Ata 4ª Reunião Comitê Estratégico 2022

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Ata 4ª Reunião Comitê Estratégico PEI 2021-2026.html — HTML, 462Kb
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')format("woff");}.ff3{font-family:ff3;line-height:0.938477;font-style:normal;font-weight:normal;visibility:visible;}
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<ul><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",52.65,636.55,null]'>1. Identificação do evento</a><ul><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",191.05,617.75,null]'>Horário</a></li><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",336.55,617.75,null]'>Local</a></li><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",417.25,617.75,null]'>Coordenador</a></li></ul></li><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",52.65,524.25,null]'>2. Objetivos</a></li><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",52.65,447.15,null]'>3. Participantes</a></li><li><a class="l" href="#pf1" data-dest-detail='[1,"XYZ",52.65,294.35,null]'>4. Discussão</a></li><li><a class="l" href="#pf3" data-dest-detail='[3,"XYZ",52.65,83.05,null]'>5. Fechamento da Ata</a></li></ul></div>
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"/><div class="c x1 y1 w2 h2"><div class="t m0 x2 h3 y2 ff1 fs0 fc0 sc0 ls0 ws0">TRIBUNAL REGIONAL DO TRABALHO</div><div class="t m0 x3 h3 y3 ff1 fs0 fc0 sc0 ls0 ws0">13ª REGIÃO</div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">Ata da 4ª Reunião do Comitê Estratégico de Análise e</div><div class="t m0 x5 h4 y5 ff2 fs1 fc0 sc0 ls0 ws0">Desempenho do PEI 2021-2026</div><div class="t m0 x6 h5 y6 ff3 fs2 fc0 sc0 ls0 ws0">1. Identificação do evento</div><div class="t m0 x7 h6 y7 ff3 fs3 fc0 sc0 ls0 ws0">Data</div><div class="t m0 x8 h6 y8 ff3 fs3 fc0 sc0 ls0 ws0">Horário<span class="_ _0"> </span>Local<span class="_ _1"> </span>Coordenador</div><div class="t m0 x9 h7 y9 ff4 fs3 fc0 sc0 ls0 ws0">16/09/2022<span class="_ _2"> </span>Início<span class="_ _3"> </span>10h:00<span class="_ _4"> </span>Término<span class="_ _5"> </span>11h00</div><div class="t m0 x3 h7 ya ff4 fs3 fc0 sc0 ls0 ws0">Laboratório de </div><div class="t m0 x3 h7 yb ff4 fs3 fc0 sc0 ls0 ws0">Inovação</div><div class="t m0 xa h6 yc ff3 fs3 fc0 sc0 ls0 ws0">Max<span class="_ _6"> </span> <span class="_ _6"> </span>Frederico<span class="_ _6"> </span> <span class="_ _6"> </span>Feitosa</div><div class="t m0 xa h6 yd ff3 fs3 fc0 sc0 ls0 ws0">Guedes Pereira</div><div class="t m0 xa h7 y9 ff4 fs3 fc0 sc0 ls0 ws0">Secretário<span class="_ _7"> </span> <span class="_ _7"> </span>de<span class="_ _8"> </span> <span class="_ _7"> </span>Governança<span class="_ _7"> </span> <span class="_ _8"> </span>e</div><div class="t m0 xa h7 ye ff4 fs3 fc0 sc0 ls0 ws0">Gestão Estratégica</div><div class="t m0 x6 h5 yf ff3 fs2 fc0 sc0 ls0 ws0">2. Objetivos</div><div class="t m0 x6 h7 y10 ff4 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h8 y11 ff5 fs2 fc0 sc0 ls0 ws0">a.<span class="ff4 fs3"> <span class="_ _9"></span>Reunião O<span class="_ _9"></span>rdinária para<span class="_ _9"></span> monitoramento<span class="_ _9"></span> e <span class="_ _9"></span>análise <span class="_ _9"></span>do <span class="_ _9"></span>andamento <span class="_ _9"></span>dos objetivos<span class="_ _9"></span> estratégicos <span class="_ _9"></span>a <span class="_ _9"></span>partir <span class="_ _9"></span>da le<span class="_ _9"></span>itura <span class="_ _9"></span>dos</span></div><div class="t m0 x6 h7 y12 ff4 fs3 fc0 sc0 ls0 ws0">indicadores do PEI 2021-2026.</div><div class="t m0 x6 h5 y13 ff3 fs2 fc0 sc0 ls0 ws0">3. Participantes</div><div class="t m0 xb h6 y14 ff3 fs3 fc0 sc0 ls0 ws0">Nome<span class="_ _a"> </span>Lotação<span class="_ _b"> </span>Cargo</div><div class="t m0 xc h7 y15 ff4 fs3 fc0 sc0 ls0 ws0">Alexandre Gondim Guedes Pereira<span class="_ _c"> </span>GDG<span class="_ _d"> </span>Diretor-Geral da Secretaria</div><div class="t m0 xc h7 y16 ff4 fs3 fc0 sc0 ls0 ws0">Renan Cartaxo Marques Duarte<span class="_ _e"> </span>SEGEJUD<span class="_ _f"> </span>Secretária-Geral Judiciário </div><div class="t m0 xc h7 y17 ff4 fs3 fc0 sc0 ls0 ws0">Brenna Suany Costa Cavalcanti<span class="_ _10"> </span>SGP<span class="_ _11"> </span>Secretária-Geral da Presidência (Substituta)</div><div class="t m0 xc h7 y18 ff4 fs3 fc0 sc0 ls0 ws0">Talita Simões Leão<span class="_ _12"> </span>SCR<span class="_ _13"> </span>Secretária da Corregedoria</div><div class="t m0 xc h7 y19 ff4 fs3 fc0 sc0 ls0 ws0">Max Frederico Feitosa Guedes Pereira<span class="_ _14"> </span>SEGGEST</div><div class="t m0 xd h7 y1a ff4 fs3 fc0 sc0 ls0 ws0">Secretário<span class="_ _15"> </span> <span class="_ _15"> </span>de<span class="_ _15"> </span> <span class="_ _15"> </span>Governança<span class="_ _15"> </span> <span class="_ _15"> </span>e<span class="_ _15"> </span> <span class="_ _15"> </span>Gestão</div><div class="t m0 xd h7 y1b ff4 fs3 fc0 sc0 ls0 ws0">Estratégica</div><div class="t m0 xc h7 y1c ff4 fs3 fc0 sc0 ls0 ws0">Thainã Ferraz Maturino<span class="_ _16"> </span>SEGGEST-AGCONT<span class="_ _2"> </span>Assessora de Governanç<span class="_ _17"></span>a de Contratações</div><div class="t m0 xc h7 y1d ff4 fs3 fc0 sc0 ls0 ws0">Luiza Lúcia de Farias Ayres Leal<span class="_ _18"> </span>SEGGEST- CPLAN<span class="_ _19"> </span>Coordenadoria de Planejamento</div><div class="t m0 xc h7 y1e ff4 fs3 fc0 sc0 ls0 ws0">Caio Geraldo Barros Pessoa de Souza<span class="_ _1a"> </span>SAI<span class="_ _1b"> </span>Secretário de auditoria Interna</div><div class="t m0 x6 h5 y1f ff3 fs2 fc0 sc0 ls0 ws0">4. Discussão</div><div class="t m0 xe h6 y20 ff3 fs3 fc0 sc0 ls0 ws0">Assunto<span class="_ _1c"> </span>Responsável</div><div class="t m0 x6 h7 y21 ff4 fs3 fc0 sc0 ls0 ws0">a.<span class="_ _1d"> </span>Inicialmente Max Frederico contextualizou<span class="_ _9"></span> a reunião com a <span class="_ _9"></span>leitura de</div><div class="t m0 xf h7 y22 ff4 fs3 fc0 sc0 ls0 ws0">todos<span class="_ _8"> </span> <span class="_ _8"> </span>os<span class="_ _8"> </span> <span class="_ _8"> </span>indicadores<span class="_ _8"> </span> <span class="_ _8"> </span>dos<span class="_ _8"> </span> <span class="_ _8"> </span>objetivos<span class="_ _8"> </span> <span class="_ _1e"> </span>estratégicos<span class="_ _7"> </span> <span class="_ _1e"> </span>com<span class="_ _8"> </span> <span class="_ _8"> </span>dados<span class="_ _7"> </span> <span class="_ _1e"> </span>de</div><div class="t m0 xf h7 y23 ff4 fs3 fc0 sc0 ls0 ws0">agosto,<span class="_ _1e"> </span> <span class="_ _1e"> </span>informando<span class="_ _1e"> </span> <span class="_ _1e"> </span>a<span class="_ _1f"> </span> <span class="_ _1e"> </span>situação<span class="_ _1e"> </span> <span class="_ _1e"> </span>de<span class="_ _1e"> </span> <span class="_ _1f"> </span>cada<span class="_ _1e"> </span> <span class="_ _1e"> </span>um<span class="_ _1e"> </span> <span class="_ _1e"> </span>e<span class="_ _1e"> </span>  q<span class="_ _17"></span>ue<span class="_ _1e"> </span> <span class="_ _1e"> </span>destacaria</div><div class="t m0 xf h7 y24 ff4 fs3 fc0 sc0 ls0 ws0">principalmente aqueles indicadores que estavam fora das <span class="_ _17"></span>metas.</div><div class="t m0 x10 h7 y25 ff4 fs3 fc0 sc0 ls0 ws0">SEGGEST</div><div class="t m0 x6 h7 y26 ff4 fs3 fc0 sc0 ls0 ws0">b.<span class="_ _1d"> </span><span class="ff3">Objetivo Estratégico 1: Fortalecer a Comunicação e as parcerias</span></div><div class="t m0 xf h6 y27 ff3 fs3 fc0 sc0 ls0 ws0">Institucionais.</div><div class="t m0 xf h7 y28 ff3 fs3 fc0 sc0 ls0 ws0">-  <span class="ff4">Max Frederico informou que fo<span class="_ _9"></span>i concluída a pesquisa de satisfação</span></div><div class="t m0 xf h7 y29 ff4 fs3 fc0 sc0 ls0 ws0">com<span class="_ _20"></span> <span class="_ _20"></span>a<span class="_ _20"></span> <span class="_ _20"></span>comunicação<span class="_ _20"></span> <span class="_ _20"></span>interna<span class="_ _20"></span> <span class="_ _20"></span>e<span class="_ _20"></span> <span class="_ _21"></span>externa<span class="_ _21"></span> <span class="_ _22"> </span>e<span class="_ _21"></span> <span class="_ _22"> </span>que<span class="_ _21"></span> <span class="_ _20"> </span>a<span class="_ _20"> </span> <span class="_ _20"> </span>apuração<span class="_ _20"> </span> <span class="_ _20"> </span>foi<span class="_ _20"></span> <span class="_ _20"> </span>feita</div><div class="t m0 xf h7 y2a ff4 fs3 fc0 sc0 ls0 ws0">seguindo o padrão de apuração utilizado pela SETIC, obtendo índice</div><div class="t m0 xf h7 y2b ff4 fs3 fc0 sc0 ls0 ws0">de<span class="_ _21"></span> <span class="_ _21"></span>satisfação<span class="_ _21"></span> <span class="_ _20"></span>(público<span class="_ _21"></span> <span class="_ _21"></span>externo)<span class="_ _21"></span> <span class="_ _21"></span>de<span class="_ _20"></span> <span class="_ _21"></span>78%<span class="_ _21"></span> <span class="_ _21"></span>e<span class="_ _20"></span> <span class="_ _21"></span>público<span class="_ _21"></span> <span class="_ _21"></span>interno<span class="_ _21"></span> <span class="_ _20"></span>de<span class="_ _21"></span> <span class="_ _21"></span>65%.</div><div class="t m0 xf h7 y2c ff4 fs3 fc0 sc0 ls0 ws0">Registrou<span class="_ _7"> </span> <span class="_ _7"> </span>ainda<span class="_ _7"> </span> <span class="_ _7"> </span>o<span class="_ _7"> </span> <span class="_ _8"> </span>Secretário<span class="_ _7"> </span> <span class="_ _7"> </span>o<span class="_ _7"> </span> <span class="_ _8"> </span>baixo<span class="_ _22"> </span> <span class="_ _8"> </span>índice<span class="_ _7"> </span> <span class="_ _7"> </span>de<span class="_ _7"> </span> <span class="_ _8"> </span>participação<span class="_ _7"> </span> <span class="_ _7"> </span>na</div><div class="t m0 xf h7 y2d ff4 fs3 fc0 sc0 ls0 ws0">pesquisa<span class="_ _21"></span> <span class="_ _20"></span>do<span class="_ _21"></span> <span class="_ _20"></span>público<span class="_ _21"></span> <span class="_ _20"></span>externo,<span class="_ _21"></span> <span class="_ _20"></span>5<span class="_ _21"></span> <span class="_ _20"></span>respondentes<span class="_ _21"></span> <span class="_ _21"></span>enquanto<span class="_ _20"></span> <span class="_ _21"></span>na<span class="_ _20"></span> <span class="_ _21"></span>interna</div><div class="t m0 xf h7 y2e ff4 fs3 fc0 sc0 ls0 ws0">foram 48.</div><div class="t m0 x10 h7 y2a ff4 fs3 fc0 sc0 ls0 ws0">SEGGEST</div><div class="t m0 x6 h7 y2f ff4 fs3 fc0 sc0 ls0 ws0">c.<span class="_ _23"> </span><span class="ff3">Objetivo<span class="_ _1f"> </span> <span class="_ _1f"> </span>Estratégico<span class="_ _1e"> </span>  2:<span class="_ _1e"> </span>  Promover<span class="_ _1e"> </span> <span class="_ _1f"> </span>o<span class="_ _1f"> </span> <span class="_ _1e"> </span>trabalho  <span class="_ _1e"> </span>decente  <span class="_ _1e"> </span>e  <span class="_ _1e"> </span>a</span></div><div class="t m0 xf h6 y30 ff3 fs3 fc0 sc0 ls0 ws0">sustentabilidade.</div><div class="t m0 xf h7 y31 ff3 fs3 fc0 sc0 ls0 ws0">-<span class="ff4"> <span class="_ _21"></span>Max<span class="_ _21"></span> <span class="_ _9"></span>informou<span class="_ _9"></span> <span class="_ _21"></span>que<span class="_ _9"></span> <span class="_ _9"></span>o<span class="_ _21"></span> in<span class="_ _9"></span>dicador<span class="_ _9"></span> <span class="_ _9"></span>da<span class="_ _21"></span> <span class="_ _9"></span>meta<span class="_ _9"></span> <span class="_ _21"></span>9,<span class="_ _9"></span> <span class="_ _9"></span>índice<span class="_ _21"></span> <span class="_ _9"></span>de<span class="_ _9"></span> <span class="_ _21"></span>int<span class="_ _17"></span>egração<span class="_ _9"></span> <span class="_ _21"></span>da</span></div><div class="t m0 xf h7 y32 ff4 fs3 fc0 sc0 ls0 ws0">Agenda 2030 ao Poder judiciário, não <span class="_ _9"></span>será problema, devemos bater</div><div class="t m0 xf h7 y33 ff4 fs3 fc0 sc0 ls0 ws0">até o<span class="_ _9"></span> final<span class="_ _9"></span> do <span class="_ _9"></span>ano com<span class="_ _9"></span> as <span class="_ _9"></span>ações q<span class="_ _9"></span>ue <span class="_ _9"></span>foram<span class="_ _9"></span> previstas<span class="_ _9"></span> pela <span class="_ _9"></span>Divisão <span class="_ _9"></span>de</div><div class="t m0 xf h7 y34 ff4 fs3 fc0 sc0 ls0 ws0">Inovação.</div><div class="t m0 x10 h7 y2f ff4 fs3 fc0 sc0 ls0 ws0">SEGGEST</div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
