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Ata 3ª Reunião 2023 Comitê Estratégico PEI 2021-2026
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9Qpb+6gqmb+ke8Mt4nuQfv0wDa5Tp9ppaSqVXUIEVSFCAzkGAyQA9omUb4FxgEAzIY+AAv84hirKCPE74tpXIhpaUy3q+WxXW1an2b+D1AfFW8C7UVX0DbqfPKJeUK/tyjXAIa1/YCQIxo68uylSFTNMESKajXG5axVoJCyzTECxg3BHacia/Faw/yZEFli9jlpFC8nNSovpjUmD4lBvGCQTFFjFz96OJFQrp4EbP7OUgqV69mJ+NixetZQBh0yIEMlQnOoGYEN1Gby+myDMtyngxPcPrFYB1AVpvGYyIj4u9GTVE5ijD1c32RCbNjapA0m0e1MGkkbFRDo8ZKRdwPYqWGyzq9ObI8m72z6xXlXjT9zlPt3SuUHY1VmdULM+5Mb9DXYo54iCs3vpiPTnc43IqLOp9ITTl1b3656NAp0xFNec3hrklbrmBbBODHfN2C+diUFloFkoVumICNsMnUBnvhLfAmywhkETTjgYLOnc6jToR/KGeaJgClF20m3s8jnhcozVxOM1dyEVaqL6BaqhqKSxKOK8g3jkdY5WmosopKKZUQBictVksR8QOEXlGmKKt3K/ehxUMnOrp6D9zZH0sGe+ThmztuiYSCqLz4IXXeX5c6uPW3F/LwgSnz7Sa9MmDxl3WUNE1y7BOynfwJ4DALDclWVGWpWkYtc91E3eS6Xb+xfFMVEzkxdvF5TsjCxjLVhCzHZ8vKLBX+UCI0EvppiAyFAvkKMq5n8xbWC+Lu6gFMLNAuMIaspn7CYZ3bPliDUw/jOFZQrU6qcNZKr4Y1HOBYAWa0+GIywYY5tD4WRZl0Pa5S2fGiHBRxjcIVWZTQ10tvydSkFi2Mr4qGconE0q6H/9DXuxLq9+25p/lIpy/92WbMxIzyBAx/zvAWYVp9Z0PVPb5ap8P52v7hA/GaEEsXZsWD0GSqPPNqkdTyJY194SB3girQLzsqLSGpwZKSWolOZq5rhkcfreKFrBGXEdmEO4KMuVgQHDJHhlS3GPBtKOSVAWMq3TMBfF/t9tCDMcytapxTQDU5pjWa5KDK1VCqJpZK7zVWLXnhOj5FT+39z0XdvTcs7v5ke+F3vXFbUyiyqmH3g4/unN4XCibNcV9nZWqpb2Zb2wc/f+yTtpktsYTyrrXWavOe+uVvjvhstrhZeZcvNxhNOOb1WIvspK3AjnVsixxv4Bu87Xy7d9BCBatwoAm1sQHPNJGEemm6nrU6oBsMhH0ew2AIh1EoTkYwPyGdxuOFxGvGSFC8zhZyp3K4fLFUuSB3+uP2lqanVy8ZnAt7lcPubt/wSP+t8d5NZbJgtWLtwT70711ti8JR+OGVchTlxWd/eeRnIQ2ranweIHcDH+aXdXIwzKf5aaiTnMYvDN2Gttn0bnXj4UaDAZQ30+QhJ3SqsggHRr3KLgxIp1PEEXK5/G72Vkw6MGxwE4MlysFBSiVKEYoVJnhnsuzh1ibhwvfDOmcpFUH0ivJ75WnYAMsggkQRUVNq4ltmNW2qi7U5wrFZzbktXmJ13w230T5YC13QAmdjUV78ccd6v9/jsVuqReUj0Wsyiejjgdu3rVdtrVeWkjsxFk0gBwbl+Y30XFq2tIQG0VbvNt9gvb5StdXJOZxZp4pLk3qbo8hpaZKfHtMJ7oC71j3ofstNud3SNDs+i1S4hYEG2QVdLp2nZnBqKR0nklEt+KPj4cTmX4tcyWBKY1/1jCKmrnNCE/xBzLMSEXK3R4ZHLG7X/HzNcnj3so6O93YNnptT6Z4Vii2ILd3s8zkbDix4b7RtWvOzK3vunsLDhbjyFznh8Qfb+qORaODso+81NWe9FuhinazBGC4PrpxtS+exZ8t3vT1n1rzqcFLN1d24th7WMJyTQ8hqsabZGeygjRJ4fauFNELI61XQOlc5oWBw8xscpSB/q/FsvqSFcVGb1LlaNdWssJGHlUMGk7k1F1uSVA7D3p7H1z51HMVb7w5EpEDw6iXaWnynbcF//EnD5BDezN/wPtRzaoNspWUcDHo6RSEK6slfUSuBG5aOg8YshIy+lpGZLoYY573LeDfqSSpWOkqpRyj4CeasFazyABwk1x6C4rit8BNtjehxBKH+e3NSpKoruqiJOfGMpdlKM+GvgfE5dEGMpxhYIyfoAB21BWxRUmdp9UghwFFOH+minPqYG6yWHAY353G4nat3cM9yb3EENyETOC5eLcQTcTm+Kj4uEwqXi0lhVMxpluTNjpwqFgrS9/z6PR/bSkiZOGvYROosbTLlcxUdNcpjOtybElsQ1by+f+W6X1T2H1vRMRRLJFDdwo2hkBQMXL2E6hbchrsVnquXyLVDbQvWrO7tTybrH95SDE/gAtv5D3BB/X9wYfu/4ULbjQYLjas+IF/EXGXAHBuWbWaZIX0ygSUQuDWcD0Mnrguhkhod1bQdLvklmtFaOLn+9+U1+aJyXvlCGVXehHWYRaz4OPGI5PV3JBPtAV+o3FPWnapa7PYHUB0edQbmoQ06YZNyRvms766KKslbGb1n3bqRSDQUCsW2avvcrfSRb2N/CVhL98jmDMx4W2Grd5FprWmYGnbp7bjgHcPcgkHwuezDHQNNWKcbSYbyTCMYPSdig/wGh86t3+ATMBiSmiu14oB1jVYesGEadUx40gxL1VwsnSrfVr56rXv7TNWj8361/uxF5UD/zTWFeFlLzcgQmqZ8oxyPVCjV1Nim6QuUf1W+fOJnPl/xdY59chLXxB3kOmADa5/nGHzmI0s6S8iSrWaKpRj9dTrTYXL4HYjTuZkN9kmdqQK3GNMOyc/RqKV7yUnAjZ0+yliyAOel5yQwjn18FNcObMtSGPweKsZpj7jDa22vyW7NKY/DgnNRMNIfF6tEwqnTBexFgVz7mL3F6pAQUvfbMPYX4ir2dw4clN0mG0j6bUJyqi2VbE32225yb3NvnHLEz/lVmRHkzFkU4MSsJOPlHTFjmgTeAWlEQpJUkfeSh0hIjhc4svROwJAlSUMeMIGAw+hJq8+sjD2bTjcQRMwz6HjAccjxrIN0JNSznSaxcQpfK3maHHPkrmmTa2Rfeh/wj8WKQxtYelMC3x/6YLbXJefqts9uuzU9N7otseuuGS0tf9i++dXWMnNHuPqW3Nz16Z74pvqtw3NaZ5/114dghaXG5ZBqktEKM+swVT72k7l3pVONCUm5ZEyIVnc6Fqm2GWzm6L7hzp/WZaaWYm8b+5xoo54AHrBEthnU2qvX82Se1VFOpxW7wWlQXaCe/g0Gb97b6UU0y7t1JtpPBwiCBoRAPEMQBD5hFVLFZKIwLtJwN4/vUwlMBdgNGTGY0Y5cNkmcTMWUDWuy1IWzu3fDApyvPINMxlmtZcvNvtwO+7OvIf4ynKa8fFnZ2LAkGKx0sn83iXi/w1h3PUKuxdzUIIcNtJce1hGWAM4pZKMYXC/EVoq1TrATi0Hq0BgCA1VTW6V8KqktVRqL1+1HlMhHlMPL969/8hRcxYhCS2O4PwZ7h9o733kX/bn4zuINkWAo5CfKwNhYSfPT95kjOOuBSINoNQDscQTqEvZYOJYB18bMmxwTriiNaai5NkbTY9o8ltI8ffgicyhQUVuBQEWUYMOxAh76v42NzC/NVxVRR6mDEMSNDtBAq6Ve2UQjEuBPLZBBF36WKLzxwRsggZu6Wmn8FS/Ew7/bQYEr6hXgjoaLrRRFfEbPAy4wVS6rhDm4HhIu3sWcMglQEHj7KcIVA4CL8dqrQT7La6/LRkFiVD1q464aeVgSPKV8D07UK9XXxGfsgztre/y+NlcyRL5N7x+pXRDxzXbUViJ63pO/iFos0XzDg8+U28WIXK/u516KIC7Q9+E9NskMh8oQgoigVGyyWC3gzY6QUGWp59WXnRqBHVNTWX0ZHSuAROmIqG5JiuqCMEVcUIq/fmIMxv+bIi5cgHtUm+EivMYAXoMA5ScBMXb6OK++yLpuWqTOo01WV8vAoIUYUN798k36PuUOuOd/AGspk9IAAHicY2BkYGBgZ2BgfrKtN57f5iuDPAcDCDzwMvaC0f9//YtkV2brAXI5GJhAogA61wtdAAB4nGNgZGBg6/kXycDAwfD/1/8r7MoMQBEUoAYAk6wGEHicY3rD4MIABEyrgDiMgYG5mCGPVZzBD4gPA/F0IE5irfz/izWMwZmNj2EWyxuGWcx3GeJYnRhmsZ4H8k8yGLGYM5iwcjCYseyD0KzyDG1MGQw1QNzGvoChDcRn+QCWa2MuB7JlGayZgxhEgeK1YP0gDNQLwhwMjAwscQyVDF2MoQC6qB+AAAAAAAAsACwALAAsAEoAqgDsAWgCAgJyAw4DYgOiA9oEQAS0BToFrgYKBoAHEAdUB4YHqAgcCGAItAkUCWwKEgpqCq4KwArSCugK+gseC2YLmAu4AAAAAQAAACgAOwACAEgAAwACABAAQABVAAAEtACmAAIAAXictVnNjyNHFa+JPbub/VJINtGy85ESibKzkfFsEolNdgPC42mPO+uxh7ZnJnMhaneX7d5td7W622sZgcQRCQ5IXDggDkgcAhfgEE4IhPIPQDgiFCEuQZxQlCu896q63f6YYTcSOzv2q1ev3sfvvarXXcMYMwsRW2H0b+XSU9c1vcLOFV7X9FPsfMHUdIE9X/iOpovsUuGXml5llwt/0vQ5drHwqabPs7vFkaYvsOeLf9X00+zq6jOavsReWu1r+sr5y8/9HKysFAtg9+qN32i6yNZv/JHoVeBfvPGxpovs+o1/EX0O+OfWzmm6yK6tXSX6PPAvrL2s6SJ7Ya1M9AXgX16rabrIbqx1iH4aAn6BIkV6BeJ6WdPgT+EtTRfYq4VvaBp0Fn6k6VV2vfBbTZ9j1wp/0/R5lhT+o+kL7NXirzT9NFsv/lvTl1ht9UVNX7l6ffX7RF9Eu2uhpgGHte8SfQn4z679VNNFxtcUVpcp3r9oGuNVPlwF/jNrn2m6yDbXLxD9DOpZ39I06Fl/m+jnEM/1b2oa8FzvEX0N/Vn/tqbBn/UfEP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')format("woff");}.ff3{font-family:ff3;line-height:1.111328;font-style:normal;font-weight:normal;visibility:visible;}
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pdf2htmlEX.js: Core UI functions for pdf2htmlEX
Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> and other contributors
https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
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"/><div class="c x1 y1 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 de 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.<span class="_ _0"> </span> 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="_ _1"> </span>Local<span class="_ _2"> </span>Coordenador</div><div class="t m0 x9 h7 y9 ff4 fs3 fc0 sc0 ls0 ws0">24/03/2023<span class="_ _3"> </span>Início<span class="_ _4"> </span>14h00</div><div class="t m0 xa h7 ya ff4 fs3 fc0 sc0 ls0 ws0">Términ</div><div class="t m0 xa h7 yb ff4 fs3 fc0 sc0 ls0 ws0">o</div><div class="t m0 xb h7 y9 ff4 fs3 fc0 sc0 ls0 ws0">15h50</div><div class="t m0 xc h7 ya ff4 fs3 fc0 sc0 ls0 ws0">Sala de Reuniões da </div><div class="t m0 xc h7 yb ff4 fs3 fc0 sc0 ls0 ws0">Presidência</div><div class="t m0 xd h6 yc ff3 fs3 fc0 sc0 ls0 ws0">Lindinaldo Silva Marinho</div><div class="t m0 xd h7 y9 ff4 fs3 fc0 sc0 ls0 ws0">Juiz Auxiliar da Presidência</div><div class="t m0 x6 h5 yd ff3 fs2 fc0 sc0 ls0 ws0">2.<span class="_ _0"> </span> Objetivos</div><div class="t m0 x6 h7 ye ff4 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 yf ff4 fs3 fc0 sc0 ls0 ws0">a.<span class="_ _5"> </span> Situação do PEI referente ao mês de fevereir<span class="_ _6"></span>o/2023;</div><div class="t m0 x6 h7 y10 ff4 fs3 fc0 sc0 ls0 ws0">b.<span class="_ _5"> </span> Análise do questionário para aten<span class="_ _6"></span>der o Indicador "Índice de Satisfação com a comunicação externa /i<span class="_ _6"></span>nterna";</div><div class="t m0 x6 h7 y11 ff4 fs3 fc0 sc0 ls0 ws0">c.<span class="_ _7"> </span> Sobre a realização da 1ª RAE de 2023.</div><div class="t m0 x6 h5 y12 ff3 fs2 fc0 sc0 ls0 ws0">3.