_ _12"> </span>o<span class="_ _10"> </span>projeto<span class="_"> </span>de<span class="_ _e"> </span>posicionamento<span class="_ _e"> </span>interno<span class="_ _e"> </span>de</div><div class="t m0 x21 ha y74 ff3 fs4 fc0 sc0 ls0 ws0">pessoas<span class="_ _3"> </span>cegas<span class="_ _3"> </span>-<span class="_ _3"> </span>T<span class="_ _9"></span>este<span class="_ _3"> </span>e<span class="_ _3"> </span>divulgação<span class="_ _3"> </span>do<span class="_ _3"> </span>protótipo<span class="_ _3"> </span>funcional</div></div><div class="c x1a y155 wf h16"><div class="t m0 x20 ha y62 ff3 fs4 fc0 sc0 ls0 ws0">01/07/23</div></div><div class="c x1e y155 w10 h16"><div class="t m0 x1f h8 y62 ff2 fs4 fc0 sc0 ls0 ws0">31/07/23</div></div><div class="c x1c y156 we h41"><div class="t m0 x11 he y14a ff3 fs0 fc0 sc0 ls0 ws0">SETIC</div></div><div class="c x7 y157 wc h3c"><div class="t m0 x21 ha y5b ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _16"> </span>6.16:<span class="_ _16"> </span>Desenvolver<span class="_ _16"> </span>o<span class="_ _18"> </span>projeto<span class="_ _12"> </span>de<span class="_ _12"> </span>posicionamento<span class="_ _12"> </span>interno<span class="_ _12"> </span>-</div><div class="t m0 x21 ha y5c ff3 fs4 fc0 sc0 ls0 ws0">Aquisição<span class="_ _3"> </span>dos<span class="_ _3"> </span>demais<span class="_ _3"> </span>componentes<span class="_ _3"> </span>(internacional)</div></div><div class="c x1a y158 wf h30"><div class="t m0 x20 ha y5e ff3 fs4 fc0 sc0 ls0 ws0">01/08/23</div></div><div class="c x1e y158 w10 h30"><div class="t m0 x1f ha y5e ff3 fs4 fc0 sc0 ls0 ws0">30/09/23</div></div><div class="c x1c y159 we h41"><div class="t m0 x11 he y14a ff3 fs0 fc0 sc0 ls0 ws0">SETIC</div></div><div class="c x7 y15a wc h15"><div class="t m0 x21 ha yef ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _16"> </span>6.17:<span class="_ _16"> </span>Desenvolver<span class="_ _16"> </span>o<span class="_ _18"> </span>projeto<span class="_ _12"> </span>de<span class="_ _12"> </span>posicionamento<span class="_ _12"> </span>interno<span class="_ _12"> </span>-</div><div class="t m0 x21 ha ye9 ff3 fs4 fc0 sc0 ls0 ws0">Construção<span class="_ _3"> </span>dos<span class="_ _3"> </span>demais<span class="_ _3"> </span>equipamentos</div></div><div class="c x1a y15b wf h16"><div class="t m0 x20 ha y5e ff3 fs4 fc0 sc0 ls0 ws0">01/10/23</div></div><div class="c x1e y15b w10 h16"><div class="t m0 x1f ha y5e ff3 fs4 fc0 sc0 ls0 ws0">31/10/23</div></div><div class="c x1c y15c we h41"><div class="t m0 x11 he y14a ff3 fs0 fc0 sc0 ls0 ws0">SETIC</div></div><div class="c x7 y15d wc h30"><div class="t m0 x21 h8 y5e ff2 fs4 fc0 sc0 ls0 ws0">Entrega<span class="_ _3"> </span>7:<span class="_ _3"> </span>Ações<span class="_ _3"> </span>Eixo<span class="_ _3"> </span>-<span class="_ _3"> </span>“Pessoas”</div></div><div class="c x1a y15e wf h3b"><div class="t m0 x12 h8 yac ff2 fs4 fc0 sc0 ls0 ws0">09/01/2023</div></div><div class="c x1e y15e w10 h3b"><div class="t m0 x20 h8 yac ff2 fs4 fc0 sc0 ls0 ws0">5/12/2023</div></div><div class="c x1c y15e we h3b"><div class="t m0 x1f h8 yac ff2 fs4 fc0 sc0 ls0 ws0">Responsável</div></div><div class="c x7 y15f wc h42"><div class="t m0 x21 ha y160 ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _16"> </span>7.1:<span class="_ _16"> </span>Promover<span class="_ _16"> </span>capacitação<span class="_ _16"> </span>de<span class="_ _12"> </span>gestores<span class="_ _12"> </span>e<span class="_ _12"> </span>servidores<span class="_ _12"> </span>para</div><div class="t m0 x21 ha y161 ff3 fs4 fc0 sc0 ls0 ws0">produção<span class="_ _1a"> </span>de<span class="_ _1a"> </span>conteúdo<span class="_ _1a"> </span>digital<span class="_ _1a"> </span>acessível</div><div class="t m0 x21 ha y69 ff3 fs4 fc0 sc0 ls0 ws0">(</div><div class="t m0 x12 ha y5b ff3 fs4 fc4 sc0 ls0 ws0">https://www<span class="_ _4"></span>.escolavirtual.gov<span class="_ _4"></span>.br/curso/41<span class="fc0">)<span class="_ _19"> </span>-<span class="_ _19"> </span>250<span class="_ _19"> </span>pessoas,<span class="_ _10"> </span>pelo</span></div><div class="t m0 x21 ha y6f ff3 fs4 fc0 sc0 ls0 ws0">menos.</div></div><div class="c x1a y162 wf h30"><div class="t m0 x12 ha y5e ff3 fs4 fc0 sc0 ls0 ws0">03/04/2023</div></div><div class="c x1e y162 w10 h30"><div class="t m0 x1f ha y5e ff3 fs4 fc0 sc0 ls0 ws0">30/06/23</div></div><div class="c x1c y162 we h30"><div class="t m0 xf ha y5e ff3 fs4 fc0 sc0 ls0 ws0">SEGEPE</div></div><div class="c x7 y163 wc h3c"><div class="t m0 x21 ha y5b ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _f"> </span>7.2:<span class="_ _f"> </span>Mapear<span class="_ _f"> </span>as<span class="_ _2"> </span>PcDs<span class="_ _16"> </span>em<span class="_ _2"> </span>exercício<span class="_ _f"> </span>no<span class="_ _f"> </span>Tribunal<span class="_ _0"> </span>e<span class="_ _f"> </span>definir<span class="_ _3"> </span>o<span class="_ _3"> </span>seu</div><div class="t m0 x21 ha y6f ff3 fs4 fc0 sc0 ls0 ws0">quantitativo.