<div id="pf2" class="pf w0 h0" data-page-no="2"><div class="pc pc2 w0 h0"><img class="bi x0 y35 w1 h9" alt="" 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"/><div class="c x1 y1 w2 h2"><div class="t m0 x2 h3 y2 ff1 fs0 fc0 sc0 ls0 ws0">TRIBUNAL REGIONAL DO TRABALHO</div><div class="t m0 x3 h3 y3 ff1 fs0 fc0 sc0 ls0 ws0">13ª REGIÃO</div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">Ata da 4ª Reunião do Comitê Estratégico de Análise e</div><div class="t m0 x5 h4 y5 ff2 fs1 fc0 sc0 ls0 ws0">Desempenho do PEI 2021-2026</div><div class="t m0 xf h7 y36 ff4 fs3 fc0 sc0 ls0 ws0">-  <span class="_ _24"> </span>Indicador:  <span class="_ _24"> </span>Percentual  <span class="_ _24"> </span>de  <span class="_ _24"> </span>execução   d<span class="_ _9"></span>o  <span class="_ _24"> </span>Plano  <span class="_ _24"> </span>de  <span class="_ _24"> </span>Logística</div><div class="t m0 xf h7 y37 ff4 fs3 fc0 sc0 ls0 ws0">Sustentável<span class="_ _1f"> </span>  –<span class="_ _1e"> </span>  PLS<span class="_ _1f"> </span>  do<span class="_ _1e"> </span>  TRT13.<span class="_ _1f"> </span> <span class="_ _1f"> </span>Hoje  <span class="_ _1e"> </span>temos  <span class="_ _1f"> </span>problemas<span class="_ _1f"> </span>  em<span class="_ _1e"> </span>  4</div><div class="t m0 xf h7 y38 ff4 fs3 fc0 sc0 ls0 ws0">indicadores, <span class="_ _9"></span>mas <span class="_ _9"></span>provavelmente<span class="_ _9"></span> alcançaremos<span class="_ _9"></span> a<span class="_ _9"></span> meta<span class="_ _9"></span> <span class="_ _9"></span>até <span class="_ _9"></span>o <span class="_ _9"></span>final<span class="_ _9"></span> do</div><div class="t m0 xf h7 y39 ff4 fs3 fc0 sc0 ls0 ws0">ano<span class="_ _9"></span> <span class="_ _9"></span>com<span class="_ _21"></span> exceção<span class="_ _9"></span> <span class="_ _21"></span>da <span class="_ _9"></span>te<span class="_ _9"></span>lefonia<span class="_ _9"></span> <span class="_ _9"></span>fixa.<span class="_ _9"></span> <span class="_ _9"></span>Este<span class="_ _21"></span> indicador<span class="_ _21"></span> será<span class="_ _21"></span> tratado<span class="_ _9"></span> <span class="_ _21"></span>com</div><div class="t m0 xf h7 y3a ff4 fs3 fc0 sc0 ls0 ws0">detalhes<span class="_ _9"></span> <span class="_ _21"></span>na<span class="_ _9"></span> <span class="_ _21"></span>Reunião<span class="_ _9"></span> <span class="_ _21"></span>com<span class="_ _9"></span> <span class="_ _21"></span>a<span class="_ _9"></span> <span class="_ _21"></span>Comissão<span class="_ _9"></span> <span class="_ _21"></span>Ges<span class="_ _17"></span>tora<span class="_ _21"></span> <span class="_ _9"></span>do<span class="_ _9"></span> <span class="_ _21"></span>PLS<span class="_ _21"></span> <span class="_ _9"></span>no<span class="_ _9"></span> <span class="_ _21"></span>próximo</div><div class="t m0 xf h7 y3b ff4 fs3 fc0 sc0 ls0 ws0">dia 22/09.</div><div class="t m0 xf h7 y3c ff4 fs3 fc0 sc0 ls0 ws0">-índice<span class="_ _20"></span> <span class="_ _20"></span>de<span class="_ _21"></span> <span class="_ _20"> </span>pa<span class="_ _9"></span>rticipação<span class="_ _21"></span> <span class="_ _20"></span>de<span class="_ _20"></span> <span class="_ _20"></span>mulheres<span class="_ _20"></span> <span class="_ _20"></span>nos<span class="_ _21"></span> <span class="_ _22"> </span>comitês<span class="_ _21"></span> <span class="_ _20"> </span>e<span class="_ _20"> </span> <span class="_ _20"> </span>comissões<span class="_ _20"></span> <span class="_ _20"> </span>no</div><div class="t m0 xf h7 y3d ff4 fs3 fc0 sc0 ls0 ws0">TRT13.<span class="_ _25"> </span> <span class="_ _25"> </span>Informou<span class="_ _25"> </span> <span class="_ _25"> </span>Max<span class="_ _25"> </span> <span class="_ _25"> </span>F<span class="_ _17"></span>eitosa<span class="_ _25"> </span> <span class="_ _25"> </span>que<span class="_ _25"> </span> <span class="_ _25"> </span>está<span class="_ _25"> </span> <span class="_ _26"> </span>em<span class="_ _26"> </span> <span class="_ _25"> </span>curso<span class="_ _25"> </span> <span class="_ _25"> </span>uma</div><div class="t m0 xf h7 y3e ff4 fs3 fc0 sc0 ls0 ws0">atualização/revisão  <span class="_ _24"> </span>cadastral   n<span class="_ _9"></span>o  <span class="_ _24"> </span>SIGEP   (Comissões,<span class="_ _24"> </span> <span class="_ _24"> </span>Comitês,</div><div class="t m0 xf h7 y3f ff4 fs3 fc0 sc0 ls0 ws0">Membros<span class="_ _20"> </span> <span class="_ _22"> </span>e<span class="_ _22"> </span> <span class="_ _22"> </span>Atos),<span class="_ _20"> </span> <span class="_ _22"> </span>fruto<span class="_ _22"> </span> <span class="_ _22"> </span>de<span class="_ _22"> </span> <span class="_ _20"> </span>u<span class="_ _9"></span>ma<span class="_ _20"></span> <span class="_ _22"> </span>parceria<span class="_ _20"> </span> <span class="_ _22"> </span>SEGGEST,<span class="_ _22"> </span> <span class="_ _22"> </span>SEGEPE<span class="_ _22"> </span> <span class="_ _20"> </span>e</div><div class="t m0 xf h7 y40 ff4 fs3 fc0 sc0 ls0 ws0">SGP.<span class="_ _21"></span> <span class="_ _20"></span>Após<span class="_ _20"></span> <span class="_ _21"></span>esta<span class="_ _20"></span> <span class="_ _21"></span>etapa,<span class="_ _20"></span> <span class="_ _21"></span>a<span class="_ _20"></span> <span class="_ _20"></span>Divisão<span class="_ _21"></span> <span class="_ _20"></span>de<span class="_ _21"></span> <span class="_ _20"></span>Estatística<span class="_ _21"></span> <span class="_ _20"></span>disponibilizará<span class="_ _20"></span> <span class="_ _21"></span>no</div><div class="t m0 xf h7 y41 ff4 fs3 fc0 sc0 ls0 ws0">Hórus<span class="_ _21"></span> <span class="_ _21"></span>“aba”<span class="_ _21"></span> <span class="_ _21"></span>para<span class="_ _21"></span> <span class="_ _9"></span>consulta,<span class="_ _21"></span> <span class="_ _21"></span>que<span class="_ _21"></span> <span class="_ _21"></span>facilitará<span class="_ _21"></span> <span class="_ _21"></span>sobreman<span class="_ _17"></span>eira<span class="_ _21"></span> <span class="_ _21"></span>ações<span class="_ _21"></span> <span class="_ _21"></span>para</div><div class="t m0 xf h7 y42 ff4 fs3 fc0 sc0 ls0 ws0">melhorar o desempenho na Meta.</div><div class="t m0 x6 h7 y43 ff4 fs3 fc0 sc0 ls0 ws0">d.<span class="_ _1d"> </span><span class="ff3">Objetivo<span class="_ _22"> </span> <span class="_ _22"> </span>Es<span class="_ _9"></span>tratégico<span class="_ _20"> </span> <span class="_ _7"> </span>3:<span class="_ _7"> </span> <span class="_ _22"> </span>Fortalecer<span class="_ _22"> </span> <span class="_ _7"> </span>a<span class="_ _22"> </span> <span class="_ _7"> </span>Governança<span class="_ _22"> </span> <span class="_ _22"> </span>e<span class="_ _7"> </span> <span class="_ _22"> </span>a<span class="_ _7"> </span> <span class="_ _22"> </span>Gestão</span></div><div class="t m0 xf h6 y44 ff3 fs3 fc0 sc0 ls0 ws0">Estratégica.</div><div class="t m0 xf h7 y45 ff4 fs3 fc0 sc0 ls0 ws0">- <span class="_ _1f"> </span>Verficou-se<span class="_ _20"></span> <span class="_ _20"> </span>que<span class="_ _22"> </span> <span class="_ _20"></span>o<span class="_ _20"> </span> <span class="_ _22"> </span>indicador<span class="_ _20"> </span> <span class="_ _20"> </span>TDLC,<span class="_ _22"> </span> <span class="_ _20"> </span>T<span class="_ _9"></span>empo<span class="_ _20"> </span> <span class="_ _22"> </span>Médio<span class="_ _20"></span> <span class="_ _20"> </span>de<span class="_ _22"> </span> <span class="_ _20"> </span>Licitações</div><div class="t m0 xf h7 y46 ff4 fs3 fc0 sc0 ls0 ws0">Concluídas,<span class="_ _21"></span> 167<span class="_ _9"></span> <span class="_ _9"></span>dias,<span class="_ _9"></span> <span class="_ _9"></span>está<span class="_ _9"></span> <span class="_ _21"></span>aci<span class="_ _17"></span>ma<span class="_ _9"></span> <span class="_ _9"></span>da<span class="_ _9"></span> <span class="_ _21"></span>M<span class="_ _17"></span>eta,<span class="_ _9"></span> <span class="_ _9"></span>150<span class="_ _9"></span> <span class="_ _21"></span>dias. <span class="_ _9"></span>Para<span class="_ _21"></span> reduzir<span class="_ _9"></span> <span class="_ _9"></span>o</div><div class="t m0 xf h7 y47 ff4 fs3 fc0 sc0 ls0 ws0">tempo, foram tomadas algumas providências:</div><div class="t m0 xf h7 y48 ff4 fs3 fc0 sc0 ls0 ws0">-<span class="_ _9"></span> A<span class="_ _9"></span> Assessoria<span class="_ _9"></span> <span class="_ _9"></span>de <span class="_ _9"></span>Governança <span class="_ _9"></span>das <span class="_ _9"></span>Contratações <span class="_ _9"></span>e<span class="_ _9"></span> de<span class="_ _9"></span> Obras<span class="_ _9"></span> ju<span class="_ _9"></span>nto <span class="_ _9"></span>à</div><div class="t m0 xf h7 y49 ff4 fs3 fc0 sc0 ls0 ws0">Divisão<span class="_ _21"></span> <span class="_ _21"></span>de<span class="_ _21"></span> <span class="_ _9"></span>Estatística<span class="_ _21"></span> <span class="_ _21"></span>da<span class="_ _21"></span> <span class="_ _21"></span>SEGGEST<span class="_ _21"></span> <span class="_ _9"></span>fizeram<span class="_ _21"></span> <span class="_ _21"></span>um<span class="_ _21"></span> <span class="_ _21"></span>levantamento<span class="_ _21"></span> <span class="_ _9"></span>(BI)</div><div class="t m0 xf h7 y4a ff4 fs3 fc0 sc0 ls0 ws0">com<span class="_ _9"></span> <span class="_ _9"></span>os<span class="_ _21"></span> PROAD<span class="_ _9"></span> <span class="_ _21"></span>que <span class="_ _21"></span>par<span class="_ _17"></span>ticipam<span class="_ _9"></span> <span class="_ _9"></span>da<span class="_ _9"></span> <span class="_ _21"></span>Meta,<span class="_ _9"></span> <span class="_ _9"></span>ou<span class="_ _9"></span> <span class="_ _9"></span>seja,<span class="_ _21"></span> os<span class="_ _9"></span> <span class="_ _21"></span>que <span class="_ _21"></span>trat<span class="_ _17"></span>am<span class="_ _9"></span> <span class="_ _21"></span>d<span class="_ _17"></span>e</div><div class="t m0 xf h7 y4b ff4 fs3 fc0 sc0 ls0 ws0">aquisições e contratações (DOD – EMPENHO). Este estudo <span class="_ _9"></span>permitiu</div><div class="t m0 xf h7 y4c ff4 fs3 fc0 sc0 ls0 ws0">detectar alguns problemas como pro exemplo:</div><div class="t m0 xf h7 y4d ff4 fs3 fc0 sc0 ls0 ws0">1)<span class="_ _8"> </span> <span class="_ _1e"> </span>Proads<span class="_ _8"> </span> <span class="_ _1e"> </span>abertos<span class="_ _8"> </span> <span class="_ _1e"> </span>em<span class="_ _8"> </span> <span class="_ _1e"> </span>um<span class="_ _8"> </span> <span class="_ _1e"> </span>exercício<span class="_ _1e"> </span> <span class="_ _8"> </span>e<span class="_ _8"> </span> <span class="_ _1e"> </span>concluídos<span class="_ _1e"> </span> <span class="_ _8"> </span>no<span class="_ _8"> </span> <span class="_ _1e"> </span>seguinte</div><div class="t m0 xf h7 y4e ff4 fs3 fc0 sc0 ls0 ws0">(Contratação – próximo exercício) e</div><div class="t m0 xf h7 y4f ff4 fs3 fc0 sc0 ls0 ws0">2) Proads (Planejamento das Contratações).</div><div class="t m0 xf h7 y50 ff4 fs3 fc0 sc0 ls0 ws0">- O <span class="_ _9"></span>Diretor Geral, <span class="_ _9"></span>Alexandre Gondim, também <span class="_ _9"></span>levantou o impacto <span class="_ _9"></span>de</div><div class="t m0 xf h7 y51 ff4 fs3 fc0 sc0 ls0 ws0">tempo,<span class="_ _25"> </span> <span class="_ _27"> </span>quando<span class="_ _25"> </span> <span class="_ _27"> </span>a<span class="_ _28"> </span> <span class="_ _28"> </span>aquisição<span class="_ _28"> </span> <span class="_ _28"> </span>trata-se<span class="_ _28"> </span> <span class="_ _27"> </span>de<span class="_ _25"> </span> <span class="_ _28"> </span>material<span class="_ _28"> </span> <span class="_ _27"> </span>técnico</div><div class="t m0 xf h7 y52 ff4 fs3 fc0 sc0 ls0 ws0">especializado que após o DOD é necessário conversar com <span class="_ _9"></span>pessoas</div><div class="t m0 xf h7 y53 ff4 fs3 fc0 sc0 ls0 ws0">especializadas para instruir o processo de aquisição.</div><div class="t m0 x10 h7 y54 ff4 fs3 fc0 sc0 ls0 ws0">SEGGEST</div><div class="t m0 x6 h7 y55 ff4 fs3 fc0 sc0 ls0 ws0">e.<span class="_ _1d"> </span><span class="ff3">Objetivo<span class="_ _27"> </span> <span class="_ _28"> </span>Es<span class="_ _9"></span>tratégico<span class="_ _28"> </span> <span class="_ _27"> </span>4:<span class="_ _27"> </span> <span class="_ _27"> </span>Promover<span class="_ _27"> </span> <span class="_ _28"> </span>a<span class="_ _27"> </span> <span class="_ _27"> </span>integridade<span class="_ _27"> </span> <span class="_ _27"> </span>e<span class="_ _27"> </span> <span class="_ _27"> </span>a</span></div><div class="t m0 xf h6 y56 ff3 fs3 fc0 sc0 ls0 ws0">transparência em relação aos atos de gestão praticados.</div><div class="t m0 xf h7 y57 ff4 fs3 fc0 sc0 ls0 ws0">-<span class="_ _9"></span> <span class="_ _21"></span>O<span class="_ _21"></span> <span class="_ _9"></span>secretário<span class="_ _21"></span> <span class="_ _9"></span>de<span class="_ _21"></span> <span class="_ _9"></span>auditoria,<span class="_ _21"></span> <span class="_ _9"></span>Caio<span class="_ _21"></span> <span class="_ _9"></span>Geraldo,<span class="_ _21"></span> <span class="_ _9"></span>discorreu<span class="_ _21"></span> <span class="_ _9"></span>sobre<span class="_ _21"></span> <span class="_ _9"></span>auditoria</div><div class="t m0 xf h7 y58 ff4 fs3 fc0 sc0 ls0 ws0">do <span class="_ _9"></span>CSJT<span class="_ _9"></span> em<span class="_ _9"></span> <span class="_ _9"></span>Segurança <span class="_ _9"></span>da <span class="_ _9"></span>Informação <span class="_ _9"></span>e <span class="_ _9"></span>que<span class="_ _9"></span> após<span class="_ _9"></span> despacho<span class="_ _9"></span> co<span class="_ _9"></span>m <span class="_ _9"></span>o</div><div class="t m0 xf h7 y59 ff4 fs3 fc0 sc0 ls0 ws0">Presidente<span class="_ _21"></span> <span class="_ _21"></span>do<span class="_ _21"></span> <span class="_ _21"></span>TRT13<span class="_ _21"></span> <span class="_ _21"></span>não<span class="_ _21"></span> <span class="_ _21"></span>cadastrará<span class="_ _21"></span> <span class="_ _21"></span>no<span class="_ _21"></span> <span class="_ _20"></span>Relatório<span class="_ _21"></span> <span class="_ _21"></span>de<span class="_ _21"></span> <span class="_ _21"></span>Auditoria<span class="_ _21"></span> <span class="_ _21"></span>do</div><div class="t m0 xf h7 y5a ff4 fs3 fc0 sc0 ls0 ws0">TRT13<span class="_ _1e"> </span>  as<span class="_ _1e"> </span> <span class="_ _1e"> </span>15  <span class="_ _8"> </span>reco<span class="_ _9"></span>mendações<span class="_ _1e"> </span> <span class="_ _1f"> </span>do<span class="_ _1e"> </span> <span class="_ _1f"> </span>Conselho.