<span class="_ _0"> </span> Participantes</div><div class="t m0 xe h6 y13 ff3 fs3 fc0 sc0 ls0 ws0">Nome<span class="_ _8"> </span>Lotação<span class="_ _9"> </span>Cargo</div><div class="t m0 xf h7 y14 ff4 fs3 fc0 sc0 ls0 ws0">Débora Cristina Barbosa da Silva<span class="_ _a"> </span>ACS<span class="_ _b"> </span>Chefe do Núcleo de Jornalismo e Mídias Sociais</div><div class="t m0 xf h7 y15 ff4 fs3 fc0 sc0 ls0 ws0">Fernanda Silva de Lima<span class="_ _c"> </span>SEGEJUD<span class="_ _d"> </span>Coordenadora de Inteligência e Gestão Negocial</div><div class="t m0 xf h7 y16 ff4 fs3 fc0 sc0 ls0 ws0">Hyderlandson Coelho da Costa<span class="_ _e"> </span>SGP<span class="_ _f"> </span>Secretário-Geral da Presidência</div><div class="t m0 xf h7 y17 ff4 fs3 fc0 sc0 ls0 ws0">Lindinaldo Silva Marinho<span class="_ _10"> </span>JAP<span class="_ _11"> </span>Juiz Auxiliar da Presidência</div><div class="t m0 xf h7 y18 ff4 fs3 fc0 sc0 ls0 ws0">Luiza Lúcia de Farias Aires Leal<span class="_ _12"> </span>SEGGEST<span class="_ _13"> </span>Chefe do Núcleo de Processos</div><div class="t m0 xf h7 y19 ff4 fs3 fc0 sc0 ls0 ws0">Max Frederico Feitosa Guedes Pereira<span class="_ _14"> </span>SEGGEST<span class="_ _15"> </span>Secretário de Governança e Gestão Estratégic<span class="_ _6"></span>a</div><div class="t m0 xf h7 y1a ff4 fs3 fc0 sc0 ls0 ws0">Patrícia Rocha Magalhães Sakaue<span class="_ _16"> </span>ACS<span class="_ _17"> </span>Assessora de Comunicação Social</div><div class="t m0 xf h7 y1b ff4 fs3 fc0 sc0 ls0 ws0">Rodolpho de Almeida Eloy<span class="_ _18"> </span>SEGGEST<span class="_ _19"> </span>Chefe da Seção de Gestão de Riscos</div><div class="t m0 xf h7 y1c ff4 fs3 fc0 sc0 ls0 ws0">Rodrigo Cavalcante Barreto<span class="_ _1a"> </span>SCR<span class="_ _1b"> </span>Secretário da Corregedoria</div><div class="t m0 xf h7 y1d ff4 fs3 fc0 sc0 ls0 ws0">Simone Farias Perrusi<span class="_ _1c"> </span>GDG<span class="_ _1d"> </span>Diretora-Geral da Secretaria</div><div class="t m0 x6 h5 y1e ff3 fs2 fc0 sc0 ls0 ws0">4.<span class="_ _0"> </span> Discussão</div><div class="t m0 x10 h6 y1f ff3 fs3 fc0 sc0 ls0 ws0">Assunto<span class="_ _1e"> </span>Responsável</div><div class="t m0 x11 h7 y20 ff4 fs3 fc0 sc0 ls0 ws0">a.<span class="_ _1f"> </span>O<span class="_ _20"></span> <span class="_ _20"></span>Secretário<span class="_ _20"></span> <span class="_ _20"></span>de<span class="_ _20"></span> <span class="_ _20"></span>Governança<span class="_ _20"></span> <span class="_ _20"></span>e<span class="_ _20"></span> <span class="_ _20"></span>Gestão<span class="_ _20"></span> <span class="_ _20"></span>Estratégica,<span class="_ _20"></span> <span class="_ _20"></span>Max<span class="_ _20"></span> <span class="_ _20"></span>Frederico</div><div class="t m0 x9 h7 y21 ff4 fs3 fc0 sc0 ls0 ws0">F.<span class="_ _21"></span> <span class="_ _22"> </span> <span class="_ _21"></span>Guedes<span class="_ _21"></span> <span class="_ _21"></span>Pereira,<span class="_ _21"></span> <span class="_ _21"></span>devidamente<span class="_ _21"></span> <span class="_ _21"></span>autorizado<span class="_ _21"></span> <span class="_ _21"></span>pelo<span class="_ _21"></span> <span class="_ _21"></span>Dr.<span class="_ _21"></span> <span class="_ _21"></span>Lindinaldo</div><div class="t m0 x9 h7 y22 ff4 fs3 fc0 sc0 ls0 ws0">Marinho, Juiz<span class="_ _20"></span> Auxiliar da <span class="_ _20"></span>Presidência, abriu <span class="_ _20"></span>a reunião anunciando <span class="_ _20"></span>a</div><div class="t m0 x9 h7 y23 ff4 fs3 fc0 sc0 ls0 ws0">pauta<span class="_ _23"> </span> <span class="_ _23"> </span>do<span class="_ _23"> </span> <span class="_ _23"> </span>dia;<span class="_ _23"> </span> <span class="_ _23"> </span>em<span class="_ _23"> </span> <span class="_ _23"> </span>seguida<span class="_ _23"> </span> <span