</div></div><div class="c x1a y164 wf h3b"><div class="t m0 x12 ha yac ff3 fs4 fc0 sc0 ls0 ws0">17.03/2023</div></div><div class="c x1e y164 w10 h3b"><div class="t m0 x12 ha yac ff3 fs4 fc0 sc0 ls0 ws0">20/04/2023</div></div><div class="c x1c y165 we h2c"><div class="t m0 xf ha yba ff3 fs4 fc0 sc0 ls0 ws0">SEGEPE</div></div><div class="c x7 y166 wc h43"><div class="t m0 x18 ha y94 ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _3"> </span>7.3<span class="_ _3"> </span>Identificar<span class="_ _3"> </span>as<span class="_ _3"> </span>barreiras<span class="_ _3"> </span>indicadas<span class="_ _3"> </span>pelas<span class="_ _3"> </span>PcDs<span class="_ _3"> </span>mapeadas<span class="_ _3"> </span>no</div><div class="t m0 x18 ha y167 ff3 fs4 fc0 sc0 ls0 ws0">item<span class="_ _3"> </span>8.1.</div></div><div class="c x1a y168 wf h3e"><div class="t m0 x12 ha yac ff3 fs4 fc0 sc0 ls0 ws0">17.03/2023</div></div><div class="c x1e y168 w10 h3e"><div class="t m0 x12 ha yac ff3 fs4 fc0 sc0 ls0 ws0">20/04/2023</div></div><div class="c x1c y168 we h3e"><div class="t m0 xf ha yac ff3 fs4 fc0 sc0 ls0 ws0">SEGEPE</div></div><div class="c x7 y169 wc h18"><div class="t m0 x21 ha y68 ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _e"> </span>7.4<span class="_ _e"> </span>Encaminhar<span class="_ _4"></span>,<span class="_"> </span>para<span class="_ _e"> </span>avaliação<span class="_ _e"> </span>e<span class="_ _e"> </span>validação<span class="_ _1"> </span>da<span class="_ _8"> </span>CSAUDE,<span class="_ _1"> </span>a</div><div class="t m0 x21 ha y69 ff3 fs4 fc0 sc0 ls0 ws0">relação<span class="_"> </span>das<span class="_ _8"> </span>PcDs<span class="_"> </span>e<span class="_ _e"> </span>PMRs<span class="_ _e"> </span>identificadas<span class="_ _e"> </span>no<span class="_ _e"> </span>item<span class="_ _e"> </span>8.1<span class="_ _e"> </span>e<span class="_ _e"> </span>ainda<span class="_ _1"> </span>não</div><div class="t m0 x21 ha y6a ff3 fs4 fc0 sc0 ls0 ws0">cadastrados<span class="_ _3"> </span>na<span class="_ _3"> </span>SEGEPE.</div></div><div class="c x1a y16a wf h3e"><div class="t m0 x12 ha yac ff3 fs4 fc0 sc0 ls0 ws0">21/04/2023</div></div><div class="c x1e y16a w10 h3e"><div class="t m0 x21 ha yac ff3 fs4 fc0 sc0 ls0 ws0">31.05/2023</div></div><div class="c x1c y16b we h2c"><div class="t m0 xf h8 yb3 ff2 fs4 fc0 sc0 ls0 ws0">SEGEPE</div><div class="t m0 xf ha yb6 ff3 fs4 fc0 sc0 ls0 ws0">CSAUDE</div></div><div class="c x7 y16c wc h44"><div class="t m0 x18 ha ya0 ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _e"> </span>7.5<span class="_ _e"> </span>Atualizar<span class="_"> </span>o<span class="_ _8"> </span>cadastro<span class="_"> </span>de<span class="_ _e"> </span>servidores<span class="_ _e"> </span>e<span class="_ _e"> </span>magistrados<span class="_ _e"> </span>com</div><div class="t m0 x18 ha ya1 ff3 fs4 fc0 sc0 ls0 ws0">deficiência<span class="_ _12"> </span>ou<span class="_ _12"> </span>mobilidade<span class="_ _12"> </span>reduzida<span class="_ _12"> </span>e<span class="_ _12"> </span>implementar<span class="_ _e"> </span>a<span class="_ _e"> </span>atualização</div><div class="t m0 x18 ha ya2 ff3 fs4 fc0 sc0 ls0 ws0">anual,<span class="_ _3"> </span>nos<span class="_ _3"> </span>termos<span class="_ _3"> </span>do<span class="_ _3"> </span>art.<span class="_ _3"> </span>14<span class="_ _3"> </span>da<span class="_ _3"> </span>Res<span class="_ _3"> </span>CNJ<span class="_ _3"> </span>Nº<span class="_ _3"> </span>401/2021.</div></div><div class="c x1a y16d wf h25"><div class="t m0 x21 ha yac ff3 fs4 fc0 sc0 ls0 ws0">31/05/2023</div></div><div class="c x1e y16d w10 h25"><div class="t m0 x21 ha yac ff3 fs4 fc0 sc0 ls0 ws0">04/06/2023</div></div><div class="c x1c y16d we h25"><div class="t m0 xf ha yac ff3 fs4 fc0 sc0 ls0 ws0">SEGEPE</div></div><a class="l" href="https://www.escolavirtual.gov.br/curso/41"><div class="d m1" style="border-style:none;position:absolute;left:58.497100px;bottom:270.256000px;width:162.403900px;height:10.349000px;background-color:rgba(255,255,255,0.000001);"></div></a></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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class="c x1 y1 w2 h2"><div class="t m0 x2 h3 y2 ff1 fs0 fc0 sc0 ls0 ws0">SECRETARIA<span