<span class="_ _1e"> </span>  E<span class="_ _17"></span>ssa<span class="_ _1f"> </span> <span class="_ _1e"> </span>deliberação</div><div class="t m0 xf h7 y5b ff4 fs3 fc0 sc0 ls0 ws0">diminuirá<span class="_ _21"></span> <span class="_ _9"></span>o<span class="_ _21"></span> <span class="_ _21"></span>impacto<span class="_ _9"></span> <span class="_ _21"></span>neste<span class="_ _21"></span> <span class="_ _9"></span>ind<span class="_ _9"></span>icador,<span class="_ _9"></span> <span class="_ _21"></span>não<span class="_ _21"></span> <span class="_ _9"></span>obstante<span class="_ _21"></span> <span class="_ _21"></span>a<span class="_ _9"></span> <span class="_ _21"></span>Assessoria<span class="_ _21"></span> <span class="_ _9"></span>d<span class="_ _9"></span>e</div><div class="t m0 xf h7 y5c ff4 fs3 fc0 sc0 ls0 ws0">Governança<span class="_ _21"></span> <span class="_ _9"></span>de<span class="_ _21"></span> <span class="_ _21"></span>S<span class="_ _17"></span>egurança<span class="_ _21"></span> <span class="_ _9"></span>da<span class="_ _21"></span> <span class="_ _21"></span>I<span class="_ _17"></span>nformação<span class="_ _21"></span> <span class="_ _9"></span>esteja<span class="_ _21"></span> <span class="_ _9"></span>t<span class="_ _9"></span>ratando<span class="_ _9"></span> <span class="_ _21"></span>de<span class="_ _21"></span> <span class="_ _9"></span>todos</div><div class="t m0 xf h7 y5d ff4 fs3 fc0 sc0 ls0 ws0">os achados.</div><div class="t m0 x11 h7 y5e ff4 fs3 fc0 sc0 ls0 ws0">SAI</div><div class="t m0 x6 h7 y5f ff4 fs3 fc0 sc0 ls0 ws0">f.<span class="_ _29"> </span><span class="ff3">Objetivo<span class="_ _20"></span> <span class="_ _20"></span>Estratégico<span class="_ _20"></span> <span class="_ _20"></span>6<span class="_ _20"></span> <span class="_ _20"></span>–<span class="_ _20"></span> <span class="_ _20"></span>Garantir<span class="_ _20"></span> <span class="_ _20"></span>a<span class="_ _20"></span> <span class="_ _20"></span>efetividade<span class="_ _20"></span> <span class="_ _20"></span>do<span class="_ _20"></span> <span class="_ _20"></span>tratamento</span></div><div class="t m0 xf h6 y60 ff3 fs3 fc0 sc0 ls0 ws0">das demandas repetitivas.</div><div class="t m0 xf h7 y61 ff3 fs3 fc0 sc0 ls0 ws0">-  <span class="_ _17"></span><span class="ff4">O<span class="_ _20"> </span> <span class="_ _22"> </span>Secretário-Geral<span class="_ _20"> </span> <span class="_ _22"> </span>Judiciário,  Renan<span class="_ _20"></span> <span class="_ _20"> </span>Cartaxo,<span class="_ _22"> </span> <span class="_ _22"> </span>explicou<span class="_ _20"> </span> <span class="_ _20"> </span>q<span class="_ _9"></span>ue<span class="_ _20"> </span> <span class="_ _22"> </span>em</span></div><div class="t m0 xf h7 y62 ff4 fs3 fc0 sc0 ls0 ws0">função <span class="_ _9"></span>da <span class="_ _9"></span>Inadmissibilidade<span class="_ _9"></span> dos<span class="_ _9"></span> <span class="_ _9"></span>Recursos <span class="_ _9"></span>de <span class="_ _9"></span>Demanda <span class="_ _9"></span>Repetitiva<span class="_ _9"></span> o</div><div class="t m0 xf h7 y63 ff4 fs3 fc0 sc0 ls0 ws0">TMASM <span class="_ _9"></span>(Tempo médio<span class="_ _9"></span> entre <span class="_ _9"></span>a afetação<span class="_ _9"></span> e <span class="_ _9"></span>o <span class="_ _9"></span>acórdão de<span class="_ _9"></span> mérito) <span class="_ _9"></span>está</div><div class="t m0 xf h7 y64 ff4 fs3 fc0 sc0 ls0 ws0">elevado. Que acompanha de <span class="_ _9"></span>perto as ações no <span class="_ _9"></span>sentido de caso haja</div><div class="t m0 xf h7 y65 ff4 fs3 fc0 sc0 ls0 ws0">a<span class="_ _1e"> </span> <span class="_ _8"> </span>ad<span class="_ _9"></span>missibilidade<span class="_ _8"> </span> <span class="_ _1e"> </span>de<span class="_ _8"> </span> <span class="_ _1e"> </span>uma<span class="_ _1e"> </span> <span class="_ _1e"> </span>demanda<span class="_ _8"> </span> <span class="_ _1e"> </span>o<span class="_ _1e"> </span> <span class="_ _1e"> </span>TRT<span class="_ _1e"> </span> <span class="_ _1e"> </span>possa<span class="_ _8"> </span> <span class="_ _1e"> </span>melhorar<span class="_ _1e"> </span> <span class="_ _1e"> </span>o</div><div class="t m0 xf h7 y66 ff4 fs3 fc0 sc0 ls0 ws0">indicador.</div><div class="t m0 x10 h7 y63 ff4 fs3 fc0 sc0 ls0 ws0">SEGEJUD</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="pf3" class="pf w0 h0" data-page-no="3"><div class="pc pc3 w0 h0"><img class="bi x0 y67 w1 ha" alt="" 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"/><div class="c x1 y1 w2 h2"><div class="t m0 x2 h3 y2 ff1 fs0 fc0 sc0 ls0 ws0">TRIBUNAL REGIONAL DO TRABALHO</div><div class="t m0 x3 h3 y3 ff1 fs0 fc0 sc0 ls0 ws0">13ª REGIÃO</div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">Ata da 4ª Reunião do Comitê Estratégico de Análise e</div><div class="t m0 x5 h4 y5 ff2 fs1 fc0 sc0 ls0 ws0">Desempenho do PEI 2021-2026</div><div class="t m0 x6 h7 y36 ff4 fs3 fc0 sc0 ls0 ws0">g.<span class="_ _1d"> </span>Deliberações:</div><div class="t m0 xf h6 y38 ff3 fs3 fc0 sc0 ls0 ws0">Objetivo Estratégico 1: Fortalecer a Comunicação e as parcerias</div><div class="t m0 xf h6 y39 ff3 fs3 fc0 sc0 ls0 ws0">Institucionais.</div><div class="t m0 xf h7 y3a ff4 fs3 fc0 sc0 ls0 ws0">Reunião<span class="_ _9"></span> <span class="_ _21"></span>da<span class="_ _9"></span> <span class="_ _21"></span>SEGGEST<span class="_ _9"></span> <span class="_ _21"></span>com<span class="_ _9"></span> <span class="_ _21"></span>a<span class="_ _9"></span> <span class="_ _21"></span>ACS<span class="_ _9"></span> <span class="_ _21"></span>para<span class="_ _9"></span> <span class="_ _21"></span>apresent<span class="_ _17"></span>ar<span class="_ _21"></span> <span class="_ _9"></span>o<span class="_ _9"></span> <span class="_ _21"></span>resultado<span class="_ _9"></span> <span class="_ _21"></span>da</div><div class="t m0 xf h7 y3b ff4 fs3 fc0 sc0 ls0 ws0">pesquisa<span class="_ _21"></span> <span class="_ _21"></span>e<span class="_ _9"></span> <span class="_ _21"></span>estimular<span class="_ _21"></span> <span class="_ _9"></span>ações<span class="_ _21"></span> <span class="_ _21"></span>de<span class="_ _9"></span> <span class="_ _21"></span>oportunidade<span class="_ _21"></span> <span class="_ _21"></span>de<span class="_ _9"></span> <span class="_ _21"></span>melhoria<span class="_ _21"></span> <span class="_ _21"></span>nos<span class="_ _9"></span> <span class="_ _21"></span>itens</div><div class="t m0 xf h7 y3c ff4 fs3 fc0 sc0 ls0 ws0">que tiveram avaliação negativa.</div><div class="t m0 xf h7 y3d ff4 fs3 fc0 sc0 ls0 ws0">Dia: 19/09/2022</div><div class="t m0 xf h6 y3f ff3 fs3 fc0 sc0 ls0 ws0">Objetivo<span class="_ _1f"> </span> <span class="_ _1f"> </span>Estratégico<span class="_ _1e"> </span>  2:<span class="_ _1e"> </span>  Promover<span class="_ _1e"> </span> <span class="_ _1f"> </span>o<span class="_ _1f"> </span> <span class="_ _1e"> </span>trabalho  <span class="_ _1e"> </span>decente  <span class="_ _1e"> </span>e  <span class="_ _1e"> </span>a</div><div class="t m0 xf h6 y40 ff3 fs3 fc0 sc0 ls0 ws0">sustentabilidade.</div><div class="t m0 xf h7 y41 ff4 fs3 fc0 sc0 ls0 ws0">1)<span class="_ _20"></span> <span class="_ _20"></span>Reunião<span class="_ _20"></span> <span class="_ _20"></span>com<span class="_ _20"></span> <span class="_ _20"></span>a<span class="_ _20"></span> <span class="_ _20"></span>Comissão<span class="_ _20"></span> <span class="_ _20"></span>Gestora<span class="_ _20"></span> <span class="_ _20"></span>do<span class="_ _20"></span> <span class="_ _20"></span>PLS<span class="_ _20"></span> <span class="_ _20"></span>para<span class="_ _21"></span> <span class="_ _22"> </span>tratar<span class="_ _20"></span> <span class="_ _20"></span>dos<span class="_ _21"></span> <span class="_ _22"> </span>25</div><div class="t m0 xf h7 y42 ff4 fs3 fc0 sc0 ls0 ws0">Indicadores do PLS e sua previsão para dezembro de <span class="_ _17"></span>2022.</div><div class="t m0 xf h7 y68 ff4 fs3 fc0 sc0 ls0 ws0">Data: 22/09/2022</div><div class="t m0 xf h7 y69 ff4 fs3 fc0 sc0 ls0 ws0">2)<span class="_ _21"></span> <span class="_ _9"></span>Conclusão<span class="_ _21"></span> <span class="_ _21"></span>da<span class="_ _9"></span> <span class="_ _21"></span>revisão/atualização<span class="_ _21"></span> <span class="_ _9"></span>da<span class="_ _21"></span> <span class="_ _21"></span>base<span class="_ _9"></span> <span class="_ _21"></span>do<span class="_ _21"></span> <span class="_ _9"></span>SIGEP<span class="_ _21"></span> <span class="_ _21"></span>e<span class="_ _9"></span> <span class="_ _21"></span>inclusão</div><div class="t m0 xf h7 y6a ff4 fs3 fc0 sc0 ls0 ws0">no Hórus de Aba com (Comitês, Comissões e Atos), por gêner<span class="_ _17"></span>o.</div><div class="t m0 xf h7 y6b ff4 fs3 fc0 sc0 ls0 ws0">Data: 23/09/2022)</div><div class="t m0 xf h6 y6c ff3 fs3 fc0 sc0 ls0 ws0">Objetivo<span class="_ _22"> </span> <span class="_ _22"> </span>Es<span class="_ _9"></span>tratégico<span class="_ _20"> </span> <span class="_ _7"> </span>3:<span class="_ _7"> </span> <span class="_ _22"> </span>Fortalecer<span class="_ _22"> </span> <span class="_ _7"> </span>a<span class="_ _22"> </span> <span class="_ _7"> </span>Governança<span class="_ _22"> </span> <span class="_ _22"> </span>e<span class="_ _7"> </span> <span class="_ _22"> </span>a<span class="_ _7"> </span> <span class="_ _22"> </span>Gestão</div><div class="t m0 xf h6 y6d ff3 fs3 fc0 sc0 ls0 ws0">Estratégica.</div><div class="t m0 xf h7 y6e ff4 fs3 fc0 sc0 ls0 ws0">1)<span class="_ _9"></span> <span class="_ _21"></span>Re<span class="_ _17"></span>união<span class="_ _9"></span> <span class="_ _21"></span>da<span class="_ _9"></span> <span class="_ _9"></span>Assessoria<span class="_ _9"></span> <span class="_ _21"></span>de <span class="_ _21"></span>Governança<span class="_ _9"></span> <span class="_ _9"></span>da<span class="_ _21"></span> Contratação<span class="_ _21"></span> <span class="_ _9"></span>e<span class="_ _9"></span> <span class="_ _21"></span>O<span class="_ _17"></span>bras,</div><div class="t m0 xf h7 y6f ff4 fs3 fc0 sc0 ls0 ws0">Secretaria<span class="_ _21"></span> <span class="_ _21"></span>de<span class="_ _21"></span> <span class="_ _21"></span>Governança<span class="_ _21"></span> <span class="_ _21"></span>e<span class="_ _21"></span> <span class="_ _21"></span>Gestão<span class="_ _21"></span> <span class="_ _21"></span>Estratégica<span class="_ _21"></span> <span class="_ _21"></span>com<span class="_ _21"></span> <span class="_ _21"></span>a<span class="_ _9"></span>s<span class="_ _21"></span> <span class="_ _21"></span>Unidades</div><div class="t m0 xf h7 y70 ff4 fs3 fc0 sc0 ls0 ws0">demandantes <span class="_ _9"></span>e <span class="_ _9"></span>envolvidas <span class="_ _9"></span>do <span class="_ _9"></span>processo <span class="_ _9"></span>de <span class="_ _9"></span>aquisição <span class="_ _9"></span>e <span class="_ _9"></span>contratações</div><div class="t m0 xf h7 y71 ff4 fs3 fc0 sc0 ls0 ws0">do TRT13 (GDG, SADM, CAEMA, SETIC, ACS, CSI)</div><div class="t m0 xf h7 y72 ff4 fs3 fc0 sc0 ls0 ws0">Prazo: até 23/09/2022</div><div class="t m0 xf h7 y73 ff4 fs3 fc0 sc0 ls0 ws0">2)<span class="_ _21"></span> <span class="_ _21"></span>Os<span class="_ _21"></span> <span class="_ _21"></span>procedimentos<span class="_ _21"></span> <span class="_ _21"></span>de<span class="_ _9"></span> <span class="_ _20"></span>aquisição<span class="_ _21"></span> <span class="_ _21"></span>com<span class="_ _21"></span> <span class="_ _21"></span>complexid<span class="_ _17"></span>ade<span class="_ _21"></span> <span class="_ _21"></span>reconhecida</div><div class="t m0 xf h7 y74 ff4 fs3 fc0 sc0 ls0 ws0">pelo<span class="_ _8"> </span> <span class="_ _8"> </span>demandante<span class="_ _8"> </span> <span class="_ _8"> </span>comece<span class="_ _8"> </span> <span class="_ _8"> </span>com<span class="_ _8"> </span> <span class="_ _8"> </span>u<span class="_ _9"></span>m<span class="_ _7"> </span> <span class="_ _8"> </span>o<span class="_ _9"></span>fício/exposição<span class="_ _7"> </span> <span class="_ _8"> </span>de<span class="_ _8"> </span> <span class="_ _1e"> </span>motivos</div><div class="t m0 xf h7 y75 ff4 fs3 fc0 sc0 ls0 ws0">explanando<span class="_ _20"></span> <span class="_ _20"> </span>os<span class="_ _22"> </span> <span class="_ _20"></span>detalhes<span class="_ _20"> </span> <span class="_ _22"> </span>da<span class="_ _20"> </span> <span class="_ _20"> </span>aquisição<span class="_ _22"> </span> <span class="_ _20"> </span>antes<span class="_ _22"> </span> <span class="_ _20"></span>da<span class="_ _20"> </span> <span class="_ _20"> </span>e<span class="_ _9"></span>missão<span class="_ _20"></span> <span class="_ _20"> </span>do<span class="_ _20"> </span> <span class="_ _22"> </span>DOD</div><div class="t m0 xf h7 y76 ff4 fs3 fc0 sc0 ls0 ws0">(assunto será detalhado na reunião mencionad<span class="_ _17"></span>a acima).