class="_ _23"> </span>a<span class="_ _20"></span>pr<span class="_ _6"></span>esentou<span class="_ _23"> </span> <span class="_ _23"> </span>na<span class="_ _23"> </span> <span class="_ _23"> </span>plataforma<span class="_ _23"> </span> <span class="_ _23"> </span>do<span class="_ _23"> </span> <span class="_ _23"> </span>BI<span class="_ _23"> </span> <span class="_ _23"> </span>d<span class="_ _24"></span>o</div><div class="t m0 x9 h7 y24 ff4 fs3 fc0 sc0 ls0 ws0">Planejamento Estratégico Institucional do TRT13 <span class="_ _24"></span>– ciclo 2021/2026,</div><div class="t m0 x9 h7 y25 ff4 fs3 fc0 sc0 ls0 ws0">a <span class="_ _24"></span>situação<span class="_ _24"></span> <span class="_ _24"></span>de <span class="_ _24"></span>cada<span class="_ _24"></span> <span class="_ _24"></span>Objetivo <span class="_ _20"></span>Estratégico <span class="_ _24"></span>(OE),<span class="_ _24"></span> <span class="_ _24"></span>consoante <span class="_ _20"></span>a <span class="_ _24"></span>posição</div><div class="t m0 x9 h7 y26 ff4 fs3 fc0 sc0 ls0 ws0">dos<span class="_ _24"></span> <span class="_ _20"></span>seus<span class="_ _24"></span> <span class="_ _24"></span>indicadores,<span class="_ _20"></span> <span class="_ _24"></span>em<span class="_ _20"></span> <span class="_ _24"></span>28<span class="_ _20"></span> <span class="_ _24"></span>de<span class="_ _20"></span> <span class="_ _24"></span>fevereiro<span class="_ _20"></span> <span class="_ _24"></span>de<span class="_ _20"></span> <span class="_ _24"></span>2023;<span class="_ _20"></span> <span class="_ _24"></span>no<span class="_ _20"></span> <span class="_ _24"></span>decorrer<span class="_ _24"></span> <span class="_ _20"></span>da</div><div class="t m0 x9 h7 y27 ff4 fs3 fc0 sc0 ls0 ws0">apresentação<span class="_ _25"> </span> <span class="_ _25"> </span>de<span class="_ _25"> </span> <span class="_ _25"> </span>cada<span class="_ _26"> </span> <span class="_ _25"> </span>objetivo,<span class="_ _26"> </span> <span class="_ _25"> </span>foram<span class="_ _25"> </span> <span class="_ _25"> </span>tomadas<span class="_ _25"> </span> <span class="_ _26"> </span>algumas</div><div class="t m0 x9 h7 y28 ff4 fs3 fc0 sc0 ls0 ws0">deliberações pelo Comitê, como segue:</div><div class="t m0 x12 h7 y29 ff4 fs3 fc0 sc0 ls0 ws0">Secretaria de Governança e Gestão</div><div class="t m0 x13 h7 y2a ff4 fs3 fc0 sc0 ls0 ws0">Estratégica - SEGGEST</div><div class="t m0 x11 h6 y2b ff4 fs3 fc0 sc0 ls0 ws0">b.<span class="_ _1f"> </span><span class="ff3">Objetivo <span class="_ _27"> </span>Estratégico <span class="_ _27"> </span>1:<span class="_ _27"> </span> Fortalecer <span class="_ _27"> </span>a<span class="_ _27"> </span> Comunicação<span class="_ _27"> </span> e<span class="_ _27"> </span> as</span></div><div class="t m0 x9 h6 y2c ff3 fs3 fc0 sc0 ls0 ws0">Parcerias Institucionais.</div><div class="t m0 x9 h7 y2d ff4 fs3 fc0 sc0 ls0 ws0">Deliberações:</div><div class="t m0 x9 h7 y2e ff4 fs3 fc0 sc0 ls0 ws0">-<span class="_ _20"></span> <span class="_ _20"></span>Foram<span class="_ _20"></span> <span class="_ _20"></span>apresentados,<span class="_ _20"></span> <span class="_ _20"></span>para<span class="_ _20"></span> <span class="_ _20"></span>análise<span class="_ _20"></span> <span class="_ _20"></span>e<span class="_ _20"></span> <span class="_ _20"></span>discussão,<span class="_ _20"></span> <span class="_ _20"></span>os<span class="_ _20"></span> <span class="_ _20"></span>questionários</div><div class="t m0 x9 h7 y2f ff4 fs3 fc0 sc0 ls0 ws0">da pesquisa <span class="_ _24"></span>em relação à <span class="_ _24"></span>satisfação do <span class="_ _24"></span>público interno <span class="_ _24"></span>e externo; o</div><div class="t m0 x9 h7 y30 ff4 fs3 fc0 sc0 ls0 ws0">comitê <span class="_ _22"> </span>deliberou <span class="_ _22"> </span>várias mu<span class="_ _6"></span>danças, <span class="_ _22"> </span>que <span class="_ _22"> </span>ficaram a<span class="_ _22"> </span> cargo<span class="_ _22"> </span> da</div><div class="t m0 x9 h7 y31 ff4 fs3 fc0 sc0 ls0 ws0">Assessoria<span class="_ _21"></span> <span class="_ _23"> </span>de<span class="_ _21"></span> <span class="_ _21"></span>Comunicação<span class="_ _23"> </span> <span class="_ _21"></span>Social,<span class="_ _23"> </span> <span class="_ _21"></span>a<span class="_ _21"></span> <span class="_ _23"> </span>serem<span class="_ _21"></span> <span class="_ _21"></span>implementadas<span class="_ _23"> </span> <span class="_ _21"></span>na</div><div class="t m0 x9 h7 y32 ff4 fs3 fc0 sc0 ls0 ws0">próxima<span class="_ _21"></span> <span class="_ _21"></span>edição<span class="_ _23"> </span> <span class="_ _21"></span>da<span class="_ _21"></span> <span class="_ _21"></span>pesq<span class="_ _24"></span>uisa qu<span class="_ _6"></span>e<span class="_ _21"></span> <span class="_ _23"> </span>dever<span class="_ _6"></span>á<span class="_ _21"></span> <span class="_ _23"> </span>ser<span class="_ _21"></span> <span class="_ _21"></span>disponibilizada<span class="_ _21"></span> <span class="_ _23"> </span>aos</div><div class="t m0 x9 h7 y33 ff4 fs3 fc0 sc0 ls0 ws0">públicos-alvo no interregno de 10/04/20<span class="_ _6"></span>23 a 02/05/2023;</div><div class="t m0 x14 h7 y34 ff4 fs3 fc0 sc0 ls0 ws0">Assessoria de Comunicação Social -</div><div class="t m0 x15 h7 y35 ff4 fs3 fc0 sc0 ls0 ws0">ACS</div><div class="t m0 x11 h6 y36 ff4 fs3 fc0 sc0 ls0 ws0">c.<span class="_ _28"> </span><span class="ff3">Objetivo<span class="_ _22"> </span> <span class="_ _29"> </span>Estratégico<span class="_ _29"> </span> <span class="_ _22"> </span>2:<span class="_ _22"> </span> <span class="_ _29"> </span>Promover<span class="_ _22"> </span> <span class="_ _29"> </span>o<span class="_ _22"> </span> <span class="_ _22"> </span>trabalho<span class="_ _29"> </span> <span class="_ _22"> </span>decente<span class="_ _29"> </span> <span class="_ _22"> </span>e<span class="_ _22"> </span> <span class="_ _29"> </span>a</span></div><div class="t m0 x9 h6 y37 ff3 fs3 fc0 sc0 ls0 ws0">sustentabilidade.</div><div class="t m0 x9 h7 y38 ff4 fs3 fc0 sc0 ls0 ws0">Deliberações:</div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 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 de 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 x9 h7 y3a ff4 fs3 fc0 sc0 ls0 ws0">-<span class="_ _2a"></span> <span class="_ _2a"></span>Incluir<span class="_ _2a"></span> <span class="_ _2a"></span>a<span class="_ _2a"></span> <span class="_ _21"></span>Meta<span class="_ _2a"></span> <span class="_ _2a"></span>11<span class="_ _2a"></span> <span class="_ _21"></span>do<span class="_ _2a"></span> <span class="_ _2a"></span>CNJ,<span class="_ _2a"></span> <span class="_ _2a"></span>d<span class="_ _24"></span>e<span class="_ _2a"></span> <span class="_ _2a"></span>promover<span class="_ _2a"></span> <span class="_ _2a"></span>pelo<span class="_ _2a"></span> <span class="_ _2a"></span>menos<span class="_ _2a"></span> <span class="_ _21"></span>uma<span class="_ _2a"></span> <span class="_ _2a"></span>ação</div><div class="t m0 x9 h7 y3b ff4 fs3 fc0 sc0 ls0 ws0">visando<span class="_ _2a"></span> <span class="_ _21"></span>o<span class="_ _2a"></span> <span class="_ _21"></span>combate<span class="_ _2a"></span> <span class="_ _21"></span>ao<span class="_ _2a"></span> <span class="_ _21"></span>trabalho<span class="_ _21"></span> <span class="_ _2a"></span>infantil,<span class="_ _21"></span> <span class="_ _2a"></span>no<span class="_ _21"></span> <span class="_ _2a"></span>rol<span class="_ _21"></span> <span class="_ _21"></span>de<span class="_ _2a"></span> <span class="_ _21"></span>indicadores<span class="_ _2a"></span> <span class="_ _21"></span>do</div><div class="t m0 x9 h7 y3c ff4 fs3 fc0 sc0 ls0 ws0">Objetivo 2 .