class="_ _0"> </span>DE<span class="_ _0"> </span>GOVERNANÇA<span class="_ _0"> </span>E<span class="_ _0"> </span>GESTÃO<span class="_ _0"> </span>ESTRATÉGICA<span class="_ _0"> </span>–<span class="_ _0"> </span>SEGGEST</div><div class="t m0 x3 h3 y3 ff1 fs0 fc0 sc0 ls0 ws0">Seção<span class="_ _0"> </span>de<span class="_ _0"> </span>Projetos<span class="_ _0"> </span>–<span class="_ _0"> </span>SPROJ</div><div class="t m0 x4 h3 y4 ff1 fs0 fc1 sc0 ls0 ws0">PLANO<span class="_ _0"> </span>DE<span class="_ _0"> </span>AÇÃO<span class="_ _0"> </span>PARA</div><div class="t m0 x5 h4 y5 ff1 fs1 fc1 sc0 ls0 ws0">“ACESSIBILIDADE<span class="_ _1"> </span>E<span class="_ _1"> </span>INCLUSÃO”</div><div class="t m0 x4 h5 y6 ff1 fs2 fc0 sc0 ls0 ws0">Termo<span class="_ _2"> </span>de<span class="_ _2"> </span>Abertura</div></div><div class="c x7 y16e wc h45"><div class="t m0 x18 ha ya0 ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _16"> </span>7.6<span class="_ _16"> </span>Mapear<span class="_ _16"> </span>e<span class="_ _5"> </span>estruturar<span class="_ _16"> </span>o<span class="_ _16"> </span>processo<span class="_ _16"> </span>de<span class="_ _16"> </span>acolhimento<span class="_ _12"> </span>de</div><div class="t m0 x18 ha y16f ff3 fs4 fc0 sc0 ls0 ws0">servidores,<span class="_ _f"> </span>estagiários<span class="_ _f"> </span>e<span class="_ _f"> </span>trabalhadores<span class="_ _2"> </span>terceirizados<span class="_ _3"> </span>PcDs<span class="_ _3"> </span>e<span class="_ _3"> </span>PMRs,</div><div class="t m0 x18 ha y9b ff3 fs4 fc0 sc0 ls0 ws0">nos<span class="_ _3"> </span>termos<span class="_ _3"> </span>do<span class="_ _3"> </span>art.<span class="_ _3"> </span>17<span class="_ _3"> </span>da<span class="_ _3"> </span>Res.<span class="_ _3"> </span>CNJ<span class="_ _3"> </span>Nº<span class="_ _3"> </span>401/2021.</div></div><div class="c x1a y170 wf h3e"><div class="t m0 x12 ha yac ff3 fs4 fc0 sc0 ls0 ws0">21/04/2023</div></div><div class="c x1e y170 w10 h3e"><div class="t m0 x24 ha yac ff3 fs4 fc0 sc0 ls0 ws0">30/04/2023</div></div><div class="c x1c y171 we h2c"><div class="t m0 xf ha yba ff3 fs4 fc0 sc0 ls0 ws0">SEGEPE</div></div><div class="c x7 y172 wc h46"><div class="t m0 x18 ha y173 ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _1"> </span>7.7<span class="_ _8"> </span>Promover<span class="_ _1"> </span>ao<span class="_ _8"> </span>menos<span class="_ _0"> </span>duas<span class="_ _2"> </span>campanhas<span class="_ _f"> </span>de<span class="_ _f"> </span>sensibilização,</div><div class="t m0 x18 ha y94 ff3 fs4 fc0 sc0 ls0 ws0">para<span class="_ _f"> </span>servidores<span class="_ _3"> </span>e<span class="_ _3"> </span>magistrados,<span class="_ _3"> </span>sobre<span class="_ _3"> </span>a<span class="_ _3"> </span>necessidade<span class="_ _3"> </span>de<span class="_ _3"> </span>capacitação</div><div class="t m0 x18 ha y167 ff3 fs4 fc0 sc0 ls0 ws0">nos<span class="_ _3"> </span>temas<span class="_ _3"> </span>de<span class="_ _3"> </span>acessibilidade.</div></div><div class="c x1a y174 wf h25"><div class="t m0 x12 ha y123 ff3 fs4 fc0 sc0 ls0 ws0">03/04/2023</div></div><div class="c x1e y174 w10 h25"><div class="t m0 x24 ha y123 ff3 fs4 fc0 sc0 ls0 ws0">31/1<span class="_ _4"></span>1/2023</div></div><div class="c x1c y174 we h25"><div class="t m0 xf ha y123 ff3 fs4 fc0 sc0 ls0 ws0">SEGEPE</div></div><div class="c x7 y175 wc h45"><div class="t m0 x18 ha ya0 ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _16"> </span>7.8<span class="_ _16"> </span>Aprimorar<span class="_ _16"> </span>a<span class="_ _5"> </span>acessibilidade<span class="_ _b"> </span>do<span class="_ _16"> </span>Portal<span class="_ _16"> </span>de<span class="_ _5"> </span>Gestão<span class="_ _16"> </span>de</div><div class="t m0 x18 ha y16f ff3 fs4 fc0 sc0 ls0 ws0">Pessoas,<span class="_ _14"> </span>por<span class="_ _14"> </span>meio<span class="_ _14"> </span>de<span class="_ _14"> </span>avaliações<span class="_ _14"> </span>por<span class="_ _5"> </span>programa<span class="_ _16"> </span>específico<span class="_ _16"> </span>e</div><div class="t m0 x18 ha y9b ff3 fs4 fc0 sc0 ls0 ws0">correções<span class="_ _3"> </span>dos<span class="_ _3"> </span>problemas<span class="_ _3"> </span>identificados<span class="_ _3"> </span>pela<span class="_ _3"> </span>plataforma.