Governança-TIChttp://www.tjpr.jus.br:8080/web/departamento-de-tecnologia-da-informacao-e-comunicacao/wiki/-/wiki/62286812024-03-28T09:41:37Z2024-03-28T09:41:37ZRelatórios Indicadores TIC 1.0Pablo Tavareshttp://www.tjpr.jus.br:8080/web/departamento-de-tecnologia-da-informacao-e-comunicacao/wiki/-/wiki/6228681/Relat%C3%B3rios+Indicadores+TIC2023-05-04T18:10:32Z2023-05-04T18:10:32Z<h3><strong>Relatórios sobre os Indicadores Estratégicos de TIC</strong></h3>
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<p> <a href="https://tjpr.sharepoint.com/:f:/s/GOVIndicadores/El3cHldlb9JLkPymYsUYHTcBphFNK9KUVO05iDrNfSuD0w"><img alt="" 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" style="height: 48px; width: 70px;" /></a><a href="https://tjpr.sharepoint.com/:f:/s/GOVIndicadores/El3cHldlb9JLkPymYsUYHTcBphFNK9KUVO05iDrNfSuD0w" target="_blank"><span style="font-size: 14px; font-weight: 400;"> </span></a><u style="font-size: 14px; font-weight: 400;"><span style="color:#0000CD;"> Atalho para pasta de relatórios d<a href="https://tjpr.sharepoint.com/:f:/s/GOVIndicadores/El3cHldlb9JLkPymYsUYHTcBphFNK9KUVO05iDrNfSuD0w">os principais indicadores estratégicos relacionados ao DTIC (link para nova janela)</a></span></u></p>
<p> </p>Pablo Tavares2023-05-04T18:10:32ZIndicadores 2021-2026 PDTIC 1.0Pablo Tavareshttp://www.tjpr.jus.br:8080/web/departamento-de-tecnologia-da-informacao-e-comunicacao/wiki/-/wiki/6228681/Indicadores+2021-2026+PDTIC2023-05-04T18:04:30Z2023-05-04T18:04:30Z[[Indicadores 2021-2022 PDTIC]]Pablo Tavares2023-05-04T18:04:30ZPDTIC 2023 1.8Pablo Tavareshttp://www.tjpr.jus.br:8080/web/departamento-de-tecnologia-da-informacao-e-comunicacao/wiki/-/wiki/6228681/PDTIC+20232023-04-24T18:41:02Z2023-04-10T16:33:09Z<p style="text-align: right;"><span style="color:#B22222;"><em>Atualizado em 24 de Abril de 2023</em></span></p>
<p> </p>
<p><strong>1ª VERSÃO do Plano Diretor do TIC PDTIC 2023 </strong>(versão 1.0 de 20/04/2023)</p>
<ul>
<li style="margin-left: 40px;">Aprovado pelo Presidente Desembargador Luiz Fernando Tomasi Keppen em 20/04/2023</li>
<li style="margin-left: 40px;">Publicado no Diário eDJ nº 3417 em 25/04/2023</li>
<li style="margin-left: 40px;">Protocolo TJPR SEI 0045979-06.2023.8.16.6000 no SEI!Doc. nº 8907888</li>
</ul>
<p style="margin-left: 40px;"><a href="/documents/15390/80868008/SEI_0045979_06.2023.8.16.6000+-+PDTIC+2023+vs.1.0+em+24032023.pdf/7c2f17bc-4c82-fc4b-c059-7addd519bcd8" target="_blank">⬇️ <u>Plano Diretor de TIC - PDTIC 2023 (vs.1.0) em 24/03/2023 (formato .pdf, tamanho 1.9 MB) </u></a></p>
<p style="margin-left: 40px;"><a href="/documents/15390/80868008/SEI_0045979_06.2023.8.16.6000+-+PDTIC+2023+vs.1.0+em+24032023-ODT.odt/c722fce0-a071-602b-da6b-42c5b0a9fdb4" target="_blank">⬇️ <u>Plano Diretor de TIC - PDTIC 2023 (vs.1.0) em 24/03/2023 (formato .ODT, tamanho 400 kB) </u></a></p>
<p style="margin-left: 40px;"><a href="/documents/15390/80868008/SEI_0045979_06.2023.8.16.6000+-+PDTIC+2023+vs.1.0++despacho+presidente.pdf/de1e4e8e-c760-779d-b996-b4fd89971086" target="_blank">⬇️ <u>Despacho Presidente com aprovação PDTIC 2023 (formato .odt, tamanho 11 kB)</u></a></p>
<p style="margin-left: 40px;">⬇️ <u><a href="/documents/15390/80868008/SEI_0045979_06.2023.8.16.6000+-+PDTIC+2023+vs.1.0++Publicacao+edj3417_2023.pdf/791f99cc-1a84-5871-ebb0-41fe740356e1" target="_blank">Publicação da aprovação PDTIC 2023 (formato .pdf, tamanho 11 kB)</a></u></p>
<p> </p>
<p> </p>
<p> </p>
<div class="portlet-msg-alert"><em style="color: rgb(79, 79, 79); font-family: Helvetica, Arial, Verdana, sans-serif; font-size: 14px; ">OBS.: versões do PDTIC anteriores ao apresentado nesta página podem ser localizados no menu lateral.</em></div>Pablo Tavares2023-04-10T16:33:09ZPSU DE TIC 2022 2.0Renan Rafael Marconhttp://www.tjpr.jus.br:8080/web/departamento-de-tecnologia-da-informacao-e-comunicacao/wiki/-/wiki/6228681/PSU+DE+TIC+20222023-04-13T16:42:18Z2023-01-19T14:26:49Z<h4>PESQUISA DE SATISFAÇÃO DE USUÁRIOS DE TIC - 2022</h4>
<p style="text-align: right;"><a href="https://www.tjpr.jus.br/group/guest/avisos/-/asset_publisher/rP6f/content/dtic-realiza-pesquisa-de-satisfacao/18319?inheritRedirect=false&redirect=https%3A%2F%2Fwww.tjpr.jus.br%2Fgroup%2Fguest%2Favisos%3Fp_p_id%3D101_INSTANCE_rP6f%26p_p_lifecycle%3D0%26p_p_state%3Dnormal%26p_p_mode%3Dview%26p_p_col_id%3Dcolumn-3%26p_p_col_pos%3D1%26p_p_col_count%3D2%26_101_INSTANCE_rP6f_advancedSearch%3Dfalse%26_101_INSTANCE_rP6f_keywords%3D%26_101_INSTANCE_rP6f_delta%3D5%26p_r_p_564233524_resetCur%3Dfalse%26_101_INSTANCE_rP6f_cur%3D4%26_101_INSTANCE_rP6f_andOperator%3Dtrue" target="_blank">Notícia no portal TJPR sobre a pesquisa (link para nova página)</a></p>
<h4 style="text-align: center;"> </h4>
<p> </p>
<p style="text-align: justify;">O objetivo é verificar o nível de satisfação dos magistrados, servidores, serventuários e estagiários do órgão em relação aos serviços e soluções de tecnologia disponibilizados pelo DTIC.</p>
<p style="text-align: justify;">O resultado, compilado em um relatório, apresentou diversos indicadores que podem ser úteis para a melhoria nos serviços e para o direcionamento das ações do TJ-PR de acordo com o planejamento estratégico.</p>
<p style="text-align: justify;"> </p>
<p style="text-align: justify;"><strong>INFORMAÇÕES GERAIS</strong></p>
<ul>
<li style="text-align: justify;"><strong>Período da Pesquisa:</strong> A pesquisa ficou disponível para preenchimento por 19 dias, no período compreendido entre 09/11/2022 a 26/11/2022.</li>
<li style="text-align: justify;"><strong>Público Alvo:</strong> Interno ao TJPR, disponibilizados aos Magistrados, Servidores Concursados, Servidores em cargo em comissão, Estagiários, e Serventuários / Extrajudicial.</li>
<li style="text-align: justify;"><strong>Canal e publicidade:</strong> No portal da Intranet do TJPR foram disponibilizados links para um formulário eletrônico.</li>
<li style="text-align: justify;"><strong>Conteúdo do questionário:</strong> O questionário digital foi aplicado com 9 questões objetivas e 1 questão subjetiva, para sugestões.</li>
</ul>
<ul>
<li style="text-align: justify;"><strong>Números sobre o total de respondentes</strong>: Magistrados(as) ( 126 ), Servidores(as) Efetivos(as) ( 1070 ), Servidores(as) Comissionados(as) ( 382 ), Estagiários(as) ( 203 ), Serventuário / Extrajudicial ( 26 ), Outros ( 37 ). </li>
<li style="text-align: justify;"><strong>Total de respostas preenchidas</strong>: 1844 respondentes.</li>
</ul>
<p> </p>
<p><b>RESULTADOS OBTIDOS</b></p>
<p style="text-align: center;"> </p>
<ul>
<li><strong>1-Vínculo com o TJPR:</strong></li>
</ul>
<p style="text-align: center;"> </p>
<table align="center" border="1" cellpadding="0" cellspacing="0" style="width:60%;">
<colgroup>
<col style="width:20%;" />
<col span="2" style="width:80%;" />
</colgroup>
<tbody>
<tr>
<td style="width: 50%; text-align: center; background-color: rgb(204, 204, 204);"><strong>Cargo</strong></td>
<td style="width: 25%; background-color: rgb(204, 204, 204); text-align: center;"><strong>Respostas</strong></td>
<td style="width: 25%; background-color: rgb(204, 204, 204); text-align: center;"><strong>Percentual</strong></td>
</tr>
<tr>
<td style="width: 50%;">Magistrados e Magistradas</td>
<td style="width: 25%; text-align: center;">126</td>
<td style="width: 25%; text-align: center;">7 %</td>
</tr>
<tr>
<td style="width: 50%;">Servidores e Servidoras concursados</td>
<td style="width: 25%; text-align: center;">1070</td>
<td style="width: 25%; text-align: center;">58 %</td>
</tr>
<tr>
<td style="width: 50%;">Servidores e Servidoras em cargo em comissão</td>
<td style="width: 25%; text-align: center;">382</td>
<td style="width: 25%; text-align: center;">21%</td>
</tr>
<tr>
<td style="width: 50%;">Estagiários e Estagiárias</td>
<td style="width: 25%; text-align: center;">203</td>
<td style="width: 25%; text-align: center;">11%</td>
</tr>
<tr>
<td style="width: 50%;">Serventuário / Extrajudicial</td>
<td style="width: 25%; text-align: center;">26</td>
<td style="width: 25%; text-align: center;">1%</td>
</tr>
<tr>
<td style="width: 50%;">Outra</td>
<td style="width: 25%; text-align: center;">37</td>
<td style="width: 25%; text-align: center;">2%</td>
</tr>
<tr>
<td style="width: 50%; text-align: center; background-color: rgb(204, 204, 204);"><strong>Total de Respostas</strong></td>
<td style="width: 25%; background-color: rgb(204, 204, 204); text-align: center;"><b>1844</b></td>
<td style="width: 25%; background-color: rgb(204, 204, 204); text-align: center;"><strong>100%</strong></td>
</tr>
</tbody>
</table>
<p> </p>
<p style="text-align: center;"><img alt="" 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" /></p>
<p style="text-align: center;"> </p>
<ul>
<li><strong>2-Lotação funcional:</strong></li>
</ul>
<table align="center" border="1" cellpadding="0" cellspacing="0" style="width: 708.995px;">
<tbody>
<tr>
<td style="width: 353.018px; text-align: center; background-color: rgb(204, 204, 204);"><strong>Lotação</strong></td>
<td style="width: 353.018px; background-color: rgb(204, 204, 204); text-align: center;"><strong>%</strong></td>
</tr>
<tr>
<td style="width: 353.018px; text-align: center;">Primeiro grau</td>
<td style="width: 353.018px; text-align: center;">70 %</td>
</tr>
<tr>
<td style="width: 353.018px; text-align: center;">Segundo grau</td>
<td style="width: 353.018px; text-align: center;">14 %</td>
</tr>
<tr>
<td style="width: 353.018px; text-align: center;">Secretaria</td>
<td style="width: 353.018px; text-align: center;">16 %</td>
</tr>
</tbody>
</table>
<p> </p>
<p style="text-align: center;"><img alt="" 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" /></p>
<p style="text-align: center;"> </p>
<ul>
<li><strong>3-Canais de comunicação usados para entrar em contato com o DTIC:</strong></li>
</ul>
<table align="center" border="1" cellpadding="0" cellspacing="0" style="width: 708.995px;">
<tbody>
<tr>
<td style="width: 353.018px; text-align: center; background-color: rgb(204, 204, 204);"><strong>Classificação</strong></td>
<td style="width: 353.018px; background-color: rgb(204, 204, 204); text-align: center;"><strong><em>% </em></strong></td>
</tr>
<tr>
<td style="width: 353.018px;">Excelente</td>
<td style="width: 353.018px; text-align: center;">39 %</td>
</tr>
<tr>
<td style="width: 353.018px;">Bom</td>
<td style="width: 353.018px; text-align: center;">44 %</td>
</tr>
<tr>
<td style="width: 353.018px;">Regular</td>
<td style="width: 353.018px; text-align: center;">10 %</td>
</tr>
<tr>
<td style="width: 353.018px;">Ruim</td>
<td style="width: 353.018px; text-align: center;">3 %</td>
</tr>
<tr>
<td style="width: 353.018px;">Péssimo</td>
<td style="width: 353.018px; text-align: center;">2 %</td>
</tr>
<tr>
<td style="width: 353.018px;">Não se aplica ou desconheço</td>
<td style="width: 353.018px; text-align: center;">2 %</td>
</tr>
<tr>
<td style="width: 353.018px;"><strong>TOTAL</strong></td>
<td style="width: 353.018px; text-align: center;"><strong>100%</strong></td>
</tr>
</tbody>
</table>
<p> </p>
<p style="text-align: center;"><img alt="" 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" /></p>
<p> </p>
<ul>
<li><strong style="text-align: justify;">4-A qualidade das informações disponibilizadas aos usuários na Base de Conhecimento do DTIC-TJPR, na barra de pesquisa superior da página (https://siga.tjpr.jus.br):</strong></li>
</ul>
<p style="text-align: justify;"> </p>
<table align="center" border="1" cellpadding="0" cellspacing="0" style="width:60%;">
<colgroup>
<col style="width:20%;" />
<col span="2" style="width:80%;" />
</colgroup>
<tbody>
<tr>
<td style="width: 50%; text-align: center; background-color: rgb(204, 204, 204);"><strong>Classificação</strong></td>
<td style="width: 25%; background-color: rgb(204, 204, 204); text-align: center;"><strong>% de Satisfação dos usuários</strong></td>
</tr>
<tr>
<td style="width: 50%;">Excelente</td>
<td style="width: 25%; text-align: center;">31 %</td>
</tr>
<tr>
<td style="width: 50%;">Bom</td>
<td style="width: 25%; text-align: center;">44 %</td>
</tr>
<tr>
<td style="width: 50%;">Regular</td>
<td style="width: 25%; text-align: center;">14 %</td>
</tr>
<tr>
<td style="width: 50%;">Ruim</td>
<td style="width: 25%; text-align: center;">4 %</td>
</tr>
<tr>
<td style="width: 50%;">Péssimo</td>
<td style="width: 25%; text-align: center;"><span style="text-align: center; background-color: rgb(255, 255, 255);">1 %</span></td>
</tr>
<tr>
<td style="width: 50%;">Não se aplica ou desconheço</td>
<td style="width: 25%; text-align: center;"><span style="text-align: center; background-color: rgb(255, 255, 255);">6 %</span></td>
</tr>
<tr>
<td style="width: 50%;"><strong>TOTAL</strong></td>
<td style="width: 25%; text-align: center;"><strong>100 %</strong></td>
</tr>
</tbody>
</table>
<p> </p>
<p style="text-align: center;"><img alt="" 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" /></p>
<p style="text-align: center;"> </p>
<ul>
<li style="text-align: justify;"><strong>5-Os serviços e soluções digitais utilizados diariamente em suas atividades (e-mails, videoconferência, balcão virtual, etc.):</strong></li>
</ul>
<p style="text-align: justify;"> </p>
<table align="center" border="1" cellpadding="0" cellspacing="0" style="width: 710.231px;">
<tbody>
<tr>
<td style="width: 353.926px; text-align: center; background-color: rgb(204, 204, 204);"><strong>Classificação</strong></td>
<td style="width: 353.926px; background-color: rgb(204, 204, 204); text-align: center;"><strong>% de Satisfação dos usuários</strong></td>
</tr>
<tr>
<td style="width: 353.926px;">Excelente</td>
<td style="width: 353.926px; text-align: center;">41 %</td>
</tr>
<tr>
<td style="width: 353.926px;">Bom</td>
<td style="width: 353.926px; text-align: center;">45 %</td>
</tr>
<tr>
<td style="width: 353.926px;">Regular</td>
<td style="width: 353.926px; text-align: center;">9 %</td>
</tr>
<tr>
<td style="width: 353.926px;">Ruim</td>
<td style="width: 353.926px; text-align: center;">2 %</td>
</tr>
<tr>
<td style="width: 353.926px;">Péssimo</td>
<td style="width: 353.926px; text-align: center;"><span style="background-color: rgb(255, 255, 255);">1 %</span></td>
</tr>
<tr>
<td style="width: 353.926px;">Não se aplica ou desconheço</td>
<td style="width: 353.926px; text-align: center;"><span style="background-color: rgb(255, 255, 255);">2 %</span></td>
</tr>
<tr>
<td style="width: 353.926px;"><strong>TOTAL</strong></td>
<td style="width: 353.926px; text-align: center;"><strong>100 %</strong></td>
</tr>
</tbody>
</table>
<p style="text-align: justify;"> </p>
<p style="text-align: center;"><img alt="" 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" /></p>
<p style="text-align: center;"> </p>
<ul>
<li style="text-align: justify;"><strong>6-A infraestrutura tecnológica (computadores, redes, scanners, impressoras, periféricos, etc.):</strong></li>
</ul>
<table align="center" border="1" cellpadding="0" cellspacing="0" style="width: 710.231px;">
<tbody>
<tr>
<td style="width: 353.926px; text-align: center; background-color: rgb(204, 204, 204);"><strong>Classificação</strong></td>
<td style="width: 353.926px; background-color: rgb(204, 204, 204); text-align: center;"><strong>% de Satisfação dos usuários</strong></td>
</tr>
<tr>
<td style="width: 353.926px;">Excelente</td>
<td style="width: 353.926px; text-align: center;">38 %</td>
</tr>
<tr>
<td style="width: 353.926px;">Bom</td>
<td style="width: 353.926px; text-align: center;">41 %</td>
</tr>
<tr>
<td style="width: 353.926px;">Regular</td>
<td style="width: 353.926px; text-align: center;">14 %</td>
</tr>
<tr>
<td style="width: 353.926px;">Ruim</td>
<td style="width: 353.926px; text-align: center;">3 %</td>
</tr>
<tr>
<td style="width: 353.926px;">Péssimo</td>
<td style="width: 353.926px; text-align: center;"><span style="background-color: rgb(255, 255, 255);">1 %</span></td>
</tr>
<tr>
<td style="width: 353.926px;">Não se aplica ou desconheço</td>
<td style="width: 353.926px; text-align: center;"><span style="background-color: rgb(255, 255, 255);">3 %</span></td>
</tr>
<tr>
<td style="width: 353.926px;"><strong>TOTAL</strong></td>
<td style="width: 353.926px; text-align: center;"><strong>100 %</strong></td>
</tr>
</tbody>
</table>
<p style="text-align: justify;"> </p>
<p style="text-align: center;"><img alt="" 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" /></p>
<p style="text-align: center;"> </p>
<ul>
<li style="text-align: justify;"><strong>7-Os sistemas de informação desenvolvidos pelo DTIC-TJPR (Projudi, Hercules, Hermes, Sistema Uniformizado, SGP, entre outros):</strong></li>
</ul>
<table align="center" border="1" cellpadding="0" cellspacing="0" style="width: 710.231px;">
<tbody>
<tr>
<td style="width: 353.926px; text-align: center; background-color: rgb(204, 204, 204);"><strong>Classificação</strong></td>
<td style="width: 353.926px; background-color: rgb(204, 204, 204); text-align: center;"><strong>% de Satisfação dos usuários</strong></td>
</tr>
<tr>
<td style="width: 353.926px;">Excelente</td>
<td style="width: 353.926px; text-align: center;">34 %</td>
</tr>
<tr>
<td style="width: 353.926px;">Bom</td>
<td style="width: 353.926px; text-align: center;">46 %</td>
</tr>
<tr>
<td style="width: 353.926px;">Regular</td>
<td style="width: 353.926px; text-align: center;">16 %</td>
</tr>
<tr>
<td style="width: 353.926px;">Ruim</td>
<td style="width: 353.926px; text-align: center;">3 %</td>
</tr>
<tr>
<td style="width: 353.926px;">Péssimo</td>
<td style="width: 353.926px; text-align: center;"><span style="background-color: rgb(255, 255, 255);">1 %</span></td>
</tr>
<tr>
<td style="width: 353.926px;">Não se aplica ou desconheço</td>
<td style="width: 353.926px; text-align: center;"><span style="background-color: rgb(255, 255, 255);">0 %</span></td>
</tr>
<tr>
<td style="width: 353.926px;"><strong>TOTAL</strong></td>
<td style="width: 353.926px; text-align: center;"><strong>100 %</strong></td>
</tr>
</tbody>
</table>
<p style="text-align: justify;"> </p>
<p style="text-align: center;"><img alt="" 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" /></p>
<p style="text-align: center;"> </p>
<ul>
<li style="text-align: justify;"><strong>8-As medidas de segurança da informação adotadas pelo DTIC-TJPR:</strong></li>
</ul>
<table align="center" border="1" cellpadding="0" cellspacing="0" style="width: 710.231px;">
<tbody>
<tr>
<td style="width: 353.926px; text-align: center; background-color: rgb(204, 204, 204);"><strong>Classificação</strong></td>
<td style="width: 353.926px; background-color: rgb(204, 204, 204); text-align: center;"><strong>% de Satisfação dos usuários</strong></td>
</tr>
<tr>
<td style="width: 353.926px;">Excelente</td>
<td style="width: 353.926px; text-align: center;">46 %</td>
</tr>
<tr>
<td style="width: 353.926px;">Bom</td>
<td style="width: 353.926px; text-align: center;">41 %</td>
</tr>
<tr>
<td style="width: 353.926px;">Regular</td>
<td style="width: 353.926px; text-align: center;">5 %</td>
</tr>
<tr>
<td style="width: 353.926px;">Ruim</td>
<td style="width: 353.926px; text-align: center;">1 %</td>
</tr>
<tr>
<td style="width: 353.926px;">Péssimo</td>
<td style="width: 353.926px; text-align: center;"><span style="background-color: rgb(255, 255, 255);">0 %</span></td>
</tr>
<tr>
<td style="width: 353.926px;">Não se aplica ou desconheço</td>
<td style="width: 353.926px; text-align: center;"><span style="background-color: rgb(255, 255, 255);">7 %</span></td>
</tr>
<tr>
<td style="width: 353.926px;"><strong>TOTAL</strong></td>
<td style="width: 353.926px; text-align: center;"><strong>100 %</strong></td>
</tr>
</tbody>
</table>
<p style="text-align: justify;"> </p>
<p style="text-align: center;"><img alt="" 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" /></p>
<p style="text-align: justify;"> </p>
<ul>
<li style="text-align: justify;"><strong>9-Em uma avaliação geral, como classificaria os serviços de tecnologia da informação e comunicação prestados pelo DTIC-TJPR?</strong></li>
</ul>
<table align="center" border="1" cellpadding="0" cellspacing="0" style="width: 710.231px;">
<tbody>
<tr>
<td style="width: 353.926px; text-align: center; background-color: rgb(204, 204, 204);"><strong>Classificação</strong></td>
<td style="width: 353.926px; background-color: rgb(204, 204, 204); text-align: center;"><strong>% de Satisfação dos usuários</strong></td>
</tr>
<tr>
<td style="width: 353.926px;">Excelente</td>
<td style="width: 353.926px; text-align: center;">39 %</td>
</tr>
<tr>
<td style="width: 353.926px;">Bom</td>
<td style="width: 353.926px; text-align: center;">47 %</td>
</tr>
<tr>
<td style="width: 353.926px;">Regular</td>
<td style="width: 353.926px; text-align: center;">11 %</td>
</tr>
<tr>
<td style="width: 353.926px;">Ruim</td>
<td style="width: 353.926px; text-align: center;">2 %</td>
</tr>
<tr>
<td style="width: 353.926px;">Péssimo</td>
<td style="width: 353.926px; text-align: center;"><span style="background-color: rgb(255, 255, 255);">1 %</span></td>
</tr>
<tr>
<td style="width: 353.926px;">Não se aplica ou desconheço</td>
<td style="width: 353.926px; text-align: center;"><span style="background-color: rgb(255, 255, 255);">-</span></td>
</tr>
<tr>
<td style="width: 353.926px;"><strong>TOTAL</strong></td>
<td style="width: 353.926px; text-align: center;"><strong>100 %</strong></td>
</tr>
</tbody>
</table>
<p style="text-align: justify;"> </p>
<p style="text-align: center;"><img alt="" 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" /></p>
<p style="text-align: center;"> </p>
<p><strong>Respostas subjetivas e avaliação geral</strong></p>
<p>Do total de 1844 respondentes da pesquisa, houve 488 comentários classificados<span style="text-align: justify;">. Tais respostas foram categorizadas conforme demonstram os arquivos disponíveis no rodapé desta página.</span></p>
<p><span style="text-align: justify;">As avaliações e comentários subjetivos mostram que os usuários na sua maioria permanecem satisfeitos com o DTIC, seja com seus sistemas, estrutura ou atendimento. Mesmo assim, o departamento está atento monitorando as respostas insatisfatórias e respondendo pontualmente a cada uma delas dentro do possível.</span></p>
<p> </p>
<p><strong>DOCUMENTOS</strong>:</p>
<p style="margin-left: 80px;"><a href="https://www.tjpr.jus.br/documents/15390/60632656/PSU-DTIC-2022+Questionario+-+SEI_0126418_38.2022.8.16.6000.pdf/e78d2f4c-cb0a-cbdf-909b-1deffddd1450" target="_blank"><img alt="" src="https://www.tjpr.jus.br/documents/15390/5492064/Icon-pdf.png/cdef4a68-0276-229d-7163-a297334edbe8?t=1490194005988" style="width: 20px; height: 20px;" /> Questionário da Pesquisa de Satisfação dos Usuários de TIC 2022</a> (formato .pdf, tamanho 337 Kb) - <span style="background-color: rgb(255, 255, 255);">(</span><a href="https://www.tjpr.jus.br/documents/15390/60632656/PSU-DTIC-2022+Questionario+-+SEI_0126418_38.2022.8.16.6000.odt/75be7a85-3f6e-d149-5a4b-369b7b79977c?version=1.0&download=true" target="_blank"><img src="data:image/png;base64,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" style="height: 20px; background-color: rgb(255, 255, 255); width: 16px;" /></a><span style="background-color: rgb(255, 255, 255);"><a href="https://www.tjpr.jus.br/documents/15390/60632656/PSU-DTIC-2022+Questionario+-+SEI_0126418_38.2022.8.16.6000.odt/75be7a85-3f6e-d149-5a4b-369b7b79977c?version=1.0&download=true" target="_blank">formato .odt, tamanho 59 Kb</a>)</span>.</p>
<p style="margin-left: 80px;"><a href="/documents/15390/60632656/PSU-DTIC-2022+Relatorio+Completo+SEI_0126418_38.2022.8.16.6000.pdf/8967d802-fdf9-7285-abc2-e079d177277a" target="_blank"><img alt="" src="https://www.tjpr.jus.br/documents/15390/5492064/Icon-pdf.png/cdef4a68-0276-229d-7163-a297334edbe8?t=1490194005988" style="width: 20px; height: 20px;" /> Relatório Completo sobre a Pesquisa de Satisfação dos Usuários de TIC em 2022</a> (formato .pdf, 1.7 Mb) -<span style="background-color: rgb(255, 255, 255);"> (</span><a href="https://www.tjpr.jus.br/documents/15390/60632656/PSU-DTIC-2022+Relatorio+Completo+SEI_0126418_38.2022.8.16.6000.odt/9da0e1c8-91dd-1993-665c-8d6717a14bf1?version=1.0&download=true" target="_blank"><img src="data:image/png;base64,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" style="height: 20px; background-color: rgb(255, 255, 255); width: 16px;" /></a><span style="background-color: rgb(255, 255, 255);"><a href="https://www.tjpr.jus.br/documents/15390/60632656/PSU-DTIC-2022+Relatorio+Completo+SEI_0126418_38.2022.8.16.6000.odt/9da0e1c8-91dd-1993-665c-8d6717a14bf1?version=1.0&download=true" target="_blank">formato .odt, tamanho 2MB</a>)</span>.</p>
<p style="margin-left: 80px;"><a href="/documents/15390/60632656/PSU-DTIC-2022+relatorio+55+elogios.pdf/32c2cdf2-fde7-3148-9447-579187c76c7c" target="_blank"><img alt="" src="https://www.tjpr.jus.br/documents/15390/5492064/Icon-pdf.png/cdef4a68-0276-229d-7163-a297334edbe8?t=1490194005988" style="width: 20px; height: 20px;" /> Relatório com 55 Elogios ao DTIC </a>(formato .pdf, tamanho 337 Kb) - (<img src="data:image/png;base64,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" style="height: 20px; width: 16px;" /> <a href="https://www.tjpr.jus.br/documents/15390/60632656/PSU-DTIC-2022+relatorio+55+elogios.odt/f1c2711a-e5f6-5321-7fbe-206a933f000e?version=1.0&download=true" target="_blank">formato .odt, tamanho 20MB</a>)</p>
<p style="margin-left: 80px;"><a href="/documents/15390/60632656/PSU-DTIC-2022+Respostas+em+28-11-2022%E2%80%AF_total+de+1844+itens.xlsx/051144c1-8f26-393a-654a-b12f74390a77" target="_blank"><img alt="" src="/documents/15390/5492064/Icon-msexcel.jpg/6d6748f6-1426-5439-8c2f-f1dc64c24739?t=1490378414180" style="width: 20px; height: 20px;" /> Planilha completa com os dados coletados na PSU 2022 de TIC </a>(formato .xlsx, tamanho 600 Kb) << acesso retrito a rede interna TJPR >>.</p>
<p style="margin-left: 80px;"><img alt="" src="data:image/png;base64,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" style="height: 22px; background-color: rgb(255, 255, 255); width: 18px;" /> <a href="https://www.tjpr.jus.br/documents/15390/60632656/PSU-DTIC-2022+Respostas+em+28-11-2022%E2%80%AF_total+de+1844+itens.ods/d0cbfd65-8b31-1703-6a06-341467cc8c13?version=1.0&download=true" target="_blank">Planilha completa com os dados coletados na PSU 2022 de TIC</a><a href="/documents/15390/60632656/PSU-DTIC-2022+Respostas+em+28-11-2022%E2%80%AF_total+de+1844+itens.xlsx/051144c1-8f26-393a-654a-b12f74390a77" style="background-color: rgb(255, 255, 255);" target="_blank"> </a>(formato .ods, tamanho 457 Kb) << acesso retrito a rede interna TJPR >>.</p>
<p> <img alt="" src="data:image/png;base64,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" style="height: 22px; width: 18px;" /><a href="/documents/15390/60632656/PSU-DTIC-2022+Respostas+em+28-11-2022%E2%80%AF_total+de+1844+itens.xlsx/051144c1-8f26-393a-654a-b12f74390a77" style="color: rgb(68, 134, 120); outline: 0px; background-color: rgb(255, 255, 255);" target="_blank"> </a><a href="https://www.tjpr.jus.br/documents/15390/60632656/Pesquisa+de+Satisfa%C3%A7%C3%A3o+de+Usu%C3%A1rios+de+TIC+-+PSU+-+2021+-+Publicada.ods/b6e70daf-3540-7363-056e-b806d71eb944?version=1.0&download=true" target="_blank">Planilha completa com os dados coletados na PSU 2021 de TIC</a><a href="/documents/15390/60632656/PSU-DTIC-2022+Respostas+em+28-11-2022%E2%80%AF_total+de+1844+itens.xlsx/051144c1-8f26-393a-654a-b12f74390a77" style="color: rgb(68, 134, 120); outline: 0px; background-color: rgb(255, 255, 255);" target="_blank"> </a>(formato .ods, tamanho 177 Kb) << acesso retrito a rede interna TJPR >>.</p>Renan Rafael Marcon2023-01-19T14:26:49ZIndicadores 2021-2022 PDTIC 2.0Pablo Tavareshttp://www.tjpr.jus.br:8080/web/departamento-de-tecnologia-da-informacao-e-comunicacao/wiki/-/wiki/6228681/Indicadores+2021-2022+PDTIC2023-05-04T18:03:46Z2022-10-26T14:24:54Z<h3>Objetivos e Indicadores Estratégicos de TIC (OETIC) para ciclo 2021 a 2026</h3>
<p style="text-align: right;"> atualizado em 02/12/2022</p>
<p style="margin-left: 40px;">São apresentados os <strong>Objetivos Estratégicos de TIC (OETIC'</strong>s), que indicam os pontos de ação identificados como necessários ao cumprimento da Missão e o alcance da Visão de futuro, <strong>vinculados </strong>aos <strong>Indicadores Estratégicos de TIC (</strong><strong>IETIC</strong>'s), os quais viabilizam a aferição de seu atingimento.</p>
<p style="margin-left: 40px;"> </p>
<p style="margin-left: 40px;">As informações abaixo estão detalhadas no <strong>Plano Diretor de Tecnologia da Informação e Comunicação (PDTIC 2021-2022)</strong> versão 2.1, conforme SEI!TJPR nº 0108897-80.2022.8.16.6000 (doc. informação nº 8114304) aprovado pelo Comitê de Governança de Tecnologia da Informação e Comunicação (CGOVTIC) em 23/09/2022 registrado no SEI!TJPR nº 0013191-07.2021.8.16.6000 (ata doc. nº 8109158) .</p>
<p> </p>
<table border="0" cellpadding="2" cellspacing="1" style="width:99%;>
<colgroup>
<col style=" width:3="">
<colgroup>
<col style="width:5%;" />
<col style="width:5%;" />
<col style="width:5%;" />
</colgroup>
<tbody>
<tr>
<td colspan="9" height="49" style=" text-align: center;background-color: rgb(144,238,144);"><strong>Perspectiva: SOCIEDADE</strong></td>
</tr>
<tr height="49" style="background-color: rgb(192,192,192);">
<td style="width: 60%; text-align: center;"><strong>Objetivos e Indicadores Estratégicos de TIC</strong></td>
<td style="width: 3%; text-align: center;"><strong>Base</strong></td>
<td style="width: 7%; text-align: center;"><strong>P x R</strong></td>
<td style="width: 5%; text-align: center;"><strong>2021</strong></td>
<td style="width: 5%; text-align: center;"><strong>2022</strong></td>
<td style="width: 5%; text-align: center;"><strong>2023</strong></td>
<td style="width: 5%; text-align: center;"><strong>2024</strong></td>
<td style="width: 5%; text-align: center;"><strong>2025</strong></td>
<td style="width: 5%; text-align: center;"><strong>2026</strong></td>
</tr>
<tr>
<td colspan="9" style="background-color: rgb(220, 220, 220);"><strong>OETIC.1 - Aumentar a Satisfação dos Usuários do Sistema Judiciário - </strong>Atuar na melhoria e no incremento da qualidade dos atendimentos e da experiência dos serviços ofertados aos usuários do Poder Judiciário, seja de forma presencial ou virtual.</td>
</tr>
<tr>
<td rowspan="2" valign="center">
<p><strong>→ IETIC-1.1 - Índice de adesão à pesquisas de satisfação padronizada - </strong>Avaliar o percentual de serviços que possuem pesquisa padronizada e preconizada pelo CNJ em comparação ao total de pesquisas realizadas.</p>
</td>
<td style="text-align: center;"><strong>2020</strong></td>
<td style="text-align: center;"><strong>Projetado</strong></td>
<td style="text-align: center;">50%</td>
<td style=" text-align: center;">60%</td>
<td style="text-align: center;">70%</td>
<td style="text-align: center;">75%</td>
<td style=" text-align: center;">80%</td>
<td style="text-align: center;">85%</td>
</tr>
<tr>
<td style="text-align: center;">0%</td>
<td style="text-align: center;"><strong>Realizado</strong></td>
<td style="text-align: center;">-</td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
</tr>
<tr>
<td rowspan="2"" valign="center"><strong>→ IETIC-1.2 - Índice de satisfação dos usuários - </strong>Indicador capaz de avaliar a satisfação dos usuários de TIC do órgão.</td>
<td style="text-align: center;"><strong>2019</strong></td>
<td style="text-align: center;"><strong>Projetado</strong></td>
<td style="text-align: center;">70%</td>
<td style="text-align: center;">72%</td>
<td style="text-align: center;">74%</td>
<td style="text-align: center;">76%</td>
<td style="text-align: center;">78%</td>
<td style="text-align: center;">80%</td>
</tr>
<tr>
<td style="text-align: center;">74%</td>
<td style="text-align: center;"><strong>Realizado</strong></td>
<td style="text-align: center;">81,4%</td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
</tr>
<tr>
<td rowspan="2"" valign="center"><strong>→ IETIC-1.3 - </strong><strong>Índice de demandas atendidas - </strong>Avalia a quantidade de demandas atendidas em relação à quantidade de demandas registradas no órgão.</td>
<td style=" text-align: center;"><strong>2020</strong></td>
<td style="text-align: center;"><strong>Projetado</strong></td>
<td style="text-align: center;">50%</td>
<td style="text-align: center;">55%</td>
<td style="text-align: center;">60%</td>
<td style="text-align: center;">65%</td>
<td style="text-align: center;">70%</td>
<td style="text-align: center;">75%</td>
</tr>
<tr>
<td style="text-align: center;">62%</td>
<td style="text-align: center;"><strong>Realizado</strong></td>
<td style="text-align: center;">58%</td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
</tr>
<tr>