</div><div class="t m0 x12 h7 y3b ff4 fs3 fc0 sc0 ls0 ws0">Secretaria de Governança e Gestão</div><div class="t m0 x13 h7 y3c ff4 fs3 fc0 sc0 ls0 ws0">Estratégica - SEGGEST</div><div class="t m0 x11 h6 y3d ff4 fs3 fc0 sc0 ls0 ws0">d.<span class="_ _1f"> </span><span class="ff3">Objetivo<span class="_ _2a"></span> <span class="_ _23"> </span>Estratégico<span class="_ _2a"></span> <span class="_ _21"></span>3<span class="_ _24"></span>:<span class="_ _2a"></span> <span class="_ _23"> </span>Fortalecer<span class="_ _2a"></span> <span class="_ _21"></span>a<span class="_ _21"></span> <span class="_ _21"></span>G<span class="_ _24"></span>overnança<span class="_ _21"></span> <span class="_ _21"></span>e<span class="_ _21"></span> <span class="_ _21"></span>a<span class="_ _21"></span> <span class="_ _23"> </span>Gestão</span></div><div class="t m0 x9 h6 y3e ff3 fs3 fc0 sc0 ls0 ws0">Estratégica.</div><div class="t m0 x9 h7 y3f ff4 fs3 fc0 sc0 ls0 ws0">- Deliberações;</div><div class="t m0 x9 h7 y40 ff4 fs3 fc0 sc0 ls0 ws0">Realizar<span class="_ _24"></span> <span class="_ _24"></span>reunião<span class="_ _20"></span> <span class="_ _24"></span>com<span class="_ _24"></span> <span class="_ _20"></span>membros<span class="_ _24"></span> <span class="_ _20"></span>deste<span class="_ _24"></span> <span class="_ _24"></span>Comitê<span class="_ _20"></span> <span class="_ _24"></span>e<span class="_ _20"></span> <span class="_ _24"></span>servidores<span class="_ _24"></span> <span class="_ _20"></span>da<span class="_ _24"></span> <span class="_ _24"></span>área</div><div class="t m0 x9 h7 y41 ff4 fs3 fc0 sc0 ls0 ws0">de Licitações/Contratos para <span class="_ _24"></span>rediscutir o in<span class="_ _24"></span>dicador Tempo <span class="_ _24"></span>Médio de</div><div class="t m0 x9 h7 y42 ff4 fs3 fc0 sc0 ls0 ws0">Duração de Licitações Concluídas (TDLC);</div><div class="t m0 x12 h7 y3f ff4 fs3 fc0 sc0 ls0 ws0">Secretaria de Governança e Gestão</div><div class="t m0 x13 h7 y40 ff4 fs3 fc0 sc0 ls0 ws0">Estratégica - SEGGEST</div><div class="t m0 x11 h6 y43 ff4 fs3 fc0 sc0 ls0 ws0">e.<span class="_ _1f"> </span><span class="ff3">Objetivo<span class="_ _25"> </span> <span class="_ _25"> </span>Estratégico<span class="_ _26"> </span> <span class="_ _25"> </span>4:<span class="_ _25"> </span> <span class="_ _26"> </span>Promover<span class="_ _25"> </span> <span class="_ _26"> </span>a<span class="_ _25"> </span> <span class="_ _25"> </span>Integridade<span class="_ _26"> </span> <span class="_ _25"> </span>e<span class="_ _25"> </span> <span class="_ _26"> </span>a</span></div><div class="t m0 x9 h6 y44 ff3 fs3 fc0 sc0 ls0 ws0">Transparência em relação aos Atos de Gestão Praticados.</div><div class="t m0 x9 h7 y45 ff4 fs3 fc0 sc0 ls0 ws0">Deliberações:</div><div class="t m0 x9 h7 y46 ff4 fs3 fc0 sc0 ls0 ws0">-<span class="_ _24"></span> <span class="_ _24"></span>Para<span class="_ _20"></span> <span class="_ _24"></span>a<span class="_ _24"></span> <span class="_ _20"></span>próxima<span class="_ _24"></span> <span class="_ _20"></span>reunião<span class="_ _24"></span> <span class="_ _24"></span>ordinária<span class="_ _20"></span> <span class="_ _24"></span>do<span class="_ _24"></span> <span class="_ _20"></span>comitê,<span class="_ _24"></span> <span class="_ _20"></span>a<span class="_ _24"></span> <span class="_ _24"></span>SEGGE<span class="_ _24"></span>ST<span class="_ _24"></span> <span class="_ _24"></span>deverá</div><div class="t m0 x9 h7 y47 ff4 fs3 fc0 sc0 ls0 ws0">trazer<span class="_ _2a"></span> <span class="_ _2a"></span>as<span class="_ _21"></span> <span class="_ _2a"></span>recomendações<span class="_ _2a"></span> <span class="_ _21"></span>de<span class="_ _2a"></span> <span class="_ _2a"></span>auditoria<span class="_ _2a"></span> <span class="_ _21"></span>pendentes,<span class="_ _2a"></span> <span class="_ _21"></span>para<span class="_ _2a"></span> <span class="_ _2a"></span>análise<span class="_ _21"></span> <span class="_ _2a"></span>e</div><div class="t m0 x9 h7 y48 ff4 fs3 fc0 sc0 ls0 ws0">discussão.</div><div class="t m0 x12 h7 y45 ff4 fs3 fc0 sc0 ls0 ws0">Secretaria de Governança e Gestão</div><div class="t m0 x13 h7 y46 ff4 fs3 fc0 sc0 ls0 ws0">Estratégica - SEGGEST</div><div class="t m0 x11 h6 y49 ff4 fs3 fc0 sc0 ls0 ws0">f.<span class="_ _2b"> </span><span class="ff3">Objetivo<span class="_ _29"> </span> <span class="_ _22"> </span>Estratégico<span class="_ _29"> </span> <span class="_ _22"> </span>8:<span class="_ _29"> </span> <span class="_ _29"> </span>Incrementar<span class="_ _22"> </span> <span class="_ _29"> </span>Modelo<span class="_ _22"> </span> <span class="_ _29"> </span>de<span class="_ _29"> </span> <span class="_ _22"> </span>Gestão<span class="_ _29"> </span> <span class="_ _22"> </span>de</span></div><div class="t m0 x9 h6 y4a ff3 fs3 fc0 sc0 ls0 ws0">Pessoas em Âmbito Nacional.</div><div class="t m0 x9 h7 y4b ff4 fs3 fc0 sc0 ls0 ws0">Deliberações:</div><div class="t m0 x9 h7 y4c ff4 fs3 fc0 sc0 ls0 ws0">-<span class="_ _23"> </span> <span class="_ _23"> </span>A<span class="_ _29"> </span> <span class="_ _23"> </span>ACS<span class="_ _23"> </span> <span class="_ _29"> </span>deverá<span class="_ _23"> </span> <span class="_ _23"> </span>incrementar<span class="_ _23"> </span> <span class="_ _29"> </span>a<span class="_ _23"> </span> <span class="_ _29"> </span>divulgação<span class="_ _23"> </span> <span class="_ _23"> </span>da<span class="_ _23"> </span> <span class="_ _29"> </span>importância<span class="_ _23"> </span> <span class="_ _23"> </span>dos</div><div class="t m0 x9 h7 y4d ff4 fs3 fc0 sc0 ls0 ws0">exames periódicos para servidores e magistrados;</div><div class="t m0 x9 h7 y4e ff4 fs3 fc0 sc0 ls0 ws0">-<span class="_ _20"></span> <span class="_ _2a"></span>Aumentar<span class="_ _20"></span> <span class="_ _2a"></span>a<span class="_ _2a"></span> <span class="_ _20"></span>meta<span class="_ _2a"></span> <span class="_ _20"></span>do<span class="_ _2a"></span> <span class="_ _20"></span>IPSMS<span class="_ _2a"></span> <span class="_ _2a"></span>(Índice<span class="_ _20"></span> <span class="_ _2a"></span>de<span class="_ _20"></span> <span class="_ _2a"></span>Promoção<span class="_ _20"></span> <span class="_ _2a"></span>da<span class="_ _20"></span> <span class="_ _2a"></span>Saúde<span class="_ _20"></span> <span class="_ _2a"></span>de</div><div class="t m0 x9 h7 y4f ff4 fs3 fc0 sc0 ls0 ws0">Magistrados<span class="_ _24"></span> <span class="_ _20"></span>e<span class="_ _24"></span> <span class="_ _20"></span>Servidores)<span class="_ _20"></span> <span class="_ _24"></span>para<span class="_ _20"></span> <span class="_ _20"></span>o<span class="_ _24"></span> <span class="_ _20"></span>seguinte<span class="_ _20"></span> <span class="_ _24"></span>patamar:<span class="_ _20"></span> <span class="_ _20"></span>Manter<span class="_ _24"></span> <span class="_ _20"></span>acima</div><div class="t m0 x9 h7 y50 