</div></div><div class="c x1a y176 wf h25"><div class="t m0 x12 ha yac ff3 fs4 fc0 sc0 ls0 ws0">15/04/2023</div></div><div class="c x1e y176 w10 h25"><div class="t m0 x24 ha yac ff3 fs4 fc0 sc0 ls0 ws0">31/1<span class="_ _4"></span>1/2023</div></div><div class="c x1c y176 we h25"><div class="t m0 xf ha yac ff3 fs4 fc0 sc0 ls0 ws0">SEGEPE</div></div><div class="c x7 y177 wc h47"><div class="t m0 x18 ha y98 ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _16"> </span>7.9<span class="_ _16"> </span>Realizar<span class="_ _12"> </span>reunião<span class="_ _12"> </span>de<span class="_ _12"> </span>sensibilização<span class="_ _12"> </span>e<span class="_ _12"> </span>preparação<span class="_ _12"> </span>dos</div><div class="t m0 x18 ha y178 ff3 fs4 fc0 sc0 ls0 ws0">gestores<span class="_"> </span>para<span class="_ _8"> </span>a<span class="_"> </span>acolhida<span class="_ _1"> </span>das<span class="_ _8"> </span>PCDs<span class="_ _1"> </span>e<span class="_ _8"> </span>PMRs<span class="_ _1"> </span>que<span class="_ _1"> </span>ingressarão<span class="_ _8"> </span>no</div><div class="t m0 x18 ha y9a ff3 fs4 fc0 sc0 ls0 ws0">T<span class="_ _6"></span>ribunal<span class="_ _3"> </span>em<span class="_ _3"> </span>2023,<span class="_ _3"> </span>em<span class="_ _3"> </span>virtude<span class="_"> </span>dos<span class="_ _3"> </span>programas<span class="_ _3"> </span>de<span class="_ _3"> </span>estágio<span class="_ _3"> </span>e<span class="_ _3"> </span>de<span class="_ _3"> </span>jovem</div><div class="t m0 x18 ha y179 ff3 fs4 fc0 sc0 ls0 ws0">aprendiz<span class="_ _3"> </span>e<span class="_ _3"> </span>do<span class="_ _3"> </span>concurso<span class="_ _3"> </span>de<span class="_ _3"> </span>servidores.</div></div><div class="c x1a y17a wf h3b"><div class="t m0 x12 ha yac ff3 fs4 fc0 sc0 ls0 ws0">31/05/2023</div></div><div class="c x1e y17a w10 h3b"><div class="t m0 x24 ha yac ff3 fs4 fc0 sc0 ls0 ws0">31/05/2023</div></div><div class="c x1c y17a we h3b"><div class="t m0 xf ha yac ff3 fs4 fc0 sc0 ls0 ws0">SEGEPE</div></div><div class="c x7 y17b wc h44"><div class="t m0 x18 ha ya0 ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _11"> </span>7.10<span class="_ _11"> </span>Realizar<span class="_ _11"> </span>a<span class="_ _11"> </span>acolhida<span class="_ _11"> </span>e<span class="_ _13"> </span>ambientação<span class="_ _13"> </span>dos<span class="_ _13"> </span>jovens</div><div class="t m0 x18 ha ya1 ff3 fs4 fc0 sc0 ls0 ws0">aprendizes<span class="_ _16"> </span>identificados<span class="_ _16"> </span>como<span class="_ _16"> </span>PcDs<span class="_ _12"> </span>ou<span class="_ _12"> </span>PMRs,<span class="_ _12"> </span>na<span class="_ _12"> </span>semana<span class="_ _12"> </span>da</div><div class="t m0 x18 ha ya2 ff3 fs4 fc0 sc0 ls0 ws0">entrada<span class="_ _3"> </span>em<span class="_ _3"> </span>exercício<span class="_ _3"> </span>em<span class="_ _3"> </span>suas<span class="_ _3"> </span>funções.</div></div><div class="c x1a y17c wf h25"><div class="t m0 x12 ha y123 ff3 fs4 fc0 sc0 ls0 ws0">03/04/2023</div></div><div class="c x1e y17c w10 h25"><div class="t m0 x24 ha y123 ff3 fs4 fc0 sc0 ls0 ws0">31/05/2023</div></div><div class="c x1c y17c we h25"><div class="t m0 xf ha y123 ff3 fs4 fc0 sc0 ls0 ws0">SEGEPE</div></div><div class="c x7 y17d wc h45"><div class="t m0 x18 ha ya0 ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _f"> </span>7.1<span class="_ _4"></span>1<span class="_ _f"> </span>Realizar<span class="_ _f"> </span>a<span class="_ _2"> </span>acolhida<span class="_ _f"> </span>e<span class="_ _f"> </span>ambientação<span class="_ _3"> </span>dos<span class="_ _3"> </span>novos<span class="_ _3"> </span>servidores</div><div class="t m0 x18 ha y16f ff3 fs4 fc0 sc0 ls0 ws0">identificados<span class="_ _12"> </span>como<span class="_ _12"> </span>PcDs<span class="_ _12"> </span>ou<span class="_ _12"> </span>PMRs,<span class="_ _12"> </span>na<span class="_ _12"> </span>semana<span class="_ _e"> </span>da<span class="_ _e"> </span>entrada<span class="_ _e"> </span>em</div><div class="t m0 x18 ha y9b ff3 fs4 fc0 sc0 ls0 ws0">exercício<span class="_ _3"> </span>em<span class="_ _3"> </span>suas<span class="_ _3"> </span>funções.</div></div><div class="c x1a y17e wf h3e"><div class="t m0 x12 ha yac ff3 fs4 fc0 sc0 ls0 ws0">03/04/2023</div></div><div class="c x1e y17e w10 h3e"><div class="t m0 x24 ha yac ff3 fs4 fc0 sc0 ls0 ws0">31/08/2023</div></div><div class="c x1c y17e we h3e"><div class="t m0 xf ha yac ff3 fs4 fc0 sc0 ls0 ws0">SEGEPE</div></div><div class="c x7 y17f wc h48"><div class="t m0 x18 ha y180 ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _12"> </span>7.12<span class="_ _18"> </span>Enviar<span class="_ _12"> </span>a<span class="_ _12"> </span>servidores<span class="_ _12"> </span>e<span class="_"> </span>magistrados<span class="_ _e"> </span>a<span class="_ _e"> </span>cartilha<span class="_ _e"> </span>sobre</div><div