<td rowspan="2"" valign="center"><strong>→ IETIC-1.4 - </strong><strong>Índice de atendimento à acessibilidade digital - </strong>Avalia a capacitação dos servidores do DTIC quanto ao assunto Acessibilidade Digital, através do treinamento eMAG (Modelo de Acessibilidade em Governo Eletrônico) elaborado pela ENAP (Escola Nacional de Administração Pública).</td>
<td style=" text-align: center;"><strong>2020</strong></td>
<td style="text-align: center;"><strong>Projetado</strong></td>
<td style="text-align: center;">50%</td>
<td style="text-align: center;">55%</td>
<td style="text-align: center;">60%</td>
<td style="text-align: center;">65%</td>
<td style="text-align: center;">70%</td>
<td style="text-align: center;">75%</td>
</tr>
<tr>
<td style="text-align: center;">0%</td>
<td style="text-align: center;">Realizado</td>
<td style="text-align: center;">75%</td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
</tr>
<tr>
<td colspan="9" style="background-color: rgb(220, 220, 220);"><strong>OETIC.2 - Promover a Transformação Digital - </strong>Promover o aperfeiçoamento dos resultados utilizando as ferramentas tecnológicas disruptivas de transformação digital com o objetivo de otimizar os recursos humanos e aprimorar a eficácia na execução dos recursos financeiros, seguindo o princípio da economicidade processual e a satisfação dos usuários.</td>
</tr>
<tr>
<td rowspan="2"" valign="center"><strong>→ IETIC-2.1 - </strong><strong>Índice de serviços digitais - </strong>Avalia a quantidade de Serviços Digitais dentro do órgão.</td>
<td style=" text-align: center;"><strong>2020</strong></td>
<td style="text-align: center;"><strong>Projetado</strong></td>
<td style="text-align: center;">50%</td>
<td style="text-align: center;">55%</td>
<td style="text-align: center;">60%</td>
<td style="text-align: center;">65%</td>
<td style="text-align: center;">70%</td>
<td style="text-align: center;">75%</td>
</tr>
<tr>
<td style="text-align: center;">0%</td>
<td style="text-align: center;"><strong>Realizado</strong></td>
<td style="text-align: center;">-</td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
</tr>
<tr>
<td rowspan="2"" valign="center"><strong>→ IETIC-2.2 - </strong><strong>Índice de serviços disponibilizados em nuvem - </strong>Avalia o percentual de Serviços Disponibilizados em Nuvem em relação ao total de Serviços utilizados no órgão.</td>
<td style="width: 60px; text-align: center;"><strong>2020</strong></td>
<td style="text-align: center;"><strong>Projetado</strong></td>
<td style="text-align: center;">10%</td>
<td style="text-align: center;">15%</td>
<td style="text-align: center;">20%</td>
<td style="text-align: center;">23%</td>
<td style="text-align: center;">27%</td>
<td style="text-align: center;">30%</td>
</tr>
<tr>
<td style="text-align: center;">0%</td>
<td style="text-align: center;"><strong>Realizado</strong></td>
<td style="text-align: center;">-</td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
</tr>
<tr>
<td rowspan="2"" valign="center"><strong>→ IETIC-2.3 - </strong><strong>Índice de execução do plano de transformação digital - </strong>Avalia o percentual de execução do PTD dentro do órgão.</td>
<td style="text-align: center;"><strong>2020</strong></td>
<td style="text-align: center;"><strong>Projetado</strong></td>
<td style="text-align: center;">50%</td>
<td style="text-align: center;">60%</td>
<td style="text-align: center;">70%</td>
<td style="text-align: center;">80%</td>
<td style="text-align: center;">90%</td>
<td style="text-align: center;">100%</td>
</tr>
<tr>
<td style="text-align: center;">0%</td>
<td style="text-align: center;"><strong>Realizado</strong></td>
<td style="text-align: center;">-</td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
</tr>
<tr>
<td colspan="9" height="49" style="text-align: center;"> </td>
</tr>
<tr>
<td colspan="9" height="49" style="text-align: center;background-color: rgb(255,250,205);"><strong>Perspectiva: PROCESSOS INTERNOS</strong></td>
</tr>
<tr height="49" style="background-color: rgb(192,192,192);">
<td style=" text-align: center;"><strong>Objetivos e Indicadores Estratégicos de TIC</strong></td>
<td style=" text-align: center;"><strong>Base</strong></td>
<td style="text-align: center;"><strong>P x R</strong></td>
<td style="text-align: center;"><strong>2021</strong></td>
<td style=" text-align: center;"><strong>2022</strong></td>
<td style=" text-align: center;"><strong>2023</strong></td>
<td style=" text-align: center;"><strong>2024</strong></td>
<td style=" text-align: center;"><strong>2025</strong></td>
<td style="text-align: center;"><strong>2026</strong></td>
</tr>
<tr>
<td colspan="9" style="background-color: rgb(220, 220, 220);"><strong>OETIC.3 - Aprimorar as Aquisições e Contratações de TIC - </strong>Aperfeiçoar a utilização de métodos, processos e ferramentas que proporcionem a melhoria nas aquisições e contratações de TIC, em busca de otimizar os recursos do Poder Judiciário.</td>
</tr>
<tr>
<td rowspan="2"" valign="center"><strong>→ IETIC-3.1 - Índice de adesão à resolução de contratações de TIC </strong>- Avalia o percentual de adesão à Resolução de Contratações de TIC dentro do órgão.</td>
<td style="width: 60px; text-align: center;"><strong>2020</strong></td>
<td style="text-align: center;"><strong>Projetado</strong></td>
<td style="text-align: center;">90%</td>
<td style="text-align: center;">92%</td>
<td style="text-align: center;">95%</td>
<td style="text-align: center;">97%</td>
<td style="text-align: center;">99%</td>
<td style="text-align: center;">100%</td>
</tr>
<tr>
<td style="text-align: center;">0%</td>
<td style="text-align: center;"><strong>Realizado</strong></td>
<td style="text-align: center;">-</td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
</tr>
<tr>
<td colspan="1" rowspan="2" valign="center"><strong>→ IETIC-3.2 - Índice de contratações de TIC realizadas -</strong> Avalia a quantidade de contratações e aquisições de TIC executadas dentro do prazo, escopo e qualidade pretendidos dentro do previsto no Plano de Contratações de Solução de TIC - PCSTIC.</td>
<td style="text-align: center;">2020</td>
<td style="text-align: center;">Projetado</td>
<td style="text-align: center;">50%</td>
<td style="text-align: center;">60%</td>
<td style="text-align: center;">65%</td>
<td style="text-align: center;">70%</td>
<td style="text-align: center;">75%</td>
<td style="text-align: center;">80%</td>
</tr>
<tr>
<td style="text-align: center;">56%</td>
<td style="text-align: center;">Realizado</td>
<td style="text-align: center;">34,2%</td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
</tr>
<tr>
<td colspan="1" rowspan="2" valign="center"><strong>→ IETIC-3.3 - Índice do grau de aplicação de recursos de TIC -</strong> Avalia o percentual da despesa total do TJPR que é destinada para a área de TI.</td>
<td style="text-align: center;">2020</td>
<td style="text-align: center;">Projetado</td>
<td style="text-align: center;">2%</td>
<td style="text-align: center;">4%</td>
<td style="text-align: center;">4,5%</td>
<td style="text-align: center;">5%</td>
<td style="text-align: center;">5,5%</td>
<td style="text-align: center;">6%</td>
</tr>
<tr>
<td style="text-align: center;">0,93%</td>
<td style="text-align: center;">Realizado</td>
<td style="text-align: center;">2,63%</td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
</tr>
<tr>
<td colspan="9" style=" background-color: rgb(220, 220, 220);"><strong>OETIC.4 - Promover Serviços de Infraestrutura e Soluções Corporativas</strong> - Aprimorar e incrementar todo aparato responsável por gerenciar os serviços de TIC do Poder Judiciário, principalmente nas iniciativas voltadas para Infraestrutura e Soluções Corporativas.</td>
</tr>
<tr>
<td rowspan="2"" valign="center"><strong>→ IETIC-4.1 - Índice de atendimento dos serviços TIC definidos pelo órgão - </strong>Avalia o cumprimento dos níveis mínimos dos serviços TIC definidos pelo órgão.</td>
<td style=" width: 60px; text-align: center;"><strong>2020</strong></td>
<td style=" text-align: center;"><strong>Projetado</strong></td>
<td style=" text-align: center;">80%</td>
<td style=" text-align: center;">82%</td>
<td style=" text-align: center;">84%</td>
<td style=" text-align: center;">87%</td>
<td style="text-align: center;">88%</td>
<td style="text-align: center;">90%</td>
</tr>
<tr>
<td style="text-align: center;">0%</td>
<td style="text-align: center;"><strong>Realizado</strong></td>
<td style="text-align: center;">-</td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
</tr>
<tr>
<td rowspan="2"" valign="center"><strong>→ IETIC-4.2 - Índice de projetos de software aderentes à metodologia de desenvolvimento de soluções -</strong> Avalia a quantidade de softwares desenvolvidos e utilizados pelos órgãos que utilizam metodologia sugerida de desenvolvimento.</td>
<td style="text-align: center;"><strong>2020</strong></td>
<td style="text-align: center;"><strong>Projetado</strong></td>
<td style="text-align: center;">75%</td>
<td style="text-align: center;">80%</td>
<td style="text-align: center;">85%</td>
<td style="text-align: center;">90%</td>
<td style="text-align: center;">95%</td>
<td style="text-align: center;">100%</td>
</tr>
<tr>
<td style="text-align: center;">0%</td>
<td style="text-align: center;"><strong>Realizado</strong></td>
<td style="text-align: center;">-</td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
</tr>
<tr>
<td colspan="1" rowspan="2" valign="center"><strong>→ IETIC-4.3 - Índice de aderência das soluções implantadas ao Modelo Nacional de Interoperabilidade (MNI) -</strong> Avalia a aderência das soluções implantadas ao Modelo Nacional de Interoperabilidade (MNI).</td>
<td style="text-align: center;">2020</td>
<td style="text-align: center;">Projetado</td>
<td style="text-align: center;">100%</td>
<td style="text-align: center;">100%</td>
<td style="text-align: center;">100%</td>
<td style="text-align: center;">100%</td>
<td style="text-align: center;">100%</td>
<td style="text-align: center;">100%</td>
</tr>
<tr>
<td style="text-align: center;">100%</td>
<td style="text-align: center;">Realizado</td>
<td style="text-align: center;">100%</td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
</tr>
<tr>
<td colspan="9" style="background-color: rgb(220, 220, 220);"><strong>OETIC.5 - Aperfeiçoar a Governança e a Gestão de TIC</strong> - Consolidar os processos, regulamentações e leis no âmbito da administração do Poder Judiciário visando aprimorar a Governança, Gestão e cumprimento das metas e objetivos estabelecidos coletivamente.</td>
</tr>
<tr>
<td rowspan="2"" valign="center"><strong>→ IETIC-5.1 - </strong><strong>Índice de execução do PDTIC - </strong>Indicador capaz de avaliar o percentual de execução PDTIC.</td>
<td style="text-align: center;"><strong>2020</strong></td>
<td style=" text-align: center;"><strong>Projetado</strong></td>
<td style=" text-align: center;">60%</td>
<td style=" text-align: center;">65%</td>
<td style="text-align: center;">70%</td>
<td style="text-align: center;">75%</td>
<td style="text-align: center;">80%</td>
<td style="text-align: center;">85%</td>
</tr>
<tr>
<td style="text-align: center;">29%</td>
<td style="text-align: center;"><strong>Realizado</strong></td>
<td style="text-align: center;">38%</td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
</tr>
<tr>
<td rowspan="2"" valign="center"><strong>→ IETIC-5.2 - </strong><strong>Índice de avaliação do IGOVTIC-JUD - </strong>Avalia e acompanha a situação da Governança, Gestão e Infraestrutura de TIC dos órgãos do Poder Judiciário.</td>
<td style="text-align: center;"><strong>2020</strong></td>
<td style="text-align: center;"><strong>Projetado</strong></td>
<td cellpadding="10" style="width: 51px; text-align: center;"> Baixo </td>
<td style="text-align: center;">Satisfatório</td>
<td style="text-align: center;">Satisfatorio</td>
<td style="text-align: center;">Aprimorado</td>
<td style="text-align: center;">Aprimorado</td>
<td style="text-align: center;">Excelência</td>
</tr>
<tr>
<td style="text-align: center;">Satisfatório</td>
<td style="text-align: center;"><strong>Realizado</strong></td>
<td>Aprimorado</td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
</tr>
<tr>
<td colspan="9" style="background-color: rgb(220, 220, 220);"><strong>OETIC.6 - Aprimorar a Segurança da Informação e a Gestão de Dados</strong> - Melhorar os avanços voltados para a Segurança da Informação e dados pessoais frente aos mais diversos desafios, fazendo-se valer principalmente das vantagens oriundas da utilização de Inteligência Artificial e demais soluções disruptivas de TIC.</td>
</tr>
<tr>
<td rowspan="2"" valign="center"><strong>→ IETIC-6.1 - Índice de adesão à LGPD - </strong>Avalia o cumprimento das recomendações do órgão em cumprimento a recomendação do CNJ e em atendimento à LGPD.</td>
<td style=" text-align: center;"><strong>2020</strong></td>
<td style="text-align: center;"><strong>Projetado</strong></td>
<td style="text-align: center;">75%</td>
<td style="text-align: center;">80%</td>
<td style="text-align: center;">85%</td>
<td style="text-align: center;">90%</td>
<td style="text-align: center;">95%</td>
<td style="text-align: center;">100%</td>
</tr>
<tr>
<td style="text-align: center;">0%</td>
<td style="text-align: center;"><strong>Realizado</strong></td>
<td style="text-align: center;">-</td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
</tr>
<tr>
<td rowspan="2"" valign="center"><strong>→ IETIC-6.2 - Índice de serviços críticos com gestão de risco - </strong>Avalia se os serviços identificados como críticos possuem gestão de risco e se são aplicados.</td>
<td style="text-align: center;"><strong>2020</strong></td>
<td style="text-align: center;"><strong>Projetado</strong></td>
<td style="text-align: center;">85%</td>
<td style="text-align: center;">87%</td>
<td style="text-align: center;">90%</td>
<td style="text-align: center;">95%</td>
<td style="text-align: center;">97%</td>
<td style="text-align: center;">100%</td>
</tr>
<tr>
<td style="text-align: center;">0%</td>
<td style="text-align: center;"><strong>Realizado</strong></td>
<td style="text-align: center;">-</td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
</tr>
<tr>
<td colspan="9" height="49" style="text-align: center;"> </td>
</tr>
<tr>
<td colspan="9" height="49" style="text-align: center;background-color: rgb(255,218,185);">Perspectiva: APRENDIZADO E CONHECIMENTO</td>
</tr>
<tr height="49" style="height:40px;background-color: rgb(192,192,192);">
<td style="text-align: center;"><strong>Objetivos e Indicadores Estratégicos de TIC</strong></td>
<td style="text-align: center;"><strong>Base</strong></td>
<td style="text-align: center;"><strong>P x R</strong></td>
<td style="text-align: center;"><strong>2021</strong></td>
<td style="text-align: center;"><strong>2022</strong></td>
<td style="text-align: center;"><strong>2023</strong></td>
<td style="text-align: center;"><strong>2024</strong></td>
<td style="text-align: center;"><strong>2025</strong></td>
<td style="text-align: center;"><strong>2026</strong></td>
</tr>
<tr>
<td colspan="9" style="background-color: rgb(220, 220, 220);"><strong>OETIC.7 - Reconhecer e Desenvolver as Competências dos Colaboradores de TIC - </strong>Melhorar o desempenho e o cumprimento de metas, considerando a importância em aperfeiçoar o reconhecimento dos profissionais da TI do Poder Judiciário por meio da Gestão de Competência Institucional.</td>
</tr>
<tr>
<td rowspan="2"" valign="center">
<p><strong>→ IETIC-7.1 - Índice de execução do plano de capacitação de TIC -</strong> Avalia o percentual de execução do Plano de Capacitação de TIC – PCTIC no órgão.</p>
</td>
<td style="width: 60px; text-align: center;"><strong>2020</strong></td>
<td style="text-align: center;"><strong>Projetado</strong></td>
<td style="text-align: center;">70%</td>
<td style="text-align: center;">75%</td>
<td style="text-align: center;">80%</td>
<td style="text-align: center;">83%</td>
<td style="text-align: center;">85%</td>
<td style="text-align: center;">90%</td>
</tr>
<tr>
<td style="text-align: center;">25%</td>
<td style="text-align: center;"><strong>Realizado</strong></td>
<td style="text-align: center;">69,8%</td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
</tr>
<tr>
<td colspan="9" style="background-color: rgb(220, 220, 220);"><strong>OETIC.8 - Buscar a Inovação de Forma Colaborativa - </strong>Potencializar a relação entre colaboração e inovação com vistas à evolução e expansão da maturidade de TIC Poder Judiciário de modo a oferecer a desburocratização dos serviços e agregar valor aos usuários.</td>