</div><div class="t m0 xf h6 y77 ff3 fs3 fc0 sc0 ls0 ws0">Objetivo<span class="_ _27"> </span> <span class="_ _28"> </span>Es<span class="_ _9"></span>tratégico<span class="_ _28"> </span> <span class="_ _27"> </span>4:<span class="_ _27"> </span> <span class="_ _27"> </span>Promover<span class="_ _27"> </span> <span class="_ _28"> </span>a<span class="_ _27"> </span> <span class="_ _27"> </span>integridade<span class="_ _27"> </span> <span class="_ _27"> </span>e<span class="_ _27"> </span> <span class="_ _27"> </span>a</div><div class="t m0 xf h6 y78 ff3 fs3 fc0 sc0 ls0 ws0">transparência em relação aos atos de gestão praticados.</div><div class="t m0 xf h7 y79 ff4 fs3 fc0 sc0 ls0 ws0">-<span class="_ _9"></span> <span class="_ _9"></span>Reunião: <span class="_ _9"></span>Direção-Geral<span class="_ _9"></span> <span class="_ _9"></span>da<span class="_ _9"></span> Secretaria<span class="_ _9"></span> <span class="_ _9"></span>em<span class="_ _9"></span> <span class="_ _9"></span>conjunto <span class="_ _9"></span>a<span class="_ _9"></span> <span class="_ _9"></span>Secretaria<span class="_ _9"></span> <span class="_ _9"></span>de</div><div class="t m0 xf h7 y7a ff4 fs3 fc0 sc0 ls0 ws0">Governança<span class="_ _21"></span> <span class="_ _21"></span>e<span class="_ _20"></span> <span class="_ _21"></span>Gestão<span class="_ _21"></span> <span class="_ _20"></span>Estratégica,<span class="_ _21"></span> <span class="_ _21"></span>reunir-se<span class="_ _21"></span> <span class="_ _20"></span>com<span class="_ _21"></span> <span class="_ _20"></span>cada<span class="_ _21"></span> <span class="_ _21"></span>gestor<span class="_ _21"></span> <span class="_ _20"></span>que</div><div class="t m0 xf h7 y7b ff4 fs3 fc0 sc0 ls0 ws0">tenha<span class="_ _9"></span> <span class="_ _9"></span>PROAD<span class="_ _9"></span> com<span class="_ _9"></span> <span class="_ _9"></span>recomendação<span class="_ _9"></span> <span class="_ _9"></span>de<span class="_ _9"></span> <span class="_ _9"></span>Auditoria<span class="_ _9"></span> <span class="_ _9"></span>para<span class="_ _9"></span> definir<span class="_ _9"></span> <span class="_ _9"></span>ações<span class="_ _9"></span> <span class="_ _9"></span>a</div><div class="t m0 xf h7 y7c ff4 fs3 fc0 sc0 ls0 ws0">serem tomadas no sentido de atender.</div><div class="t m0 xf h7 y7d ff4 fs3 fc0 sc0 ls0 ws0">Data: Iniciar no dia 22/09/2022</div><div class="t m0 xf h6 y7e ff3 fs3 fc0 sc0 ls0 ws0">Objetivo<span class="_ _20"></span> <span class="_ _20"></span>Estratégico<span class="_ _20"></span> <span class="_ _20"></span>6<span class="_ _20"></span> <span class="_ _20"></span>–<span class="_ _20"></span> <span class="_ _20"></span>Garantir<span class="_ _20"></span> <span class="_ _20"></span>a<span class="_ _20"></span> <span class="_ _20"></span>efetividade<span class="_ _20"></span> <span class="_ _20"></span>do<span class="_ _20"></span> <span class="_ _20"></span>tratamento</div><div class="t m0 xf h6 y7f ff3 fs3 fc0 sc0 ls0 ws0">das demandas repetitivas.</div><div class="t m0 xf h7 y80 ff4 fs3 fc0 sc0 ls0 ws0">Secretário-geral<span class="_ _24"> </span> <span class="_ _24"> </span>Judiciário<span class="_ _24"> </span> <span class="_ _2a"> </span>Irá<span class="_ _24"> </span> <span class="_ _24"> </span>providenciar<span class="_ _24"> </span> <span class="_ _24"> </span>junto<span class="_ _2a"> </span> <span class="_ _24"> </span>à<span class="_ _24"> </span> <span class="_ _24"> </span>SE<span class="_ _9"></span>TIC<span class="_ _24"> </span> <span class="_ _24"> </span>a</div><div class="t m0 xf h7 y81 ff4 fs3 fc0 sc0 ls0 ws0">automatização<span class="_ _9"></span> <span class="_ _21"></span>deste<span class="_ _21"></span> <span class="_ _9"></span>indicador,<span class="_ _9"></span> <span class="_ _21"></span>ou<span class="_ _21"></span> <span class="_ _9"></span>seja,<span class="_ _9"></span> <span class="_ _21"></span>que<span class="_ _21"></span> <span class="_ _9"></span>seja<span class="_ _21"></span> <span class="_ _9"></span>necessário<span class="_ _21"></span> <span class="_ _9"></span>entrar</div><div class="t m0 xf h7 y82 ff4 fs3 fc0 sc0 ls0 ws0">em contato com a SEGEJUD para levantar o dado.</div><div class="t m0 xf h7 y83 ff4 fs3 fc0 sc0 ls0 ws0">Data: até a próxima reunião.</div><div class="t m0 x10 h7 y84 ff4 fs3 fc0 sc0 ls0 ws0">SEGGEST</div><div class="t m0 x6 h7 y85 ff4 fs3 fc0 sc0 ls0 ws0">h.</div><div class="t m0 x6 h5 y86 ff3 fs2 fc0 sc0 ls0 ws0">5. Fechamento da <span class="_ _17"></span>Ata</div><div class="t m0 x12 h6 y87 ff3 fs3 fc0 sc0 ls0 ws0">Data da ata <span class="_ _2b"> </span>Assinatura do Coordenador da Reunião e do Relator </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 y88 w3 hb" alt="" 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fHJtXP0PUdHDnnJsYTVnWlvbm0tZycC4Ah6xHAKy6OoFShlviw5+SJhoRqZUblkm268KSaNp9HbbcdOv3DNjMXLw8nJC5etbGielaycIkkxAAH5voLkeDza1Nz4uz/8rqfn5Ny5c33w+8d7+ksDReykiWFkSqKMA7qaGUkLQMZGRqJ6xcBAf0VlTVPTZEGSgAFGiA8R5ziO4ziO43jY+FtjhutZgi8TBKbgFJklEkV0EQG/QMdMlnng/nujja1YU4KYbHzhyUeffeBw13Ej58cXNPuNCstl5YJvdptSbaLn5AnRoKoHQT0k18lIILn945mDI0ktVj+1qpxyP3rGyp2PPHTJ6dWW4v3bm6nYaTXD5lBrU5XAHEvWBlwzKsuJkn9agzylphQFkF3QEQZXsIVSaGr8nqe6z2lwfYX+6ZWtzCt27nvt/rvuvGil/0/fuL27f2vGzNqlzOE9L+/bu05R9caWSXPnze442NF7sKe1eZpljR8dODqYL05fuKy4uU+OB0KBeLprNLKgPthYmWrrotg+ePzA2jMuCAd1B5UR8oEhxAREgRJAGBjyKBAfiAvEA5D+8YbHcxzHcRzHcTxs/P/m+7YkKEapYOG8LFFq+wpTHdEypNJjLz+5a9/e4e7yBWeeadqZ5ZedM2nFnOMHu6JTk269POFPVIREYhgmMxwPnbXwtHI+P2PhfDkRGOkZHTkwYpds6sLsxbOcnLNt/Y7Hf/Wv5y9psF1j45GUOE9FzbpeGzjR35enBMWMqgolySTNdRY06TUBi/nM9gAUbDHiQSGii9Ob5O/fnlmzptH1Cy9u2v35L5+/ZGH0rc17rr3uvERM8+2ypg/l+l89f9nMBx5fv/HNPW0Hd3f2H/zJg7/csHVnRWXLwf37RvKjZdmM+1rWNMLRUF/vyXPWrM7n87mJMURpMBx1fW/WvNkKVgQmAMUYRIQAMQAEAAwQACAEIgIs8sYOjuM4juM4joeN/zPsC45o2Jmv3vHZhtZkTTwpy8r2o1s/8c+fPtR/NGc7bz3/xlmzJz/+h18KzcHe8nimnKmY0+jGsTmSUjx5vL8Qqayo0MPHD3QUM2YqMzTaP04NsnzpYo9Z88+Y6hr2t266ffTE5rGOzTFpHAfD63tSwdNbBpyRI8eGqusafNEVdFvxHJw2SdaZXReNq5gRYFhlYsywQRGoRmlDpMaON00MDk1vbMiUhfbjJ+MhfSydHy8ca9vfHpXyIT27d3eH7w2f7Dn+ndu/eO6qy84+65rbbv1OUBMe+eN9IyRXOaOxt6PHnCgXLKu+uXaws49Qls5mZE00S3ZDS8v2A3/2fPe0OaeJSMRIAIoAEDB2aksVAoyRgAAjQLyuwXEcx3Ecx/1fX6f/HbwGJIgg0INtux1cPHvth4cL3UUyftPXPh6oD1bPbCjRsiulv//dW5zcsdf/sLNsjrWcNTPQkpBcCjnByLLmuXPKPpijeWPMmrtyUUVFZUQPnj5nxe63Ds6cPW2gp/NDF6y59MxVT/7oOyune7WVyp0/2xZqrd164thIrjytdbomRGUfjZ7wAj6EVUFXQFUVh4iWryIl6mOV+EgGjB3Tzg4tWYP6S5lkPDot6rVtH7/vF1uXn14fq9QbJkWuvGxFUBCUQKhmUu2N153128d+KYuYiaosCksXz82Z2f7eATmuTZrbWDev2nfNPXt31tRXdhw5WrbKarUykc6TkFg/t+npV59uO95OCCCEEPYB+QAMGADDiGFgCANvIOc4juM4juP+J/w9zNmwPF8gZPuR3RlSOOfDM7/ys2+kOgrxhmRXV2c4kWQ+FivUZEytZd6aydA/5OIaND48qE84eMAJtFRLSkSCnDdi1s9rbD/cLlikWq3s2HEoGIx1dwx/+7Pfvvmyj637zZMXTo6JRXn99l69HkpQqmus8BgNBpUTR49UV2vTouAVSM4hggGel2duQaQMPBNjJGCPEKqFoGyUFf941czmvV0nV8yLHx+Q9/S6h45YrjRFFptf3nTyyNHcmWcuuf++ddFJU9dt79rd+Zmy4JjgpEZHfVFQokr/4UMQtCq1yVXT68Y7h0xaXrpi8f6jh7IRKk/VLdkZGk6Fg9orr78yo3GGqGNADAEBUWQUASDGTm2pYgwAMN9GxXEcx3Ecx/Gw8e8Vi8VwOAwAnudJkgQARMQg4V3dB52IsOtwW00kki8VpzbMGj42KjSKqeNjU+Ys3L1ht9oB3igE48WintKq5L6tY+etmGWHoz0jw4X2VKWv1tXW1jQ3HNiww7QzElJK6dK9//L4deecj6zMEw/dcdvcyO4u6/nDxurPnv364I4EjpqeN2H2VzSIyDbiShQUIVEd8sUhTVSdTCYUQQFKTBskAEEGwwdfhxDzz1+bvOOrPdMr6c1XL+v7t1dXrPz60nOvMW1bV/NXQX7ZrOWEgVvqkivjB7o7g9WxjsHD51+5LDtYFDpZqS8z85zGRKCeBBTXKBVOFvWkUjerceREn1IZKEOpWCjJAdTZ3YMx9ojDwBdFUQBAgsQIMAoMTm2iory8wXEcx3Ecx/3f9v7v2aAA7K8PRZE9zxUETIjvuo4g4DK49z1937H0sQItm15JUjTfERzLLY8aNeEqUvaCDXWx9MQtF50X1kBBOMgSw8Pj8UbNtHFxojh6cpA4rLWmdWRwtJSbUEHX5fAnrr3u4ft+vXTW6cywfvytWxtCHqDS+gEzefHCw0a/IZQAhJxZRAFfVlBADGmiBrIARLLT2UUNkUkaBH1QMZYEjMUIYYpNJZ/GqeghGGmZ0bB7pzcpmm1uDr52RFpx4aWyCKafsFlooFh0tdjQ8ETWsMPR2Hh+wjWM/o6hWFJLtDSkUplooGmgt8sSvJp4dT6VwZWiHNTGD454ultdX9X/du+0mZML2fInr/zUaHrwN0882Dy5SZIULMjs3VoGQhSQD0jkn36O4ziO4zju/6oP3oqTMUYIEUURY3zqMZdPP/D0z2N18aZpk4aGRwxwz7r2jI33bdJB72/vq5tWFZD9QsEIVMWqWbWQDuzbfXR6U+VYVaztZFekrCybuuSTN3+mdfK0RAA31tXZIGGQVYZU0LySs/vPbzz16At3fW3J4YxzBMbra0SrIOF8NNObVZNM9n1RQhg5lpWnBEQFsAgeTSsBoKZXcChWgQqo5HqEeLKoezJSbWdaS/JNBaIxPC8p/ubJF5zC7aF4zADVZvo3v3unCErbkWNX33jFyaOdKy6ZZ1nBtqM9R3cNLrywpm5y66FXd886q3lsotxZmtD1QH9/auHyZdVNNaPpkdG+gcnTG2rrqoSQxgDSxfFXN68LxpWrr7pRgCBGooBP3YKKASL8o89xHMdxHMfxsPFfhI1TO6lkWbYsS5blrdvXN8+rHJgYyo9o2GAmMTbueI0pMLth7tFDR1kEhXyvHNYPDg90HDtkkkDz0rkvHjhuBNRAXVVgBO6681/mzVmad0sh5p48cDTaUBurqHeJRE0n13X8azdeffsXVhfzvQ+/2R2dUz2R7mKuKZbsRVVJWcpijym6VllTWaWHqUw0XdQsrzLu2L7DROqiHAD4PhDKAioJqU7WZpgi0R056+zYfY8fveLilrULE1/98IcefW69Hg4Q6osuUUR/3uwZHfuPd5w8fMPnrtFaw3PPXTYxlm57a7/vUzGhdXb01i2ZqhAtkx5jZWznnHBQcV3dG3MWrlpeLOUjRC25haMdbbIuDI70dvWemDUlLiAZARYAGFAEPGxwHMdxHMdxPGz8JwihRx55pLOz85577gmFQp7nvfH6q1KTEUHCkbcOtdY2pwOU1AjmqL1nz/5gRM9JBt3bY3h4wJAKJFHQi8cyJ82YUihPBGviXq5wsmv/ltc27u860d92XKN0y/atts1MQZFVuP2rt/74C5dSklu3Kx+bWl9ZZWExrwarFi2rnRcLRJxJE3macdHoGMv0SmMFnQXjYcz6yYTqmNSzE/VxJBrxqNRSiwLREjH9RNwdMyrrqXH6dLHrggU/efLgz65tye8/uuF3L6298YYANpiqyFgSDEZ9tLhl/ut/fOMbP/zeplc2io0sMT2sx4LUViTTHDiRqmysqZtW332gO3W4v6U10bm7r3F2Ml0c8Wx/0eSzAOHfPvnU9LmTXlz/fCReOXXKYgAmIGAMEBDGPD5enOM4juM4jvvHChunJoL/NRN1y6AjpgFSLTBNyJVR5qXjDwYF7ffr7r3lI1/W5HB3po+0yI7KmpbED23qblwTzfTnmBtg8WBs+mxrbESsyYdqo+sKbX6c6LHAyYPDddMiSZDrA5G3h/tvuO22RctbcmU3EhbDQSiLw65YodHIkU1/Uv0+KRz0pbodJ/defn16yqzQ0jNWjY/Et76eeHinRRWzdU5jNmtlJ0KR4OR8eUJhYsEhohgsFE1d0xNpbXiwK6ITK59iXk5X0HVnhaYtoifJToE4H11W0//cwb4O59abb7r9l/decuMtAmKEskxfH0NSONgkeFAfbvr9L5/ctm/P2mvPmzK9FVVFfB2zYjYZElJ7uqvqa2VNSR8bntYwiQkg6dJg31Bdcx2o7pY3XysU8nkxMp4ge6yT8hu/ueH8Gw1fUkVV9ZgMOgADQIAA3n3LGfoPoY5fHRzHcRzHcdzf5P3eIC44YYGGsB8QmOQR5CH2gx/fWbQLIMBbb+69/robkAAb3l5X8HKuRxUSDkUVz6TFkhVSJStVioaYHM+kBvLVTYmKhsr2o/1YlybNbg6Fk6YNlCpW2V2yYllv11ARrBnTm+pjky8871rsa8i0br3uQ2cuYo0t6R2Hd1/3mYsqGq7s6ow+93Rm82tOajCoBxuDoYbUIGEkKcqyw0YqEvmbrzuHehOjQ30iRghs0xmrrg1TcBqbWi1b1wItA73ZN9/u6+h1QK6qbao/7ZzJbx88Mm72lhW5o7/rtPPOcFFJjYef2/TSp775kc271x3r6uns6TDc8dF0av+b+/MD6VLvRPbIkDlU9AvMTVuKqHiuJylqLp+taagPBsOpvuElU1c8+MuHErVBqtAjh3uaG2vHu0cWzVhYE6ljjAoMC4Qh8d0Z4hgAvTOJ468PxNMGx3Ecx3Ec97d5vw/1E2RAQCgQjzEfO9vb3vrzgTe1Kv3Pb5/AlWjRhcsLgqVX1gsQcCFgyxHDkVQa8AegurYVMyDZfEgLu+NQpUeTaiQWAjtbrqnU+9qPt86obD/QJoZo2hwc99KRScruvUcWz1oN44mwFXn16ftnzx2bsxQqGqs+cu2Fr7yx/Rtf237owAzfvwKrZzta9BO3fT6VEwlMyxUiwNRYJPi5W6+pqKdXXLX60g9daZmi60t6OFBRH7ngQ2dedOV5FnIcYGZsgRO+JOvetG7LtAtueOr5vT0X3npe7crYwouEX/z6V1s2btChGqi++oLV46W+EWvf+t3/dv/z3/3+Lz5zIrVHicH0aYmEri5csGDZ0tPnnTY/2BgvY4cprH+8v7G1LjM0JJfdUtf42vNX9Y+O5h3r0MGDkQDkByfAMnZs22y7RQ2JPmNEVRlicOoAAkAQogiRvz74tcFxHMdxHMf9rYv597qy8df7ptB/AgRlfMEkyKKibQnFH9z9nVhdZDAzNDFUmjSl1czQjZu3HOvpsjS7aJbKE/l87whjfmJKgBRZ7lhhycIlIxO5mmREkuSe7sHRHqO2qfb4sVRDU8vBt4/KOBBPRApjhqaJFZKaP5prEWPuxPjmV9cdbnv0+ptnOrTutc21z70qTjitFcnzPSZaKBeq9K/8+DmNUxpEKZJKjSUqgraXM0yXeaXmxioRxZ54bIOEYxijYnG0uiZyztlLQiE5Egp1dh4fcYmHsO3o1E22TprT02scOpTSAomG5sqqhPCHx15rqJ6q6qGKRMXM1pW/fWSd5WewGDUdSQ7rOETVeFCL62NsOO1NaI2qWKMEm6JahRqujA/1DMTUeGtt61hP+rJLLn7pzT9VNMfb21NnnDU3O56bN3/hwX3tH7n4KmBAAVEsCO9UMIABO3W8e5fhU+3jFEDil4v7jL4AACAASURBVAfHcRzHcRz3t3jPezb+Xdj4988zAAAvznxfFLAgsIJd2rdzz4Iz50qAwAdKSmrE27V3s18EHcmCLiysmbv90IScUHPDWdV1o42arZUL6RGlpr59uKcwaIaro5NqZkdwwR9y/INetELs3zsYUkHEMOoVT5sM3tCr3XRny+zosvMXjBWbnnq64NLZBpaLPq6JV5Zzg5WJUCp1CMw5Sck20+12qY94IVELSMF4Pqv84MsPLl12XmNFY8fJlKqqhqskAi1WTmqob3rh2cfikcZYUCpm0wqYfql83cc+/fTvf4PMxbteK+7YtOvun99w6ar2j3/h8p5RuPHqq+fPWBUuBUb6xlGttXrt2j1Hjw12nzRH7SmzqsteZyLZeKTtWOu81uGxIU0JxKm2dPXZu1/ejpyu2vrpb219LZQoE70AUThw4kgi0jjquJ3Z8Qm7lJRjGAk2uDIoAIgBxSAAUAbs3TIX/fcnguM4juM4juP+m9B/7sn+n40aHjAMAAghAMwY831PFAVCiCBgxggmSrlYDgQVIhjdY+1nX7X6zEsW9Ka7DrSN1SVwdTTe3zmROwHzPzF3sHOIDlK/xBatOt108iff7oyGqkcyQ3qAiIaDwZYAqhOa6FmVmlypBpMySeioSg9G9UBI1XNyMp4AB/VH6zRfqVi/jezpqJSj8yyKykbxzBXLD+7qERlTBepambNWTKdeiRHtaHtG0ytdJo7nJwQgIsaAGCCsanrZdEVBjUTiI6nRupoa2zRty8xDKShoTbHoxaunLJ7f+vLLr548YXV2lPRANp1/fPXayIrlyb4jE4Uxr5QZGxvxPAj2FYZ8DY7347KdKBim69q4QhNk8CRPCkqhulCyOp4ZH9NlJSoF23aeCMjyikWLxRAMsNyYnR7rmDjtssVY0cqD5c9fdNP1q64WiO6AGBDkdyMFQwDAGGPvtGr4noexIIi8ssFxHMdxHMf9Td4/d6N6Z+krSaLv+wxINpeNxaJjdjGWCHvMJQj7khKvrLLKWiw8PaYbQaEKTCkoMWpnhJSZ8L2u9qJoQZ+1oWhBxIUgS6+ogRnTKxfWNddWJoO67NhlGbxERDcyabdQUiU5ogZK2Xw+23e080THmHn9V2tNvfnXv2nL2mewQFPOm/jut76dDIhGuq0ltmjrlkPUC41n7SPtbqmQCQWYppZKmX2qaE0PBykSAsmwIPoeFHOlCZ+YlqmlxyPhUHMhN1EuME0Ly0HRN9HISMp0IqMFev6lKzd+8zcs0WAJiark53YdOTwx2PaxCyv2D2+e1tIUnz95YHwi2jRppJh2ULiv12AeFAvDh/d6huuc7CaO7NBUuY+OiCFwVCipoaqaunR6Yuum4xede4WROwwJH+ITUhS2bd02rT751q4Xrl61RgVVYrLn2ZIkIUAMEPEJpUwQRIwRAgCGGOWXBsdxHMdxHPc3L/Hf48oG8wEQAEIIAwAhvmWZgogEAYsicl3bV+KOZcnINwsT6zc9/4sHH6puiE/k8qme3oiEoezGgmg6qYvOEDyVNgUDNZJfX02sQK46UhPI44AmjMsjE6VYIWdYlkCpOD5OBwZdz3c8kiWMSFoknqjWApGE5MxarfQWws89b1cmlhdMvUwEJRBNBNCPv/lJnO/7wW8PDveXka8CMgVhUFVGZ0wLV1eZNVU0FvMRYdTwiFNmyGWSQUWHYVGQk54fSo+rvd3uyJBvWeikkYypDdgpr1nTpOqoumbBr379huHJoizZZrp1ctwYfqMhevCi1VNfeaqjqyOlaPFQPGm5Vn0dbqmmCcmpj6NIfLJHqOH6Y7nyaN42PG1gzC+6Ts9A2vZROmtjhkOJujHIoyqzQPwZS5pM25hV12h1Fb97y+0rF13EqI513ycUAAlYFASJMQEAU8qAnaoyARb41cFxHMdxHMd9sMMGOdUqcGqB67qOLAsADIBs2LguENDN8XbiWG+sfyE/3jcxXpjUiimms2bUtDQkkgrDdkFmLCmc68VKE8So1hr9UatcSu8fO3nyxDhOiydOlroJmAaoOiQqoa4elp2enL2gxWdWbVMVYJQp5CiApmmsIOzvrnjsGTMSWiWTUCmbqWqoGcvl5s+YKlrFauxuLgeZaVVHaX5857lnkaWLRUVBvanC9rePdKZKDo64fkARI7qqIcqKmfT4cF88hMMBPH9u/ZpViwM6tB3e8/bw9N4OSyZVCOOC5RquEK5okAJivjA0ZVL1dVd/6K47f1YTjbvOtq9+fdn2HVs2bz8xmCmDJAx0uygPigEJAfIiTJuCzjtzXkgWZOong4GwjBoro65RUERmG+U+VlrX0TOaU7fts9Uw+FTKDnsLp4fsknXFZVfc+cO7jPF8oDEJgIEhSoGC5LkUgSzLKsYSIQAAgsivDo7jOI7jOO6DHTbe+e2nwobnuT5xVFWxrNKRo4e+8tUv3bTQTsRkifmNdZUe8YSgVrSMolUSBTLS2w92kLr2WDo6pEyUXa9OAJoHNRoIN0TBV8NIrayrUupxfVhFyJIVQ5RMBuOun8WCSxgAAozBJ0B8GMutveehEo5eZJS82kgwiIIek1KmQQSsYarYE0RNV1f7y5YlaivVkVR3qn/oZF/OF5pzRhiHpnli0PIFWYwSh1JTkKikI3BLw4hlVDklSN0VlfacOXVTmhdmCiOH23q6uqOOO81wREETFc1ddc6cpXMm1Vclnn56z6vrTwYDvY3T3v7wx2e9deyt3f3j3eMUa5XFNCYFcLPYD5gBVXMLZXuirHueSmFKEmmO0JJU6xNaMkKVqli4rgV7kqKEPUaKmXFWzGXGiwOFPFGVki2qUrIkVFRVJatrErNmzp82fU4iXq0H4pRixgRRVHyfiiLmlwfHcRzHcRz3dxA20DvDrBlDiBHiYQyUkePHOx765mUtleycRY39Q6UXNnWUEGuYWh9RC3HZS1boyWg0pgeVWs+L04BC45Qy11ZCJJedEInv+8z2QdSBQEyDkg6+AOAwwUEEUzmqBRhlWUfw9KaewcJvfruQKdWGH7j0Q6c31oj14YbXX+9/q22w4FHMBqY3Hbjk3DoP0J79/aPjWqk41XZrBCWQLZWbJ0+fKBYsmleYiQyLECIJGgYFgYpAIR6llCiqSKhtmiVMOyqqUuecLtZF6t7ey/pGKwyvgdDM2WfOnT9r9rTG5C8feXF/b4p61DdMSd13/Wfl3UPte0ecXurGK1F+1JcVVphwGQVVjGAhkB8tyVJIBQUcgl2PlUsYAS47NE9UJAY1a1KFltTtasqqqrRoc4tJpUo1Mb2yOm3mS0bZ8WnnaLlzxA0lZ3zqU7fNmjEXM0QAQJJFEP8SAjmO4ziO4zjuv+G9nrOBECB0qjkcvbO0RRiLCESMpMpkzYVXnb+z7Vg2X6yKR9VE8HDv+DXXnd46i52+Kj6zlQUCqUSzoUZSFVo+ynLYzYBfZL7DgBo2BQEUSSAmo6KuEld3KfYFD8m+zESZEcu2bavA9Kxw+t2PHpei11hmADEU1JS1ay8vGea9D/yirq66JgmzWtyPXhprSxWefaHPJ6tcf67LQtlS58qzZlCn3HHkSDJSVVlZz7DQNZQKJ2u0aGI8W5LUAKHgM0BIwEwiLhKxNqHGgUQGDo9YEyNrVrdMmykdPrHLIsHBYeeVjW8NjeZLlmy4ouXjUKjRK1Av03nFlQuIXMwRSxSixGZl0y/0u0ooaJqOiJGi4kJ21DSyiWqBSDkl7lmCiapFpx7UOS20trpi1qyc63Xkim/20rf7x7bsHm3b1bv7jSO1rL8x7sY0OnnatB2HTn7sU1+dO3+5ImuIMoaACIL4V9vbOI7jOI7jOO4DGDb+Onf8l89iunDZxYdPjqW6Di+bAvVB7bFH9g869EB6oq/ojTGZVVeKRREsWbRApKCLgAXCRIYxMBuJjpgQ4qaelSmWSACxgI90XxAJ8QJa1HRFw5/26FNUES4vFCoNW9YUJSJWtO0bPNZzciTfX5V0Jjcev/Di2t89u3ffASMWXVgsJwpFKsqEofTixZPXXnR2SJf6+k42NVXMmTdTFMXU4KCAxFAg7Dke9RkCzBhzPRcQUKCKbCueqAYbutOss+dAQ+P4otNCO/bmidmaDEVTY+P5omqUorrsY6e/IdkyPgrB5Mj8+aETx0aOnDCZLNqmpQQ0Rn1d1UXwnXJeV1EoKCDkEYID4aCo+C7x1bhqIjcYrxodSwViRaXGmTQv0TwpvGBR1dLzF709kpkTCdQ2Txo3xD+91nHTbbcvP+tCAcnU9RAWkChbgBVAPGxwHMdxHMdxH/iwgf5z0vjLDAgcdk1p7tLlP3v45xFKlk8VP/LRlb944GDj9DPaJfegnd52LDPQZhSprCRr5EjEAMREARi18lSmoIoiZmCpDmZUoAJF2EWyD0hSychE0YfkvrbWA0dnZfKNkpQE0UdE7uscHEj1p40xrI7Mn5M5fVHVw79+Ke/OC0TqS+UgoFrLkiVRr65IJKLqglktk5piS5e1zF2YdF179+7jiAEjSFMDnksAMKPAEAiSSIAwBA16xLClshh0REHTtReeW9dQr1x99fk93ZmJXASJFWUHuS7DNNVY6TkmqKGpe/esn9koVYTwhB/pHcjLQcUyikChmDYkDcmq6BI/GI1OlI3J82eeSKVMLEZjwXg4HEvGAU2E455njs+pYec2Kzeevmx6qGrHlqF49fBV567O+6Hv/PPmtdddt/pDH/eRghjDDGNBJkhyAKmnzgMPGxzHcRzHcdx/e53/3vZs/L9jjLll5iN7+4G3Y1WhfVsfxf0vLauvGBhg92xu95dO9qaKrmrXZwzL9jEqNsT1xqQ2K6E2KBBGFvLLPrEpYpIkiMxXKCCEKIguk0HymYBte8Gv7m80hfPGrayIw0EFMw+wLJteQQ8NzpjZO29q4Pnf9yryWRNW1EeCRzRCQ6Fw0Lb65s3Rly2snNKUxIBUNaSF4t+58+F0MahpQaPsUiJSXxAF+Z13mBEGBAGLltSMbGVJKRGViFtWBKaauz55XWyoKD69QVf02ZTqpjV0zYdmz5/a2NmTeWNrt1c4pvqvXvW52pcHSs/szdGERKkrKZJAfYGSoCr1dPUlK+JIktPZAiU0GInrmEYLYytqIktma2pIqExUNepqvGwXe4w3N7ihoH/68qb17c7uQ6WLr7ji4ms/DWpQEiUVZEQERkUbg439KOI9GxzHcRzHcdzf5P1+f1NFcURZ7Rjo+cnX/vVnP/+nTbv27Nh24Fs3Lf1q1YLb/7Bf0RemRTebZAb1VSWRQvreEeePe8binr1yQWTZgsmRCPb8QrMhA7JAsLBQErAjeNhzowaJrd8ySKRztGRQyB+f3Ig/vPpjP73rZz7UJhM1AWXn1VdM+d2j3aa/quQlfVt3pZAa1AmzXFq67Zs3zZqmTAztiwVF4gFxxACuIq5omCXfpwEt6nlY0gKO4yuK4nlu2TACQRUhqmkVYTYhUtlyBCQ3ZgrGtGjNT370g+/fc8HUuUe37z1aUbG2dXrUEHq1+mnTa2bo9dNfeYLk+jsHOrMNCdzYGB/RNEFBpVIZYUFGQhZIbFrIMzK1UbU+TKCcqYpbq5cumRems5VBtTRs+E6eWH620Tfr7/rRK7feMg1QxeiQNliUf//ai5RpL766BTBadfbZlCHiUElBAmISOO//zwbHcRzHcRz3Pvc+6tkAAEopY6xcLkuS5Ps+pdTCzPGsx195NDAlsnfHni9+6XahqvrlV964YHaiqTK6c1NbYES0ZqmuLyAhwPT4UN7BiYo0Yt0l9NyWwW0dY6mSLkwgHJzsqNESOEQwKRHKpdojx+p37FEsoXW4kEnWVd50w2lygGAllhrOudbxyy4J7915aN/uCge1CKoo4qAcAYfkZZ05bmn3rl0jg6OlTLG+uo75kiSHywZL1LUMjufyxZIs66bpCaKsanq+UCDUtewSA9d2DIJE7IpAmYWZrsSYwTAVps1f3NW/9epr5xjO+OC4RPzQrLmt7f3DWKu//xdPh7QIlRTTzl1+5ZzdPXu6Cq4HnoAZ8W1F9L38UASZyxrVpZX+2lb12vnRi6dqDTAeF/MiHRUE0yckGGo4dpw9/pvDt9w83xfYhqO53x0a/ukvnswUvXvuf/itrVu/8sUv6ILKXFGUZJcwWWXADAFpwCsbHMdxHMdx3N9N2EAIUUpVVaWUuq7r+37JxSiAf73u53lzRK9Q73rwV6tXX1EVmfTYw89et6b1hpXL33hi7zATp7ROcRikshk1ErIRdXywDZovevk87h3w27aNb3y7d9S1MjaJRSYHpHi5XP3MM/J4bnakaZKH0LHDmWsuOz0yKXj/A69bmZNz5/S3NOovv+T7qCleHTcM33TdcjlDwUaCragIGBpJpfu7+m+47tqyQZ578fW2o8Nzli6oapy8Z+9+z0eW6atq0DYd13MY9ZLJkOOWk7FQdbRiNFUoWEVfGBOJG8CSomtCXOsZ7GyoC8ybXdPfX06P1O3Y1b3/2NhgyjazFsKK6YdyxXwy0RmsLu862m/aVkSwY/bQ5TO0W1fWfnxR6KMzxGXR4iQhV4lKEezImpVzxsPBEAZREarbDtLP39r5pW/MZCI61lve06k888qGMk5eddPHA5HQwgVzzlq8jHjUdRkTJUFFtlsUkC3gIA8bHMdxHMdx3Ac5bPylYeTdNS0hRBAExpikyH/eunXd3vVj9vi6jS82zaradnD77AULtr269bzTLpwya87Gl7fMrhcuOjt6sI2O9mUDSd1UfCIQbBg6Q3Yq72c8TQmYlq8H415UHyXF7ftK7XsL2EEhfeYbbynhijNHSoVs1myoWbBv+6597d1Gvji9ZXjN6thrG08Y1ulMkj3PLpdA0IMqBMJhrWhMFMt5SZCYj4OB4PwF84+d6Nr4xp7jXYWDx/tSEyOW46pqEDHJMGxZkgGYrouqhIDaP/zh59InBtN2Sg5K1WH1nHNndg4c8jE2DAekyKGDRybXaCEV50uVijBTVZvHx1KVMZbLeoJUjUQzl9u8eF6kVmeXzAh8eG7y6oUVZzcI1XZfsDQYMCeCxAgKRAIf+R5DJKgBlH1Ep/eeDPzht/3fv22ZZXi/frrt8GDVvz7wW12r/vy9/yRH1I6T7VdecsmUhmZgSNDVPCl7oi9LTAKEeGWD4ziO4ziO+2CHjb+GgDGGMQYAQMj13J6enofbH3rzzxvTYxPj5VJFqOLIWwdnnbXo1e2bKiubLr3mxt8+9aLjso/Nmio6xsH2fhcbxAdJDWOklCeysZpQySwEK1RTErKQLwUVKaTGdHrluTdsfcNwcPWImZMCNQKLeZZVdoFOCNHAzvMviBRLwd27ZNNI2nZEVGpiVRUFq6Ba2PXKCPvBQERTam0jIOBAX6p/x97dNkJMCVJVsqlTMiyEFUnSGUGe52FGJExNIysgd/7cRbNni8lKY+70+I3X3vDcSxszdplKmmUIASHQUBHY//a2Naubt+54LhicYeSc2ioUiVnz505tP7xLDeJ80bhkYeXlk/rOUCZaIV1FsjopK5KgabqHsMvAJ1REIEmAPWxkwg5pvv2Oo92dyqWrpxxrSz389Ml/emL75Z/88r6+/jUfviJb4Qbj2oF9O2/7zK0xPeox2lPoO9hz4PcbnnryqSfnTp6XTFTxsMFxHMdxHMf9Ld5fTcCUUkEQPM9DAvY8jzHmukZHqn3anNknXjg6Lsi185u2vr5x6Zrzfv7KQw0V8o9+8cwNn/jCLOv4VcubCu30vjd79GUCjjVK0Sg1LDEskmzOYGWqGyggEzHk+CbBFGsBq1yNVYrIkEdrA3qTZ43J8bjX39c6i9Q1VN9xxxvgnhFSdMKasgU6kk81NAT9PNIDQRfTQsHMublEuIkQY3h0omiaZc/RgiFK/ZCsKwEtIIfHB3OqqCWi8Vx6FCNklIqqylRJYPH8snkNdnFib9uGY8ez0fg0h7koAKKbtUaHqyqmZ0vpy6+o3/xGR0W09bYvfiZRL7tG/mPXnPWHZza3nxBIrq02WBzyIBELG2YxiJAs0VyuLGvgi6IrqhNUJpTJsqQ3LPzcra/fcPHKSRHae6zvoT8Nmq3VrHWSIUq33nbzVdet+uOJnZOC1VQTlJCOsPjwow+9svfVRHNyaHRoWfPSlskz+LXBcRzHcRzH/Y3e821UjCFACDEEDBhl1Pd9LImEEizgtiNte2iHgGhI84XJOFIfMgdGBBtHq0KW5vePTqxatvbDl17xzNbtFPVd3FxX7eHycMGHoF5RaZFSfjAXEwKS7xCrNqAmdEnX7eLSmDC9pnLjTjc/MYllQhGtdsycQAEie/1yubhwifjWvp0TxUaRzq0MhE07E6ySjFJWyQfzXgZLkiipPoFYhWrQ4Uit1D2eksKJaGVdMBbxhTITLSywXKFo+z7GyHNLNTXhUMi++ML5n7h+pQSjNbCXkowSjqeGC6nh4UIxq8tx32aeiB0l5IhJnxbnTGkYHSgUPOOtfW8umXdakiVOHhp8edOWWLIWix0103uCCJsMfFFBxKcuZSLLITnPBKAoLoSwAWM91b/63uEL5s2qrqzY2ZG//c/dwpXLIBg4ufvtTW++MBLOdhrHyqRAY5qTylfryZ8efPGprvV5ZxQrrJyzH77jQRkFRcSH+nEcx3Ecx3F/E/ye/wXvLmcZAGABi7KYK+YEEZc9Q4/pgs8WLTntRGdqxuTZiiCEquJEJydPnCik88OjY5/80idqJ1X/8BeP3vnz0cMT7tLz4TPXzBh/s6Pz2dc1M8EwFGgaK0ks2YrgOlYpky4xFrZs5vlQX1eJkRkKWDd/YlX7wXUIMY+mNVUdHi5FwpWe55u25zOWyWQaG5u0gBwMBwQJE2C+79u2QwhNpzOtzVOAASXMse3qimpZUELBaF1NfTgQQoAwlgplwzQ90yLZvCdpcR/F/hd79x1l51Xej37v/fZ2epveNdJoNBp1yZI7so0bLtjYBoMBx4SEkvCDBAiEEEhCNyWATXEw1QZ3G/cqq/cy0ow0vZ7e3vP2tn9/yHaSe9e99w8nP5vc/VlnzXrPzJo1s+acd639ned59vb8sKrBvuVD5194oSDxiAZ+4EIIeF6CgJmdzbe0t9W1suOCZX0bH/j9y7+458nZ6apaD2p1M8Co3giKguQhT/J16NONINFAEsMFWLNCApMt5xRl6OffP3njDRt61rbe9cjT//hvB6mWZpM2fLry+NOPHhgZN8pumE/SDu0aFsPQP/7hXdV8zswWW9JNmXByw8CwQAssROTeIAiCIAiCIN6kt76y8fpoOAYA265juiYvc2ZgUSy9Y9+OkcKJsROjDqC0Yt1WjURbJmCp2lIdl73WzpbxE6OBZ6zdcFmDC//4nvt7u9i2JL0qJo7vrtQMKtPTVl/KegzLYF1Vyywne7p22dqOwqReU/v0Gtq6fuDGmy5LNdOrViUMjaot7Nl6bu8zr5xMZDZjJ8FCzvQ8JPCe57Aw4GQBUpAXeAywIIuSJNEMW1cbEEBREg3DyOaWKIZWpEitpOl1m6M5BtGe6zmOVSwVd+7Zt3v/kQu3bqob7DMvHlrIm+nW5e1dy6dnl2QpBKDPMhBBZJlT69YkixUzVwmVKrxWRnNj8/l8FYqRslqW6KOXnovqsMr4Pu0xDkAWbQcgQDaKRXzdSJ86kvjhnYcvuGCFlG750QP7985SXectKygQh7lA1xqVqo/tZLRj+owW7aNc3XUrZnM0USjmcVTICMrhF/Z98v1/MdC6yq97NE8O9SMIgiAIgiDeFPQ2+PkYAAwwBiBwfOelXS8VG4UABQ2guYIX2G6kuUmJxhdPLlpVr2zWTdaLtyRBACzD5uP89+790f7C5Fd+8QVlef9Xv5179KH5te3Rz17bw5xYEKdhCKdFBvOcHTigUa5mEi0yH9+147BtBJZpP/LQAwztp5LKE4//fnZ2SjdHfd8XpWWlso8omhFkyLG8wJmWZgfVUiWXLyxWa6V6vVoul1VVtyzPNh2G5kzDoiAdDkV9F5bzVQYxLKIcw/LdgEKsrCQhmwjohIdSNu7cf7QyNqm9+OrRb9z5/Z/8/GeaWac5YFlGo2FqDZtjUvsOHIs3CcmmhOUwpkUhhvEBcFwUAA7RSr1G87bnAKrCsDoNaN+VHDvGOkY18txj6IHfzVx/84Vss/Ddp58949Ga6OJ4s4pBrVGiY5QHARZ5xuehJ6qGXq5UfQrrgTU3PcGwPAVYrFqSzwQA8CxP7g2CIAiCIAjiTXrLd6PC/34JsW4Z3/jeN355369+/9Qf6o76+AuPHxrdK0ZCtuXrC2XAo/b+tgChwKf0xTpP890reiYms08dfqFlTV+tWNPMYGxKowPvmu29cTl47oGTXlWTElypajEyhWE40O0tHU358ZqonOdbSmsmfXRk/PCpM02tHRNjUxefA10Xji9GQ9F+U/V914cchJSvCJxrFZRoFFE4HA5jHASAYhjOD3A8mSyXSzRLW7YhSpJpuQInBG7gGBaFIY0QhNAwTcNyA8SphtfR1PPKruMNE1J8iOZlORQJAsiyjGmYvCB4boCAJsolTg6yJdnxEwAHEdnq7mmdKZT7h/qL809fu72NVhccBA3OhcAXPcxgYKvpFx+Knj5pvPu2LWXHuvvpsVFPckJ6qWiWKhWhK82KpuubthhyZvWwkky3Ret0QYnGtapamFuSY9F4V6tb1qpj+S9/+kuCEKFcBBkys0EQBEEQBEG8KW+X1nwIIQRQkeXPff6ziUxctRtHJo5O5aZc1w8JXDQSiQ31WLq1MD23MD2fz+eXb1ifm8oW6zqIgkq96Al6QwrUpDZ8x7k/31n+1UNHL9jI/ODTfSsBCI76Q2sGKSyKTEQrWgqrGFXdMT2aCmkaU1Hl2UVxx56KEpLDigchtB15YnzJcy0lIgLKyednt1+4aeXKFteqsak00wAAIABJREFUMJRbrWbbWjPpZCybzbIsZ5im7bmWa0XiEVXTTcO2LLtWKXlWg6Nc6Om+1eA4FlJcPN3uQfFHP3k0WwaYSgIqwvNRVbM4gYMIUzSSJFnVDZ5PTYwvYso13CKkdYqrbdjafvMH3tHcHpmanpSlpG2J+SWbp8R6znetgAljD8Ue/JWkLvDXXNZ6ePTAl36460gV+c0xJ5SwKL9/e6/qzrKsJIQ6aCkE5IAWnJpRgZKMRJ6Lh4Hnn/uudzKSWC5UV/avSMUzlu8jDkEISdIgCIIgCIIg/oTDxmt1DQwBhhBDz3M7Wjq2bdvGidyh40cc7CAIzLqaX5hNdzbxzbHKUjWtxFMt7Q1Dj8USVtVg+Ug4KSIe0U0B6hcWeCOxtenup+rP7Kknk8Hn/2JwBcbT+6ZjmGd0kJbibECLvAAhlOQwzYZ8HM4VoG0lXNejETYtm+OjkOJZBut6UTfLiuC1pqTtF22yjVIyym/dtGZosN21jba2VoqhVENLNqUjiaiJbV4R0s1NiUS0sz2DgBkP0yEJKBK09WoQOJqmA0AzSky3UbXhFsuGYQaKHMMBMm0bUShfLCjhkGW7Ah9BiAqwXddy/Sszl16+BSN127lreIHSNAMHdLpdpCy6ReajSnhhvv+H3xN1A190bWbHqexPH6rqYrylM2NawPBMdhk7a2WBwpiBX81XY0wcVBzfMR22GrACEwlL8QjfFp0rLSGKruSqsWjKDTBD0QG5MwiCIAiCIIg/9bARAIABAgACDABGPM17gXvTjTdFYxFA44pWCVTg6RbPMaMv7xw8Z21QANACCicsLo5nBtuWcvOJznYvXw4pKTtQU/1tHt9ctzSjGXzt18WXjtrp9ujtN7Y3juhgXl/f1qXOZbHl0Yi2XbtUL3ACsgy1t6O1u7UZQkQj1rF9xDCiKPMMVLUlnnWTIaq3VUmG2G989fOf+Ivb/vIj75wYHbdNDaKgoTcYnnKBG7A4YALN0Rtmwwe+rDArljVfe9VFZ07tpXA9olAChyxT53lWDkkMx7a0dETDKddFohChKBZhxLAUxUBOYDzfphAlcKFUPCPwfC6b5zmxXC7PzMw6jhMJiwwb8FLcsm0asPnZ/k/efhr43DmXhw+WJr/y4GI5llp7yZqq61bGJkUOOjUn3rGcEtLVfN62teyJKSnR63A0naYDD4rhsOnYtmnwIdHSLSdXvfm6WzhKYCACNCb3BkEQBEEQBPEmvcWH+gUAQ4ABgBBDAHDgY5GWAmCEw5EV4RVVrWRWVK1iexGq+8J1o3uPpld3ZqfnB+MpxEMvDBKZJm1iSUhJJ44eCPFCUMOTo4f6B4dPT70aWhW+5/nC7oO1T31s5d1/u/nHvzl+6rlXuuPJMCsVy7VwBMLADEXowdXdmqPv2fuKHBPqZVeIiKZrMFwk8OtXXn5evD3ZGZFcLS9LiBJgrV675+5nTo0ckmNtDa2OOZYTJMADF7qYxQxkfMOrqeVSNZ8QUHOTeOc3/l5UIvc9+NSpqbxPSbZP6YFNMXBubpaiGAqwatUAwKNoH1K+EpU0rSELXiQqVovW3EzVtiM1D3z6E1+zdCvcPuw5ruXUVb1Usf1oWFoYE39/b+G971k/uCH2yMtH/+1FVd6SzGsFlYFMMpaAjjqtAZcV/RAozNIG3dzRMXPiiItNk+rGOB3m/cmpGVrTY2JYVdVaQW1Nt135jsshhlwAXOBRFENuD4IgCIIgCOLNeMvbqOAbVyCACEAEkOe6WzdtzeeLqZZmv4FzJwqA47KLC/Geds2wRFauzxYC162DWiADs15FkSRsBFSRc2f03pYY5DQQAuF1LdSAOOHrn/72qURl4qsfHD5vWVd+NK+Wa7FEEvGU7RU3ber84C1bbr2u7y9uHaJo7tSxqVQqg+jA0FSBR+PjR6YmR1yzko6LMguBp0PPmjh9IiTz2HcRAslUwsWeBzxGYiOpCK+IgMKsQK9dv/LGGy6NR9j21sjynjSL7NamKE9jlg5ECTquKois5/n1qi6wCs9KGENREk1TS6ajFGNu2TLs2UxIaO3tXOcZMeS2pWOrSzlblhRFhtG4Tzc3/f4h7/H7nPddlVA465/u3P/EdHjFLZtdHkW6+woIlSN+ZtMyBrGZ6GrrBIhUU63tfQDoCHkuTXGxFinRbdfMdDJNB9BUGxzHBKrx/a98Q2Z46GPkBgiSygZBEARBEATxJx42KAAhBvDsaRsUwBhQgOFpZXnL0NTBBW3a33rNRSAEfF2nLNeVKL2VQxcPLgYGAICjeacz4TZRMRu6I17DsqObOyd0zQyiwAR8oa6a8pKScFbHb3m0XK/GvrZ11ZcuAN2xY+dsBFQ94FkJyMx0Xamgns//60se8KWu5XqGQZHcqhUhFyvHFmMTleZ/+t2TY8BkZHu+hJhY5/s/+YmJ2pKbcNjugGn3hJYg1iH7yLNtnxExl2HFntSUoN+589FRyvrqr5/69Dd+kuhZPl/W65RbALMlz8U8MMWS3ZJfeXGIkacNcyIck/WK76ji+LRdrBRbOluP5eiG4znaCSFWgl0dZrpN4wwPlSUkSmr0F/98iDkefOTqFXv01G0/GRkzddhcm41ophJdFR/EM4WIZ04Xp6hOsWFPjk49ATawuaChGyhgOOzgPhzmZk2Jk5YxmcDilm06f5XQ2wkS687d1kC+j7Dl2IxNkXuDIAiCIAiCeLOr/bd261sMAARnqxsQQAwRbNgNmmF4RXhl96uCIEC9kV3K01Dmw0nMIBY6MZllsasvqVJntD8dNas5Q6OSfS2WVREVGqh+8dgcbHgOduKdrXyYN/xyuMFUThf721Ir1/a6/BSXXHFkIu0G0vzs1JNPHyjXfFkCWs13/dKKgdDExClIKa4j8wJTqC0xyLn1+ut2vXjk9489W26oFvZWrVs7W8hyIQWytE8BSENAQ5ZnbdeBEGAY6LoqsbJe9o7vPVErq2rVtL2guas1FI+EmCiEWAmHIMSmVpdECfiKyKbCYcn2S9E4m4qObd7ctGOX1pRY3pSSmttDazesGTmxn6K8TFzsSUxx3v59x+TrLlmz//DsvgX101/67IEDR6TOtqrE67OFJjHqwqDiqm2ZpvpSyRfo/m2bNE1LNrdUT8/DvCXIoRqyNa1MRxi1WisdPtbS1Ttx4vTGgeGrtr2TAoAHHAoQAggw5BBxgiAIgiAI4k15yxeUEL9xgjgGnuvJvAgxDnPK9772LQZTiwyMDPQ2CvlMSG5RorWTU6Wx2Z50E8gAh7KFiBxOJLALpDRkm4L67GLt0HSbEA2KrhRqnl2ajCR42mKf+cNj3/7pD/7qm0+cnHOshtjW067CHC+GIEywcvTg4X2eaSM/Emm+0CjMbB3EhfJxHTTaW+ie9nh3+0BhET328jwlK6fn5u76t3t3HzoEWTbd1mL6FmCBEZgBE2A2CCCkGcbzTYjZRKhz4sx8a2sHwrIit4TCkVqtyjMRCSGa5mwT4jpuimcWSyUxnGqUQaOhs1KNgmMb13O7dj7D+vHFmaKhld519ebh1dHv3fmXQ/1NixP7YxFHkOuXXrphx7Hiw69MffPOH7d2tN9y620zU43svM6F5PEzxwOGrc5WKnMl33WXbVszUZw1HNuuWc5iw6k0TGAFzRS9NgogmN27Pz6wksV0eT532/XvC3yHChCCkBZ4QJPKBkEQBEEQBPEnHzbO5ozXqhsUQr7tMRixAPWmu7ZvOg90sriFSa7rHtlxwFerXVvWSOnw6OmJrmgLveTVa6aBGaFQSsqcyzIOQzcvby8WCx3bhqVErDnR5mbN2654b3+mt7l34/07XnjspcroCBY4obuf4UVO12RIiSAwBQxkgWLoZL3a2DLUlZEpSLkL2cncxFwth//uK/+ac8Do1HzDwawUKVYbuuWWKlXH8y3HDTC2PbvaqHGiIIgCQpDGbGlRV8tmLltFKJLP66IQqlfrM+MLpcVptaK7KuBsbmm2zEupxUJJkSVNdQBW9erLbWk4O2k5DV6gkgtz5vysatSdP/z6qZOH9tJwqq01Xq2k9u4rzmqJR/dOPPPSkS/+w9c+/MGPIV/obFsuc6Jfs30Ghpo7qmUNhRVo+9FojI+E9YUKHaDuizat2DyIFK8s5AWWA7ww0Ns/f3riox+4fah3gAesiHgcABzggFQ1CIIgCIIgiP8BYQMC+MaUOEKIoWgW0QxGNAY3Xn09fWRqW8uK3p51QAznJuYjCqBlb9XaFdPPL9IjWevlVy+MMl+54cLi6Kym+R1rN9DxOC+LOqiyErW0a/TCoe1/875PMKxEMZnu1ef86olHjh5HgQY4dAYCzTEV2wbpsAAbViiqaqX8xDSDgsjV5630tMXZRSsTbhO5SLprkI2z6aY+P5A4LpZOdUl8LKakBUqKKXHP9ClMcxSr1TVLtwLLp3yKwZRIK83JDp4PmbbvOLitqYNDDMtQjZKKTdioaCEh0yjjUCSKGSccUtoS4YFuYJp2IZ+iQWpm2mbowW/9y0N//7l/nRs3mmJNXe04kcz8r78q7D+Y/e7Pfuszyp4jY5OLVQ+wvVJ0qL3bqJmVaqWhVsSYYC3l6rmyWrfK82VYcSsnToZbUxowC27FE11aRJWpuTWbti1NLmQiqU9/6JM8RhLkEYYwAKZtY0SO8yMIgiAIgiDerLd4ZgOA4GzUOLu2xQAgBAM/gACwFBsPRYeiQyMjEyeXRiFlawuVpTO5BB0JNRofvWigC+Dx59W/vvEKtzh1787p5g3DroWz+8bO3bw18I352dmmRA9Ph6nA7elfzmAFIOAB9/iu4xJeDKfNmZlItZTmeLxxRbJNiV143Sq97C0VpEp14l3v7Bk9NQepc3hK1Ayt7gEmZNGGHHjIdwHAjN6wEKYszaYgDX3I0bylWTDARl3DNk4pYQmiarYKPYZCyHFtAFC1puq6KlByRIj5tiGFeN+nA4+2bbthFIAzz7gj2y/sPD2lzcz22WYThCnDpMVQiIZcaamB7bllvdnpM/PXXfulL37tOyyvWJ77g9/cM7Y0e3p09Nrr3vWD73xTkgUjVw63R3VsiqEo0gOzqqeFhH5mkW9Jcy0RWoA6ZdvQExteMGkkQvHTB0985Mbbzlm5nvER8hD2AKIYHweIoUltgyAIgiAIgniT3uIlJQQAYP+NJxBCABBFUTRiGEBzkLlk+xXf/9p3kjwc6m8Z3DyMoTQ7WY40xGuGhoejoaQLXrj3uROT9d4OJFvu7G93XHnOpeO7jl+45cKv