class="t m0 x18 ha y181 ff3 fs4 fc0 sc0 ls0 ws0">capacitismo<span class="_"> </span>“É<span class="_ _8"> </span>capacitismo<span class="_"> </span>e<span class="_ _e"> </span>você<span class="_ _e"> </span>deveria<span class="_ _1"> </span>saber<span class="_ _8"> </span>–<span class="_ _1"> </span>Um<span class="_ _8"> </span>miniguia</div><div class="t m0 x18 ha y182 ff3 fs4 fc0 sc0 ls0 ws0">para<span class="_"> </span>atitudes<span class="_ _8"> </span>que<span class="_"> </span>incluam<span class="_ _1"> </span>pessoas<span class="_ _8"> </span>com<span class="_ _1"> </span>deficiência”<span class="_ _8"> </span>e<span class="_ _1"> </span>dar<span class="_ _1"> </span>ampla</div><div class="t m0 x18 ha y183 ff3 fs4 fc0 sc0 ls0 ws0">publicidade<span class="_"> </span>ao<span class="_ _8"> </span>material<span class="_"> </span>relacionado<span class="_ _1"> </span>ao<span class="_ _8"> </span>tema<span class="_ _1"> </span>(páginas<span class="_ _8"> </span>do<span class="_ _1"> </span>TRT13,</div><div class="t m0 x18 ha y184 ff3 fs4 fc0 sc0 ls0 ws0">vídeos,<span class="_ _3"> </span>redes<span class="_ _3"> </span>sociais).</div></div><div class="c x1a y185 wf h3e"><div class="t m0 x12 ha yac ff3 fs4 fc0 sc0 ls0 ws0">09/01/2023</div></div><div class="c x1e y186 w10 h2c"><div class="t m0 x24 ha yb3 ff3 fs4 fc0 sc0 ls0 ws0">10/03/2023</div><div class="t m0 x24 ha ybf ff3 fs4 fc0 sc0 ls0 ws0">(concluído)</div></div><div class="c x1c y185 we h3e"><div class="t m0 xf ha yac ff3 fs4 fc0 sc0 ls0 ws0">SEGEPE</div></div><div class="c x7 y187 wc h45"><div class="t m0 x18 ha ya0 ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _13"> </span>7.13<span class="_ _14"> </span>Realizar<span class="_ _14"> </span>evento<span class="_ _14"> </span>cultural,<span class="_ _14"> </span>por<span class="_ _14"> </span>meio<span class="_ _14"> </span>de<span class="_ _14"> </span>palestra<span class="_ _14"> </span>e</div><div class="t m0 x18 ha y16f ff3 fs4 fc0 sc0 ls0 ws0">apresentação<span class="_ _f"> </span>musical,<span class="_ _f"> </span>com<span class="_ _f"> </span>a<span class="_ _2"> </span>participação<span class="_ _f"> </span>de<span class="_ _f"> </span>Hellosman<span class="_ _f"> </span>(Funad)<span class="_ _3"> </span>e</div><div class="t m0 x18 ha ya2 ff3 fs4 fc0 sc0 ls0 ws0">Fábia<span class="_ _3"> </span>Halana.</div></div><div class="c x1a y188 wf h25"><div class="t m0 x12 ha y123 ff3 fs4 fc0 sc0 ls0 ws0">31/07/2023</div></div><div class="c x1e y188 w10 h25"><div class="t m0 x24 ha y123 ff3 fs4 fc0 sc0 ls0 ws0">31/07/2023</div></div><div class="c x1c y188 we h25"><div class="t m0 xf ha y123 ff3 fs4 fc0 sc0 ls0 ws0">SEGEPE</div></div><div class="c x7 y189 wc h46"><div class="t m0 x18 ha y173 ff3 fs4 fc0 sc0 ls0 ws0">Ação<span class="_ _1"> </span>7.14<span class="_ _8"> </span>Promover<span class="_ _1"> </span>eventos<span class="_ _8"> </span>alusivos<span class="_ _1"> </span>a<span class="_ _1"> </span>datas<span class="_ _8"> </span>emblemáticas<span class="_ _f"> </span>para</div><div class="t m0 x18 ha y18a ff3 fs4 fc0 sc0 ls0 ws0">PcDS<span class="_ _12"> </span>e<span class="_ _12"> </span>PMRs:<span class="_ _e"> </span>2.4<span class="_ _e"> </span>(autismo);<span class="_ _e"> </span>21.09<span class="_ _e"> </span>(<span class="_ _e"> </span>dia<span class="_ _e"> </span>Nacional<span class="_ _e"> </span>da<span class="_ _e"> </span>luta<span class="_ _e"> </span>das</div><div class="t m0 x18 ha ya7 ff3 fs4 fc0 sc0 ls0 ws0">PCDs);<span class="_ _3"> </span>3.12<span class="_ _3"> </span>(<span class="_ _3"> </span>dia<span class="_ _3"> </span>Internacional<span class="_ _3"> </span>das<span class="_ _3"> </span>PcDS).</div></div><div class="c x1a y18b wf h3b"><div class="t m0 x12 ha y13a ff3 fs4 fc0 sc0 ls0 ws0">31/03/2023</div></div><div class="c x1e y18b w10 h3b"><div class="t m0 x20 ha y13a ff3 fs4 fc0 sc0 ls0 ws0">5/12/2023</div></div><div class="c x1c y18b we h3b"><div class="t m0 xf ha y13a ff3 fs4 fc0 sc0 ls0 ws0">SEGEPE</div></div><div class="t m0 x6 h49 y18c ff2 fs3 fc0 sc0 ls0 ws0">7.