</tr>
<tr>
<td rowspan="2"" valign="center">
<p><strong>→ IETIC-8.1 - Índice de iniciativas realizadas em colaboração com outros órgãos do judiciário - </strong> Avalia o número de iniciativas realizadas em colaboração com outros órgãos do Judiciário.</p>
</td>
<td style="text-align: center;"><strong>2020</strong></td>
<td style="text-align: center;"><strong>Projetado</strong></td>
<td style="text-align: center;">5%</td>
<td style="text-align: center;">10%</td>
<td style="text-align: center;">15%</td>
<td style="text-align: center;">20%</td>
<td style="text-align: center;">25%</td>
<td style="text-align: center;">30%</td>
</tr>
<tr>
<td style="text-align: center;">0%</td>
<td style="text-align: center;"><strong>Realizado</strong></td>
<td style="text-align: center;">-</td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
</tr>
<tr>
<td rowspan="2"" valign="center">
<p><strong>→ IETIC-8.2 - Índice de iniciativas publicadas no repositório nacional -</strong> Avalia a quantidade de iniciativas publicadas (Projetos, ações e atividades de TIC do Poder Judiciário).</p>
</td>
<td style="text-align: center;"><strong>2020</strong></td>
<td style="text-align: center;"><strong>Projetado</strong></td>
<td style="text-align: center;">5%</td>
<td style="text-align: center;">6%</td>
<td style="text-align: center;">7%</td>
<td style="text-align: center;">8%</td>
<td style="text-align: center;">9%</td>
<td style="text-align: center;">10%</td>
</tr>
<tr>
<td style="text-align: center;">0%</td>
<td style="text-align: center;"><strong>Realizado</strong></td>
<td style="text-align: center;">-</td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
<td> </td>
</tr>
</tbody>
</table>
<p style="text-align: center;"> </p>Pablo Tavares2022-10-26T14:24:54Z3. PSTI 1.0Pablo Tavareshttp://www.tjpr.jus.br:8080/web/departamento-de-tecnologia-da-informacao-e-comunicacao/wiki/-/wiki/6228681/3.+PSTI2022-10-13T15:42:19Z2022-10-13T15:42:19Z[[2. PSI]]Pablo Tavares2022-10-13T15:42:19ZiGovTIC-JUD 2022 1.4Pablo Tavareshttp://www.tjpr.jus.br:8080/web/departamento-de-tecnologia-da-informacao-e-comunicacao/wiki/-/wiki/6228681/iGovTIC-JUD+20222023-04-12T18:04:10Z2022-10-10T18:09:41Z<h4>Perfil de Governança de TIC para o Poder Judiciário (iGovTIC-JUD) </h4>
<p style="margin-left: 40px;"> </p>
<p style="margin-left: 40px;">O <strong>iGovTIC-JUD</strong> é um índice de Governança de Tecnologia da Informação e Comunicação desenvolvido com o propósito de o CNJ identificar, avaliar e acompanhar a situação da Governança, Gestão e Infraestrutura de TIC dos órgãos do Poder Judiciário.</p>
<p style="margin-left: 40px;">O <strong>DTIC é responsável</strong> por coletar e responder os questionários que envolvem Tecnologia da Informação e Comunicação no TJPR e o CNJ monitora o progresso da aderência à resolução citada, conforme as metas estabelecidas anualmente. Todo o detalhamento estão disponíveis no portal do CNJ:</p>
<p style="margin-left: 40px;">Escala do <strong>Nível de Maturidade</strong> sugerida pelo CNJ :</p>
<table align="center" class="table table-condensed table-hover" style="color:rgb(62, 62, 62);font-size:12px;text-align:justify;width:80%;">
<thead>
<tr>
<th style="width: 10%; text-align: center;"><strong>Nível de Maturidade</strong></th>
<th style="width: 30%; text-align: center;"><strong>Faixas do período de transição 2021</strong></th>
<th style="width: 30%; text-align: center;"><strong>Faixas do período de transição 2022</strong></th>
<th style="width: 30%; text-align: center;"><strong>Faixas 2023 e 2026</strong></th>
</tr>
</thead>
<tbody>
<tr>
<td style="text-align: center;"><b>Baixo</b></td>
<td style="text-align: center;">0 ≤ iGovTic-JUD < 30</td>
<td style="text-align: center;">0 ≤ iGovTic-JUD < 35</td>
<td style="text-align: center;">0 ≤ iGovTic-JUD < 40</td>
</tr>
<tr>
<td style="text-align: center;"><strong>Satisfatório</strong></td>
<td style="text-align: center;">30 ≤ iGovTic-JUD < 60</td>
<td style="text-align: center;">35 ≤ iGovTic-JUD < 65</td>
<td style="text-align: center;">40 ≤ iGovTic-JUD < 70</td>
</tr>
<tr>
<td style="text-align: center;"><strong>Aprimorado</strong></td>
<td style="text-align: center;">60 ≤ iGovTic-JUD < 80</td>
<td style="text-align: center;">65 ≤ iGovTic-JUD < 85</td>
<td style="text-align: center;">70 ≤ iGovTic-JUD < 90</td>
</tr>
<tr>
<td style="text-align: center;"><strong>Excelência</strong></td>
<td style="text-align: center;">80 ≤ iGovTic-JUD ≥ 100</td>
<td style="text-align: center;">85 ≤ iGovTic-JUD ≥ 100</td>
<td style="text-align: center;">90 ≤ iGovTic-JUD ≥ 100</td>
</tr>
</tbody>
</table>
<p style="margin-left: 40px;"> </p>
<table align="center" class="table table-condensed table-hover" style="color:rgb(62, 62, 62);font-size:12px;text-align:justify;width:80%;">
<thead>
<tr>
<th style="text-align: center;"><strong>Resultados do iGovTIC-JUD no TJPR (2022)</strong></th>
</tr>
</thead>
<tbody>
</tbody>
</table>
<table align="center" class="table table-condensed table-hover" style="color:rgb(62, 62, 62);font-size:12px;text-align:justify;width:80%;">
<thead>
<tr>
<th style="text-align: center;width:50%"><strong>Nota do Órgão</strong></th>
<th style="text-align: center;width:50%"><strong>Nível de Maturidade</strong></th>
</tr>
</thead>
<tbody>
<tr>
<td style="text-align: center;"><span style="font-size:14px;"><strong>92,98</strong></span></td>
<td style="text-align: center;"><span style="font-size:14px;"><strong>Excelência</strong></span></td>
</tr>
</tbody>
</table>
<table align="center" class="table table-condensed table-hover" style="color:rgb(62, 62, 62);font-size:12px;text-align:justify;width:80%;">
<thead>
<tr>
<th style="text-align: center;background-color: rgb(0, 191, 255);width:30%"><b>► DOMÍNIMO e → TEMA</b></th>
<th colspan="2" rowspan="1" style="text-align: center;background-color: rgb(0, 191, 255);width:10%"><b>2022</b></th>
</tr>
</thead>
<tbody>
<tr>
<td style="background-color: rgb(176, 196, 222);">► <strong>Governança e Gestão de TIC</strong></td>
<td style="text-align: center; background-color: rgb(176, 196, 222);"><strong>88,70</strong></td>
<td style="text-align: center; background-color: rgb(176, 196, 222);"> </td>
</tr>
<tr>
<td> → Estruturas Organizacionais e Macroprocessos</td>
<td style="text-align: center;">65,00</td>
<td style="text-align: center;"> </td>
</tr>
<tr>
<td> → Políticas e Planejamento</td>
<td style="text-align: center;">92,50</td>
<td style="text-align: center;"> </td>
</tr>
<tr>
<td> → Transformação Digital</td>
<td style="text-align: center;">98,00</td>
<td style="text-align: center;"> </td>
</tr>
<tr>
<td> → Atendimento e Suporte ao Usuário</td>
<td style="text-align: center;">88,00</td>
<td style="text-align: center;"> </td>
</tr>
<tr>
<td> → Pessoas</td>
<td style="text-align: center;">100,00</td>
<td style="text-align: center;"> </td>
</tr>
<tr>
<td style="background-color: rgb(176, 196, 222);">► <strong>Gerenciamento de Serviços de TIC</strong></td>
<td style="text-align: center; background-color: rgb(176, 196, 222);"><strong>97,25</strong></td>
<td style="text-align: center; background-color: rgb(176, 196, 222);"> </td>
</tr>
<tr>
<td> → Infraestrutura Tecnológica e Serviços em Nuvem</td>
<td style="text-align: center;">99,00</td>
<td style="text-align: center;"> </td>
</tr>
<tr>
<td> → Riscos, Segurança na Informação e Proteção de Dado</td>
<td style="text-align: center;">97,75</td>
<td style="text-align: center;"> </td>
</tr>
<tr>
<td> → Sistemas de Informação</td>
<td style="text-align: center;">95,00</td>
<td style="text-align: center;"> </td>
</tr>
<tr>
<td style="text-align: center;"><strong><span style="font-size:13px;">Nota do Órgão</span></strong></td>
<td style="text-align: center;"><strong><span style="font-size:13px;">92,98</span></strong></td>
<td style="text-align: center;"><strong><span style="font-size:13px;">Aprimorado</span></strong></td>
</tr>
</tbody>
</table>
<p> </p>
<table align="center" class="table table-condensed table-hover" style="color:rgb(62, 62, 62);font-size:12px;text-align:justify;width:80%;">
<thead>
<tr>
<th style="text-align: center;"><strong>Classificação em 2021</strong></th>
</tr>
</thead>
<tbody>
</tbody>
</table>
<table align="center" class="table table-condensed table-hover" style="color:rgb(62, 62, 62);font-size:12px;text-align:justify;width:80%;">
<thead>
<tr>
<th style="text-align: center;width:25%"><strong>Segmento (Estaduais)</strong></th>
<th style="text-align: center;width:25%"><strong>Estaduais e Grande Porte</strong></th>
<th style="text-align: center;width:25%"><strong>Porte (Grande)</strong></th>
<th style="text-align: center;width:25%"><strong>Geral</strong></th>
</tr>
</thead>
<tbody>
<tr>
<td style="text-align: center;"><strong>3º (de 27)</strong></td>
<td style="text-align: center;"><strong>1º (de 5)</strong></td>
<td style="text-align: center;"><strong>2º (de 26)</strong></td>
<td style="text-align: center;"><strong>4º</strong> (de 93)</td>
</tr>
</tbody>
</table>
<p> </p>
<p style="margin-left: 120px;"><u><strong>Observações:</strong></u></p>
<p style="margin-left: 160px;"><em><strong>Segmento</strong></em>:<em> abrange os 27 Tribunais Estaduais.</em></p>
<p style="margin-left: 160px;"><strong><em>Porte:</em></strong> <em>abrange os 26 Tribunais de grande Porte, em todos os segmentos: Conselhos de Justiça, Tribunais Eleitorais, Tribunais Estaduais, Tribunais Regionais Federais, Tribunais Estaduais Militares, Tribunais Regionais do Trabalho.</em></p>
<p> </p>
<div>
<hr /></div>
<p> </p>
<h4>Relatórios TJPR sobre iGovTIC-JUD</h4>
<p style="margin-left: 40px;"> </p>
<p style="margin-left: 40px;"><strong>► SEI!TJPR - Questionário respondidos ao CNJ:</strong></p>
<ul>
<li style="margin-left: 80px;">Ano 2022, respondido em Setembro/2022 (SEI!TJPR 0113949-57.2022.8.16.6000).</li>
</ul>
<p> </p>
<p style="margin-left: 40px;"><strong>► Acesso Rápido Portal CNJ:</strong></p>
<p style="margin-left: 80px;">?<a href="https://paineis.cnj.jus.br/QvAJAXZfc/opendoc.htm?document=qvw_l%2FPainelCNJ.qvw&host=QVS%40neodimio03&anonymous=true&sheet=shIGTGraficos" style="text-align: center;" target="_blank"> <u>Portal do CNJ com o PAINEL dos Indicadores do iGOVTIC-JUD</u> (link para outro site)</a></p>
<p style="margin-left: 80px;">?<a href="https://www.cnj.jus.br/tecnologia-da-informacao-e-comunicacao/comite-nacional-de-gestao-de-tecnologia-da-informacao-e-comunicacao-do-poder-judiciario/resultado-do-questionario-de-tic/" style="text-align: center;" target="_blank"> <u>Portal do CNJ com os Resultados e Questionários de TIC (2008 a 2021)</u> (link para outro site)</a></p>
<p> </p>
<p style="margin-left: 40px;"><strong>► Acesso aos Relatórios sobre TJPR:</strong></p>
<p style="margin-left: 80px;"><a href="https://www.cnj.jus.br/wp-content/uploads/2022/10/relatorio-geral-do-igovtic-jud-2022-2022-10-07.pdf" target="_blank"><u>⬇️ Relatório CNJ GERAL - iGovTIC-JUD 2022</u> (link para documento pdf)</a></p>
<p style="margin-left: 80px;"><u>⬇️ Relatório CNJ sobre TJPR - iGovTIC-JUD 2022</u> (link para documento pdf)</p>
<p> </p>
<div>
<hr /></div>
<p> </p>
<h4>Gráficos</h4>
<p> </p>
<p style="margin-left: 80px;"><a href="https://publico.bi.tjpr.jus.br/extensions/appIndGovernanca/appIndGovernanca2026.html" style="color: rgb(68, 134, 120); outline: 0px;"><u>? Portal com informações BI sobre iGovTIC-JUD do TJPR (link para nova página)</u></a></p>
<p style="text-align: center;"> </p>
<p style="text-align: center;"><img alt="" src="/documents/15390/7925352/iGovTIC-JUD-2022-CNJ-Grafico-TJPR-pos-01lugar-entre-tribunais-estaduais-grande-porte.png/375de89f-ae5e-2685-0634-5c3028764640?t=1665436120915" /></p>
<p style="text-align: center;"> </p>
<p style="text-align: center;"><img alt="" src="/documents/15390/7925352/iGovTIC-JUD-2022-CNJ-Grafico-TJPR-pos-02lugar-entre-tribunais-geral-grande_porte.png/d1babb42-3c3e-b47a-15e0-96cd8a4943f8?t=1665436133502" /></p>
<p style="text-align: center;"> </p>
<p style="text-align: center;"><img alt="" src="/documents/15390/7925352/iGovTIC-JUD-2022-CNJ-Grafico-TJPR-pos-03lugar-entre-tribunais-estaduais.png/e0ef4b62-c6de-569a-73ab-d2252c86e75f?t=1665436149768" /></p>
<p style="text-align: center;"> </p>
<p style="text-align: center;"><img alt="" src="/documents/15390/7925352/iGovTIC-JUD-2022-CNJ-Grafico-TJPR-pos-04lugar-classificacao-geral.png/f505a233-8336-cc1e-0dad-f5626c4a8ea6?t=1665436161393" /></p>
<p style="text-align: center;"><em><span style="color:#0000CD;">(Listagem parcial: do 1º ao 10º lugar)</span></em></p>
<p style="text-align: center;"> </p>
<p style="text-align: center;"> </p>
<p style="text-align: center;"> </p>
<p style="text-align: center;"> </p>
<p style="text-align: center;"> </p>
<p style="text-align: center;"> </p>
<p style="text-align: center;"> </p>
<p style="text-align: center;"> </p>
<p style="text-align: center;"> </p>
<div class="portlet-msg-info"><a href="https://paineisanalytics.cnj.jus.br/single/?appid=36047c1e-acf8-4030-8474-78a20bae7c96&sheet=31049d4e-a530-4902-b1ed-6cb77477d5fa&theme=cnj_theme&select=Ano,2022" target="_blank">? O CNJ disponibiliza gráficos utlizando a sua ferramenta de <em>BI - Business Intelligence</em> (link para outro site). </a></div>
<p style="text-align: center;"> </p>
<p> </p>Pablo Tavares2022-10-10T18:09:41Z5. CSEGTI 1.0Pablo Tavareshttp://www.tjpr.jus.br:8080/web/departamento-de-tecnologia-da-informacao-e-comunicacao/wiki/-/wiki/6228681/5.+CSEGTI2022-10-05T14:56:57Z2022-10-05T14:56:57Z[[5. CGSI]]Pablo Tavares2022-10-05T14:56:57Z5. Plano de Continuidade SE TIC 1.0Pablo Tavareshttp://www.tjpr.jus.br:8080/web/departamento-de-tecnologia-da-informacao-e-comunicacao/wiki/-/wiki/6228681/5.+Plano+de+Continuidade+SE+TIC2022-09-28T15:44:50Z2022-09-28T15:44:50Z[[02. Plano Continuidade SE TIC]]Pablo Tavares2022-09-28T15:44:50Z5. Plano de Continuidade de Serviços de TIC 1.0Pablo Tavareshttp://www.tjpr.jus.br:8080/web/departamento-de-tecnologia-da-informacao-e-comunicacao/wiki/-/wiki/6228681/5.+Plano+de+Continuidade+de+Servi%C3%A7os+de+TIC2022-09-28T14:54:22Z2022-09-28T14:54:22Z[[5. Plano de Continuidade SE TIC]]Pablo Tavares2022-09-28T14:54:22ZIN - Continuidade SE TIC 1.1Pablo Tavareshttp://www.tjpr.jus.br:8080/web/departamento-de-tecnologia-da-informacao-e-comunicacao/wiki/-/wiki/6228681/IN+-+Continuidade+SE+TIC2022-09-28T14:39:40Z2022-09-28T14:35:23Z<p style="text-align: center;"><strong>TRIBUNAL DE JUSTIÇA DO ESTADO DO PARANÁ</strong></p>
<p style="text-align: center;"> </p>
<p style="text-align: center;"><strong>INSTRUÇÃO NORMATIVA Nº 123/2022 - P-GP</strong></p>
<p style="text-align: center;"> </p>
<p style="text-align: center;">(Diário Eletrônico do Tribunal de Justiça do Paraná. Edição nº 3294. Curitiba, 28 de setembro de 2022).</p>
<p style="text-align: center;">SEI!TJPR Nº 0054728-46.2022.8.16.6000 SEI!DOC Nº 8187859</p>
<p> </p>
<p style="text-align: center;"> </p>
<p> </p>
<p>Dispõe sobre a Norma de Continuidade de Serviços Essenciais de Tecnologia da Informação e Comunicação do Tribunal de Justiça do Estado do Paraná.</p>
<p> </p>
<p>O PRESIDENTE DO TRIBUNAL DE JUSTIÇA DO ESTADO DO PARANÁ, no uso das atribuições legais e regimentais, e como lhe confere o inciso IV, do art. 9º, do Decreto Judiciário nº 631/2016:</p>
<p>CONSIDERANDO as ações previstas no Planejamento Estratégico do Poder Judiciário do Estado do Paraná para cumprimento da sua missão institucional;</p>
<p>CONSIDERANDO a importância de estabelecer diretrizes, papéis e responsabilidades, práticas e processos de trabalho compatíveis com os modelos de referência reconhecidos mundialmente;</p>
<p>CONSIDERANDO o conjunto de normas ABNT NBR ISO/IEC 27.000, que versam sobre a criação, funcionamento, manutenção e melhoria do Sistema de Segurança da Informação (SGSI);</p>
<p>CONSIDERANDO o inciso IV do art. 6º da Resolução nº 396, de 07 de junho de 2021, do Conselho Nacional de Justiça que institui a Estratégia Nacional de Segurança Cibernética do Poder Judiciário (ENSEC-PJ), e define como objetivo “permitir a manutenção e a continuidade dos serviços, ou o seu restabelecimento em menor tempo possível”, bem como o art. 11, do mesmo diploma, que estabelece ações para elevar o nível de segurança das infraestruturas críticas;</p>
<p>CONSIDERANDO a Resolução nº 370/2021, de 1 de janeiro de 2021, do Conselho Nacional de Justiça, a qual estabelece a Estratégia Nacional de Tecnologia da Informação e Comunicação do Poder Judiciário (ENTIC-JUD), especificamente em seu art. 36 que dispõe que “Cada órgão deverá elaborar Plano de Gestão de Continuidade de Negócios ou de Serviços no qual estabeleça estratégias e planos de ação que garantam o funcionamento dos serviços essenciais quando na ocorrência de falhas”;</p>
<p>CONSIDERANDO que a Política de Segurança da Informação no âmbito do Tribunal de Justiça do Paraná é regulamentada no Decreto Judiciário nº 631, de 24 de junho de 2016, e determina que ao Departamento de Tecnologia da Informação e Comunicação compete elaborar, propor e submeter as normas para deliberação do Comitê de Segurança de Tecnologia da Informação, e aprovação do Presidente do Tribunal de Justiça;</p>
<p>CONSIDERANDO a Resolução nº 272-OE, de 14 de setembro de 2020, que dispõe sobre a Política de Gestão de Riscos e institui o Comitê de Gestão de Riscos do Poder Judiciário do Estado do Paraná;</p>
<p>CONSIDERANDO o disposto no expediente SEI! nº 0054728-46.2022.8.16.6000.</p>
<p> </p>
<p>RESOLVE:</p>
<p> </p>
<p style="text-align: center;"><strong>CAPÍTULO I</strong></p>
<p style="text-align: center;"><strong>DISPOSIÇÃO PRELIMINAR</strong></p>
<p> </p>
<p>Art. 1º Esta Instrução Normativa estabelece a Norma de Continuidade de Serviços Essenciais de Tecnologia da Informação e Comunicação no âmbito do Tribunal de Justiça do Estado do Paraná.</p>
<p> </p>
<p style="text-align: center;"><strong>CAPÍTULO II</strong></p>
<p style="text-align: center;"><strong>DOS CONCEITOS E DEFINIÇÕES</strong></p>
<p> </p>
<p>Art. 2º Para efeito desta Norma, fica estabelecido o significado dos seguintes termos e expressões:</p>
<p>I - Ativo: Todo software, hardware, serviço ou dados mantidos ou gerenciados pelo Departamento de Tecnologia da Informação e Comunicação;</p>
<p>II - Análise de Impacto nos Negócios (Business Impact Analysis - BIA): tem o objetivo de levantar o grau de relevância entre os processos ou atividades que fazem parte do escopo da contingência em função da continuidade de serviços essenciais de TIC. A BIA identifica o que é vital e crítico para o funcionamento do negócio, além de identificar o tempo tolerável de interrupção, calcular os possíveis impactos e a infraestrutura mínima para uma contingência;</p>
<p>III - Ativos Críticos: ativo que sustenta a entrega dos produtos e consecução dos serviços essenciais do Tribunal;</p>
<p>IV - Criticidade: grau de importância para a continuidade das atividades e serviços do Poder Judiciário do Estado do Paraná;</p>
<p>V - Desastre: eventos ou condições que podem levar à interrupção dos serviços essenciais de TIC;</p>
<p>VI - Incidente: evento decorrente de uma ameaça, que explora uma vulnerabilidade e que pode impactar na continuidade de serviços essenciais de TIC;</p>
<p>VII - Plano de Continuidade de Serviços Essenciais de TIC - PCSE: plano que compõe as estratégias e procedimentos que visam garantir o funcionamento e a disponibilidade dos serviços essenciais de TIC;</p>
<p>VIII - Plano de Administração de Crise de Serviços Essenciais de TIC – PACSE: plano de gerenciamento da comunicação interna e externa da instituição em situações de crises, viabilizando a compressão linear das ações antes, durante e após a ocorrência de uma interrupção ou desastre;</p>
<p>IX - Procedimento de Recuperação de Serviços Essenciais de TIC - PRSE: planejamentos, devidamente documentados, que indicam as ações, as fases e os responsáveis pela atuação nas diversas competências técnicas e administrativas para recuperação do ambiente ao estado anterior ao incidente;</p>
<p>X - Partes interessadas: Assessorias, Coordenações e Divisões do Departamento de Tecnologia da Informação e Comunicação - DTIC e demais áreas envolvidas do TJPR;</p>
<p>XI - Gestor técnico: pessoa responsável pelo controle do ciclo de vida de um ativo;</p>
<p>XII - Comitê de Acionamento de Continuidade de TIC: pessoas responsáveis pelo acionamento dos Planos de Continuidade de Serviços;</p>
<p>XIII - Equipe de Tratamento e Resposta a Incidentes de TIC – ETIR/TIC: equipe multidisciplinar criada para atuar na resolução de incidentes que afetem a continuidade do serviço no contexto de TIC.</p>
<p> </p>
<p>Art. 3º Todos os projetos e ações voltados à implantação, manutenção e evolução do Plano de Continuidade de Serviços Essenciais de TIC devem ser priorizados no Plano Diretor de TIC – PDTIC.</p>
<p> </p>
<p style="text-align: center;"><strong>CAPÍTULO III</strong></p>
<p style="text-align: center;"><strong>DOS OBJETIVOS</strong></p>
<p> </p>
<p>Art. 4º Constituem objetivos desta Norma:</p>
<p>I - definir diretrizes necessárias para manter a continuidade dos serviços essenciais de TIC do Tribunal de Justiça do Paraná;</p>
<p>II - dar continuidade ao gerenciamento de riscos de forma a atribuir papéis e responsabilidades para as ações de tratamento que visam minimizar a probabilidade e o impacto do risco de interrupção de serviços essenciais de TIC do Tribunal de Justiça do Paraná;</p>
<p>III - definir as diretrizes para a implementação de controles para a recuperação de ativos de TIC, por intermédio de ações de prevenção, resposta e recuperação, de forma ordenada, a assegurar a continuidade de serviços essenciais de TIC;</p>
<p>IV - fomentar a conscientização, a capacitação e a cultura em continuidade de serviços essenciais de TIC;</p>
<p>V - institucionalizar procedimentos para garantir a continuidade de serviços essenciais de TIC.</p>
<p> </p>
<p style="text-align: center;"><strong>CAPÍTULO IV</strong></p>
<p style="text-align: center;"><strong>DOS PRINCÍPIOS</strong></p>
<p> </p>
<p>Art. 5º Constituem princípios da Gestão de Continuidade de Serviços de Essenciais de TIC do TJPR:</p>
<p>I - implementar e manter uma estrutura documental definida para a capacidade contínua da Gestão de Continuidade de Serviços Essenciais de TIC;</p>
<p>II - garantir que as atividades destinadas à Gestão de Continuidade de Serviços Essenciais de TIC sejam implementadas e conduzidas de forma planejada e controlada;</p>
<p>III - alcançar a resiliência necessária à continuidade de serviços essenciais de TIC considerando a sua complexidade e a natureza.</p>
<p> </p>
<p style="text-align: center;"><strong>CAPÍTULO V</strong></p>
<p style="text-align: center;"><strong>DA ESTRUTURA DOCUMENTAL</strong></p>
<p> </p>
<p>Art. 6º A estrutura para a Gestão de Continuidade de Serviços Essenciais de TIC será organizada pelos seguintes Planos:</p>
<p>I - Plano de Continuidade de Serviços Essenciais de TIC – PCSE;</p>
<p>II - Plano de Administração de Crise de Serviços Essenciais de TIC – PACSE;</p>
<p>III - Procedimento de Recuperação de Serviços Essenciais de TIC – PRSE.</p>
<p>Parágrafo único. Os planos que compõem a Gestão de Continuidade de Serviços Essenciais de TIC devem ser revistos sempre que houver mudança significativa nos ativos críticos.</p>
<p> </p>
<p style="text-align: center;"><strong>CAPÍTULO VI</strong></p>
<p style="text-align: center;"><strong>DAS DIRETRIZES</strong></p>
<p> </p>
<p>Art. 7º A Gestão da Continuidade de Serviços Essenciais de TIC obedecerá às seguintes diretrizes:</p>
<p>I - adoção de planos proativos, de forma a viabilizar que os sistemas de informações e ativos que sustentam os serviços essenciais de TIC do TJPR sejam recuperados e tenham sua continuidade assegurada por meio da manutenção de estratégias e planos de recuperação;</p>
<p>II - realização de exercícios, simulações e testes anuais da Gestão de Continuidade de Serviços Essenciais de TIC com a devida documentação e a participação das partes interessadas;</p>
<p>III - realização periódica da manutenção dos Planos, promovendo as revisões necessárias, considerando os testes realizados;</p>
<p>IV - realização da Gestão de Continuidade de Serviços Essenciais de TIC com foco na melhoria contínua;</p>
<p>V - promoção da gestão dos ativos de TIC de forma alinhada com as necessidades da continuidade de serviços essenciais de TIC;</p>
<p>VI - realização do gerenciamento dos Riscos à Continuidade de Serviços Essenciais de TIC de maneira aderente ao Plano de Gestão de Riscos de TIC;</p>
<p>VII - deve ser realizada a Análise de Risco e Impacto dos Serviços Essenciais de TIC e atualizá-la sempre que houver necessidade;</p>
<p>VIII - a Gestão de Continuidade de Serviços Essenciais de TIC deve observar o resultado da Análise de Riscos e Impacto de Serviços Essenciais de TIC com o objetivo de nortear as estratégias de continuidade.</p>
<p> </p>
<p style="text-align: center;"><strong>CAPÍTULO VII</strong></p>
<p style="text-align: center;"><strong>DO PROCESSO DE GESTÃO DE CONTINUIDADE DE SERVIÇOS ESSENCIAIS DE TIC</strong></p>
<p> </p>
<p>Art. 8º O processo de Gestão de Continuidade de Serviços Essenciais TIC é composto pelas seguintes etapas:</p>
<p>I - Planejamento - compreende as estratégias que deverão ser tratadas na continuidade de serviços essenciais de TIC;</p>
<p>II - Execução - abrange a elaboração ou revisão dos planos, com a descrição dos cenários de falhas e os procedimentos técnicos para tratar os problemas, a realização de testes parciais ou integrais dos planos, bem como sua aprovação, documentação, armazenamento e divulgação;</p>
<p>III - Verificação - compreende a realização de testes periódicos dos Planos estabelecidos e a análise dos incidentes que geraram ativação do Plano de Continuidade de Serviços Essenciais de TIC, a fim de fornecer informações necessárias para etapa de melhoria;</p>
<p>IV - Melhoria - oportunidade de aperfeiçoamento para iniciar novo ciclo do processo e consequente atualização dos planos.</p>
<p> </p>
<p>Art. 9º O Plano de Continuidade de Serviços Essenciais de TIC será acionado quando identificadas interrupções parciais ou totais que impactem significativamente nos serviços essenciais de TIC, contemplando:</p>
<p>I - Ocorrido o incidente, considerados os serviços ou ativos críticos de TIC afetados e a criticidade, o Comitê de acionamento de Continuidade de TIC, representado por um de seus membros, acionará o Plano de Continuidade de Serviços Essenciais de TIC para a manutenção da continuidade dos serviços de TIC, ainda que de forma contingencial e, se necessário, os demais planos;</p>
<p>II - A comunicação às partes interessadas observará as orientações contidas no Plano de Administração de Crise;</p>
<p>III - Os ativos críticos e serviços essenciais de TIC afetados pelo incidente serão monitorados pelo ETIR/TIC, a fim de subsidiar o fornecimento de informações ao Comitê de acionamento de Continuidade de TIC;</p>
<p>IV - A execução do Plano de Continuidade de Serviços Essenciais de TIC será encerrada quando da comunicação de retorno à normalidade dos serviços, sistemas ou ativos críticos afetados.</p>
<p> </p>
<p style="text-align: center;"><strong>CAPÍTULO VIII</strong></p>
<p style="text-align: center;"><strong>DAS RESPONSABILIDADES</strong></p>
<p> </p>
<p>Art. 10. Ao Comitê de Gestão de Tecnologia da Informação e Comunicação - CGESTIC, compete:</p>
<p>I - classificar os serviços essenciais de TIC com base nos objetivos estratégicos institucionais apresentados no Planejamento Estratégico Institucional - PEI;</p>
<p>II - revisar a elaboração, implementação, cenários e resultados de testes e atualização dos planos;</p>
<p>III - propor melhorias na implantação de novos instrumentos relativos à continuidade de serviços essenciais de TIC.</p>
<p> </p>
<p>Art. 11. O Gestor técnico do Serviço Essencial de TIC possui as seguintes responsabilidades:</p>
<p>I - apoiar na elaboração e manutenção nos Planos de Continuidade e de Administração de Crise;</p>
<p>II - elaborar e manter os Procedimentos de Recuperação de Serviços Essenciais de TIC;</p>
<p>III - definir o tempo máximo para retorno operacional (RTO) do serviço essencial de TIC após a ocorrência de um desastre, quando não houver regulamentação específica.</p>
<p> </p>
<p>Art. 12. A Equipe de Tratamento e Resposta a Incidentes do Departamento de Tecnologia da Informação e Comunicação - ETIR/TIC terá as seguintes responsabilidades:</p>
<p>I - contribuir para a elaboração do Plano de Continuidade, Plano de Administração de Crise e os Procedimentos de Recuperação de Serviços de Essenciais de TIC;</p>
<p>II - receber, analisar, tratar e responder às notificações relacionadas aos incidentes que acionaram o Plano de Continuidade de Serviços Essenciais de TIC;</p>
<p>III - elaborar relatórios de tratamento sobre os incidentes ocorridos.</p>
<p> </p>
<p>Art. 13. A Divisão de Gestão de Segurança de TIC do Departamento de Tecnologia da Informação e Comunicação compete:</p>
<p>I - elaborar o Plano de Continuidade de Serviços Essenciais de TIC e o Plano de Administração de Crise;</p>
<p>II - elaborar e atualizar os modelos de documentos utilizados na Gestão de Continuidade de Serviços Essenciais de TIC;</p>
<p>III - gerir os documentos que compõem os planos de continuidade de TIC;</p>
<p>IV - apoiar na elaboração dos Procedimentos de Recuperação de Serviços de TIC;</p>
<p>V - assessorar o Comitê de acionamento de Continuidade de TIC na tomada de decisões a respeito de situações decorrentes de interrupções graves e desastres;</p>
<p>VI - manter os registros e histórico dos incidentes e dos acionamentos dos planos e os seus resultados;</p>
<p>VII - prover informações para o Comitê de Segurança de Tecnologia da Informação - CSEGTI a respeito dos resultados dos testes ou acionamento dos planos de continuidade de TIC.</p>
<p> </p>
<p>Art. 14. Ao Comitê de Segurança de Tecnologia da Informação – CSEGTI compete:</p>
<p>I - deliberar sobre Plano de Continuidade de Serviços Essenciais de TIC e o Plano de Administração de Crise de TIC;</p>
<p>II - apreciar as informações e os relatórios de testes ou acionamentos dos Planos de Continuidade de TIC.</p>
<p> </p>
<p>Art. 15. Ao Comitê de Governança de Tecnologia da Informação e Comunicação - CGOVTIC compete:</p>
<p>I - aprovar a classificação dos Serviços Essenciais de TIC, conforme princípios e diretrizes que orientem a forma de utilização da Tecnologia da Informação;</p>
<p>II - deliberar sobre Plano de Continuidade de Serviços Essenciais de TIC e o Plano de Administração de Crise de TIC por fazerem parte do macro processo de Segurança da Informação e Proteção de Dados.</p>
<p> </p>
<p>Art. 16. Aos membros do Comitê de acionamento do Plano de Continuidade de TIC compete, conjunta ou isoladamente:</p>
<p>I - acionar o Plano de Continuidade de Serviços Essenciais de TIC e o Plano de Administração de Crise de TIC;</p>
<p>II - adotar quaisquer medidas urgentes, ainda que não contempladas nos Planos de Recuperação, a fim de garantir a continuidade dos serviços, com posterior análise e deliberação pelo Comitê de Segurança de Tecnologia da Informação.</p>
<p> </p>
<p>Art. 17. Ao Diretor do Departamento de Tecnologia da Informação e Comunicação compete definir a composição e instituir o Comitê de acionamento do Plano de Continuidade de TIC.</p>
<p> </p>
<p style="text-align: center;"><strong>CAPÍTULO IX</strong></p>
<p style="text-align: center;"><strong>DAS DISPOSIÇÕES FINAIS</strong></p>
<p> </p>
<p>Art. 18. A Norma de Continuidade de Serviços Essenciais de TIC deve ser revisada e atualizada periodicamente, no máximo a cada 02 (dois) anos, caso não ocorram eventos ou fatos relevantes que exijam uma revisão antecipada, observada, ainda, a periodicidade prevista para a revisão da Política de Segurança da Informação.</p>
<p> </p>
<p>Art. 19. Esta Instrução Normativa entra em vigor na data de sua publicação.</p>
<p> </p>
<p style="text-align: center;">Curitiba, 26 de setembro de 2022.</p>
<p style="text-align: center;"> </p>
<p style="text-align: center;">Des. JOSÉ LAURINDO DE SOUZA NETTO</p>
<p style="text-align: center;">Presidente do Tribunal de Justiça</p>Pablo Tavares2022-09-28T14:35:23Z04. Processos de TIC 7.2Almir Ferreira dos Santoshttp://www.tjpr.jus.br:8080/web/departamento-de-tecnologia-da-informacao-e-comunicacao/wiki/-/wiki/6228681/04.+Processos+de+TIC2023-08-24T15:58:52Z2022-08-03T16:57:34Z<h2>Processos de Tecnologia da Informação e Comunicação (TIC)</h2>
<p style="text-align: center;"> </p>
<p style="margin-left: 40px;"><strong>Os Processos de TIC</strong> do TJPR estão mapeados e documentados em um diretório público para acesso externo via <a href="https://tjpr.sharepoint.com/:f:/s/DTIC-ITSM/EvOVFA-8ozhIpfTnUYjrs1gBYO-jDi66ZGBgohILtbsUQQ" target="_blank">SharePoint (link para um novo site)</a> e podem ser visualizados nas respectivas pastas daquela página.</p>