ff4 fs3 fc0 sc0 ls0 ws0">de 70% até 2026;</div><div class="t m0 x9 h7 y51 ff4 fs3 fc0 sc0 ls0 ws0">-<span class="_ _20"></span> <span class="_ _20"></span>Alterar<span class="_ _20"></span> <span class="_ _20"></span>a<span class="_ _20"></span> <span class="_ _2a"></span>meta<span class="_ _24"></span> <span class="_ _20"></span>do<span class="_ _2a"></span> <span class="_ _20"></span>Índice<span class="_ _24"></span> <span class="_ _2a"></span>Mínimo<span class="_ _24"></span> <span class="_ _2a"></span>de<span class="_ _20"></span> <span class="_ _20"></span>Capacitação<span class="_ _20"></span> <span class="_ _20"></span>dos<span class="_ _20"></span> <span class="_ _20"></span>Servidores</div><div class="t m0 x9 h7 y52 ff4 fs3 fc0 sc0 ls0 ws0">em<span class="_ _2a"></span> <span class="_ _21"></span>Competências<span class="_ _21"></span> <span class="_ _2a"></span>(IMCSC)<span class="_ _21"></span> <span class="_ _21"></span>para<span class="_ _21"></span> <span class="_ _21"></span>“Manter<span class="_ _2a"></span> <span class="_ _21"></span>o<span class="_ _21"></span> <span class="_ _21"></span>IMCSC<span class="_ _2a"></span> <span class="_ _21"></span>em<span class="_ _21"></span> <span class="_ _21"></span>60%<span class="_ _21"></span> <span class="_ _2a"></span>até</div><div class="t m0 x9 h7 y53 ff4 fs3 fc0 sc0 ls0 ws0">2026”.</div><div class="t m0 x16 h7 y4c ff4 fs3 fc0 sc0 ls0 ws0">Assessoria de Comunicação Social –</div><div class="t m0 x15 h7 y4d ff4 fs3 fc0 sc0 ls0 ws0">ACS</div><div class="t m0 x12 h7 y4f ff4 fs3 fc0 sc0 ls0 ws0">Secretaria de Governança e Gestão</div><div class="t m0 x13 h7 y50 ff4 fs3 fc0 sc0 ls0 ws0">Estratégica - SEGGEST</div><div class="t m0 x11 h6 y54 ff4 fs3 fc0 sc0 ls0 ws0">g.<span class="_ _1f"> </span><span class="ff3">Considerações finais:</span></div><div class="t m0 x9 h7 y55 ff4 fs3 fc0 sc0 ls0 ws0">Max<span class="_ _24"></span> <span class="_ _20"></span>Frederico<span class="_ _24"></span> <span class="_ _20"></span>F.<span class="_ _20"></span> <span class="_ _20"></span>Guedes<span class="_ _24"></span> <span class="_ _20"></span>Pereira,<span class="_ _20"></span> <span class="_ _24"></span>não<span class="_ _20"></span> <span class="_ _24"></span>h<span class="_ _24"></span>avendo<span class="_ _24"></span> <span class="_ _20"></span>mais<span class="_ _24"></span> <span class="_ _20"></span>a<span class="_ _20"></span> <span class="_ _20"></span>tratar,<span class="_ _24"></span> <span class="_ _20"></span>deu</div><div class="t m0 x9 h7 y56 ff4 fs3 fc0 sc0 ls0 ws0">por encerrada a reunião.</div><div class="t m0 x12 h7 y57 ff4 fs3 fc0 sc0 ls0 ws0">Secretaria de Governança e Gestão</div><div class="t m0 x13 h7 y58 ff4 fs3 fc0 sc0 ls0 ws0">Estratégica - SEGGEST</div><div class="t m0 x6 h5 y59 ff3 fs2 fc0 sc0 ls0 ws0">5.<span class="_ _0"> </span> Fechamento da Ata</div><div class="t m0 x17 h6 y5a ff3 fs3 fc0 sc0 ls0 ws0">Data da ata <span class="_ _2c"> </span>Assinatura do Coordenador da Reunião e do Relator </div><div class="t m0 x18 h7 y5b ff4 fs3 fc0 sc0 ls0 ws0">João Pessoa, 24 de março de 2023.</div><div class="t m0 x19 h6 y5c ff3 fs3 fc0 sc0 ls0 ws0">Lindinaldo Silva Marinho</div><div class="t m0 x19 h7 y5d ff4 fs3 fc0 sc0 ls0 ws0">Juiz Auxiliar da Presidência</div><div class="t m0 x19 h7 y5b ff4 fs3 fc0 sc0 ls0 ws0">(Coordenador)</div><div class="t m0 x19 h6 y5e ff3 fs3 fc0 sc0 ls0 ws0">Rodolpho de Almeida Eloy</div><div class="t m0 x19 h7 y5f ff4 fs3 fc0 sc0 ls0 ws0">Chefe da Seção de Gestão de Riscos – SEGGEST</div><div class="t m0 x19 h7 y60 ff4 fs3 fc0 sc0 ls0 ws0">(Relator)</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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