<span class="_ _0"> </span>CUSTOS</div><div class="c x7 y18d w11 hd"><div class="t m0 x10 h8 y9 ff2 fs4 fc0 sc0 ls0 ws0">Categoria</div></div><div class="c x3 y18d w12 hd"><div class="t m0 x29 h8 y9 ff2 fs4 fc0 sc0 ls0 ws0">Detalhamento</div></div><div class="c x2a y18d w13 hd"><div class="t m0 x20 h8 y9 ff2 fs4 fc0 sc0 ls0 ws0">Responsável</div></div><div class="c x2b y18e w14 h4a"><div class="t m0 x24 h8 y18f ff2 fs4 fc0 sc0 ls0 ws0">Exercício</div><div class="t m0 x12 h8 y190 ff2 fs4 fc0 sc0 ls0 ws0">Financeiro</div></div><div class="c x2c y18d w15 hd"><div class="t m0 x2d h8 y9 ff2 fs4 fc0 sc0 ls0 ws0">Custo<span class="_ _3"> </span>Estimado(R$)</div></div><div class="c x7 y191 w11 h4b"><div class="t m0 x12 h8 y192 ff2 fs4 fc0 sc0 ls0 ws0">Realização<span class="_ _3"> </span>de</div><div class="t m0 x12 h8 y193 ff2 fs4 fc0 sc0 ls0 ws0">obras<span class="_ _3"> </span>e</div><div class="t m0 x12 h8 y194 ff2 fs4 fc0 sc0 ls0 ws0">instalações</div></div><div class="c x3 y195 w12 hd"><div class="t m0 x2e ha y9 ff3 fs4 fc0 sc0 ls0 ws0">-</div></div><div class="c x2a y196 w13 h12"><div class="t m0 x2f ha y197 ff3 fs4 fc0 sc0 ls0 ws0">-</div></div><div class="c x2b y196 w14 h12"><div class="t m0 x28 ha y197 ff3 fs4 fc0 sc0 ls0 ws0">-</div></div><div class="c x2c y198 w15 h4c"><div class="t m0 x6 ha y199 ff3 fs4 fc0 sc0 ls0 ws0">-</div></div><div class="c x7 y19a w11 h4d"><div class="t m0 x12 h8 y192 ff2 fs4 fc0 sc0 ls0 ws0">Aquisição<span class="_ _3"> </span>de</div><div class="t m0 x12 h8 y19b ff2 fs4 fc0 sc0 ls0 ws0">equipamentos</div><div class="t m0 x12 h8 y19c ff2 fs4 fc0 sc0 ls0 ws0">(permanente)</div></div><div class="c x3 y19d w12 h9"><div class="t m0 x2e ha yd ff3 fs4 fc0 sc0 ls0 ws0">-</div></div><div class="c x2a y19d w13 h9"><div class="t m0 x2f ha yd ff3 fs4 fc0 sc0 ls0 ws0">-</div></div><div class="c x2b y19d w14 h9"><div class="t m0 x28 ha yd ff3 fs4 fc0 sc0 ls0 ws0">-</div></div><div class="c x2c y19d w15 h9"><div class="t m0 x6 ha yd ff3 fs4 fc0 sc0 ls0 ws0">-</div></div><div class="c x7 y19e w11 h13"><div class="t m0 x12 h8 y56 ff2 fs4 fc0 sc0 ls0 ws0">Diárias<span class="_ _3"> </span>e</div><div class="t m0 x12 h8 y57 ff2 fs4 fc0 sc0 ls0 ws0">passagens</div></div><div class="c x3 y19f w12 h12"><div class="t m0 x2e ha yd ff3 fs4 fc0 sc0 ls0 ws0">-</div></div><div class="c x2a y19f w13 h12"><div class="t m0 x2f ha yd ff3 fs4 fc0 sc0 ls0 ws0">-</div></div><div class="c x2b y19f w14 h12"><div class="t m0 x28 ha yd ff3 fs4 fc0 sc0 ls0 ws0">-</div></div><div class="c x2c y19f w15 h12"><div class="t m0 x6 ha yd ff3 fs4 fc0 sc0 ls0 ws0">-</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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class="c x1 y1 w2 h2"><div class="t m0 x2 h3 y2 ff1 fs0 fc0 sc0 ls0 ws0">SECRETARIA<span class="_ _0"> </span>DE<span class="_ _0"> </span>GOVERNANÇA<span class="_ _0"> </span>E<span class="_ _0"> </span>GESTÃO<span class="_ _0"> </span>ESTRATÉGICA<span class="_ _0"> </span>–<span class="_ _0"> </span>SEGGEST</div><div class="t m0 x3 h3 y3 ff1 fs0 fc0 sc0 ls0 ws0">Seção<span class="_ _0"> </span>de<span class="_ _0"> </span>Projetos<span class="_ _0"> </span>–<span class="_ _0"> </span>SPROJ</div><div class="t m0 x4 h3 y4 ff1 fs0 fc1 sc0 ls0 ws0">PLANO<span class="_ _0"> </span>DE<span class="_ _0"> </span>AÇÃO<span class="_ _0"> </span>PARA</div><div class="t m0 x5 h4 y5 ff1 fs1 fc1 sc0 ls0 ws0">“ACESSIBILIDADE<span class="_ _1"> </span>E<span class="_ _1"> </span>INCLUSÃO”</div><div class="t m0 x4 h5 y6 ff1 fs2 fc0 sc0 ls0 ws0">Termo<span class="_ _2"> </span>de<span class="_ _2"> </span>Abertura</div></div><div class="c x7 y1a0 w11 h13"><div class="t m0 x12 h8 y56 ff2 fs4 fc0 sc0 ls0 ws0">Serviços<span class="_ _3"> </span>de</div><div class="t m0 x12 h8 y1a1 ff2 fs4 fc0 sc0 ls0 ws0">T<span class="_ _4"></span>erceiros</div></div><div class="c x3 y1a2 w12 h9"><div class="t m0 x2e h4e y199 ff6 fs4 fc0 sc0 ls0 ws0">-</div></div><div class="c x2a y1a2 w13 h9"><div class="t m0 x2f ha y199 ff3 fs4 fc0 sc0 ls0 ws0">-</div></div><div class="c x2b y1a2 w14 h9"><div class="t m0 x28 ha y199 ff3 fs4 fc0 sc0 ls0 ws0">-</div></div><div class="c x2c y1a2 w15 h9"><div class="t m0 x6 h8 y199 ff2 fs4 fc0 sc0 ls0 ws0">-</div></div><div class="c x7 y1a3 w11 h4c"><div class="t m0 x12 h8 y1a4 ff2 fs4 fc0 sc0 ls0 ws0">T<span class="_ _4"></span>reinamento</div></div><div class="c x3 y1a5 w12 h12"><div class="t m0 x2e ha yd ff3 fs4 fc0 sc0 ls0 ws0">-</div></div><div class="c x2a y1a5 w13 h12"><div class="t m0 x2f ha yd ff3 fs4 fc0 sc0 ls0 ws0">-</div></div><div class="c x2b y1a5 w14 h12"><div class="t m0 x28 ha yd ff3 fs4 fc0 sc0 ls0 ws0">-</div></div><div class="c x2c y1a5 w15 h12"><div class="t m0 x6 ha yd ff3 fs4 fc0 sc0 ls0 ws0">-</div></div><div class="c x2b y1a6 w16 h9"><div class="t m0 xe h8 yd ff2 fs4 fc0 sc0 ls0 ws0">T<span class="_ _4"></span>otal:</div></div><div class="c x2c y1a6 w15 h9"><div class="t m0 x7 h8 yd ff2 fs4 fc0 sc0 ls0 ws0">R$</div></div><div class="t m0 x6 h4f y1a7 ff2 fs8 fc0 sc0 ls0 ws0">Obs.