/vO35c5412DrUrVqQsa0XRr6ZateN7xWPjWYgIF5or0NBU5j9OjR6664qqutc8WKjVqj+9gZ/3eP/m7TOuRqJ6ezczjwjEJWLRmG6tcKeqNsqzmjkdPnRxcaWW3i8ATS6dp8TS8YWqE2MzohA6k7mfjwLVeK0CnnFwqF6YaZLxRKpXxdrzdKFeQYumeXdcdwPY92ALB8JYYge+Laqwe7Wlbv3KnnKtDHfihB151KXfNDSsq2yr5/5oJtvSOnZq+76c8AK0AoPPjY4zmr3DnU9tgzD12wectH3/9hp1IGDCgvzTu6me5pN3RrRWZlu9iC696y7h51cXZh/FD3in6xgmtPjQ0uHz702PMbV669/b0f8h2Po0SEOEQzAEKO48jGtwRBEARBEMSb95ZXNvB/+Ahfr2+80cMDPXOWo6h3bLjizER+2sqL3YgDqn285I1Xp0/kP/HBC+z81O680zOYmBlbXNmzEdfsL37xc0BKPLbzpdPje+dmT4XdWI7Tv/SZT59z3rpYIvnHX//y3F4WU7mFmju3pGIghGi2r6Pj9HzlV/fvNF1biQpnpsa3rA+VKyfrTlorQdbV65bvNHyGpi3dCFxXEkQG0Z5te45raWajrjWnmxxda44mGTeI88FgV9LRdZajBlb1DK9bdfDAWESJyyJXLFIc1UCMbWGEPV+mIcsENX2ku3Nx3cr23/7y0HS2TY40CaweaXZNXIVYFABOxEttzQc2roZ7d81cfMVf0QLCTvCxL3ymIqu+YAPPiwuZyy+67OVXn665Vazhrv7+2anpmJT0K9aRF14JBNq3NZyUomuG5k9McZPG8IqN80fO/NkH//yfP/sPUVoJsQr2AIQIAAQgAAgEwKcAqW0QBEEQBEEQf9JhAwevxwoAEHrtAgIMEQQQYOjoDE+HJDp2/tqtfcnEwfues48X/vamS8Uw0+DNlSsTiuQfzRlrlnX3xwbv/Povr7/p5t88cf8vHn9gfGZMU3OJuLTv5UNHc5MamDs6OnbF9iufuPtzl29ufvDxg++5fdvU0p6G21yrhXbt3XFq0jBcAFCV4uIB2zczffTP7xjOZqfrJcwARuZjkGcw9DD2aBqFwxLEPsfQiiLKssTxXCgc5gHVGg5tXrVsTU+qLcm1t8hDa3pWrxu4/w+P+D4VEqNMICiKBBjPgUDgw7ah+0FZEmcE+vh1157/4x8+R8FzLK/rve+9/N1XDWy9cKBhqVbNcmvTyD94zaVuY/ZIoxaveULPsvW57Nzf/PgLoXWt2HWKC7mTE5OXbH3H4thsgw4qWjWTaNNyWkhUpiuzfatXrGhqijelLd2rH52PGjzvhbo05cd3fv/ad1zJeTQLWRjQFEVDCAEEGAEIAwgwJGGDIAiCIAiCeHPe+jaqN6Y1AAAYwgDCAEL4WuQAVESaLRu04MdY++oNF9z9re9ff9UVqu9Fu5VTleydTz/zDw+enl+qLBzPZ5juWCiDKe6ee+/BTjmol3oHBxzEhxMRD3pO2H7q4M6Vw2s6mmPF+lRDDxRR/eBtfYhX5XRHsrPDofxEzBf5JC9EQ6GUBbff+c2Xb70mTHF7NGhTjulRNiOicEIy7HqhtCSHhGgsxItsLB5JphKarrakW2+94T0XbV3fFJOLczOBm0NU4aGH7l1cnG1ti5tmo5jXBL6GBMnwReSzCCNM20p09st/d/XO50cQc4ELWmiaevmFpyMCq+U9bNCmNkXB6bYUU1/k7DyUafZ73/8iBblX9r6sDMYa0Jmbr/su9pv4K666JKG0CWwTML3GfOGdF1ydq5WGLthociYWwcm9h8ojizJMLhyZH04vv+fuX6xs76EsLyqHeZorlysQAQwBhq9VlyAgjVQEQRAEQRDEm/WWt1G9ljggeG2dC/9DAoEALwFPkVnechGADg7++utfenXyaL5aXtPbrleq2zas2bC6IyMrsUT05OT85ssu+8QXPl1zCiowdIQYH1XG56I9ad4XLEkNkKwdX7puG93S6VcaqY7lyEGzOGjOzlCOXTd9v7NXaWpJfOIv31XIntFMf2quwdC1y68c5BjTq9pBpFnVsrEYp6uayMR5SqjVcpG4VKlVTddFHFXI5198/oVCYT4so7bmaEgRJCbU1z6QXWjMTmdDoaiHA87zfMahWASBG4CTnX2Fq69a/vQTp44eiwJ2mQcpGxdWrel78dnDvp9+7qmdDDWVbj7xvlu3PfXIfsdUO7tW/OF3o//rM5/bPfLqnFgpAyOYrcltGTGRUs9ktwyfd+T4Ec8xG0vqxNGRlmRi8sDJxkJ58fiMkdX7mto/cNMHP37HX/7NHR+nIPIZhuUVHwDsg1Ao5Hs+ol57CTDEGEBEKhsEQRAEQRDEm/NWLyghAhDBsw8A0OuPN/JGAAMKBshnQKBgIGZaO+K9PQse/b3fPFR1a5n25tWrVzz37AigzJ0H973/L2++75f3ghCLlLDnMdndU5xAGYLtFGsuxohBFMKxRLRslwVJsnU9HUVbV9cF/Eo6UQ0n5PEzM++6fB3yFz56x2VdrQmKXfXqscwfnzt483uWr9swtVg9nE5Hkcl1ZdpCilu3s3JbexnJQluH3BRlOSbd1NTa182nmmZ0c8mX//Ds9K5Dvmn1btv6TkApNbskZgyAfd6RAr0kR3ddfzN9+23n7XxxaWK62Qo6C0VDlJRYC/fKroPZfPSPT76icEGYzd56x/qF4MyRXKnmyCwEyAAW1Si5WrZUDiPgOeWwzHFCGKSaIy2J7JFTTl4LdMso16Z2nYQlzZ8yQEAFDLj4fdcvXz+wfsPGrFO3RUpHVNW1dd+3fA8AAHAA8RtVJhSQpEEQBEEQBEG8afTb/PeLBgHvY8gwnucECCiJpLMAmU45aO95YTr3xzvvG+ptp9a0PvbSxBUXbPrOsztDW7uq0HMrJl82cRgNr1l1sDQHGnVkh2QK2S4IiU1TZ6YFBlOB2qgUOVa47UObfvaLP5jM30heOjvamBXyvQP83hfnwrCDR0JFFf/pG8/dcBn98fbW3S+esq2kYyOAMC8phudogWNoRYa2SwulVCwcjVBHJyfP2bhxz8jMy3tO1cvHmzIHOS5SbWAllvAc2kYTEqqt7J7buNWXRPHhX0+OjSTFiMQDPSzFKT3QTAn5PtYbEgS8snjeRcx83Xj2mDFpUe0T6tXrIuEI8AO0Z/+eaCpcLS9CB1j5iheEksnoE08/DNIUFRZ9PwAsjGQSLARSIhZQEGH4i0d/+/SB3b7td2Q66pVaRhcTkejWTVtuuvb6cqWciMRej3+AHLFBEARBEARB/Jd4u/8DW7Zs2nd8ykEidJGXSaQO79irmf5xw2g/b9htocdhbU9u6VhRf3r/Pi4KY01Rk4bqXI71YO/KNoOy2jo7kq0yG0ghGrIYCEzslRf8rk5P5swwT6VTKs08/8EPJFjvTDQc/u3vXvjlT3f/6Ju7ImIfwEjALSf3Zx0z/qv7y/zS3s/f0d7XsTNwnsW1UoeQDBlzTOU4rxZpRwinWxsCzGHflsOjM8X9B0YZwGYUKcFjr77gq0XJh8XJLBJzw9sO3fYhL6hwv/re1Nw4UuQo1qnLz98SEau10gJyWxikZEKWrE+k2en+bdIDR46cyPOmJ52ZNjHAYRawudr2tds6os21qSrlAy1fzu7fXzx4tObWE2t73Z4QvTzavrrXc3SL8SIxWaGpqT0HGd00CgWBoV7Y+dzB04frler6teve+55bPN+Px+Kmab6eNf69rEQQBEEQBEEQb8bbvbJhAKNsGbtPHmlUakW1dOzkUVB1EpEms+YdP3i6Pd0zPzk3cF5fY7xUtJE9XbRHlpSuCNfRpo7OiummA/OnYiDa1Zww83S9PL2yF/AMPzsLYnGLp1Q6YAqFpd5OWa2p118w/sgzRhAaQo5se0A1aryoIVe7+1++8y/f+ZYlbP3dgRdenMgPL+/43HXrDx8+MTb9+2KFkbjuUDJj+4oEUdng4tEmo9Go60xB11kU4REcmykxQbY9Pd/fNXX1pSGmeRnymD/ct39qJMHwmzkuFYsKnW1o23mR+bzGh5rm60uKoDiF/ZddPL728t479xzYX1Rr8zuVAHsMMBhr/Srlg3/24TlY9/tF1oWeiziGZ1tlGMM+5TSHw1jVcN3Ljx+Ph9KmXp8sHBQj0WRfGxMNewxXDvThczao+fJ7L7rlfe+5ua5Ww6Liei7DsuRmIAiCIAiCIP5rvR0GxP/f3Pq5Dz105MVfvPrQSHb05SM7jh8/LAmMDbG0rDMTjZ/846FIe1xQWDURh4nYspbU+MiEVqxecfPNo6cP+BnkcYBxkSSJWlYqjMxdswms71/13I6RG26kmxJusWhIEbpcMLua5K6MMZE7geX+nM5n67MA1drj0j9+/iMY+1e9+2aDFibK0A2W7d0/9eiTj26/uvfiK1cmmkMhxWHQNDQOUtUTGcHigkKz0qgs7BXgolk/5urHMsnS5Zcm33Ntx8Z1iIdn7v3lwtG9jGWtr1piLN0XuKFqaeGm9w5y4UZz56rFolmx8vXi4dUdc1e/P7K/MnXns6NlN1je2RJuUNPHK+dsUTJx9rv3H87ixlJxCkPcN9CrB5Zlm6n2FqzWz+w+bVYagLeRxGAeV4uqG6MaMgA9qYpeFROJtYOrSyNTP/77r196ziUQApZhGUQzFI3g2fH815qoIGmnIgiCIAiCIN60t3tl49aPfugz3/nHRH/TwuRI88r2ruVt5YnsUqEmMMinqK53rrR1Y/TMTPv55zZmcmMTE0KKiWXaHvz5z7mUyMhCRghV7HIAmVrNj2KwcUCanjvhIBBNcaZZkvmY7VhR3i3PqpCu/tlN8fteOHxqZn26Y4VfWWyUKwePTKZ7kppR2fn0bttoF+MIIkOKrvjlL3EsstTVYXa22+2pRmq5pEii4ZWXSpM8La3LmFFZiUZitq1puqk1Jp541F6Ypeq1WKLlugqoIkWgHNuxk5Xi4oqViZHZImK5u+/6WVNqBfQLGzbPXXZV5lcjM7/aedTkHNGJnDo0PxSNYQUYlp/OOIIHfB4xy3uUTKxcq9VUjRaZxclp17GUQVmQRdwaAqJguHZ4Q7vj+RLL0xbgKSU4nX3yqUP3/+hX3clmBlIURIiCrzXSvbbZ7X/Y/JYgCIIgCIIg/meHjXN71113ziVPnHx++cDywycOvmPzhXuffAXFZLvRmJo8uXLzUOBy0XZ6+skXe9ev6dg0mOSju4+eFlckjaMLoU1SPc7xvp2dztJBh1cELWFcKGl9Q8BHLoMBAAgHIvI96Mo04/u6cc6aRdtveWWXwTPdBl09Np1/4Ns/ec8NN7F2XGpux149JnQXc4vNzStdWB+bzj7y3OFlPT2+tTA5+mBbuyBHBBzQQSDwQqxUMmq1IJnssrRwRBkuVZm25lXjS0+kO5v7BnuzzxxRtboshk6MLo0sFky/nmlNSvTitlVuoo95bGH02cUs6kqAMxVBCMNIw1E8gwGa6V+whhHCoGnVstia3iMH9layC8vWDhZtLdSWNLRGNBJZsOpGNgtOTYBMqH/zZuB4jObnpya1ifyGoS2dK9NP7X11YPO5FD47r4PfqGBA+O8Bg0QNgiAIgiAI4s2DGL99j2/DGAeWZiPr9q9+5GDpKObRxOhk/8rB6YMTrsi0re4qo6qey7FRPl0MNwyoAsPXAAAgAElEQVS1qbdVd4GmOi0JpTA+VXGM9nNX1e28NrLEjGVW6dkffSH13AEQHR64eONJ2S6aQcjmOcbVGEMMBMrhbc13RWl4eiZz72PWnJ6OygMhv6tWaEBKK+kozKEtq1tZVFuzruOFXQfGs8hh0rQkRJOMaWcrxSUKg1BIKefLYSWm1RyEJRhwEErlsiFJIcf1t15QWTO8LRXrfvaxF4/vH9cbSIy2uFzD4/aGQwfWDkobVqdenFr47XihbNc5z2ZARpRSrrnkVWywJN2Qhp/aVrjue+ycDFXaAgHiZMYN7FRfu4UdJPAizeGo4vhuErOU42PdKiwU6qWKXffl5tTy3lUJMTZ7fGLT8IaffOFOBOFrzVMAkoBBEARBEARB/Jd7u1c2AqDwQP78HV+49h9vYcLi4MVb58YXXBvwc7oRzsn9MteREhmuIrsJTTl9+nRQ8+OJ9FJ+IfOOgfzTR+cfPdpxTXt8WXhpvH7hupAMQoXiwrqBAdsf4zHwaD3gPIgc6AcOy0LYiCIBq9Mp6fTHPtq5d9I8eMSYG1+KJFtprh5diANUm6tWv/zlzxXzlfKT+8MizNdGMKKrpWD9tnXTC/Tpk1kBKCGW0meyK7uT5583yHDoqVd2QmRgtrleds/sL77rAlkR62p5HtG0koCMcDAWOrZmozG8oStbKP38hQO7ql6DjTglSoxSNqPV1DkceFyIc3JBPlvp5GL9MvRiLJtikum0hwLPMkQQWC6wZmoJOTw/UwIcu1g36rmCwElKKtQxMGA4foiLagX14q1b/u1T30qLMXy2cQrjN+Y08H/MGwEGiKQPgiAIgiAI4k15uw+I2wz0AsiFJdSrvLp/x8T8TLyrO82EtOmc6egqqkKOijOcqRt5zurq6lnTtGLm6KiKXFew+/rXZCfnOMnNNAul44139TetalN2jy5uu+4aYBzkcCNgsMcBDnhU4NeQk2ajwACGmwrHVu/Y83JL1/yaLVt3H68VdS0WEecCxMWiyUzX0ZNzB06MTRYrM6qpNPUiXrnp2kvXdgnrB9ovPnfry089wQOGhcK5513U1bcsFI3HMsmTp0/YripJXpoJlZZypdxioVxr7153YuRET+/MJ/8atrfknnr82MSZ0JFGZDGQeEtEvIUirOVQDA8iaa7h0OGguaNQuDhjTGvLXj1+opQrl07PNhytPDtVLOar+XIjp1Unynal4ZZUxQ2iTakatrS5SlNnR2lsbmW47dGf3nfxuvMRJ1oI8vj1YQ34+pjG62EDY/zasDhBEARBEARBvAlvr8oGxtj3fQghQsh1XYQQpigbmxSk7UOV4guzfVv6ZB/pbbDlvSvnT0zARbuZkRyRcQAT5RNuSBrja5kt3VOvTMTlTpEN1i1LdFYYoMuBXu5atjpLcSw63uEfyELH5wAFgGuxDUzLyOShUFVNi2k5STffv+PUkUIqVXQvbXr+rts3LM0sHTh6AtVbKDe5UM2ZvmC4Ak/HUxBLNTuA2r6d+5I3nDczkfvdL37TlOqyqgEEcOL0XEimxZD85B/31SsKxUd11TMF4+jJMX5G5eiZFH/vtz+d7kwvuqUZjVYuvmRw15ECOlWV4inM8W6VwmaDNiqB7jtuq5DsCrFWftIuKZe0DOaEY1I43s22QppVdY6GgLHKqi00wiuagMApzUk98CqqtTyxylioo2nvGzf/3Y1X3UjVEKdAhLAPfYSY/6dXAUKyExVBEARBEATxX+DtVdmA/xlCyNRLosj99qUHvnD3v/Sdv3p09/5cJbu8q/foywc9HAAaVmoqiJjtbZ3l0Wz50LhZs/qau7i4zAAsOkb51NxHL17ZvupdoztevvyCZawUOnXm6NBqEKAGBBYEAAKfBj6FcdQKykCYElu//uyecY8qAF5H8rGJ2p5jh2aLi9ded872teO29rJWP8khHYKoG8SkWCxfmRWVILCMZ37//OiUkTUZRQ6ZjXmA1Irm7D+wsOOlQ1ERqtUzHqAybavV/A5E7149fOT9t4jDy4HEGADYlOg6lBqPsxEZzlUap6YLDcMIcIAhVAzU8AwbAIaSk5BuHJnd3t+CMqEdI2pqzfDk5KGuzcvn5+c6hoZ01ol3N1VRoEIPilxLOOEu1aef3Ld5YP3vfvrrzWu3cBQr8BJFMZZrI4phAUXe/QRBEARBEMR/7/L+bTggHgTB2bARBEEW5f74/B8fef4x1W1UzAqn8KW5fL1Rjy5r0z2vYVkBRGGtqhqNloE+lmfUfN6rOSjwuFn7osGWk0emr93W9OhIc7d15DMf2T7foE+c3nP7+zwbBx5CHFApDHwIAggsE2nxoR/tLj480UDpeClb5kIZXg/8Yi7Mac0J+obWyIrOZS2xgUrBOTNX3TU2aXKhuskHutyrbNAnINXdXUnzmlHhgFWZGm9iGag3AssVeFoS1JbWYlOmJspoYGWI5Wahm2OxK9Ic9pwAOYCFHlLcQD5QlH+1vzzqCjmbljw6gbEhoGKtHFOaw1Ur2D1xz0ffbcPC3961Nye18ssjAVMLK7FqzYhFw46t1Q3TcC2s+/pcgdLAn934gb//27+nA0GkJManWUw7to151qWxDBjy7icIgiAIgiD+W71NB8QxxhBC0zR/M/bYXfff5fvu3OQZYHrAAyAEwunk3O6Rwe3nRUS/tb1tdOJZdNTL7RhP9iZTmVQ5YjexykbZec+aoWca+e6OiHOYCbQAu40DJ2e7V4RKCzOxZsFCNIuB6AITAZMBJaXpWI16cbzW3Dq0NDfXyigLp89wPb0a7XZv3To1eviH+5Dx+O5l8d3XXrpszTnhi27sWipQjtmVn/ErEzPz1clwJDFXK6uaLjDCxpUdTrWmNIGO5tjKFXxnp1+t7EJwESIe8mxVb0CawX7QaGhxAfAA1KqYFQFNoZVh4dJ1TfsfHWlrXlXMNXKel5LiQMtSSdAUk6q0OGbYm5q5MOOXkT+/5zCIgMWlKRACWR1AAWAfwDBsam/rWz3Me/RdP7xneNXa91xxk+fYvmGycpSVRB+CXLEgJ1Pk3U8QBEEQBEH8/yhsnM0YbzxVVfXl+59cHusoaGV2xaCJbce3BYqxDBNw9MjjOxItCXaxJA/IiQFh/mhufl9W7bDYvnQuMAp1U6LpyozBbtA0zdu0uokOwGI+l+mXu9tB3Q08ygoCgDzaZ2SDcifV5h88dtCUE7XpOVa1vJou0wB7OtuSGjt+plluq7IlZkBZ5MUfHCzGd6od9kLGDDVTI5s3Jgf7kDtsgMA1Cm5UYsMCtOwJz48sLXrZxYn4MtUt5hm6obtSGHpeoIYFgKkAuAoEdOC5tquKHHJd3zEtGdXWpKNXrEnsOjkn0WEkRaqFsqIoWnEpb9Om702W9E0dvhgV16xaRZfocnWBTYiNquEhu6UlpYQjEwvz9al8kLRtBIeu3/qFf/1aIpm5ZtN2iBAGnut4gKGbSNIgCIIgCIIg/vv9H53ZqFarCCGaps8Of59tlAIAQAg1TWNZ9rVjH14//0FRlPduv/rdF1xxx1W3DDf3TRw/VTX0rqGVS24js6Ir3BRRS4WlsZxb98OdnUoqlehO+yIunJpU50vhADz/0L7uDuaFPdVZ3b+kB8dC7C+fzl/57uY2roZpVINO4IK4kJk3ZLa163/95uTIhEPTdmCapqqFInHIS2bDsHVNYPhIOKJTM5pB+3aLjAZmd1YLuxdWsLVPvGcgwlarWmNiMfjsF4/+9BdL9z8xv+PA7PCqFhGUovyiY578/o8LfDjU1TmEfZdieIQg7duUB2OhkGVbFnQohTEdR6IZmWZ93wCBmYq3jC2VeSFUWSh5FNRzuaZUROa43Gw1GvAb2s3pUnB0qepLGIlYc6xUe49q1AQx1DLUX/IMBgmlWm7w/C10PNLe03Fw976rt1/m2x7H87VGXeRF7HoURWY2CIIgCIIgiP9BYYNlWQAARVEIobO7Tp0tZfi+f/aT4D+fYw0A8M2ApiXf9NsybVdedPna7uXGUrk8NV+cz2KEMU9ZnAUtnFsoV0s1YPrACBLRuODBYs3oaQut6Oldv7n9kWenrtsiNTfFH301e831XWkxZ2GqAdggwLoXLXFdP3v88P66zCmsoTsudp0AaI4NZQZRkIMosO1GsSShXmaRUkYb/JFjt64Qbt8e2n5B95ls+eCE++CzOF9Z9eGPfV5Mt63ZeO47LrnhgYfPHDg2G3BmKJNYuzExN+3seXmuOBdDjJyKN1WLixIPG7ruYQ+LtI1sisEcDKALTMfNJGTg+FAJLy0tanrAiaLPgkapAlnG16G5oF07gMYXmOf3TZu+6akuRgFoADEk1wsl03Fa29qpGFcr51XNWJqZphmWYZloLNnV0YUwVgTFMS2OFcjOtgRBEARBEMR/t//TbVQIobMj6Z7neZ6HEDpb6wAAnI0c/9cwxPFWgD1RdqDrw+DSDZdetuaCk8cPffEbX94xcmL5Bevp/vW0b1BsWKyjaq5yamZSr4HSyarUGT1TMjYMhBqGE2FAPBk9M3NarwJsOboEfJoR2ITh+md08YePv7SggWrFk1IJBzoAQRDHvu/5SiNChagKcCsGXQtyp8ZWpcFt56YvGT6H1kucnPj2Lw+NFOHxSeu+Bx9Z3r9sqZzjD+wfHli+fvX68y9+x3f+9evfe/g3rFf/+C2RTatCzdF3HNhd/9mdf4wkwL98c1uxOubCAEPgqlosg3Q9qDR85DiiKNWr2VAg3Tg41BGLfuvBQ1igZDFekum6agssm3OsaFihaTMaowe2rD0yul877YcH6K7mdpWVTx4/rRUrw5ed59AwKKkB5Y7t3h2Kpu5C93a0dQzGu1nE8oKEXQzZ/4+w8X/fOQCSfEIQBEEQBEG8bcPGG6UMAIBpmk888cSNN97oOA7HcZ7nvVHi+I/fYlk2x3M0BqwLEaU4rkszcufQxt/e98zJiVMj46PTczPHJk4vzi/RoRDPsptWrdi+9fzNKzf0dq+gse81Kvf+9EcC3icomQNHxrduAnEJAJoPEAdc1nC5p05WjtRZGwSiSCPN5JAY7ulXoempWdlxkwu6M2IjHXd3Ji++Em7e3F0sVXednNt3uGqj2FU3f/2r1163e99emmPHJ+akRDxraClgJlmb8SiPk3/92xf7Wlt+f89vfvvQ71pCr2xaLX3qU1edOT3/3X+eDcfg8MZEa6fEseXaUglRFADYp2iaojCikKuz9YktLb2blsVfnajPFXSlv7k1EfNda/TUxNHTY8tXX5B/acocGela3ge5YrFQqRarSTm0YvWK7FJx/tgZWmAd1RlcNdjf1z85OcMx7PMvvNB5ZRPNsjzFOK4nsjwJGwRBEARBEMT/nLBxdgl7dhUriuLDDz+cSCQuvPDCsy1VFEWdHeH4T0TgYBsFgKEogJHnBACx0EeQopa1DA11bsCBbyA9RAtlV+coIGHg206AeJ/mDRqwYuTGS2587oGfiHL77CI47zLAoqrhRADLmYb94t7646N6JRSmgB5Am3JdVpRQwUZTdWYeMaVgXXfHZe/gkineZ+3xUfjMi06o+0q5J/OZT90YSUYhtgMP06ISeGJITlKUBE2O03Gz72GzIdZsVBGUjq4Pf+Sz8GOfPHDopZ/c85T1wMMDvZFt62mZkQ6/WH86q6O4dc7l/csG7cAeY2nfNG0G4RCP60beUbVbtm5b5LOWZpfmiiAUq9g2YEF1xo/HGWCCuBLN54vReEKRmEqtyiWiE9nFphXt6uiCX9Do5tCevXsBw0UttmjOnKox352u33zD+/o6+mma7HtLEARBEARB/CmHDRcABEDg2wyCACDsQQQogBAGwAmAz2GHd3/w269d9M6tDvCAEzAY0YgBHocBwBAEFPaA5gOaghSiaBAgiAHPUgDbIou9wOZ4JoCg1jCjimDbjRhNQ8wZqiPLyQCrJl01sAawtHe6eMlWkJ21xk+BOz4hImapjqW6nPnJfv20GSmx47hcdLQoanXa5R7zSMM7dDJZAx95Z/KKd3cpGbEQsKfz9uHT9sDgTX93x8d9D7Ji2LZc4LJBwLMswyCZlRhO8qrugkfVBYnFlOKLERwOG7iOBNvybEgL6ze+a+OG62z6uz/+zg///Mtfufmdy9/1zqZl1TMUm/rpd44Ahv6Hr12DxAITjEqoXNRiS3otkfEz3I6/3hR/YNfSw3W/ijMsongeP1Zm/jzi9AJQPlZ24n0tnctsrdTa0oQFaqjnvOmJCR4af/O5L112yXWWCWzbDIDV3dGCIIugBP69XOEBgAAAZz+erSxRFIUDHyKIsV/QSuGQotcbDz/4yPtvuR1iiuUAhgaABgYMAiIGDKl0EARBEARBEG9N2DAtnWNZgL0AUCDwbccXePnslyDCEOBELLrjwNHv/+Suj9/xSR94NE27rsNQDMAIAAAxQBDh1weZX1vXQuC6NvaxC/Dpqcnd+490dXRtOWd9hJNd22JZmpdo17GLjeKcNed4AUtzJ04cHOwFVlkXKbCyt71gZh139fO7Ko+/Ms7EAQ8pxWxR8LB2Ypepn2mhmG1XJ5a1ikM9PacWCjgbnSskLrv6qls/eYnpewGgEMPZtkOxHAYAUBgg1/cND1GW7XMijTAWOA4BYPuObTscJwSuT9OcA5DvYsoNIG1+/OMfvv0D1z5y36/vffxJynPWD4Y++fGLToyO/Pzu/ba3MDw0vGq4T0ydbhMCCZhWORwKpHdvO3+ivnvRKaiOaEloZsyRqGhfE4glOjvXbjA9F8vxernQMbRMZuItvTG2b7i1tU2RI7LEIRQAYAPgAgggCF4LGPDf/6IAYAAgRVEQnr3Gvu8jCEIhCWP/f7N3l0FyHWm+8DPzcDF1NTO3pJa61YIWUwsttGSSmcZjHPOM2bLHjLIss2WSx7Is25JlSxYzM7TUzFxdXXzqUOb9IM/efe/uzod3r3d24+YvTnREfzlVcSoz4vwjn8xn87af/UEfw0FgIEIuVVJxALCEMOBf34OiKIqiKIqi/ivDBuQAg4AOcSAU5FjWJDoIAoAAAgEiBAOQk53Z1j9o+YqPbebka6+8UtE1nkOAGBAgQAAE8NLXQwCiS2+1kAAIGZ4Py2HRYr/nwYdOV9fZ7M7Ro0a889ILSXZbNCpbLBYD4bdeW3Go8VBtW31/U38275r4GOhuDWSmAFXxyBxo0+z7Wk+xFshrSfagodX6Yh3bRqcYc2cVlA7Kh4jpD6rvf3vo7seWj5qwUNNFlkWRYNRiN8dk7cLFhmgs5nI7CgqzdV1hGcgJWFPiDrs5pqvhoJ+BRNcU3SCKqlps9kAoYnZ5IOKPnDyHFOgQtUHDMyUnu/CmW66942kyEFo4a1iK9+jcWUXpGTY1WrJ/T8OGH0/d8Gh20aDE9qaLeU7AxjtiCpxVnrfsh3M2r0cYphp1INIdGVnozaxaOvOm+3UQdQBeITEMGA46EWBiWsjGMTrhOMhibKiqxooQ/pbhALy0GYP8S1Qgly6MCQCAAIMAQiDSgU6g8cXXn1+1+Oq4FjPxNkD+PmAICwgiGECWziCKoiiKoijqnxE2DEOLI+Ni9bnBRSUEEUWL8wxDCIMAgJAgQIryCzbvO1FQNPzxp1+sHDWuICdVx3EW6RBCiBmCIYIMQPi39+HfEgwwCBYttq5Af28ovPSW29o7utv7/I8//cILTzzmslsJATLRHn36iRk3zHAk2jO9rnhNn6iAns7OoZNKmwFzQRdf/ubXoMZxHTZL1OQIdpWnmEfPsg9JtLT3Gru2NFe3xO1JpX967PthoyvjOozpmsAKG/Ye2f3rkWAwfOb0WbPFzPG6z9+0cuWL48eUf7fu24XzFmmyhhmjt6sTaIquKAZEGJPuHn9qSvYnn/3tu5+3tTf3ExkIHEPAwKRJQ6+8anHpMBdrMq/acWzbT5+sfO+j8uxAsiMydSw7FidsXq+v+6U9IyVr6pBYfrKJCxoVvOmh2YM+3lnNW7lYXAv0dTpYNtgexCriWJEY0KzaeQkToEZUyDOsTIxtm3esW7eeYCUj3fXsM48xkCCAAYAAEIANAi5txCeXVo4w0THGAEKIEITIICQYib+1/DXN0NOyUhgeYoARRIAgCJi/119RFEVRFEVR1D/yO741SjyPIPlhw/f3//n+gVCQsFADWCcGvhQaAMjKyFR0TtH5qdMXfvG3H/2RGEEsBjoBOiAEEgAxwwDE/OuWEBBCho0ocVnHgZjy3YbNUQN4MwqOnap9c/kHgshjCDp93e+t/jSqxwPRAV7CFrMtJRX4jaCnLDvgsB5plEG4uGeLmlYXvKUk9MqduTOm2vKK89cejj31aXX6+Hmf7z20fO3Hg8oyGDZIlMjqz3+smvaHjz453NHDBCOOosEzUtNHmSzZs+cs/ej9z1koNTW2OW0JHLIIrEQM1WIxcSziEIIAjhw1RsfMpi17XN7swiGVFaNnDB0+euToqww0YvH1zy657fbGUAuWTDOvfPCtL9ev2FD7wa7qD7fVhoDryvk5V8weY7dyj7/a+/VG0t+VnCarU2xgcro93ZyIJIBZlWW0C9WtiGdlHJdlQ0QilDGjyQLSCWJuvO2uZS+8ZnN6o7K+efPW33LFpYsYEGAA4d+XNggAGELAsAzDMBgAA0J/JLryw9Xbth+xO5PNVicB0CAYIgAgIBADqANIIO0KSFEURVEURf1Dv+PKBgG6qiqLFi1aeu3S5ta2RZdfddUVNwCEEAAEA0yA1ebEmAdQ0nVhy5b906omjhtVrMtRq8mGIIYYGgZGLIF/T0QEEgIMg2CGFwykJKVlDfTL9bVt2UXuYRUTdu/Zt23nwUmTKxO8idGYHIrFEWbaWrrHZaTXhCydirYgZ+ovG9b9vKamwG27aZ61LMnBIcep+vDXJ/yd0T1+CZiGOl7/9ZutF2uXLJw/afScHzYc+HTVhrhmdtkyNIwMaFENIzZgWMw2yQQ6u0Kc5NQIYBhhwB9OcKQykLAI2i1mhICmaxCh/kAg0et1JaT2RCDRhAhGDru5o1eNqvLIcTdWN2xeet09M6vKpldNf+mdl9MvG4SsSm1P6NFPajLTW8uKXeX5RU/ekNlTV/3r6tOGBRVMHzYlP7dr+89Ri9jSMzB1ROHHK3657JrJvf6WImfR5i82Yx0AhlV09u77H+npieUXDG1r7T118mx6qjUYDLltDoIIIAYE/98zbcmlDfkQYwIQoxoGYtCZ8zVbfz2dkzVClrt43qYZAEKgYwKIjhjNwBqDNEVV6y60FRUVCYJAJxJFURRFURT1b/2OKxssQQLDFReUzF+4qKW9Y/O2HUuWXlvb2NQXigKEECNkZ+djTGx2D8tZcvLKrrv+zpb2PsnkJICJyBGMMfntJFz4W/HPJRBiTGw2p8nkLBo6UrR66o6c6eoZSEnLnrtg0YGjxxBibrz+JodoQ4SE+qNEUw0jIzwQu2vJvbs/2f36zZPum5c4ZrCpriH41qcn/rKy7nCcYUZNUkYAX1qAZKP99Ycuu/bG9MHjrvrDMkXMdKWVYE4yDBWDKC8ih8sVU+Kiydbd22+12nSsWWxmi80ciUV1QzcIFkyCZugsxwEEgqEQwwKTxc4JllBElUyexgASXW6nkyWRYKG3JM097Kdtx6fPnHyg7UC3SwknO9pYzVyUMWCt2HjI/NBT2/fvODtjZOakcnHc6MKXlu1Y8fyG6yYuNLvcQDL55D6ZCx6v3sNY5YQsWwQpQBJkyP71zeUX6jtkGUWjZNeuQ8UlQyXJGonKvz1LQgD8bffL3/tmkEuPWNU0TKBhwLAMPv/yu8yUMg55TWKi05nMcgLDshDBmBKP6XGM1IMndl553bwtW7ZwHPdvO3JQFEVRFEVRFPhdVzYYwCHIyLpy3133awY6U90gmVx33fvQwvnzFs6f77GbJJHnOUbkJWywisoOK5vwwcd/W/bUfRLD8IKoKorAiwRg8L8PPSIQQAggAgzQiRbHAmNOS8wcYDznz9QNyU0sHDT48aee+n7d6gRTwrULb/hq9Tua1p+SYJU6YleNyUi/1o0sWmugZ89Z5sAZf4uPN3u8zhwdELX9wAHbKK/GRTtCfe5sW4Y12dfWnTt4JHKoPaEAC8xIcgO2OhIBvOZx2D2qEjt9+uSVS/6IgRqOBRAHsIbjugJYRBiEEWZFTtOU5PQ01QBWq42PKKLId3f5pGRXXOsjcqdD5FSFSGan3I5SJ41S7F2ME3fL7YbGupA30N0mIMRm2N464ttY60v3oAWT4LvLBp1og1+9c9Jh0Ts6A+Mq8lyJ1sFJSYIglA0bjRmu1dfzxDNP7t13uGDwuIgfXqxuHT9umtWCmhpbBcEEIYsBgAhBQi6FzH8dEQiACAkEIEUzVn25pqs3bGEzQ0rI5ZG8bi8AhoYNYhDECU1NDV9/99nBw3sFQVywYAEA4F8aNVIURVEURVHUf1HYAArUMZYks25in3nyxb8se77PH3MQ06/bD6z5dsPYUWU33nidJEJD13hesFpsoTCoqet68dXl9915u9tiYUUAICEAEkDQpYUNSAAADECQYE02Iv6YbFV43uQwC6lDh188dzA7Nzka7Vnx1opHH/nLHxbfnmEWH7rzj+kJJpulPW64v9vhO97U24pNca+iF5GAEgeWdLbfyCFaV29T/AijcnHZpDvLXe4i10C4Mxbpru7bNaZ80v69m4oL8osKXPt2VxusJjKcqmgpSVnHT5zx+WpOnD6HAQMYQTBzMV3vCwaSEy3xeFQmmoH1AX+gpbmFkVJZiDTdqN/zScXoYa4CZ3NH4+nmswmyk5H8gY42Oy/FGsLhmC/ZnT/Q1B8KdniSErgchwLZGpftVPPA0R+xq/f8vFmpN89SGfsSc2w/UOQkt6W7O5CTP+K6BbcQAz7x7MtnzrVMnDL98MGLmuwuzi+HQFPi8WhUM5scEHEGQCxgMMCE6BBeinC/JQ5dMwDDY8Czuq0AACAASURBVAw+/+L7HTuPsLyL6LoWj7uddgBVbBiACFFZeXfl+xfqzhggllNQ/uBDDySbkg3D4DjaIpCiKIqiKIr6Lw4bKuHNZkWJi6KlLxKcc9n8x556ye1OTEjOMJksx09Wr149J0pCc2YU+Xz9gNgSEpID4fArL78Ri4aXPfaIhRcwARgwvwUN+C8ntWJEAIKMxAksYHkoqHpUNEmZ2dk7tq4pKc1Z9+33j9zzMMfD8sFlCTZgxPVnvu3fdbw/ZgUTLhvvhqSjrzna3aUEjU6uAXTCVhIFBAgwmpDhwqJR820jSGlMSMlJyU8/9su+H9ce5TR9/e4vdKvzky/W/7DmuBbXsM4U5g/19bYePrQtGtbNZk9/KApEAzOIQIgh5ERR1/Xk5EQSI8UVVQkZjMuSk2CyH9518OzZXzkzH9Air3z87JuvvpZVliJHfHqdqAE9MzW55UxtUqE7Nz8Fs3pcVLRoyJWYKGITVkFKxqCPN+6IrgGzy77+w5IiFcS8NmZRxbinH3yN0djzNXU//7RtzKiq/VtPASgV5JdgDSJkdHZ2mc12XhAJhIRADCGAv+3agAADSP4eN5Cho/Ubt548eY5hJQJFq5kXBGtrSy0PiT820NTY9+EHnyNG8vnkxDT3Xx5/NtGeaMIYIURXNiiKoiiKoqj/6rABTZwWl1mRj8QiXottdOngK+ZO33vguK6oEFpcCcV5xUl1dYd0XdR1Q+BZXWWRYVl0+dItv26trKhceNksw4hxEBGMeYbRNQMCg+UZQAjPsME+H9QgBwQ5pJokAUmamTgmTl/c11HT3Npy2eIrvv5mVV+f0ukzf/nLhTNdwJLpzcizHL6434DIJLgItrPmMCsx1iybrrORgaDhN7e3hG0eJjUvMaxp/Rc6Y93BnFxnw9GGu2+9VuBNCgiLCCuKnJSZ0DsQlSFCyF5YVBIL9YYDYZaDuh43EUmCFgEwuhbmWDxt7lJZNklSMsAoPtCb7DVlZ2WdPH5s+JiRhIQ+/+zdMVWlHf0BzRC8ad7u1vaOjnDZ2FGt3XX9MTm90N7b3pdoyUqAyd2x5pjatVupMVcmC4K9Ndb30KpDBVk2n+KqyDSzQLzYXLP46ivMTvOvG7ck27OHlI1hWElRFQiZ9PTsptZ+BnEAGADoBGBEIIEIYMMgOsMgBRsI8RFde+6Fl4+dOM/yHrMlScd8X78/IdF8pqb9/seWhYIawk5fL88LmtPhnDdzhp0TgXFpjwdd2aAoiqIoiqL+fb9nwwSGcCYeQWQ3WThArCy89/br7RJy2x26AhkuUdUTpky71Z2Q7vK4ERTCgbiuYJ515eePfv6F5Z39EcKJLGIJAYqiqopKANBUhUEIEAwJMDSsy4aZN2sKYjkJGya3K6tw0Kii8nG7dx34dff20oqKR555qUMBhpUlFmwQNSs/L2dwliWHTx+dppuxYcJRbSA5JymxIDFnjGPcVePENK6jtyfU6bd6EqLV/S7isfOMQaQosiPNAVQY7O9t66hBFj2ox3nBHeyP6GGZUwgPDRCPw6gg6E6zYTFjSKI6I2YCqcRgMzzeND3ur7+wv6WppqOtKRoJBHzB4txSgThDvXph8ZDO9tbsCZlSHmrra1biwXRvsjmSzLTzHfvqT32/o7uu0TUiOW1itnOwyZotR3Ml6+TSbw6FztWG4gGbAcQX3305xMqhmF41c0HV9EUmyYOIyAuS2WSJhGVDYwBBBCAEAQMMBAkLGTkWQQgOhEOQEbuC4R9/3Xb6YpPZkcLxTl0XLJKHIMYAbHevsmdvfSho9w+YNN0ux3BeZsbiuXO8JpOIDZZladKgKIqiKIqi/sNA8Mwzz/xe9/6tsubSqUcEA6zrekFh8XvvfexNTMEYYUziCgwEeyBkdRVFIgFBBFhnFJnJzE779LMVFcOHu+0mgeUgRKIgEIJZFmFADIC6ega+W7dJsnh0HQDViuOcphiABMqHl0QiYYsjYfPmH1wefuk1iwaXDm4MyoQhXQPthNX6Brr1oCqHI2bWBOMkHlH9FwaQwXJYjofCNjvJKEpQWSjKfKRTDrf5jYhy6tiJgK83NztHErgvvvzEZGFtVrPb4mWiwZ6aHTASmFReHOnriMbavvnmx6ljS8O+VjXm23/geFubwmCz2SwZWq8W76yuPlQ1K+3BB++sqznz8KMPnT59uLm+Gwpsd0t7VmlKc3NLWpIr2BfxuDzNDR0NFxvDAxHOzKUUJ7syXANhH4lhRY0PNAZK3Dn1J5vvuOn222+8/6NPvjxz5symzTscUtaQIZdB5PBF/LKqYiwyiFHUOMezgYHuP9x6JQMBAwkCCBAECWJYqBuA5006gAcPnfnww69F0RUMxM2SJxpVDQ3ElB6ny2WSnHm5Q2RZlSRMSDgpUXry8QcEliUYMwggRFuIUxRFURRFUf9xIPg9zy3FAPxLQT82gK4RrBhw46a9j/zl+fHj56oaF5YlYiACdELC0XDcYfYKrMFLelzuy8x2Vl84sO2Hv2mqAgjCBuRZBBgDA4IZ4cDRC/fc82xa5vBQOJ5hH1pbW1NQ4lh89ZhxE0p37Tr87Tc/sLz63fcrBw3N+3HdRsbj+OTLlX99/Ymispz6pgaTh2EEU1ZGPkJ8Y30zBFAShHggQqLY3+AX3azVmZSRlq/5jZrdez57b15piXPXptPPvn8qM4OvqVFDYZCcNjLdW4bDNTcu4lmt1spYjx++mDMi2R/1ZycXd9e3CSLL2Qu3HSYnLsSHVk6qrj3QXHPYabX6w71eD1Bi4I57p15sa1q/pdEwMwk5GQajFRbm79+7H/hV9/BBqhDVxHBWXnrt+bOsjoyYLrEmhmc4Gzd8dPmeR7eu/fa7yeMuDyvxF154cfkb740dPzsza1BXvz9GGAMINjZJ9sftFhM2Qhynd3Wc3bP7Cw4RFmFIACQIEBiOBzUDWW3WLdsP3ffgM6XDxjY2did60w2DEzgJApYx98eihqaIbrtHNXoEcaCl+dxD992zaO4MZBCGJQRrENEOGxRFURRFUdQ/LWzAS7eHkGBgaFgzAKMS7ocft658f/XYMVPONyoS59b1uIH9JlFSIhwxsKL0paabw5HO7p6GBFP0tVdfT0vJEHiBEIwQ1oiOEXf6fPPtf3w8PWOobjBMgPUkWMZNyc7JS3zplTefeOLJt5a/l50xuKWjvsfXoETDU+ZUTJs1ed7l01Ws2VOsGYOzoprSHwwRQCAx9KhmSLoaInazADnCi+ZQICQT1aom6Y29b/51Wmfjic4LNt7r5fhwV1d0YIBtblJaa4OZzvj7r+ZpoYtunhFZd3esl7eyRhB6RCskSr9sb/YX/vm5XxTRrKBo6dBst93rSGYSHUlyMJiWaY2zoVdW7EgoSowgGOjuFwQOcVxqQWZAD6lazO6UDKhpajwUD2AdFmTmxQcMfYCIqvT5k+8UlY640NLz7sdf79p+uChnMI8RxpFp86c2+6IHj9c7pcxob9hpM2MjGI/2x8ItO7Z/zkCDhQaEEGIWEKhBrGjw0JHTTzz5qtmawvIuUXQocYNheVEQYlEZikGBtxHNrMbjiO0KR88uWTxz6eKrGMyYBNHQY7wAIWOiU4iiKIqiKIr6j6Df+f7/kmQQAoBHjK7JEoOWLJpRVprb1V4DgUJgQBQYXRFF0cwJmsPhTkrIT0jwpGe4Xfbs1rauKdOm9/UHdIwgZDFCDMMZhuH2OBCj6ziakGDlmD6ztW/mnKJwpP2RB+8PDPTcfddtN994k81UFPCJuXmVr7342cyJi63WjHHjpzNIPLvnbHdzp5UVywpLUhISUzO8AobJWVIIDthzxJhDK5pRnDHYXVyYrYSBhc/p6ZB27Y2vWtGx6r3GX3+pObD/vMMp3nD9FVbREvV3pHlkC4owcq+N5xMsOXYhEcY0HPFx2kCiXRMZMLwsZ8nVC0Jx7eeth7/86vBbr2/c8ev5E0frXdYsOQRa63owg5OLvdAW00Cwru5Mb11zPDTQ2dgW7Aqz2KyFeEY1aUG+7khj066Gp+9/tnzIpPfeXz1q8IiWLpyVMx4DsyL3bFz3dn9L6723X12Y6wTQJ0oQMvKAvyMl2W5z8AwCCOkAGIRgAgmAQDPIN2vW33zT3bzgzsosNTRJUziWs2GDictaNBYxS96AX/b1dTNsDBuBRx665/YbbmARsVkkBkKBF7Cm0/lDURRFURRF/QO/48oGBhogCEGGEAAJIVDHRMWEGJBRNNLbG3rgocfjXCoDnVqc4VlBlkMmwcRCLhzuv3zJ+Moxg7//bkd19XqTaO7r8X34/kpvghMTDUMdIkYl7OLFN+YVVNTXNw9KSbv3T9fvPLBu8tTp36/b4bC7y0eOXfHmDyWDC1nR6O5p2XOslqBITePhcLg1PdfBW4EWV/r7+w1V580cAshpc3RFOj1Oewxjqyu1t681Hg1n8KnhusDy5+Ye2r29+lCKPeNx1agPRC/IWgQh0dfmM+ln3nwmwcleNOko2Esyy6eYXUVGONZ+4SCDOlXBeaEr/enXdxF3kZCQBqHFnZAjscTMCP6Ok0kZAyUV6S+vWGdN9zKpAkZYYFmJM4JBWbLZo1gFkCE8kmNA1Ezxtj45EGMZg5WYuBor4SaHDTa9eCSUbA6LcOfN8yPtrS3V1Umpac3+zomzJr6z8tvWBsVpk5ARNoxIoodb/uZzDFIBJBxj0nUEAbN6zS9vv/FBXlGZrAjhMOR4uyBZAYEMg6ORgNVmIoQReKjqA6Fg04RxBQ/ef6tZ5CCBCCMAAIQ6gBhAWkZFURRFURRF/Yd+x5UNAjCAmAACCQAAQoIYxDIQspBgLZ6Zlvju8jc6O08xRFPloKH1MVhhAcuy0UWLKqdMrFz1wQ+H9+9PzSgaiGi8yT12wuzahvZgWBV5i0F0ngVz50xb9+3nZUPyk1PT16zdgYB31aqvjx07Mmr0GAQkOd6bksFee/3UysrCwcXDOGCePG72yOFV7Y3hhuMdkX4SHdDs1oRQa1SV5aaLbfGYvb1TjvWxwR5F7g67czhrgag5tD4tpHI8RE5/sIvjLWYxx2oanJ42aljZBJcnwWQ1YYZE41Cy2VSdICS6M/PD0Yg3yRNXI7zEYQBGjZqQk1ueklZuErJZxh2NIMFis7oklQQ1HfT09nbWtnWf6mhril483w+BRQtzcjsOXIz0bm8KH2nr238+HIwMHVoa75OjTZE8sSA5pyQnb3hXez+HwtNnDNL02DdrNu7cdTwx0RHx1W3+9our5k0X2OiEcUOi0e7OjppJEypEASiqzLGibGAdcus27Hzl1U/Sc0oDQR0iU1JyhsOZYOg4Go2KouB2u+LxqB6P8xyJhpo1tfWB+2+ziBIDWAYiyBiQMQCCADJ0/lAURVEURVH/wO94GhUGOgQQAgaSS72qCQHY0FWW5VjEEgysJsnstG/59ceMdDc0gFk0jR1dPKNqXGF+wXsrVvZ1ty2cP/fyaxdOn3nZ6TN16em5X3+9prAoNzMrjWUgILi4qLi/z7d500YCTM3NncPKR1+sq71m6XUnT9SdPFFjsoC588e+8cbzbo/D3+GfOn7UsUMH51TNYYiZZRNiQST74wxrFhIsiemJ3gyPtzjD6bHZbLbO9vZhk0cBXY20aWqfOmX80M6e/oY2LiHJ2dt/yh+qi6jNzW0HOnuPKLGmqkkmEy9LvCBaTHEDy2FNC/ZroVZsdGsQtfUpew/7W/tqG5rPMCgUHqi3iNAqsRwXZESfhpXTpztee/WN3Tv32NO9AtCAEYmFg1FfQI/EcDSakZLO6IwSUzld7G2KeO2DKwbN99rK45rZZGZee+2hzFTbiYPHhgwqLS0dbLHbqmvO33z9TVCDsqyOnTCuvaX2zMmDPIP/8uf7WQ5wgqRilmXF5e99vfzdz7MzygTBwXJWCEVMGP/AgCgJDAsA0UIhv9kkWMxKNNLpcBgvvvDnJI8DEYAggMAg8FL1FAsIQ1v5URRFURRFUf/A71hGpYEYAiwkDCIMwQACApBOsA4ZCAjEhIWQCUOydfv69979iAWpXldWeVnphLETH33kKZYBsy+bMGrUkKdWrM7Oyh5cnP/D2vVWE6q7eNTlEt54fVlhYQ4DBF2D/f7AI8+8WF9Xk5M9PCM9d8H8Gft2HT5y+MLd91zZ2dWZlpp2rvpgRlbe+epqT0KS0+n19QfOnmuqrW8ULFxXT3Nt9X4ZBd1umy0xHOiJuZxpumwqLh08eeTw26649aev3g3HfqluPHjgAJOdMxhj1NMT4ESTySkme1PkznMP3zyYjbUbwbiihqHIEd1hZUwSiSp6R8CQGvxpO4+pDQNKT6TVarXlZGYKMNZQ5+vpq6+6bBgnsB++d6zPF+0ItS29dWmrr8WaSpJTPAywdbT3NR5tlix2QXEXZlQacSYtJT+oxouHDy4dMTRDdJ48ti0vw80yXF5R6WfffN3k63R6E+dXXbZ65Zd33HjDzn2/7juxD2vKFYsX3HTD1aLIxLUYBvyeQ6feXvFFJCpY7UlxH7HZ7LF4nOUlyDAEELPF7Pf1SSKn6wrWte6OX0aNGvHEYw9mpiUZuooAZhhCgEYgwYSHQCIAsDRsUBRFURRFUf+ksBGFgEGEQ4QBGAAAANEA1AGCAEMCWACZEFAEhvOH++bNWTxpzOLzp5sHD8nz+3zjx05du2btVdeNRWlj3nlrhSLH87IzWSwDMACMyL49GxvrawhBvT0DSUnJAzq+7+FbNqw5dNMNf965c2dlxYTbb7t5x47N3635KT+3qGSoa8HNl69c+e7iRYvffnv57TfdmZqc+9UX3+7ff8AkcbyEk1Mdu/fsauzfDYIGkMHDDz/55FNP6UTmWeGHr95qaft40aLRR/d2f/nj1gtnQdWk+ff96fmSssHEAOtXv/H9ew+6RSCoQBAAsYJ+P7Ag4BSB3QGg1XOswfb4X/+WO3KkDPWnnnrorVffTnCAm2+cXFCcnFEIDh2seeX5410d/RoLL7R0jhk3CvBR1yDBZrY17+pzmwvzkofmpA81MIrpscR0hzfVlpzsDAYHtmz68akHX1y1/KuqaRVdkeYb77njzc/Wzpy/1N/Zs+7Db32N3Yre1y83bvv1Z6/XFhwIW6w8wzKPL3tx284TQ8smnL3QbbWnCIrI8bzZbG5obioeVFJbX+NyOaKRkMUsyrFIPCZfeYV3ZtX07MzcaChmMQsIqRDqBKgEMBiIBIgAANrPj6IoiqIoivrnhI1/69JnwX9VfKPrEU0nDG86fPT0jbfcXTSo3GR1xGX16isXb1j/8zVXX8WznpdfXS5JbozMGiZxrV8y6Zrc0dd18em//HFW1USr2aaFFd7CbNz26wOPvaCq9pKieXlZYxprLohid5/vzBOPL121av3s2XPbu2urZlZu2rxx2tQr9u45ObJi4ptvrhK5VLvd1dh0kRFBXf3JWKQLEKM4v+DOu/9otwlfrf547ZqvKiqGzps377qlS11OO4QoFlOtZhuEWFW1xsbmhx74U2pa0uWXX64pbNgwWInlFOPMuVM/blm/+oNVBXkFUaCYGInBTFiLNTWe++jDVRcv1mlGVyzub27qb673q6rty2++feKpBzkzx7EWScrNTqt02VKjkaCuhbARnjJtzIhR6T2+uoA/vHjRtatXbxsxsvzll1+4/PLLCgpzamsvZmdlH9y/X9eMn3/eHI1Ep02Y+NRjDzgSJR1pGILjp2vvf+A5jB1ed24kHLdbLH6/3yy6GCQihpdlbLHaNT0ajvbYnRwBvv6BhkWLpj9y523/51ihVVMURVEURVHU/6CwAYAWichmi03WiYphxahJJcXDwjH56iuXzpw+ob299803vvUHOswWJ8+kyVoYMbpVcnR31w8fnvDT92sXL5r5zDMPAxkZTFQlMYNDn372/cvPfTVn9h86W7oELupywxkzhn73/dYFCy+z2plhZcUDgf7tO/YkenOOHq6ORnSzyX3Tjbc++OCDVpfbJAlyTGagEA6Ejx8/0N9bA7l+iwPcc9ed11yztDB/qIE1FiIEed0wCNF1zdA1fdasGX/+y0NWq4UQhrFKvMhLgDGIvvi6q0/vP8azvAaRxEmMAToCA4JE7CYHAPitt5atWPFmW0ukrHT6iRNtZqtYODgvPTtV0dVQKJ7oKRBgQk9n0GIWWD7S01f96OM3r3jnjYXzr9EUYdaCUc2NHa3NPW0tvYkJ6eu++yE9LTUY7Dt3/hjLag8/8sAN1y3BuhJVopLF0dHTW1W1yGTLTE0cEguzdps3FlZEwURIxMAQY4AYTtUVQQCaFhBNRiDYnJpqef/DN508otODoiiKoiiK+p8UNv510iCEYFVFLBsIhUSzRYfMoaMnn132ssvtjcdBelp2IBAJh5V4DDpdpikzBjsdzh1bD+Xn5xQU5L384jtOpzMWC8TjypOP3Dp95kSdxBmeaNi4WN20/PUPGht9SZ5Mk2CePWtuZl7S3v1bZs2uuvvu++69786vv/norjvve/edVYFA4JqlV7Q1d+fnD8HI7E10vvvOysz0/I7WPoEz+fu7Fa03Guv2+boZBHUSyEzPrBwzNjMz025zDB02VFHiby9/Y+fOHe998K7NZlWUMGcTYqrCq1gwmR994qn5VZfNnjGHs9r1mH7m6JmugI/hHCeOn1eV8NGjOwVe8rqyDTUhNTUPw5hOgqzARSLx1LSExVfONEuuE0cbN/90yGGXFL1/yZVTcvPSg0H/7t27K0bl9XQPuBxpsSDmWPb9976CABs4snDRtPsfvAUDVddiDMOdPtfw1hsfnDrfmJhSaJKSomHodWUH+uMMMRODgaJfVVUAicfjDAR7BUEPRbpUZWDKlPJHHr2L54FIJwdFURRFURT1Pyhs/B/BAwAAFAA5qOkqI3AqNuKa0dzeWzV9TmXlVMPglLjhdme0t7bdduuVBcWOr79adc+dDwUGoh9/sqa9Mw6gFNf1jKzMXVs+W3rNkqeeuKW7r8vjMTFQ4QD/w487rlx8F8D2CRMWaNi4674lufmJ589d9Hgcff3NvV2xbZsPmczM1ddPC0f6p06c8dyyX5/9620rVr5x1x/vMjThxmsekgQvxzAsr3rc5kCwlxV1lzOxvr5B1eKE4HPnL0aiAV0OAhYJoiiauGjM50pO6G1u4QRRU3QAeUAYnpGwYBWAkGB1ZhaW9IfZQYOKIpFeSSRtLV1WMZGFCYYRLx7inTNvfG5uWu3F9h/Xfz96YtKhowefeeLNl5Z919TQy7C4uCT1ppsXPvLnu99Z+eJLT6284oorX3/9DZvN7vP5du7cdtut17/0ypMAKSyvsxCEZOXggfPXXHPX8OEzXQkZPT1BgTfxvBAOxK0mJ49s0aCqMuEErwsTRY71ExgReLW940JJce6Kd16Q5ZDFLJgF2kODoiiKoiiK+k9h/7kfr6oq0IEgshhrLCQM0rPSEg/u3/Xkky82NvWmpmbFI7wowfQM+wtPfDB+/OCmunPbth4z4iZJYgNRXbSkNDWHC4omf7F6/Zlz+595+o4EdxYyIGSEBXMXnD1bvnXr/q/+9m00bvp6zVcjK4YIonTmzKlbb73xw/c+k0Ru8aL5muyfPH7iTz99P9APXnhuecWo/Lq6Gr9PsdnsusJBxOh67OprZ7W2txw70gKImJ5q8w/0YoLHVhYTqGEQicoxj8fb7++2mjkNsMYQhOWw0+3tCUSQHHfYHEEZeqx2HJM5mweLsZCssgI/dPjQ7p49DO8yVFEQ2VAkMLwi7ckn35g2pcowApnpoz/66JNDh457EmxdnX45Hj57/nx754jrrr2hpamvtTHy5WcbABaDgYGsLM+GjV+MHTuc5VQIMTaMUxfOf/XVL5s2nSkdMlsQcnq7DKslKxofQIxhkKggmcMD7U63ZyDGRqNBXsC6ETQMfzjse+SRO2bNmMizhGdFSDCdGxRFURRFUdR/0u/YZ+MfgxBCCFnAsiwLIAGIMBBABDHAAi9Omzply9ad3Z3dgigSHZYPK9ONrtmzJn33/Zd333t1aoZnzrzL9x867B+Im6VUOdaek5vGQP3xP/95w4+/LJh7ld3qVOKG2+scVTlkyTVVDa1nf1r/QzikdnX2hoPxkqKySZMrm5pOXbN08YG9xyaMnbH8rQ/immK1MYmJzulTJu/fU9tY3yuJZoZT0jKdVTOmrd/4vWaEn3zqzsox5Ymp9klTRo0YPbK++fT4KaVJqXbRwjk8bKLXjhgpEotaJZialWpzO3OyPQUFqTlFuaWlWekZ1nsfvvbjL7+47Y6ru/vq7rx7qX8geqG6wWpJUNSIZgyMGjna602+WH26YsQgm9VNALt334F5CxYePnxSUXTDUGrrz/M8fG/luwgzNTVnLl8y++VXH5wwaXxhcSZkoKKqvX3Ba6+97dEHnsDQkZ4xVI4xENgEwWYYEACCEElIcHZ3d0gCl+BxBCJhltU0LUhIqLHxxF8eu2PRgiqOBSwyOAayDPpdGz5SFEVRFEVRNGz8l0AAQAAuHY5LACJI4ASEmBnTJvX09h4/ud/jSmmu76yaXrlt+7brlt7T0xutbTydnJpWd3Gg3xcEMJieGlm8cF5ddU9a4jBNNn+3dn0wEigoyTRbOFmJCKKpauqMmTOm1144febC3mjEv2v7gfNnmxISUiXe3to0wPFwINg9c+7EBYum+Xy+1OTCNd/8FA1hluFCkYFbbltqMlt+2vBzSgbv80U++OCDoyd2jhg19MyZc8lpzqqZIwFUFSU2fuKI4oLsqinz6xqaF8ydMnP2zMaW9lEVxVOmVO4+sD8jzWHovvScgrbOWqsFNrWcd7lteXnZ+w8cYpAAkaHpQVGCgwcXHNi//4orLtuwYcesy2bu3LNlaFnZd2s3u91pEGO/v/nw4c2trRenTq18/e1np0wfBqDBixAA7PMFN/609b67lgWDpszMkWmprODdBAAAIABJREFUWaNGD5l92VS7wxaM+KLRMEIsiyQtThjAM5BVZIWwIZMJB0OdSYnSC399aPLkShZhBHQACATw7z8MRVEURVEURf3/908uo8LMpVdbCAgDAWEBNHQNQUNiEeOQlj11T9Xksau++KK++cKHH/YJPGN2uDdu3tfdrfv797U1HrcLFoEX77ipymJyiRwoKBvT1xdobK794uu932/YUVySccWShaNGlPMSLirMf3vFK32+1muuvr6js6Grq/fAPm7rlkMWs5OXpNy8ivrzsq/rpIEjBw/tq284Y7dkhaKKJ8FdUJi0d//JrJykiROGOa15p09Wx1VOU/SBvmhGltdqsrU0tJ8+WjN10qSDu7YPWTLSZXYqEfncybNEQwf2HqyaPLq1uTvZ5RAZff++YyNLC8ORmE0QuzuaKiqSLptX+cuG4ybeocjKL5t+ycnNqBhVToiwdesBDK1TJi/56KNvIKeePr8t6G8O9tdefdWVOzf/JDl4jHXVkFUtvnP37p1bd23feVxkkzxJJQzxaCpKcNtuvG7BvQ/cN3vu/CXXXPPX5z/ubItHQthtT9BJECI5FBsQTB1Wq3vpNUsmTRohCSyLMAS/7d4hAAKA6DG3FEVRFEVR1H/SP3llQ4cGgQRBBAiEmMEG4FgOIQSwzrKAYCUxKePyxTOb2qvrms9bnO4tu36cWFWmRsWzx1sQ6rKKzOLZN2VmyBwDGprr7vnTjcdPX+joDrtc+RZTytmTde+u+PDgvoNVsyoAMewWj0VMnDBm1tsr3hwzrkwHciwePHfuYntr9NzpbjmkHTx0NDUls68n1O+L2+2J8biSX5BeNmLQ2++81d3bfdVVVWu/+am6+vzg0myB54aUjOjpbc/McgwuGUR0zmJmS/KTGGT+7IuPR4/IbWisgzyvyn2jR4/YufdoLBIoKcjcd+D0rKkjU7zJu3bsvO66q8xmsXx4xYYfd1gkL8sIiqIaGsjOytz4889tHb2NTYHNm44ePXCyu68Rsj6W6UlLdfz0/XqELREtgiAHkDR3ztUrV652OrOcznQDMwsvX3DrHddk5rpqL5wdOawiOcVhd3FmM4rH1fPnmsyiS1O1SKTXYo/ruGt4eerzzz8+qCQTIQKIxnMIAgABBICBgMEA0nUNiqIoiqIo6j/pn/xKqQODAIIBuVRKBTAwVJ0YBsY6IBoCumgKGXrs4QceHTthTENzbcCf8OHyU5s2HcZYAfGkyZUTK0Zw+3b8jLXg+PEVK97/9PT5kxiiuA5UTSgqrBxZPjsaMJcXzb3j1j+tXft5JNqRX5iwZ//PebklKQkVxfkTRlWOwqA/EG3dsuNzf3/z2jU/b9t0lmiJ0SBvsTgFUTpy5GwoqJilZJfNAwzObnGXDx3l90VysjOAISBsfv6ZVzdv3JXgyqi5UNPWUh/w+1KTEkeNHJmVntXU0BqXDa8rIxY07NakMycbIB4IBTohUc+fOfnkU38OBf0J7kQ5yhLDo0QdO7dX/+XhN1etWnfs8L5Tx3fHFXlYxbiRI8ckJ3lvvPGabds2S6IgikpPd+8HH36xcN6tkaBz9rS7o0EvIol5+SX5JZ7n37jZmd5hc5IP3lnLAdOh/fteffX58uHFAMsYRzEMJ6bwnb2nps4quuuuG0ReZ6DBMVjkWYwNQCAgCABI94ZTFEVRFEVR/1f8k8uoJCD879SDAGQgBAwAgGVEAABiADagyAKA1acfvX9O1cnLL18yZtwUycrxTsFm9U6/turRR1eMLUXBeJ+qRCpKPX+6+/Jffjn64/fV0RjrN4Iqz1kcI6bljmgNdt9y3ztq5J433n7yhlvufSS3qHJQZVLykPS8qQiHEq3mUNrcruDB5tbqC/U1ABCTix02tIQ0WGvqFI/FAYLJp4+1zJo16fsfBoaVjZg4qbKzJ9oTbDM7p6cXlOLWlgHV6Ak7Zlw23GT3NgZML7326rJnn2/txYGoWeDYYFxXRLcqKN+sOT1x4qSAz9x4AQ+0WR7/08s6Vju72nu6gwYW5Jiuy1JuQWlh/gRRlCSR6+k/s2/Hmv3Hjg0dksOy0WPV+/5wy31nzupjyqZLKaN4U2f5IFw6ZORnG/c6ReRi4wWDMtJcsCAXbdp/uuG789MmTWtqYyJ+EWhxTmxX4n2NDQ1PPn3n/HlTWeD87cEzDACAgb+NBFo9RVEURVEURf3f8k/rs/Hv+rdfRjEIAIRhGA3rBsbdPX0bfv71409XZ2eXWK3e4pJhe/bsu/aykvKKodUX64uKKr5a/e2YCZV/W/ttQf6YIwdbEGM1DAKgxhCV47Xmzlo53tPZWjt+wti9u/ZjYBqUNzo5MZ8TLYZsYk0+AxiBAIxEotFYb0fbBR23u1zYLNo81mEDoQazxWw2W9IyMkwWixxXGJYtqxhhs5tb2zqHDCncvnnPrOlT1qxbnzNo0LYdO6umTd/+67Zpkye3NDV2dHd4k5Pau9rl3kaOk6JhRdVgT3cvAlAwW4kOOMFlMiXYbV6bLYEwBiEhRQuFQ30tbWcERn38qWfDofCRQ8d9fYG4DBzpI5QwL5DQ9TdOMiSusbmuvDj/o7dXzaoaP2lSsT+iRLBgdznfeO3dKxZdbRLBr5uOXDh3CqLYvLmTZs2ekp6ewHOIhTwd/RRFURRFUdT/Q2Hj34kfACiKBlmEEFSxrmqGSZSOnKy+/vo/cJx1aGm5KJqG5gwihpiSYT5fv//QkcMvvfT6sy88uWzZy3Pn/HHpVX88cPAIEiwOJETCMmOxKlqkMNVxsf7U0bqTqq+fMcCg0krGas/yFOigj0BJVe1x2QBIZtlwzcVfyis9X37xiRLiV3363dGjR/ft29fT1QtYBqiqIzHZ5XKJJnMwGLRarVbJXF9Tl5mfG9FUe4K3o7UtLTmlv6e3p7OLl/iAvx8Yaml5clpazuRJM21W7x2332uyWCtHj7dYE2JRwkCrrjIKlnmJ4QRcW3+g4fxRwLCcaNVkdXj5VIe5UBKS47IKuSPTr3tozy9r51YN8XOWDd+vfunum177aJOvP/rNW/c/8dxfsTvp0Qf/tHLFqjMn6sxmayTYL8f7P1v1VklxFiEAYKxrWBJZOvopiqIoiqKo/7fDBrn0lxjAAAAACA0AMYahsPzBB6tWf73O6010i6XBoDxn/ujkTOz2uPp6jTPnLgwfUarqBgRaXUOrmc04dry2vy/IMRACnmOcqhJRtT7DUHr6uhAb72w5r6oWm4txJiR6XDkmi40TQFzuA6D7xOlfbrn5ugfveczjTtV1g2UYAEBra1d3d9dzf32BEFA6pNQwjHg8DjFSVN1ktQzIYbvHIwdD36359u677s7LThdEU0ZOZnZ+jkVQIRT6+0KPPPLMrm17RlSOIRBhzIi8PRoxojFVVqPtLa2haFQwKxDH3d6cZG8uxzEca+NIOjQssXjw+ddHAot12XMvJXs8t912vYnltEhccqZ99OnX86ZVJiYK/cHI3r1njx45pMTl4MBA1bTJt91yfYLHiQ2N4xHPAAJ0BtIG4RRFURRFUdT/22FDU3SGYQg0GAYZRMcYY4gIRhCxmq4rKnjssSc2bTw7bfqoAX88J7PC6XTv2rfx9j/eMHRY0TvvLs/KSXB5hE3rDg6unOLr8fe1tPR1xjUuk8dSookzEA7iWCTY6LFiDG2Hj23v6WwDosRJIlGjQ4cPdbk5t4Pbvm3znFlzP3r/PVVXASYIIUVRJMn86aefdnd3L1myJB6NBQIBh83d7w+a7GYsMGa79WJ19TOPPb5vz16n1UoAwJDoBCIU7/dFKyunpCTnJidmcoLY1dUVjkZqL9SrCgGIB5C4UzKHDBphtZmiobDAehlk6u1r53gIMG+1mgPhzqgg3HF5gcPtWv7BmqH53seffXbpHctumz8p2N3/1aazNicQcHdhXsnuvb9kZiU88+zj2enZhkYEjuU4FA3LvGCwHGChhY5+iqIoiqIo6nf136Cp3z+EIEIIGIYOAGAQAoCwCEFAWAQRBCaBnT1jWtmozB27N7a3hCIhNhyOsCwzrLRs795D+w7+8tjjD1ysbisbXYqNnjFjysaOm5iRlZHgYaLR3h5/sKu39Z67l/b2DIRCghLFudmlbm92SkqeILgs5sSOpu7enuCZU+ci4Uhj40VRRBXDy3ieMwwVIQiI3tPdsWvntnFjRuuGYjYJhGCrzapjjRVQOOrv7Ghuaaq7+YalPIIIAk1XGQboQH7hpRd3b9/v74/X1XW0tfW1NHWpMnI50jyJOTnZgwcNKUtNTTWbHP09cbMpJRw2YrIuShYAsNPD+wINDreQlzYmNNC66KqFh45cSE+ylJeVJqUk5uVmHD123mBcPR2NZi7K8fj6a6/6y6MPuh1uCDRRgAjphOiiyDGQ1TXAsrSMiqIoiqIoivp9/Xd/44SQAAA4ngeAAIAZhAAALIIAYIQAADpCqLJy0OjRX65csfqVV94WeGnokImffPS3rp6W1IxkBjgP769t8beOHe69YsGSyxbef9dddw0fKs6YMWH9r+3bNm0QuObjx7fnFE61iZa+vojNnCWYpSQPlBVNGsxpar+udypaZyByzjB0hmEgAJhggeMYyHgT3RcunhsI+kwmE0SQ6JhhIIAGZKDZwtfVnRs3fgTGMmAggqzIsToh7d1t+w8dTM7IsIgZkpiEoJSYmG5gpKlEiWPDIH29AVcCe+89C5975lNiqNk5juzsjKNHzshxpq/fZ7G65SjTdmoLduOzF9uWLJj108Z1D/zp4Snjx6z95lhUhQc3bx5amvnnx54ePWI01oGqEFGEEDEIKACqEDIQEABFniYNiqIoiqIo6vf33711G4YAw0s9rS9d6O+ns5K/XwZQTQw2br99zsnjP7z2+qMA9dY3bnK5UaBPeOnpr6dMmjpt7GKzlHf4aK3Igsx05wtvveyPhHZt/fzWW2dr3MDjy669fEm+Tlqzch0ADRDYJ6tdcTUAANZUpKkWSUzSda6irJxFDCREYDkIoAFwfkGh3ek4duI4y3MxNW5AohkqgTgaDXMc8vX3zpo1g+dYQgzDMHTNgAA6bOnBATy8bGpa6iCHNTMttUSWmbhMNA0jFvICm5qcaDWxTqclJ19CXMfV15aL1r6nn7spIy1JQHZWT1aDKcDkNkkJSZKYauNFc3JIc323bmuou7sk1bL281e++fqzsvKRRMeEaAKvM1CHACPAQSIBIgDAAUAgNOjQpyiKoiiKon5v/933bBiAgN86W18KGZf+/ZekAQAABMchsWCi6yACIUOg6dTZU2vXrd/4036AbXZbUoLH7cnM6+pqmD5xaFKS5/DZhsqK0ppT+6685qqXVyyfNX2kxwYaLsgWS7ZqyP2Rdm9SysD/au9eg/Sq6wOO////c87z7LO72c3mYpINhCDIRUlbinILzADVIpS2SmE6U0wvDrWXF1QGXna00mI7tdMXtuib1tYKbUfUAbnU0cCAKDdBgykVIgnILQlJWLL353LOvy+yMIGpb6qMcfh8Zmdnzu6b5/nPmbPPd3/nciD91x0PdmerKg6PjzcPb7vpvx/Z2ul06twURdHkOsfQ7Xc/+Td//cWbv3jjTV9ot4fmpxdHh8dmu7O5ymUnfvK6T/zn528sQypzFUOr229S2eqlsGXLtT/aNT3aOTqliaocyiEPmoUc+lUrVVV18UVntMq5WHbHxzu33n7rNddevXXrN/fvW3ji8f3dhZE8GI95NBY7Wu3YVFP7Dvxg1XC1amLFmZvPuuy3Ll022kpFTIMQQ9XEfpGaosxNrnNTFbGdmxiXkq0fYj+EYXs/AABvqiN9spFf/3Xow3IOKYRi6UGAIeXFQejPp1hWzfIyjJSpeNdJp/3Vddc9+r07r/+7P2iP7779nn9+8vEHV4yO33TzV790y73vPePypx7f+55z3rtq3bqZPYOTjz/jzq8/dPLJx995x63fuOv2Lb/3wce2f6szOn/qacf3BzNN7sYqL1/ZGRkZbZpQxCqEmHPKIcZQbti4McT09a13f3fbth/s2PHkjh1PPLnjqad3Pvzww+vWrw8hNU2u6xxjWRRViGFmvnvU0W87cGDvyNjIihUriqJKqdXUZb+Xer3Y64WhoZib2W2PfG/Tpne++Nwzu597eXx47eqJlZdddnZVzoW4J1c7UuvFXm/P4088cPpZ7/j0p6//t3/97B//4e+ODbfKNF/Xe6r2oCwGrVY/ptDU1aDbynUVYozp1eFQKEN2KyoAAN50R/w1G4d9/zG/DKk1FspuaPoxVTmkXDeddur3Q1GUl7z3V88/56z7Htn+5RvveOD+ry3WdW+h9/d/+/GRsaGXZ3Z/9Za7PrzlT+/9xuNP70whje3dN/X+S9533z2PfOveB8/b/BtPPPY/Y6NjZYqzsy9MrGg1OTQhxJhjDiE0MYe5uel7tt51+aUfGBlq1f3uzNR06C6+MvNKOVxNTR9sp/aup599+4ZjQ05lCDHkuteMDJXtdqjDQpN7U9NTTd1OsV0Uo63WcIi9utfb+cMXr7ji3Kee2rdh/aqzTr/4KzdvPenkdxZl+5Zbb5uem8q5GRtpbThq5S9vOvWC865at3Z5KEanF2KnHauiKmJZtUYX5heHOlVdhxTLlKpW69UBUGyW5kM5hlDY9QEAeKvHRvHjQuPwBiljCJ1Dc44YQhFSCKFdhZxTCO3lQ+3zzzr3wnMvGAzCjh27PvuZf/qPf//S5LqNuZkvi6HPfe5f9r308sTEynu/+fjwyKqX9y2ecsrkKSeesXH9SXuevb8/n+pyoVvPvP3kE5oYUplyCDGEIsYQ8gPfum98pPOBX7s4p5hSCHWzf9++U3/ppP1TU2W78/yLu/fu2b9x/XExFSGEIsaiTHXKGzdsKFIIcVA3/YVu3a6Kqii7i/M5z7fK+P3Htp977rvPv+D9V111w+7du1esHH/wwfsPvLx327b7p+f2/9Gf/P611169ut1etmzZoTvwtqoitmIIIaQihLEQQmc4hBDKovXaIr26TOkNywYAAG+qI/2ajZ/Ea2+tHwfdfi+lqipaCwv9qam522694zvf+f7Tu350YP/U5OTR3V6v3V61csWamdmD77tw8/HHr733nm0PfXtXp7WmCXML/efOOGfyU9f/eQg5Ll2d3oTYTE8fvPqaj7aG2pPr1y0sLgwPtUNdt9udftN0+4Pnnn/xYx/7+Po1R4UcWkWV65xCnIv1HXfe/eErr9l0ynnDw+urYlnI7V5vsd+brYrBUCuVrbnZud3z8ws5h263Nxj03n7cMUdvWPfu92w69bR3HXvsZAqhVccYY865qqqUUl3XRWFSAQCA2PhZmB+8klIRl8Y4KcV2yCHnUBRh51N7brzxprvuumvnrpmQi8nJtWvWjRVlHu4sX5wdqYqJfj2z85lH/+zay6/c8jsh5FenAk2ITbfXrVrtEJqv3f31T/zlX5y7+Zzly8Yee+yxXzz11IsuunhyzVGrVq8uQtk0uYxF3a/LVBxsus/sev43P7hl1erjlk8cMza+aurAweHOcBkHi/MHF+Znn3th+8GZ50eGR8888+wLL7zwggvOWze5PMYQY2hCP4deDnV7MJxSSikdCqqmacQGAABi42ejDjO5CTHElMomh6bJMRQhp5xzDjnFMsS456VX7r77mwcOvPTQw/ft2fv8wYOL0y+HZaNrVr9t+bbt937+C5+66FcuXbr6IYYQmhDyoBks9BarVuvLt3zl2w/c/5GPXBmaptfr3/CPN9zwD59JqWhV7UG/X6VWEYqQc0yxH/OTO3ZddMmlq1ZvGB5dmWO594W9qUh1b3Ht21acdMI7Tj/jpF/YdOxxx50wMTEeYxlCDiE2uQmxn1LT5H4KIdbDh0qjaZqUUowxRqdGAQBwxHlLPNytCFWdmxhSDEXKTVPXsUi93nyn06nrpiibhfn51avaW6749bn5mY9e9aGF3tygn3e/MHPHbVsf/e5Dxx4zsXrlSHwtyvKhAUfMIbY7nZxzUVUrVq6s6zw/tzAxMTE9O9dpDzc5FyH2BnUxlHKd86BOKc3MH5xct2bj0WueeOrJtevWrz/6mMuvumLz2Wee+I5jhlsx5JBiPTf7ytiy8brORWoGgyalVBVhUIem37SqarG70GmXhxIxpdQ0zaHzqezKAAAcad4Sk43QNK/fPnQT3de98RxTziGEJsQ6hpCbmHNr6ekesc5hrsjLDlu2EGLuDvo5hn6un3322U9cf93mzWeXqdi5c+eJJ5z4od++okipXbZiSLnJMYSQY4ih3/SaHJ/44Y6xiRVr1q4Z1E1ZFjGEIuQi5JhDjDmGvPT4whzya+dthRzi0h2AY5QWAACIjSNEfVgkvCE53rCx9IE+5JxDLpbOToo550EK1WFlEmKM3UFv0NRV1RrkZrHX3b79+y8deGn9uslNJ59SxFiE1Cpbhx5+HkLIh051inW3188pDpomFLEsqhyaIuQUcnHoYYW5WBo35f/jFS9J9lsAAMQGAADwVuWf5AAAgNgAAADEBgAAIDYAAADEBgAAIDYAAACxAQAAIDYAAACxAQAAiA0AAACxAQAAiA0AAEBsAAAAiA0AAEBsAAAAYgMAAEBsAAAAYgMAABAbAAAAYgMAABAbAACA2AAAABAbAACA2AAAAMQGAACA2AAAAMQGAAAgNgAAAMQGAAAgNgAAALEBAAAgNgAAALEBAACIDQAAALEBAACIDQAAQGwAAACIDQAAQGwAAABiAwAAQGwAAABiAwAAEBsAAABiAwAAEBsAAIDYAAAAEBsAAIDYAAAAxAYAAIDYAAAAxAYAACA2AAAAxAYAACA2AAAAsQEAACA2AAAAsQEAAIgNAAAAsQEAAIgNAABAbAAAAIgNAABAbAAAAGIDAABAbAAAAGIDAAAQGwAAAGIDAAAQGwAAgNgAAAAQGwAAgNgAAADEBgAAgNgAAADEBgAAIDYAAADEBgAAIDYAAACxAQAAIDYAAACxAQAAiA0AAIAQQoiWAAAAfk7lnI/kl2eyAQAAvCniER5DAADAzymTDQAAQGwAAABiAwAAEBsAAABiAwAAEBsAAIDYAAAAEBsAAIDYAAAAxAYAAMBPVT5Mv9+3IAAAwE9FzDm/bju+8ScA/H8Orw6nALzl/xQ6jQoAAHhTiA0AAEBsAAAAYgMAABAbAAAAYgMAABAbAACA2AAAABAbAACA2AAAAMQGAACA2AAAAMQGAAAgNgAAAMQGAAAgNgAAALEBAAAgNgAAALEBAACIDQAAALEBAACIDQAAQGwAAACIDQAAQGwAAABiAwAAQGwAAABiAwAAEBsAAABiAwAAEBsAAIDYAAAAEBsAAIDYAAAAxAYAAIDYAAAAxAYAACA2AAAAxAYAACA2AAAAsQEAACA2AAAAsQEAAIgNAAAAsQEAAIgNAABAbAAAAIgNAABAbAAAAGIDAABAbAAAAGIDAAAQGwAAAGIDAAAQGwAAgNgAAAAQGwAAgNgAAADEBgAAgNgAAADEBgAAIDYAAADEBgAAIDYAAACxAQAAIDYAAACxAQAAiA0AAACxAQAAiA0AAEBsAAAAiA0AAEBsAAAAYgMAAEBsAAAAYgMAABAbAAAAYgMAABAbAACA2AAAABAbAACA2AAAAMQGAACA2AAAAMQGAAAgNgAAAMQGAAAgNgAAALEBAACIDQAAALEBAACIDQAAQGwAAACIDQAAQGwAAABiAwAAQGwAAABiAwAAEBsAAABiAwAAEBsAAIDYAAAAEBsAAIDYAAAAxAYAAIDYAAAAxAYAACA2AAAAxAYAACA2AAAAsQEAACA2AAAAsQEAAIgNAAAAsQEAAIgNAABAbAAAAIgNAABAbAAAAGIDAABAbAAAAGIDAAAQGwAAAGIDAAAQGwAAgNgAAAAQGwAAgNgAAADEBgAAgNgAAADEBgAAIDYAAADEBgAAIDYAAACxAQAAIDYAAACxAQAAiA0AAACxAQAAiA0AAEBsAAAAiA0AAEBsAAAAYgMAAEBsAAAAYgMAABAbAAAAYgMAABAbAACA2AAAABAbAACA2AAAAMQGAACA2AAAAMQGAAAgNgAAAMQGAAAgNgAAALEBAAAgNgAAALEBAACIDQAAALEBAACIDQAAQGwAAACIDQAAQGwAAABiAwAAQGwAAABiAwAAEBsAAABiAwAAEBsAAIDYAAAAxIYlAAAAxAYAACA2AAAAsQEAACA2AAAAsQEAAIgNAAAAsQEAAIgNAABAbAAAAIgNAABAbAAAAGIDAABAbAAAAGIDAAAQGwAAAGIDAAAQGwAAgNgAAAAQGwAAgNgAAADEBgAAgNgAAADEBgAAIDYAAADEBgAAIDYAAACxAQAAIDYAAACxAQAAiA0AAACxAQAAiA0AAEBsAAAAiA0AAEBsAAAAYgMAAEBsAAAAYgMAABAbAAAAYgMAABAbAACA2AAAABAbAACA2AAAAMQGAACA2AAAAMQGAAAgNgAAAMQGAAAgNgAAALEBAAAgNgAAALEBAACIDQAAALEBAACIDQAAQGwAAACIDQAAQGwAAABiAwAAQGwAAABiAwAAEBsAAABiAwAAEBsAAIDYAAAAEBsAAIDYAAAAxAYAAIDYAAAAxAYAACA2AAAAxAYAACA2AAAAsQEAACA2AAAAsQEAAIgNAAAAsQEAAIgNAABAbAAAAIgNAABAbAAAAGIDAABAbAAAAGIDAAAQGwAAgNgAAAAQGwAAgNgAAADEBgAAgNgAAADEBgAAIDYAAADEBgAAIDYAAACxAQAAIDYAAACxAQAAiA0AAACxAQAAiA0AAEBsAAAAiA0AAEBsAAAAYgMAAEBsAAAAYgMAABAbAAAAYgMAABAbAACA2AAAABAbAACA2AAAAMQGAACA2AAAAMQGAAAgNgAAAMQGAAAgNgAAALEBAAAgNgAAALEBAACIDQAAALEBAACIDQAAQGwAAADfrzD7AAAC1ElEQVSIDQAAQGwAAABiAwAAQGwAAABiAwAAEBsAAABiAwAAEBsAAIDYAAAAEBsAAIDYAAAAxAYAAIDYAAAAxAYAACA2AAAAxAYAACA2AAAAsQEAACA2AAAAsQEAAIgNAAAAsQEAAIgNAABAbAAAAIgNAABAbAAAAGIDAABAbAAAAGIDAAAQGwAAAGIDAAAQGwAAgNgAAAAQGwAAgNgAAADEBgAAgNgAAADEBgAAIDYAAADEBgAAIDYAAACxAQAAIDYAAACxAQAAiA0AAEBsAAAAiA0AAEBsAAAAYgMAAEBsAAAAYgMAABAbAAAAYgMAABAbAACA2AAAABAbAACA2AAAAMQGAACA2AAAAMQGAAAgNgAAAMQGAAAgNgAAALEBAAAgNgAAALEBAACIDQAAALEBAACIDQAAQGwAAACIDQAAQGwAAABiAwAAQGwAAABiAwAAEBsAAABiAwAAEBsAAIDYAAAAEBsAAIDYAAAAxAYAAIDYAAAAxAYAACA2AAAAxAYAACA2AAAAsQEAACA2AAAAsQEAAIgNAAAAsQEAAIgNAABAbAAAAIgNAABAbAAAAGIDAABAbAAAAGIDAAAQGwAAAGIDAAAQGwAAgNgAAAAQGwAAgNgAAADEBgAAgNgAAADEBgAAIDYAAADEBgAAIDYAAACxAQAAIDYAAACxAQAAiA0AAACxAQAAiA0AAEBsAAAAiA0AAEBsAAAAYgMAAEBsAAAAYgMAABAbAAAAYgMAABAbAACA2AAAABAbAACA2AAAAMQGAAAgNiwBAAAgNgAAALEBAACIDQAAALEBAACIDQAAQGwAAACIDQAAQGwAAABiAwAAQGwAAABiAwAAEBsAAABiAwAAEBsAAIDYAAAAEBsAAIDYAAAAxAYAAIDYAAAAxAYAACA2AAAAxAYAACA2AAAAsQEAACA2AACAI055+MZgMAghxBitC8BPzuEUgLe4/wXvz6Vb7WMvNAAAAABJRU5ErkJggg=="/><div class="c x1 y1 w2 h2"><div class="t m0 x2 h3 y2 ff1 fs0 fc0 sc0 ls0 ws0">TRIBUNAL REGIONAL DO TRABALHO</div><div class="t m0 x3 h3 y3 ff1 fs0 fc0 sc0 ls0 ws0">13ª REGIÃO</div><div class="t m0 x4 h4 y4 ff2 fs1 fc0 sc0 ls0 ws0">Ata da 4ª Reunião do Comitê Estratégico de Análise e</div><div class="t m0 x5 h4 y5 ff2 fs1 fc0 sc0 ls0 ws0">Desempenho do PEI 2021-2026</div><div class="t m0 xc h7 y89 ff4 fs3 fc0 sc0 ls0 ws0">João Pessoa, 16 de setembro de 2022.</div><div class="t m0 x13 h6 y8a ff3 fs3 fc0 sc0 ls0 ws0">Max Frederico Feitosa Guedes Pereira</div><div class="t m0 x13 h7 y8b ff4 fs3 fc0 sc0 ls0 ws0">Secretário de Governança e Gestão Estrat<span class="_ _17"></span>égica</div><div class="t m0 x13 h7 y8c ff4 fs3 fc0 sc0 ls0 ws0">(Coordenador)</div><div class="t m0 x13 h6 y8d ff3 fs3 fc0 sc0 ls0 ws0">Luiza Lúcia de Farias Ayres Leal</div><div class="t m0 x13 h7 y8e ff4 fs3 fc0 sc0 ls0 ws0">Coordenadora do Planejamento Estrat<span class="_ _17"></span>égico - SEGGEST</div><div class="t m0 x13 h7 y8f ff4 fs3 fc0 sc0 ls0 ws0">(Relatora)</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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Ata 4ª Reunião Comitê Estratégico 2022

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