<p style="margin-left: 40px;"> </p>
<p style=" text-align: center;"><a href="https://tjpr.sharepoint.com/:f:/s/DTIC-ITSM/EvOVFA-8ozhIpfTnUYjrs1gBYO-jDi66ZGBgohILtbsUQQ" target="_blank"><img alt="Documentos dos Processos de TIC (link nova janela)" src="/documents/15390/5492064/icon_Processos_SharePoint/3b320d92-03e7-abb9-a527-ec281142ae7e?t=1678454590389" style="width: 200px; height: 100px;" /></a><br />
<br />
<a href="https://tjpr.sharepoint.com/:f:/s/DTIC-ITSM/EvOVFA-8ozhIpfTnUYjrs1gBYO-jDi66ZGBgohILtbsUQQ" target="_blank">Documentos dos Processos de TIC (link nova janela)</a></p>
<p> </p>
<p style="margin-left: 40px;">? <a href="https://atos.cnj.jus.br/atos/detalhar/3706" target="_blank">Resolução nº 370 do CNJ publicado em 28/01/2021 (link para outro site)</a></p>
<p> </p>
<p style="margin-left: 40px;">A seguir são listados os Processos de TIC que estão documentados pelo DTIC, conforme recomendações da Resolução CNJ nº 370/2021 e das boas práticas de TI do framework ITIL v3.</p>
<p style="margin-left: 40px;"> </p>
<h4><strong>Governança e Gestão de TIC</strong></h4>
<table align="center" class="table table-condensed table-hover" style="color:rgb(62, 62, 62);font-size:12px;text-align:justify;width:90%;">
<thead>
<tr>
<th style="width: 35%; text-align: center;"><strong>Processos de Trabalho</strong></th>
<th style="width: 8%; text-align: center;"><strong>Versão</strong></th>
<th style="width: 15%; text-align: center;"><strong>Data da Publicação</strong></th>
<th style="width: 15%; text-align: center;"><strong style="color: rgb(62, 62, 62); font-size: 15px; text-align: center;">Próxima Revisão</strong></th>
<th style="width: 40%; text-align: center;"><strong>Responsável</strong></th>
</tr>
</thead>
<tbody>
<tr>
<td>Gerenciamento de Contratos de TIC</td>
<td style="text-align: center;">1.0</td>
<td style="text-align: center;">22/05/2023</td>
<td style="text-align: center;">22/05/2024</td>
<td style="text-align: center;">
<p>Divisão de Gestão de Contratações de TIC</p>
</td>
</tr>
<tr>
<td>Gerenciamento de Projetos de TIC</td>
<td style="text-align: center;">1.0</td>
<td style="text-align: center;">01/07/2022</td>
<td style="text-align: center;">15/09/2023</td>
<td style="text-align: center;">
<p>Divisão de Gestão de Projetos e Processos de TIC</p>
</td>
</tr>
<tr>
<td>Gestão de Demandas de TIC</td>
<td style="text-align: center;">1.3</td>
<td style="text-align: center;">11/08/2023</td>
<td style="text-align: center;">11/08/2024</td>
<td style="text-align: center;">Divisão de Gestão de Projetos e Processos de TIC</td>
</tr>
<tr>
<td>Gestão de Riscos de TIC</td>
<td style="text-align: center;">1.3</td>
<td style="text-align: center;">04/08/2022</td>
<td style="text-align: center;">04/08/2023</td>
<td style="text-align: center;">Assessoria de Governança de TIC</td>
</tr>
<tr>
<td>Gestão do iGovTIC-JUD</td>
<td style="text-align: center;">1.0</td>
<td style="text-align: center;">13/12/2022</td>
<td style="text-align: center;">13/12/2023</td>
<td style="text-align: center;">Assessoria de Governança de TIC</td>
</tr>
<tr>
<td>Gestão do Plano de Capacitação dos Servidores de TIC</td>
<td style="text-align: center;">2.0</td>
<td style="text-align: center;">09/03/2023</td>
<td style="text-align: center;">09/03/2024</td>
<td style="text-align: center;">
<p>Assessoria Técnica do DTIC</p>
</td>
</tr>
<tr>
<td>Gestão por Competências do DTIC</td>
<td style="text-align: center;">1.0</td>
<td style="text-align: center;">09/03/2023</td>
<td style="text-align: center;">09/03/2024</td>
<td style="text-align: center;">
<p>Assessoria Técnica do DTIC</p>
</td>
</tr>
<tr>
<td>Gestão Orçamentária de TIC</td>
<td style="text-align: center;">1.3</td>
<td style="text-align: center;">31/08/2022</td>
<td style="text-align: center;">31/08/2023</td>
<td style="text-align: center;">
<p>Assessoria de Governança de TIC</p>
</td>
</tr>
<tr>
<td>Indicadores de Desempenho de TIC</td>
<td style="text-align: center;">1.0</td>
<td style="text-align: center;"><span style="white-space: normal;">15/06/2023</span></td>
<td style="text-align: center;">15/06/2024</td>
<td style="text-align: center;">
<p>Assessoria de Governança de TIC</p>
</td>
</tr>
</tbody>
</table>
<p> </p>
<h4><strong>Segurança da Informação e Proteção de Dados</strong></h4>
<table align="center" class="table table-condensed table-hover" style="color:rgb(62, 62, 62);font-size:12px;text-align:justify;width:90%;">
<thead>
<tr>
<th style="width: 35%; text-align: center;"><strong>Processos de Trabalho</strong></th>
<th style="width: 8%; text-align: center;"><strong>Versão</strong></th>
<th style="width: 15%; text-align: center;"><strong style="color: rgb(62, 62, 62); font-size: 15px; text-align: center;">Data da Publicação</strong></th>
<th style="width: 15%; text-align: center;"><strong style="color: rgb(62, 62, 62); font-size: 15px; text-align: center;">Próxima Revisão</strong></th>
<th style="width: 40%; text-align: center;"><strong>Responsável</strong></th>
</tr>
</thead>
<tbody>
<tr>
<td>Gerenciamento de Backup e Restore</td>
<td style="text-align: center;">1.2</td>
<td style="text-align: center;">28/06/2019</td>
<td style="text-align: center;">28/09/2023</td>
<td style="text-align: center;">
<p>Divisão de Sustentação</p>
</td>
</tr>
<tr>
<td>Gestão do Plano de Continuidade de Serviços Essenciais</td>
<td style="text-align: center;"> </td>
<td style="text-align: center;"> </td>
<td style="text-align: center;"> </td>
<td style="text-align: center;">Divisão de Gestão da Segurança de TIC</td>
</tr>
<tr>
<td> </td>
<td style="text-align: center;"> </td>
<td style="text-align: center;"> </td>
<td style="text-align: center;"> </td>
<td style="text-align: center;"> </td>
</tr>
<tr>
<td> </td>
<td style="text-align: center;"> </td>
<td style="text-align: center;"> </td>
<td style="text-align: center;"> </td>
<td style="text-align: center;"> </td>
</tr>
</tbody>
</table>
<p> </p>
<h4><strong>Desenvolvimento de Soluções e Aplicações</strong></h4>
<table align="center" class="table table-condensed table-hover" style="color:rgb(62, 62, 62);font-size:12px;text-align:justify;width:90%;">
<thead>
<tr>
<th style="width: 35%; text-align: center;"><strong>Processos de Trabalho</strong></th>
<th style="width: 8%; text-align: center;"><strong>Versão</strong></th>
<th style="width: 15%; text-align: center;"><strong style="color: rgb(62, 62, 62); font-size: 15px; text-align: center;">Data da Publicação</strong></th>
<th style="width: 15%; text-align: center;"><strong style="color: rgb(62, 62, 62); font-size: 15px; text-align: center;">Próxima Revisão</strong></th>
<th style="width: 40%; text-align: center;"><strong>Responsável</strong></th>
</tr>
</thead>
<tbody>
<tr>
<td>Metodologia de Desenvolvimento de Software - MDS</td>
<td style="text-align: center;">1.0</td>
<td style="text-align: center;">05/07/2022</td>
<td style="text-align: center;">05/09/2023</td>
<td style="text-align: center;">
<p>Divisão de Desenvolvimento</p>
</td>
</tr>
<tr>
<td>Metodologia de Sustentação de Software - MSS</td>
<td style="text-align: center;">1.0</td>
<td style="text-align: center;">03/11/2022</td>
<td style="text-align: center;">03/11/2023</td>
<td style="text-align: center;">Divisão de Sustentação</td>
</tr>
<tr>
<td> </td>
<td style="text-align: center;"> </td>
<td style="text-align: center;"> </td>
<td style="text-align: center;"> </td>
<td style="text-align: center;"> </td>
</tr>
<tr>
<td> </td>
<td style="text-align: center;"> </td>
<td style="text-align: center;"> </td>
<td style="text-align: center;"> </td>
<td style="text-align: center;"> </td>
</tr>
</tbody>
</table>
<p> </p>
<h4><strong>Infraestrutura e Serviços</strong></h4>
<table align="center" class="table table-condensed table-hover" style="color:rgb(62, 62, 62);font-size:12px;text-align:justify;width:90%;">
<thead>
<tr>
<th style="width: 35%; text-align: center;"><strong>Processos de Trabalho</strong></th>
<th style="width: 8%; text-align: center;"><strong>Versão</strong></th>
<th style="width: 15%; text-align: center;"><strong style="color: rgb(62, 62, 62); font-size: 15px; text-align: center;">Data da Publicação</strong></th>
<th style="width: 15%; text-align: center;"><strong style="color: rgb(62, 62, 62); font-size: 15px; text-align: center;">Próxima Revisão</strong></th>
<th style="width: 40%; text-align: center;"><strong>Responsável</strong></th>
</tr>
</thead>
<tbody>
<tr>
<td>Central de Serviços de TIC</td>
<td style="text-align: center;">1.1</td>
<td style="text-align: center;">07/02/2019</td>
<td style="text-align: center;">07/09/2023</td>
<td style="text-align: center;">Divisão de Atendimento</td>
</tr>
<tr>
<td>Gerenciamento da Capacidade</td>
<td style="text-align: center;">0.1</td>
<td style="text-align: center;">14/07/2022</td>
<td style="text-align: center;">14/09/2023</td>
<td style="text-align: center;">Divisão de Sustentação</td>
</tr>
<tr>
<td>Gerenciamento de Configuração e Ativos de Serviço</td>
<td style="text-align: center;">0.1</td>
<td style="text-align: center;">05/07/2022</td>
<td style="text-align: center;">05/09/2023</td>
<td style="text-align: center;">Divisão de Gestão de Projetos e Processos de TIC</td>
</tr>
<tr>
<td>Gerenciamento de Disponibilidade</td>
<td style="text-align: center;">1.0</td>
<td style="text-align: center;">21/06/2023</td>
<td style="text-align: center;">21/06/2024</td>
<td style="text-align: center;">Divisão de Sustentação</td>
</tr>
<tr>
<td>Gerenciamento de Eventos</td>
<td style="text-align: center;">1.0</td>
<td style="text-align: center;">14/06/2023</td>
<td style="text-align: center;">14/06/2024</td>
<td style="text-align: center;">Divisão de Sustentação</td>
</tr>
<tr>
<td>Gerenciamento de Incidentes e de Cumprimento de Requisição</td>
<td style="text-align: center;">0.1</td>
<td style="text-align: center;">06/07/2022</td>
<td style="text-align: center;">06/09/2023</td>
<td style="text-align: center;">Divisão de Atendimento</td>
</tr>
<tr>
<td>Gerenciamento de Mudança, Liberação e Implantação</td>
<td style="text-align: center;">1.0</td>
<td style="text-align: center;">27/07/2023</td>
<td style="text-align: center;">27/07/2024</td>
<td style="text-align: center;">Divisão de Sustentação</td>
</tr>
<tr>
<td>Gerenciamento de Níveis de Serviço</td>
<td style="text-align: center;">0.1</td>
<td style="text-align: center;">08/07/2022</td>
<td style="text-align: center;">08/09/2023</td>
<td style="text-align: center;">Assessoria de Governança de TIC</td>
</tr>
<tr>
<td>Gerenciamento de Portfólio de Serviços</td>
<td style="text-align: center;">1.0</td>
<td style="text-align: center;">07/07/2023</td>
<td style="text-align: center;">07/07/2024</td>
<td style="text-align: center;">Assessoria de Governança de TIC</td>
</tr>
<tr>
<td>Gerenciamento de Problemas</td>
<td style="text-align: center;">1.0</td>
<td style="text-align: center;">24/08/2023</td>
<td style="text-align: center;">24/08/2024</td>
<td style="text-align: center;">Divisão de Sustentação</td>
</tr>
<tr>
<td>Gerenciamento do Catálogo de Serviços</td>
<td style="text-align: center;">0.1</td>
<td style="text-align: center;">08/07/2022</td>
<td style="text-align: center;">08/09/2023</td>
<td style="text-align: center;">Divisão de Atendimento</td>
</tr>
<tr>
<td>Gerenciamento do Conhecimento</td>
<td style="text-align: center;">0.1</td>
<td style="text-align: center;">18/07/2022</td>
<td style="text-align: center;">18/09/2023</td>
<td style="text-align: center;">Divisão de Qualidade</td>
</tr>
<tr>
<td>Gerenciamento de Continuidade</td>
<td style="text-align: center;"> </td>
<td style="text-align: center;"> </td>
<td style="text-align: center;"> </td>
<td style="text-align: center;">Divisão de Gestão da Segurança de TIC</td>
</tr>
<tr>
<td>Pesquisa de Satisfação de Usuários de TIC</td>
<td style="text-align: center;">1.2</td>
<td style="text-align: center;">28/06/2019</td>
<td style="text-align: center;">28/09/2023</td>
<td style="text-align: center;">Assessoria de Governança de TIC</td>
</tr>
</tbody>
</table>
<p> </p>
<p><strong>Resolução CNJ nº 370/2021:</strong></p>
<p><strong>Seção V - Das Estruturas Organizacionais e Macroprocessos</strong></p>
<p style="margin-left: 40px;"><em>Art. 21. Cada órgão deverá constituir e manter estruturas organizacionais adequadas e compatíveis de acordo com a demanda de TIC considerando, no mínimo, os seguintes macroprocessos:</em></p>
<p style="margin-left: 40px;"><em>I – Governança e Gestão de TIC:</em></p>
<p style="margin-left: 80px;"><em>a) planejamento e gestão;<br />
b) transformação digital, inovação e colaboração;<br />
c) orçamentária;<br />
d) aquisições e contratações de soluções;<br />
e) projetos e processos;<br />
f) gestão de competência, de capacitação e reconhecimento; e<br />
g) comunicação e divulgação.</em></p>
<p style="margin-left: 40px;"><em>II – Segurança da Informação e Proteção de Dados:</em></p>
<p style="margin-left: 80px;"><em>a) incidentes de segurança;<br />
b) riscos;<br />
c) continuidade de serviços essenciais; e<br />
d) segurança dos serviços em nuvem.</em></p>
<p style="margin-left: 40px;"><em>III – Desenvolvimento de Soluções e Aplicações:</em></p>
<p style="margin-left: 80px;"><em>a) escopo e requisitos;<br />
b) arquitetura;<br />
c) processos de desenvolvimento e sustentação; e<br />
d) ciclo de vida de desenvolvimento seguro.</em></p>
<p style="margin-left: 40px;"><em>IV – Infraestrutura e Serviços:</em></p>
<p style="margin-left: 80px;"><em>a) disponibilidade;<br />
b) capacidade;<br />
c) ativos de infraestrutura, de tecnologia da informação e de telecomunicação corporativas;<br />
d) catálogo;<br />
e) requisições;<br />
f) incidentes;<br />
g) central de serviços; e<br />
h) atendimento, experiência e satisfação do usuário.</em></p>
<p style="margin-left: 40px;"><em>Art. 22. As estruturas organizacionais de que tratam o caput deverão privilegiar a departamentalização por função e possuir níveis hierárquicos de decisão, quais sejam estratégicos ou institucionais, táticos ou gerenciais, e operacionais, a fim de garantir a plena execução dos macroprocessos.</em></p>
<p style="margin-left: 40px;"><em>Art. 23. A estrutura organizacional, o quadro permanente de servidores, a gestão de ativos e os processos de gestão de trabalho da área de TIC de cada órgão deverão estar adequados às melhores práticas para as atividades consideradas como estratégicas. Deve-se observar sempre as diretrizes tanto na definição da estrutura organizacional de TIC, como nos papéis, responsabilidades e revisão bienal, compatibilizando a estrutura com as demandas estabelecidas.</em></p>
<p style="margin-left: 40px;"><em>Parágrafo único. A coordenação dos macroprocessos de TIC e as funções gerenciais deverão ser executadas preferencialmente por servidores do quadro permanente do órgão e em regime de dedicação exclusiva.</em></p>
<p style="margin-left: 40px;"> </p>
<p style="margin-left: 40px;"> </p>
<p style="margin-left: 40px;"> </p>Almir Ferreira dos Santos2022-08-03T16:57:34Z02. Plano Riscos TIC 1.6Paulo Alfredo Ribas Toledohttp://www.tjpr.jus.br:8080/web/departamento-de-tecnologia-da-informacao-e-comunicacao/wiki/-/wiki/6228681/02.+Plano+Riscos+TIC2023-09-18T17:40:18Z2022-07-06T19:22:15Z<h4><span style="color:#B22222;">PGRTIC - Plano de Gestão de Riscos de Tecnologia da Informação e Comunicação</span></h4>
<p> </p>
<p style="margin-left: 40px;">A <u><a href="http://atos.cnj.jus.br/atos/detalhar/3706" target="_blank"><span style="color:#0000FF;">Resolução nº 370/2021 do CNJ (link para nova janela)</span></a></u>, que estabelece a Estratégia Nacional de Tecnologia da Informação e Comunicação do Poder Judiciário (ENTIC-JUD), para o período 2021 a 2026, dispõe no Art. 37 que</p>
<pre style="margin-left: 80px;">
“Cada órgão deverá elaborar Plano de Gestão de Riscos de TIC, com foco na continuidade de negócios, manutenção dos serviços e alinhado ao plano institucional de gestão de riscos, objetivando mitigar as ameaças mapeadas para atuar de forma preditiva e preventiva às possíveis incertezas.”</pre>
<p style="margin-left: 40px;"><br />
Nesse contexto, o presente plano contempla um conjunto de atividades que permitem identificar e implementar as medidas de proteção necessárias para minimizar ou eliminar os riscos associados à Tecnologia da Informação e Comunicação, contribuindo para o fortalecimento da governança de TIC, a tomada de decisões e o alcance dos objetivos institucionais.</p>