<span class="_ _0"> </span>Os<span class="_ _0"> </span>custos<span class="_ _0"> </span>são<span class="_ _0"> </span>meramente<span class="_ _3"> </span>estimativas<span class="_ _1b"> </span>e<span class="_ _1b"> </span>as<span class="_ _3"> </span>despesas<span class="_ _1b"> </span>só<span class="_ _3"> </span>serão<span class="_ _1b"> </span>realizadas<span class="_ _1b"> </span>após<span class="_ _3"> </span>verificada<span class="_ _1b"> </span>a<span class="_ _1b"> </span>existência<span class="_ _3"> </span>de<span class="_ _1b"> </span>disponibilidade</div><div class="t m0 x6 h4f y1a8 ff2 fs8 fc0 sc0 ls0 ws0">orçamentária<span class="_ _1b"> </span>e<span class="_ _3"> </span>financeira<span class="_ _1b"> </span>e<span class="_ _1b"> </span>aprovação<span class="_ _3"> </span>da<span class="_ _1b"> </span>administração.</div><div class="t m0 x6 h6 y1a9 ff2 fs2 fc0 sc0 ls0 ws0">8.<span class="_ _f"> </span><span class="fs3">EQUIPE<span class="_ _f"> </span>DO<span class="_ _0"> </span>PLANO<span class="_ _0"> </span>DE<span class="_ _f"> </span>AÇÃO</span></div><div class="c x7 y1aa w17 h50"><div class="t m0 x30 h8 yd ff2 fs4 fc0 sc0 ls0 ws0">Nome</div></div><div class="c x31 y1aa w18 h50"><div class="t m0 x19 h8 yd ff2 fs4 fc0 sc0 ls0 ws0">Lotação</div></div><div class="c x1a y1aa w19 h50"><div class="t m0 x11 h8 yd ff2 fs4 fc0 sc0 ls0 ws0">Ramal</div></div><div class="c x32 y1aa w1a h50"><div class="t m0 x33 h8 yd ff2 fs4 fc0 sc0 ls0 ws0">Dedicação</div></div><div class="c x34 y1ab w12 h9"><div class="t m0 x0 ha y9 ff3 fs4 fc0 sc0 ls0 ws0">Max<span class="_ _3"> </span>Frederico<span class="_ _3"> </span>Costa<span class="_ _3"> </span>Guedes<span class="_ _3"> </span>Pereira</div></div><div class="c x31 y1ac w18 h50"><div class="t m0 x23 ha y197 ff3 fs4 fc0 sc0 ls0 ws0">SEGGEST</div></div><div class="c x1a y1ac w19 h50"><div class="t m0 x2f ha y197 ff3 fs4 fc0 sc0 ls0 ws0">-</div></div><div class="c x32 y1ac w1a h50"><div class="t m0 x29 ha y197 ff3 fs4 fc0 sc0 ls0 ws0">Parcial</div></div><div class="c x34 y1ad w12 h51"><div class="t m0 x0 ha y1ae ff3 fs4 fc0 sc0 ls0 ws0">Patricia<span class="_ _3"> </span>Rocha<span class="_ _3"> </span>Magalhães<span class="_ _3"> </span>Sakaue</div></div><div class="c x31 y1af w18 h52"><div class="t m0 x8 ha yd ff3 fs4 fc0 sc0 ls0 ws0">ACS</div></div><div class="c x1a y1af w19 h52"><div class="t m0 x2f ha yd ff3 fs4 fc0 sc0 ls0 ws0">-</div></div><div class="c x32 y1af w1a h52"><div class="t m0 x29 ha yd ff3 fs4 fc0 sc0 ls0 ws0">Parcial</div></div><div class="c x34 y1b0 w12 h51"><div class="t m0 x0 ha y9 ff3 fs4 fc0 sc0 ls0 ws0">Emerson<span class="_ _3"> </span>Santos<span class="_ _3"> </span>Maul<span class="_ _3"> </span>de<span class="_ _3"> </span>Andrade</div></div><div class="c x31 y1b1 w18 h52"><div class="t m0 x35 ha y197 ff3 fs4 fc0 sc0 ls0 ws0">CAEMA</div></div><div class="c x1a y1b1 w19 h52"><div class="t m0 x2f ha y197 ff3 fs4 fc0 sc0 ls0 ws0">-</div></div><div class="c x32 y1b1 w1a h52"><div class="t m0 x29 ha y197 ff3 fs4 fc0 sc0 ls0 ws0">Parcial</div></div><div class="c x34 y1b2 w12 h51"><div class="t m0 x0 ha y1ae ff3 fs4 fc0 sc0 ls0 ws0">Bruno<span class="_ _3"> </span>Rafael<span class="_ _3"> </span>de<span class="_ _3"> </span>Araújo<span class="_ _3"> </span>Sales</div></div><div class="c x31 y1b3 w18 hc"><div class="t m0 x14 ha yd ff3 fs4 fc0 sc0 ls0 ws0">SETIC</div></div><div class="c x1a y1b3 w19 hc"><div class="t m0 x2f ha yd ff3 fs4 fc0 sc0 ls0 ws0">-</div></div><div class="c x32 y1b3 w1a hc"><div class="t m0 x29 ha yd ff3 fs4 fc0 sc0 ls0 ws0">Parcial</div></div><div class="c x34 y1b4 w12 h9"><div class="t m0 x0 ha y1ae ff3 fs4 fc0 sc0 ls0 ws0">Ernani<span class="_ _3"> </span>do<span class="_ _3"> </span>Amaral<span class="_ _3"> </span>Gonçalves</div></div><div class="c x31 y1b5 w18 hc"><div class="t m0 x33 ha y199 ff3 fs4 fc0 sc0 ls0 ws0">CSAUDE</div></div><div class="c x1a y1b5 w19 hc"><div class="t m0 x2f ha y199 ff3 fs4 fc0 sc0 ls0 ws0">-</div></div><div class="c x32 y1b5 w1a hc"><div class="t m0 x29 ha y199 ff3 fs4 fc0 sc0 ls0 ws0">Parcial</div></div><div class="c x34 y1b6 w12 h53"><div class="t m0 x0 ha y1b7 ff3 fs4 fc0 sc0 ls0 ws0">Rossana<span class="_ _3"> </span>Maria<span class="_ _3"> </span>Ismael<span class="_ _3"> </span>Espínola<span class="_ _3"> </span>de</div><div class="t m0 x0 ha y1b8 ff3 fs4 fc0 sc0 ls0 ws0">Carvalho</div></div><div class="c x31 y1b9 w18 hc"><div class="t m0 x36 ha yd ff3 fs4 fc0 sc0 ls0 ws0">SEGEPE</div></div><div class="c x1a y1b9 w19 hc"><div class="t m0 x2f ha yd ff3 fs4 fc0 sc0 ls0 ws0">-</div></div><div class="c x32 y1b9 w1a hc"><div class="t m0 x29 ha yd ff3 fs4 fc0 sc0 ls0 ws0">Parcial</div></div><div class="c x34 y1ba w12 h51"><div class="t m0 x0 ha y9 ff3 fs4 fc0 sc0 ls0 ws0">Maryland<span class="_ _3"> </span>Medeiros<span class="_ _3"> </span>da<span class="_ _3"> </span>Silva</div></div><div class="c x31 y1bb w18 h50"><div class="t m0 x29 ha yd ff3 fs4 fc0 sc0 ls0 ws0">EJUD</div></div><div class="c x1a y1bb w19 h50"><div class="t m0 x2f ha yd ff3 fs4 fc0 sc0 ls0 ws0">-</div></div><div class="c x32 y1bb w1a h50"><div class="t m0 x29 ha yd ff3 fs4 fc0 sc0 ls0 ws0">Parcial</div></div><div class="c x34 y1bc w12 h51"><div class="t m0 x0 ha y9 ff3 fs4 fc0 sc0 ls0 ws0">Weberte<span class="_ _3"> </span>Araujo<span class="_ _3"> </span>Silveira</div></div><div class="c x31 y1bd w18 h50"><div class="t m0 x8 ha y197 ff3 fs4 fc0 sc0 ls0 ws0">CLC</div></div><div class="c x1a y1bd w19 h50"><div class="t m0 x2f ha y197 ff3 fs4 fc0 sc0 ls0 ws0">-</div></div><div class="c x32 y1bd w1a h50"><div class="t m0 x29 ha y197 ff3 fs4 fc0 sc0 ls0 ws0">Parcial</div></div><div class="c x34 y1be w12 h51"><div class="t m0 x0 ha y1ae ff3 fs4 fc0 sc0 ls0 ws0">Humberto<span class="_ _3"> </span>da<span class="_ _3"> </span>Silva<span class="_ _3"> </span>Miranda</div></div><div class="c x31 y1bf w18 hc"><div class="t m0 x33 ha yd ff3 fs4 fc0 sc0 ls0 ws0">ASPROS</div></div><div class="c x1a y1bf w19 hc"><div class="t m0 x2f ha yd ff3 fs4 fc0 sc0 ls0 ws0">-</div></div><div class="c x32 y1bf w1a hc"><div class="t m0 x29 ha yd ff3 fs4 fc0 sc0 ls0 ws0">Parcial</div></div><div class="t m0 x6 h6 y1c0 ff2 fs2 fc0 sc0 ls0 ws0">9.<span class="_ _f"> </span><span class="fs3">FINALIZAÇÃO</span></div><div class="c x7 y1c1 w1b h50"><div class="t m0 x37 h8 yd ff2 fs4 fc0 sc0 ls0 ws0">Data</div></div><div class="c x2a y1c1 w1c h50"><div class="t m0 x35 h8 yd ff2 fs4 fc0 sc0 ls0 ws0">Assinatura<span class="_ _3"> </span>do<span class="_ _3"> </span>gestor<span class="_ _3"> </span>do<span class="_ _3"> </span>plano<span class="_ _3"> </span>de<span class="_ _3"> </span>ação</div></div><div class="c x7 y1c2 w1b h50"><div class="t m0 x12 ha y197 ff3 fs4 fc0 sc0 ls0 ws0">Em<span class="_ _3"> </span>01/05/2023.</div></div><div class="c x2a y1c3 w1d h54"><div class="t m0 x38 ha y199 ff3 fs4 fc0 sc0 ls0 ws0">Gestor<span class="_"> </span>do<span class="_ _3"> </span>Projeto</div></div><div class="c x7 y1c4 w1e h50"><div class="t m0 x12 h8 yd ff2 fs4 fc0 sc0 ls0 ws0">Manifestação<span class="_ _3"> </span>do<span class="_ _3"> </span>titular<span class="_ _3"> </span>da<span class="_ _3"> </span>unidade<span class="_ _3"> </span>patrocinadora</div></div><div class="c x7 y1c5 w1e h55"><div class="t m0 x12 ha y1c6 ff3 fs4 fc0 sc0 ls0 ws0">Ciente.</div><div class="t m0 x12 ha y57 ff3 fs4 fc0 sc0 ls0 ws0">Encaminhe-se<span class="_ _3"> </span>à<span class="_ _3"> </span>SEGGEST/Seção<span class="_ _3"> </span>de<span class="_ _3"> </span>Projetos<span class="_ _3"> </span>para<span class="_ _3"> </span>as<span class="_ _3"> </span>devidas<span class="_ _3"> </span>providências.</div></div><div class="c x7 y1c7 w1b hc"><div class="t m0 x12 ha yd ff3 fs4 fc0 sc0 ls0 ws0">Em<span class="_ _3"> </span>____/05/2023.</div></div><div class="c x2a y1c8 w1d h56"><div class="t m0 x39 ha y1a4 ff3 fs4 fc0 sc0 ls0 ws0">Des.<span class="_ _3"> </span>Thiago<span class="_ _3"> </span>de<span class="_ _3"> </span>Oliveira<span class="_ _3"> </span>Andrade</div><div class="t m0 x3a ha y1c9 ff3 fs4 fc0 sc0 ls0 ws0">Patrocinador</div></div><div class="c x7 y1ca w1e h50"><div class="t m0 x12 h8 y197 ff2 fs4 fc0 sc0 ls0 ws0">Manifestação<span class="_ _3"> </span>da<span class="_ _3"> </span>SEGGEST/Seção<span class="_ _3"> </span>de<span class="_ _3"> </span>Projetos</div></div><div class="c x7 y1cb w1e hc"><div class="t m0 x12 ha yd ff3 fs4 fc0 sc0 ls0 ws0">Manifesto-me<span class="_ _3"> </span>favoravelmente<span class="_ _3"> </span>à<span class="_ _3"> </span>abertura<span class="_ _3"> </span>do<span class="_ _3"> </span>plano<span class="_ _3"> </span>de<span class="_ _3"> </span>ação.</div></div><div class="c x7 y1cc w1b h57"><div class="t m0 x12 ha y1cd ff3 fs4 fc0 sc0 ls0 ws0">Em<span class="_ _3"> </span>____/05/2023.</div><div class="t m0 x6 ha y1ce ff3 fs4 fc0 sc0 ls0 ws0">Chefe<span class="_ _3"> </span>da<span class="_ _3"> </span>Seção<span class="_ _3"> </span>de<span class="_ _3"> </span>Projetos</div></div><div class="c x2a y1cf w1d h58"><div class="t m0 x12 ha y1d0 ff3 fs4 fc0 sc0 ls0 ws0">De<span class="_ _3"> </span>acordo.</div><div class="t m0 x28 ha y1d1 ff3 fs4 fc0 sc0 ls0 ws0">MAX<span class="_ _3"> </span>FREDERICO<span class="_ _3"> </span>FEITOSA<span class="_ _3"> </span>GUEDES<span class="_ _3"> </span>PEREIRA</div><div class="t m0 x2e ha y1d2 ff3 fs4 fc0 sc0 ls0 ws0">Secretário<span class="_ _3"> </span>da<span class="_"> </span>SEGGEST</div></div></div><div class="pi" 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