<p style="margin-left: 40px;">Este documento visa direcionar as ações do Departamento de Tecnologia da Informação e Comunicação (DTIC), em cumprimento às diretrizes da <em><strong>Política de Gestão de Riscos do Poder Judiciário do Estado do Paraná</strong></em>, estabelecidas na <u><a href="https://www.tjpr.jus.br/web/governanca-institucional/gestao-de-riscos?p_p_id=101_INSTANCE_etjmoZh7Oj9m&p_p_lifecycle=0&p_p_state=normal&p_p_mode=view&p_p_col_id=column-1&p_p_col_pos=1&p_p_col_count=2&a_page_anchor=58533858" target="_blank"><span style="color:#0000FF;">Resolução TJPR nº 272/2020-OE (link para nova janela)</span></a></u>, de forma a prever eventos ou situações que possam comprometer a execução dos objetivos estratégicos definidos no Plano Diretor de TIC (PDTIC), reduzindo surpresas e prejuízos operacionais, otimizando o capital, fortalecendo as decisões em resposta aos riscos e aproveitando oportunidades, por meio de um processo de gestão de riscos de TIC que permita a identificação, a análise, a avaliação, o tratamento, a priorização, o monitoramento e a comunicação dos riscos aos processos e aos ativos de TIC.</p>
<p style="margin-left: 40px;"> </p>
<p style="margin-left: 40px;"> </p>
<div>
<hr /></div>
<h4> </h4>
<h4>Documentos do PGRTIC</h4>
<p style="margin-left: 40px;"><strong>PGRTIC 2021-2022 </strong>(versão 1.0 de 13/05/2022) - SEI!TTJPR</p>
<ul>
<li style="margin-left: 40px;">Protocolo TJPR SEI 0055468-04.2022.8.16.6000 no SEI!Doc. nº 7664638</li>
<li style="margin-left: 40px;">Aprovado pelo CGESTIC - Comitê Gestor de Tecnologia da Informação e Comunicação em 06/05/2022 (ata no SEI!TJPR doc. 7629442)</li>
<li style="margin-left: 40px;">Aprovado pelo CGOVTIC - Comitê de Governança de Tecnologia da Informação e Comunicação em 06/05/2022 (ata no SEI!TJPR doc. 7816090)</li>
<li style="margin-left: 40px;">Aprovado pelo CSEGTI - Comitê de Segurança da Tecnologia da Informação em 04/07/2022 (ata no SEI!TJPR doc. 7855274)</li>
</ul>
<p style="margin-left: 40px;"><a href="https://www.tjpr.jus.br/documents/15390/67499118/TJPR-PGRTIC-2022-vs-1.0-SEI_0055468_04.2022.8.16.6000.pdf/e41cfb68-5be0-aab5-ec6e-7e8ae61fdf99" target="_blank">⬇️ Plano de Gestão de Riscos de Tecnologia da Informação e Comunicação - PGRTIC 2021-2026 (vs.1.0)</a></p>
<p style="margin-left: 40px;"><img alt="Diagrama Eventos de TIC" src="https://www.tjpr.jus.br/documents/15390/5492064/Icon-fluxo-100x50.png/c148bb98-926c-4eeb-a203-058e6a979c85?t=1487238286447" style="height: 30px; width: 50px;" /> <a href="https://www.tjpr.jus.br/documents/15390/67499118/Diagrama+do+Fluxo+de+Gestao+de+Riscos+de+TIC.png/4077cf7e-fad7-e2ee-c25c-1d6862363200?t=1659646344005" style="color: rgb(68, 134, 120); outline: 0px;" target="_blank">Diagrama do Fluxo de Gestão de Riscos de Tecnologia da Informação e Comunicação (link para nova janela, documento formato .png, tamanho 40 kB)</a></p>
<p style="margin-left: 80px;"> </p>
<p style="margin-left: 40px;"><strong>PGRTIC 2021-2026 </strong>(versão 1.1 de 12/06/2023) - SEI!TTJPR</p>
<ul>
<li style="margin-left: 40px;">Protocolo TJPR SEI 0055468-04.2022.8.16.6000 no SEI!Doc. nº 9184845</li>
<li style="margin-left: 40px;">Aprovado pelo CGESTIC - Comitê Gestor de Tecnologia da Informação e Comunicação em 12/06/2023 (ata no SEI!TJPR doc. 9193251)</li>
<li style="margin-left: 40px;">Aprovado pelo CGOVTIC - Comitê de Governança de Tecnologia da Informação e Comunicação em 14/06/2023 (ata no SEI!TJPR doc. 9199487)</li>
</ul>
<p style="margin-left: 40px;"><a href="/documents/15390/67499118/Plano+de+Gest%C3%A3o+de+Riscos+de+Tecnologia+da+Informa%C3%A7%C3%A3o+e+Comunica%C3%A7%C3%A3o+-+PGRTIC+2021-2026+%28vs.1.1%29/c5888016-ffe9-e6d8-fad1-42d1885ac8c8" target="_blank">⬇️ Plano de Gestão de Riscos de Tecnologia da Informação e Comunicação - PGRTIC 2021-2026 (vs.1.1)</a></p>
<p style="margin-left: 40px;"> </p>
<p style="margin-left: 40px;"><strong>PGRTIC 2021-2026 </strong>(versão 1.2 de 12/06/2023) - SEI!TTJPR</p>
<ul>
<li style="margin-left: 40px;">Protocolo TJPR SEI 0055468-04.2022.8.16.6000 no SEI!Doc. nº 9199086</li>
</ul>
<p style="margin-left: 40px;"><a href="/documents/15390/67499118/%E2%AC%87%EF%B8%8F+Plano+de+Gest%C3%A3o+de+Riscos+de+Tecnologia+da+Informa%C3%A7%C3%A3o+e+Comunica%C3%A7%C3%A3o+-+PGRTIC+2021-2026+%28vs.1.2%29/730c4b4c-4b85-59ea-2a86-e06e639ee9c4" target="_blank">⬇️ Plano de Gestão de Riscos de Tecnologia da Informação e Comunicação - PGRTIC 2021-2026 (vs.1.2)</a></p>
<p style="margin-left: 40px;"> </p>
<p> </p>
<div>
<hr /></div>Paulo Alfredo Ribas Toledo2022-07-06T19:22:15ZReferências TIC 1.2Pablo Tavareshttp://www.tjpr.jus.br:8080/web/departamento-de-tecnologia-da-informacao-e-comunicacao/wiki/-/wiki/6228681/Refer%C3%AAncias+TIC2022-06-21T23:59:13Z2022-06-21T23:48:45Z<h3>Referências TIC</h3>
<p style="text-align: right;"><span style="color:#B22222;"><em>(atualizado em 21/06/2022)</em></span></p>
<p style="margin-left: 40px;">Referências e normativos utilizados nas documentações do DTIC. </p>
<p> </p>
<table align="center" class="table table-condensed table-hover" style="color:rgb(62, 62, 62);font-size:12px;text-align:justify;width:95%;">
<thead>
<tr>
<th style="width: 30%; text-align: center;"><strong>Sigla</strong></th>
<th style="width: 45%; text-align: center;"><b>Definição</b></th>
<th style="width: 20%; text-align: center;"><b>Documento</b></th>
<th style="width: 5%; text-align: center;"><b>Item</b></th>
</tr>
</thead>
<tbody>
<tr>
<td>ABNT NBR ISO/IEC 27005:2019</td>
<td>ABNT NBR ISO/IEC 27005:2019 – Tecnologia da informação — Técnicas de segurança — Gestão de riscos de segurança da informação.</td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
<td>RN14</td>
</tr>
<tr>
<td>ABNT NBR ISO/IEC 31000:2018</td>
<td>ABNT NBR ISO/IEC 31000:2018 – Gestão de riscos – Diretrizes.</td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
<td>RN13</td>
</tr>
<tr>
<td>Agenda 2030 da Organização das Nações Unidas (ONU)</td>
<td>Agenda 2030 da Organização das Nações Unidas (ONU), composta por 17 Objetivos de Desenvolvimento Sustentável (ODS), nos termos da Resolução A/RES/72/279.OP32, de 2018, da Assembleia Geral da ONU e do documento “Transformando o Nosso Mundo: A Agenda 2030 para o Desenvolvimento Sustentável”.</td>
<td>Plano PDTIC 2021-2022 vs.2.0</td>
<td>DR4</td>
</tr>
<tr>
<td>CNJ - Estratégia Nacional de Tecnologia da Informação e Comunicação do Poder Judiciário (ENTIC-JUD), no período de 2021-2026.</td>
<td>Dispõe sobre a Estratégia Nacional de Tecnologia da Informação e Comunicação do Poder Judiciário (ENTIC-JUD), no período de 2021-2026. Resolução nº 370 do CNJ, 28/01/2021.</td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
<td>RN01</td>
</tr>
<tr>
<td>CNJ - Política de Governança das Contratações Públicas no Poder Judiciário.</td>
<td>Dispõe sobre a Política de Governança das Contratações Públicas no Poder Judiciário. Resolução nº 347 do CNJ, 13/10/2020.</td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
<td>RN02</td>
</tr>
<tr>
<td>COBIT 5.0</td>
<td>É um guia de boas práticas apresentado como framework, teste dirigido para a gestão de tecnologia de informação (TI).</td>
<td>Plano PDTIC 2021-2022 vs.2.0</td>
<td>DR24</td>
</tr>
<tr>
<td>Comitê de Governança de Tecnologia da Informação e Comunicação (CGOVTIC)</td>
<td>Institui o Comitê de Governança de Tecnologia da Informação e Comunicação e define suas diretrizes no âmbito do Tribunal de Justiça do Estado do Paraná. Decreto Judiciário nº 361 do TJPR, em 04/06/2019.</td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
<td>RN09</td>
</tr>
<tr>
<td>Comitê de Segurança de Tecnologia da Informação (CSEGTI) do TJPR.</td>
<td>Instituir o Comitê de Segurança de Tecnologia da Informação e a Política de Segurança de TI. Decreto Judiciário nº 631/2016, em 23/06/2016.</td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
<td>RN07</td>
</tr>
<tr>
<td>Comitê Gestor de Tecnologia da Informação e Comunicação (CGESTIC) do TJPR.</td>
<td>Institui o Comitê Gestor de Tecnologia da Informação e Comunicação (CGESTIC), no âmbito do Tribunal de Justiça do Estado do Paraná. Decreto Judiciário nº 506 do TJPR, em 22/08/2019.</td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
<td>RN08</td>
</tr>
<tr>
<td>Decreto Judiciário nº 361 do TJPR, 04 de junho de 2019.</td>
<td>Institui o Comitê de Governança de Tecnologia da Informação e Comunicação e define suas diretrizes no âmbito do Tribunal de Justiça do Estado do Paraná.</td>
<td>Plano PDTIC 2021-2022 vs.2.0</td>
<td>DR19</td>
</tr>
<tr>
<td>Decreto Judiciário nº 502 do TJPR, 22 de agosto de 2019. (aguardando a publicação da nova versão)</td>
<td>Institui o Processo de Gestão do Plano Diretor de Tecnologia da Informação e Comunicação do (PDTIC), no âmbito do Tribunal de Justiça do Estado do Paraná.</td>
<td>Plano PDTIC 2021-2022 vs.2.0</td>
<td>DR17</td>
</tr>
<tr>
<td>Decreto Judiciário nº 506 do TJPR, 22 de agosto de 2019.</td>
<td>Institui o Comitê Gestor de Tecnologia da Informação e Comunicação (CGESTIC), no âmbito do Tribunal de Justiça do Estado do Paraná.</td>
<td>Plano PDTIC 2021-2022 vs.2.0</td>
<td>DR18</td>
</tr>
<tr>
<td>Decreto Judiciário nº 631 do TJPR, 21 de junho de 2016.</td>
<td>Dispõe sobre a Política de Segurança da Informação (PSI) no âmbito da Justiça do Paraná.</td>
<td>Plano PDTIC 2021-2022 vs.2.0</td>
<td>DR12</td>
</tr>
<tr>
<td>Guia da Estratégia Digital do Poder Judiciário ENTIC-JUD 2021-2026.</td>
<td>Contém os procedimentos, recomendações e boas práticas aplicáveis à Estratégia Nacional de Tecnologia da Informação e Comunicação do Poder Judiciário (ENTIC-JUD), publicado em 20 de outubro de 2020 no portal https://connect.cnj.jus.br/.</td>
<td>Plano PDTIC 2021-2022 vs.2.0</td>
<td>DR7</td>
</tr>
<tr>
<td>Guia de Elaboração do PDTIC do SISP (setembro de 2016).</td>
<td>Guia de Elaboração do PDTIC do Sistema de Administração de Recursos de Tecnologia da Informação (SISP) versão 2.0, disponível em: https://www.gov.br/governodigital/pt-br/sisp/documentos/guia-de-pdtic-do-sisp-v2.0 (último acesso em 05/04/2021).</td>
<td>Plano PDTIC 2021-2022 vs.2.0</td>
<td>DR21</td>
</tr>
<tr>
<td>ITIL® V3 - 2011</td>
<td>É um conjunto de boas práticas para serem aplicadas na infraestrutura, operação e manutenção de serviços de tecnologia da informação (TI).</td>
<td>Plano PDTIC 2021-2022 vs.2.0</td>
<td>DR25</td>
</tr>
<tr>
<td>Manual de Gestão de Riscos do TCU.</td>
<td>Manual de Gestão de Riscos do TCU (2020). Disponível em: https://portal.tcu.gov.br/, acessado em 04/05/2022.</td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
<td>RN15</td>
</tr>
<tr>
<td>Manual de Gestão de Riscos do TJPR</td>
<td>Documento que apresenta, resumidamente, os principais conceitos, princípios e atores da gestão de riscos, possibilitando que qualquer pessoa possa compreender e gerir os riscos nos processos de trabalho em que atue. Documento 6513902 no SEI!TJPR 0021241-22.2021.8.16.6000.</td>
<td>Plano PDTIC 2021-2022 vs.2.0</td>
<td>DR26</td>
</tr>
<tr>
<td>Manual de Gestão de Riscos do TJPR.</td>
<td>Documento que apresenta, resumidamente, os principais conceitos, princípios e atores da gestão de riscos, possibilitando que qualquer pessoa possa compreender e gerir os riscos nos processos de trabalho em que atue. SEI!TJPR 0021241-22.2021.8.16.6000. Decreto Judiciário nº 461/2021 publicado no diário da justiça nº 3030 em 06/08/2021.</td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
<td>RN05</td>
</tr>
<tr>
<td>NS - Normas de segurança para a utilização do Serviço de Correio Eletrônico institucional no âmbito do Poder Judiciário do Estado do Paraná.</td>
<td>Estabelece normas de segurança para a utilização do serviço de Correio Eletrônico institucional no âmbito do Poder Judiciário do Estado do Paraná. SEI!TJPR 0029764-62.2017.8.16.6000. Instrução Normativa TJPR nº 03/2018, publicado no diário da justiça nº 2294 em 04/07/2018.</td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
<td>RN10</td>
</tr>
<tr>
<td>NS - Normas de segurança para Acesso à Internet no âmbito do Poder Judiciário do Estado do Paraná.</td>
<td>Estabelece normas para o acesso à Internet no âmbito do Poder Judiciário do Estado do Paraná. SEI!TJPR 0029904-96.2017.8.16.6000. Instrução Normativa TJPR nº 07/2018, publicado no diário da justiça nº 2295 em 05/07/2018.</td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
<td>RN11</td>
</tr>
<tr>
<td>NS - Normas para fornecimento, uso e recolhimento de Ativos de TIC disponibilizados aos usuários pelo DTIC no âmbito do Poder Judiciário do Estado do Paraná.</td>
<td>Instrução Normativa que estabelece normas para fornecimento, uso e recolhimento de Ativos de Tecnologia da Informação e Comunicação disponibilizados aos usuários pelo Departamento de Tecnologia da Informação e Comunicação no âmbito do Poder Judiciário do Estado do Paraná. SEI!TJPR 0091648-24.2019.8.16.6000. Instrução Normativa TJPR nº 63/2021, publicado no diário da justiça nº 320 em 23/07/2021.</td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
<td>RN12</td>
</tr>
<tr>
<td>Plano de Ação do DTIC para gestão 2021-2022.</td>
<td>Documento que trata o Plano de Ação do DTIC contendo os projetos que serão realizados no âmbito do departamento no decorrer da Gestão 2021/2022 (expediente SEI!TJPR 0030306-41.2021.8.16.6000, documento 6189246).</td>
<td>Plano PDTIC 2021-2022 vs.2.0</td>
<td>DR3</td>
</tr>
<tr>
<td>Plano de Gestão de Riscos de TI do TRE-PI.</td>
<td>Plano de Gestão de Riscos de TI do TRE-PI (2021). Disponível no https://connect.cnj.jus.br, acessado em 18/04/2022.</td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
<td>RN16</td>
</tr>
<tr>
<td>Plano de Gestão do TJPR para o biênio 2021-2022.</td>
<td>Documento que trata dos Princípios Norteadores do TJPR, sob a coordenação do Presidente do Tribunal de Justiça do Estado do Paraná, eleito para o biênio 2021-2022, Desembargador José Laurindo de Souza Netto (expediente SEI!TJPR 0030353-15.2021.8.16.6000 documento 6190953).</td>
<td>Plano PDTIC 2021-2022 vs.2.0</td>
<td>DR2</td>
</tr>
<tr>
<td>PMBOK 7ª Edition.</td>
<td>É um guia de boas práticas em gerenciamento de projetos.</td>
<td>Plano PDTIC 2021-2022 vs.2.0</td>
<td>DR23</td>
</tr>
<tr>
<td>Política de Gestão de Riscos do TJPR.</td>
<td>Dispõe sobre a Política de Gestão de Riscos e institui o Comitê de Gestão de Riscos do Poder Judiciário do Estado do Paraná. Resolução nº 272/2020 - OE do TJPR, 14/09/2020.</td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
<td>RN04</td>
</tr>
<tr>
<td>Política de Proteção aos Dados Pessoais, conforme a Lei nº 13.709/2018 (LGPD).</td>
<td>Estabelece medidas para o processo de adequação à Lei Geral de Proteção de Dados Pessoais a serem adotadas pelos tribunais.</td>
<td>Plano PDTIC 2021-2022 vs.2.0</td>
<td>DR16</td>
</tr>
<tr>
<td>Política de Proteção aos Dados Pessoais, conforme a Lei nº 13.709/2018 (LGPD).</td>
<td>Estabelece medidas para o processo de adequação à Lei Geral de Proteção de Dados Pessoais a serem adotadas pelos tribunais.</td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
<td>RN06</td>
</tr>
<tr>
<td>Política de Segurança de Tecnologia da Informação do TJPR.</td>
<td>Dispõe sobre a Política de Segurança de Tecnologia da Informação, no âmbito do Poder Judiciário do Estado do Paraná, e estabelece competências administrativas aos seus órgãos integrantes. Objetiva instituir responsabilidades e diretrizes corporativas para a proteção dos ativos de Tecnologia da Informação e a prevenção de responsabilidade legal para todas as autoridades judiciais, servidores e usuários do Poder Judiciário do Estado do Paraná. Documento 0964880 no SEI!TJPR 0063818-25.2015.8.16.6000. Decreto Judiciário nº 631/2016 publicado no diário da justiça nº 1827 em 23/06/2016.</td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
<td>RN03</td>
</tr>
<tr>
<td>Portaria nº 271 do CNJ, 04 de dezembro de 2020.</td>
<td>Regulamenta o uso de Inteligência Artificial no âmbito do Poder Judiciário.</td>
<td>Plano PDTIC 2021-2022 vs.2.0</td>
<td>DR20</td>
</tr>
<tr>
<td>Processo de Planejamento de TI do TCU, dezembro de 2015.</td>
<td>Referencial do Processo de Planejamento de Tecnologia da Informação do TCU, disponível em: https://portal.tcu.gov.br/biblioteca-digital (último acesso em 21/05/2021).</td>
<td>Plano PDTIC 2021-2022 vs.2.0</td>
<td>DR22</td>
</tr>
<tr>
<td>Resolução TJPR nº 300/2021 OE</td>
<td>Planejamento Estratégico Institucional para o período 2021-2026 no âmbito do Tribunal de Justiça do Estado do Paraná. (expediente SEI!TJPR 0026042-15.2020.8.16.6000 documento 6699191, publicado eDJ nº 3035 em 13/08/2021)</td>
<td>Plano PDTIC 2021-2022 vs.2.0</td>
<td>DR1</td>
</tr>
<tr>
<td>Resolução nº 182 do CNJ, 17 de outubro de 2013.</td>
<td>Dispõe sobre diretrizes para as contratações de Solução de Tecnologia da Informação e Comunicação pelos órgãos submetidos ao controle administrativo e financeiro do Conselho Nacional de Justiça (CNJ).</td>
<td>Plano PDTIC 2021-2022 vs.2.0</td>
<td>DR9</td>
</tr>
<tr>
<td>Resolução nº 211 do CNJ, 19 de dezembro de 2015 (revogada em 2021).</td>
<td>Dispõe sobre a Estratégia Nacional de Tecnologia da Informação e Comunicação do Poder Judiciário (ENTIC-JUD), no período de 2015-2020.</td>
<td>Plano PDTIC 2021-2022 vs.2.0</td>
<td>DR8</td>
</tr>
<tr>
<td>Resolução nº 325 do CNJ, 29 de junho de 2020.</td>
<td>Dispõe sobre a Estratégia Nacional do Poder Judiciário para o sexênio 2021-2026 e dá outras providências.</td>
<td>Plano PDTIC 2021-2022 vs.2.0</td>
<td>DR5</td>
</tr>
<tr>
<td>Resolução nº 335 do CNJ, 29 de setembro de 2020.</td>
<td>Dispõe sobre a política pública para a governança e a gestão de processo judicial eletrônico. Integra os tribunais do país com a criação da Plataforma Digital do Poder Judiciário Brasileiro (PDPJ-Br).</td>
<td>Plano PDTIC 2021-2022 vs.2.0</td>
<td>DR11</td>
</tr>
<tr>
<td>Resolução nº 347 do CNJ, 13 de outubro de 2020.</td>
<td>Dispõe sobre a Política de Governança das Contratações Públicas no Poder Judiciário.</td>
<td>Plano PDTIC 2021-2022 vs.2.0</td>
<td>DR10</td>
</tr>
<tr>
<td>Resolução nº 360 do CNJ, 17 de dezembro de 2020.</td>
<td>Determina a adoção do Protocolo de Gerenciamento de Crises Cibernéticas no âmbito do Poder Judiciário (PGCC/PJ).</td>
<td>Plano PDTIC 2021-2022 vs.2.0</td>
<td>DR13</td>
</tr>
<tr>
<td>Resolução nº 361 do CNJ, 17 de dezembro de 2020.</td>
<td>Determina a adoção de Protocolo de Prevenção a Incidentes Cibernéticos no âmbito do Poder Judiciário (PPICiber/PJ).</td>
<td>Plano PDTIC 2021-2022 vs.2.0</td>
<td>DR14</td>
</tr>
<tr>
<td>Resolução nº 362 do CNJ, 17 de dezembro de 2020.</td>
<td>Institui o Protocolo de Investigação para Ilícitos Cibernéticos no âmbito do Poder Judiciário (PGCC/ PJ).</td>
<td>Plano PDTIC 2021-2022 vs.2.0</td>
<td>DR15</td>
</tr>
<tr>
<td>Resolução nº 370 do CNJ, 28 de janeiro de 2021.</td>
<td>Dispõe sobre a Estratégia Nacional de Tecnologia da Informação e Comunicação do Poder Judiciário (ENTIC-JUD), no período de 2021-2026.</td>
<td>Plano PDTIC 2021-2022 vs.2.0</td>
<td>DR6</td>
</tr>
<tr>
<td>TRT1-RJ-2021-Plano de Gesto de Riscos de TIC</td>
<td>Disponível no https://connect.cnj.jus.br, acessado em 18/04/2022.</td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
<td>RN17</td>
</tr>
</tbody>
</table>
<p> </p>Pablo Tavares2022-06-21T23:48:45ZSiglas TIC 3.8Almir Ferreira dos Santoshttp://www.tjpr.jus.br:8080/web/departamento-de-tecnologia-da-informacao-e-comunicacao/wiki/-/wiki/6228681/Siglas+TIC2023-08-24T15:41:08Z2022-06-21T22:47:40Z<h3>Lista de Abreviaturas e Siglas de TIC</h3>
<p style="text-align: right;"><em>(atualizado em 31/07/2023)</em></p>
<p style="text-align: center;"> </p>
<p> </p>
<table align="center" class="table table-condensed table-hover" style="color:rgb(62, 62, 62);font-size:12px;text-align:justify;width:80%;">
<thead>
<tr>
<th style="width: 20%; text-align: center;"><strong>Abreviatura / Sigla</strong></th>
<th style="width: 50%; text-align: center;"><b>Definição</b></th>
</tr>
</thead>
<tbody>
<tr>
<td style="background-color: rgb(153, 153, 153);"><strong>A</strong></td>
<td style="background-color: rgb(153, 153, 153);"> </td>
</tr>
<tr>
<td>ANO</td>
<td>Acordo de Nível Operacional</td>
</tr>
<tr>
<td>ANS</td>
<td>Acordo de Nível de Serviço</td>
</tr>
<tr>
<td style="background-color: rgb(153, 153, 153);"><strong>B</strong></td>
<td style="background-color: rgb(153, 153, 153);"> </td>
</tr>
<tr>
<td>BDGC</td>
<td>Banco de Dados de Gerenciamento de Configuração</td>
</tr>
<tr>
<td>BI</td>
<td>Business Intelligence, em português "Inteligência Negócios"</td>
</tr>
<tr>
<td>BIA</td>
<td>Business Impact Analysis, em português "Análise de Impacto no Negócio"</td>
</tr>
<tr>
<td>BPMO</td>
<td>Business Process Management Office, em português "Escritório de Processos"</td>
</tr>
<tr>
<td style="background-color: rgb(153, 153, 153);"><strong>C</strong></td>
<td style="background-color: rgb(153, 153, 153);"> </td>
</tr>
<tr>
<td>CBR</td>
<td>Raciocínio baseado em Casos</td>
</tr>
<tr>
<td>CCM</td>
<td>Comitê de Controle de Mudança</td>
</tr>
<tr>
<td>CCME</td>
<td>Comitê de Controle de Mudança Emergencial</td>
</tr>
<tr>
<td>CEAJud</td>
<td>Centro de Formação e Aperfeiçoamento de Servidores do Poder Judiciário</td>
</tr>
<tr>
<td>CCD</td>
<td>Comitê de Capacidade e Disponibilidade</td>
</tr>
<tr>
<td>CGESTIC</td>
<td>Comitê Gestor de Tecnologia da Informação e Comunicação</td>
</tr>
<tr>
<td>CGOVTIC</td>
<td>Comitê de Governança de Tecnologia da Informação e Comunicação</td>
</tr>
<tr>
<td>CGS</td>
<td>Centro de Gerenciamento de Serviços</td>
</tr>
<tr>
<td>CGU</td>
<td>Controladoria Geral da União</td>
</tr>
<tr>
<td>CMC</td>
<td>Centro de Monitoramento Continuado</td>
</tr>
<tr>
<td>CNGTIC</td>
<td>Comitê Nacional de Gestão de Tecnologia da Informação e Comunicação</td>
</tr>
<tr>
<td>CNJ</td>
<td>Conselho Nacional de Justiça</td>
</tr>
<tr>
<td>COBIT</td>
<td>Control Objectives for Information and Related Technologies</td>
</tr>
<tr>
<td>CSEGTI</td>
<td>Comitê de Segurança de Tecnologia da Informação</td>
</tr>
<tr>
<td>CGSI</td>
<td>Comitê de Governança de Segurança da Informação</td>
</tr>
<tr>
<td style="background-color: rgb(153, 153, 153);"><strong>D</strong></td>
<td style="background-color: rgb(153, 153, 153);"> </td>
</tr>
<tr>
<td>DP</td>
<td>Dono do Processo</td>
</tr>
<tr>
<td>DTIC</td>
<td>Departamento de Tecnologia da Informação e Comunicação</td>
</tr>
<tr>
<td>DTIC-AJ</td>
<td>Assessoria Jurídica no DTIC</td>
</tr>
<tr>
<td>DTIC-ASNRI</td>
<td>Assessoria de Supervisão dos Núcleos Regionais de Informática no DTIC</td>
</tr>
<tr>
<td>DTIC-AT</td>
<td>Assessoria Técnica no DTIC</td>
</tr>
<tr>
<td>DTIC-CGP</td>
<td>Coordenadoria de Gestão e Planejamento de TIC no DTIC</td>
</tr>
<tr>
<td>DTIC-CGP-DCON</td>
<td>Divisão de Gestão de Contratações de TIC no DTIC</td>
</tr>
<tr>
<td>DTIC-CGP-DPRO</td>
<td>Divisão de Gestão de Projetos e Processos de TIC no DTIC</td>
</tr>
<tr>
<td>DTIC-CGP-DSEG</td>
<td>Divisão de Segurança de TIC no DTIC</td>
</tr>
<tr>
<td>DTIC-CIN</td>
<td>Coordenadoria de Infraestrutura e Operações de TIC no DTIC</td>
</tr>
<tr>
<td>DTIC-CIN-DCOLAB</td>
<td>Divisão de Serviços Colaborativos no DTIC</td>
</tr>
<tr>
<td>DTIC-CIN-DINFRA</td>
<td>Divisão de Infraestrutura no DTIC</td>
</tr>
<tr>
<td>DTIC-CIN-DSUST</td>
<td>Divisão de Sustentação no DTIC</td>
</tr>
<tr>
<td>DTIC-CJ</td>
<td>Consultoria Jurídica no DTIC</td>
</tr>
<tr>
<td>DTIC-CQ</td>
<td>Coordenadoria de Qualidade e Relacionamento com o Usuário no DTIC</td>
</tr>
<tr>
<td>DTIC-CQ-DAT</td>
<td>Divisão Atendimento no DTIC</td>
</tr>
<tr>
<td>DTIC-CQ-DNRI</td>
<td>Divisão Núcleos Regionais de Informática no DTIC</td>
</tr>
<tr>
<td>DTIC-CQ-DQA</td>
<td>Divisão de Qualidade no DTIC</td>
</tr>
<tr>
<td>DTIC-CSI</td>
<td>Coordenadoria de Sistemas de Informação no DTIC</td>
</tr>
<tr>
<td>DTIC-CSI-DADOS</td>
<td>Divisão de Administração de Dados no DTIC</td>
</tr>
<tr>
<td>DTIC-CSI-DDEV</td>
<td>Divisão de Desenvolvimento no DTIC</td>
</tr>
<tr>
<td>DTIC-CSI-DES</td>
<td>Divisão de Engenharia de Sistemas no DTIC</td>
</tr>
<tr>
<td>DTIC-D</td>
<td>Diretoria no DTIC</td>
</tr>
<tr>
<td>DTIC-GOV</td>
<td>Assessoria de Governança de TIC no DTIC</td>
</tr>
<tr>
<td>DTIC-CQ-DNRI-CTBA</td>
<td>Núcleo Regional da Região Metropolitana de Curitiba e Litoral no DTIC</td>
</tr>
<tr>
<td>DTIC-CQ-DNRI-CAS</td>
<td>Núcleo Regional de Cascavel no DTIC</td>
</tr>
<tr>
<td>DTIC-CQ-DNRI-FOZ</td>
<td>Núcleo Regional de Foz do Iguaçu no DTIC</td>
</tr>
<tr>
<td>DTIC-CQ-DNRI-FRB</td>
<td>Núcleo Regional de Francisco Beltrão no DTIC</td>
</tr>
<tr>
<td>DTIC-CQ-DNRI-GUA</td>
<td>Núcleo Regional de Guarapuava no DTIC</td>
</tr>
<tr>
<td>DTIC-CQ-DNRI-JAC</td>
<td>Núcleo Regional de Jacarezinho no DTIC</td>
</tr>
<tr>
<td>DTIC-CQ-DNRI-LDN</td>
<td>Núcleo Regional de Londrina no DTIC</td>
</tr>
<tr>
<td>DTIC-CQ-DNRI-MGA</td>
<td>Núcleo Regional de Maringá no DTIC</td>
</tr>
<tr>
<td>DTIC-CQ-DNRI-PGA</td>
<td>Núcleo Regional de Ponta Grossa no DTIC</td>
</tr>
<tr>
<td>DTIC-CQ-DNRI-UMU</td>
<td>Núcleo Regional de Umuarama no DTIC</td>
</tr>
<tr>
<td style="background-color: rgb(153, 153, 153);"><strong>E</strong></td>
<td style="background-color: rgb(153, 153, 153);"> </td>
</tr>
<tr>
<td>EaD</td>
<td>Educação a Distância</td>
</tr>
<tr>
<td>ENTIC-JUD</td>
<td>Estratégia Nacional de Tecnologia da Informação e Comunicação do Poder Judiciário</td>
</tr>
<tr>
<td style="background-color: rgb(153, 153, 153);"><strong>F</strong></td>
<td style="background-color: rgb(153, 153, 153);"> </td>
</tr>
<tr>
<td> </td>
<td> </td>
</tr>
<tr>
<td style="background-color: rgb(153, 153, 153);"><strong>G</strong></td>
<td style="background-color: rgb(153, 153, 153);"> </td>
</tr>
<tr>
<td> </td>
<td> </td>
</tr>
<tr>
<td style="background-color: rgb(153, 153, 153);"><strong>H</strong></td>
<td style="background-color: rgb(153, 153, 153);"> </td>
</tr>
<tr>
<td> </td>
<td> </td>
</tr>
<tr>
<td style="background-color: rgb(153, 153, 153);"><strong>I</strong></td>
<td style="background-color: rgb(153, 153, 153);"> </td>
</tr>
<tr>
<td>IETIC</td>
<td>Indicadores Estratégicos de TIC</td>
</tr>
<tr>
<td>IC</td>
<td>Item de Configuração</td>
</tr>
<tr>
<td>iGovTIC-JUD</td>
<td>Índice de Governança, Gestão e Infraestrutura de TIC do Poder Judiciário</td>
</tr>
<tr>
<td>ITIL</td>
<td>Information Technology Infrastructure Library, em português "Biblioteca de Infraestrutura de Tecnologia da Informação"</td>
</tr>
<tr>
<td>ITSM</td>
<td>IT Service Management, em português "Gerenciamento de Serviços de TI"</td>
</tr>
<tr>
<td style="background-color: rgb(153, 153, 153);"><strong>J</strong></td>
<td style="background-color: rgb(153, 153, 153);"> </td>
</tr>
<tr>
<td>JIRA</td>
<td>Ferramenta para monitoramento de tarefas e acompanhamento de projetos</td>
</tr>
<tr>
<td style="background-color: rgb(153, 153, 153);"><strong>K</strong></td>
<td style="background-color: rgb(153, 153, 153);"> </td>
</tr>
<tr>
<td> </td>
<td> </td>
</tr>
<tr>
<td style="background-color: rgb(153, 153, 153);"><strong>L</strong></td>
<td style="background-color: rgb(153, 153, 153);"> </td>
</tr>
<tr>
<td>LB</td>
<td>Linha de Base</td>
</tr>
<tr>
<td>LGPD</td>
<td>Lei Geral de Proteção de Dados Pessoais</td>
</tr>
<tr>
<td style="background-color: rgb(153, 153, 153);"><strong>M</strong></td>
<td style="background-color: rgb(153, 153, 153);"> </td>
</tr>
<tr>
<td>MDS</td>
<td>Metodologia de Desenvolvimento de Software</td>
</tr>
<tr>
<td>MNI</td>
<td>Modelo Nacional de Interoperabilidade</td>
</tr>
<tr>
<td>MSS</td>
<td>Metodologia de Sustentação de Software</td>
</tr>
<tr>
<td>MTBF</td>
<td>Mean Time Between Failures, em português "Tempo Médio entre Falhas"</td>
</tr>
<tr>
<td>MTBSI</td>
<td>Mean Time Between Service Incidents, em português "Tempo Médio entre Incidentes de Serviço"</td>
</tr>
<tr>
<td>MTRS</td>
<td>Mean Time to Restore Service, em português "Tempo Médio para Restaurar Serviço"</td>
</tr>
<tr>
<td>MVP</td>
<td>Minimum Viable Product, em português "Mínimo Produto Viável"</td>
</tr>
<tr>
<td style="background-color: rgb(153, 153, 153);"><strong>N</strong></td>
<td style="background-color: rgb(153, 153, 153);"> </td>
</tr>
<tr>
<td> </td>
<td> </td>
</tr>
<tr>
<td style="background-color: rgb(153, 153, 153);"><strong>O</strong></td>
<td style="background-color: rgb(153, 153, 153);"> </td>
</tr>
<tr>
<td>ODS</td>
<td>Objetivos de Desenvolvimento Sustentável</td>
</tr>
<tr>
<td>OE</td>
<td>Objetivos Estratégicos</td>
</tr>
<tr>
<td>OETIC</td>
<td>Objetivos Estratégicos de TIC</td>
</tr>
<tr>
<td>ONU</td>
<td>Organização das Nações Unidas</td>
</tr>
<tr>
<td style="background-color: rgb(153, 153, 153);"><strong>P</strong></td>
<td style="background-color: rgb(153, 153, 153);"> </td>
</tr>
<tr>
<td>PCSTIC</td>
<td>Plano de Contratações de Solução de TIC</td>
</tr>
<tr>
<td>PCTIC</td>
<td>Plano de Capacitação de TIC</td>
</tr>
<tr>
<td>PCTIC</td>
<td>Plano de Capacitação de TIC</td>
</tr>
<tr>
<td>PDPJ-Br</td>
<td>Plataforma Digital do Poder Judiciário Brasileiro</td>
</tr>
<tr>
<td>PDTIC</td>
<td>Plano Diretor de Tecnologia da Informação e Comunicação</td>
</tr>
<tr>
<td>PEI</td>
<td>Planejamento Estratégico Institucional</td>
</tr>
<tr>
<td>PETI</td>
<td>Planejamento Estratégico de TI</td>
</tr>
<tr>
<td>PFM</td>
<td>Programação Futura de Mudança</td>
</tr>
<tr>
<td>PGRTIC</td>
<td>Plano de Gestão de Riscos de Tecnologia da Informação e Comunicação</td>
</tr>
<tr>
<td>PJe</td>
<td>Processo Judicial Eletrônico</td>
</tr>
<tr>
<td>PO</td>
<td>Product Owner, em português "Dono do Produto" </td>
</tr>
<tr>
<td>PPM</td>
<td>Project Portfolio Management, em português "Gerenciamento de Portfólio de Projetos"</td>
</tr>
<tr>
<td>PML</td>
<td>Plano de Mudança e Liberação</td>
</tr>
<tr>
<td>PMO</td>
<td>Project Management Office, em português "Escritório de Projetos"</td>
</tr>
<tr>
<td>PSI</td>
<td>Política de Segurança da Informação</td>
</tr>
<tr>
<td>PTD</td>
<td>Plano de Transformação Digital</td>
</tr>
<tr>
<td style="background-color: rgb(153, 153, 153);"><strong>Q</strong></td>
<td style="background-color: rgb(153, 153, 153);"> </td>
</tr>
<tr>
<td> </td>
<td> </td>
</tr>
<tr>
<td style="background-color: rgb(153, 153, 153);"><strong>R</strong></td>
<td style="background-color: rgb(153, 153, 153);"> </td>
</tr>
<tr>
<td>RACI</td>
<td>
<p>Modelo de mapeamento de papéis e responsabilidades :</p>
<ul>
<li>R – (Responsible) Responsável: o responsável pela execução da tarefa.</li>
<li>A – (Accountable) Dono: é quem possui a propriedade sobre a atividade e responde pelos seus resultados. </li>
<li>C – (Consulted) Consultado: Será consultado, fornecendo conselhos, e também poderá autorizar determinadas tarefas. </li>
<li>I – (Informed) Informado: Será informado durante o processo. </li>
</ul>
</td>
</tr>
<tr>
<td>RDM</td>
<td>Requisição de Mudança</td>
</tr>
<tr>
<td>RNS</td>
<td>Requisito de Nível de Serviço</td>
</tr>
<tr>
<td>RPO</td>
<td>Recovery Point Objective, em português "Ponto Objetivo de Recuperação". <br />
Resumidamente, indicador sobre a quantidade limite de dados que uma organização toleraria perder em caso de parada/desastre.</td>
</tr>
<tr>
<td>RTO</td>
<td>Recovery Time Objective, em português "Objetivo do Tempo de Recuperação".<br />
Resumidamente, indicador sbore o máximo de tempo que o sistema levará para voltar a operar após uma parada/desastre.</td>
</tr>
<tr>
<td> </td>
<td> </td>
</tr>
<tr>
<td style="background-color: rgb(153, 153, 153);"><strong>S</strong></td>
<td style="background-color: rgb(153, 153, 153);"> </td>
</tr>
<tr>
<td>SEI</td>
<td>Sistema Eletrônico de Informações</td>
</tr>
<tr>
<td>SIC</td>
<td>Segurança da Informação e Comunicação</td>
</tr>
<tr>
<td>SIGA</td>
<td>Solução de Informação e Gestão de Atendimentos</td>
</tr>
<tr>
<td>SISP</td>
<td>Sistema de Administração de Recursos de Tecnologia da Informação</td>
</tr>
<tr>
<td>SLA</td>
<td>Service Level Agreement, em português "Acordo de Nível de Serviço" (ANS)</td>
</tr>
<tr>
<td style="background-color: rgb(153, 153, 153);"><strong>T</strong></td>
<td style="background-color: rgb(153, 153, 153);"> </td>
</tr>
<tr>
<td>TCU</td>
<td>Tribunal de Contas da União</td>
</tr>
<tr>
<td>TIC</td>
<td>Tecnologia da Informação e Comunicação</td>
</tr>
<tr>
<td>TJPR</td>
<td>Tribunal de Justiça do Estado do Paraná</td>
</tr>
<tr>
<td style="background-color: rgb(153, 153, 153);"><strong>U</strong></td>
<td style="background-color: rgb(153, 153, 153);"> </td>
</tr>
<tr>
<td> </td>
<td> </td>
</tr>
<tr>
<td style="background-color: rgb(153, 153, 153);"><strong>V</strong></td>
<td style="background-color: rgb(153, 153, 153);"> </td>
</tr>
<tr>
<td> </td>
<td> </td>
</tr>
<tr>
<td style="background-color: rgb(153, 153, 153);"><strong>W</strong></td>
<td style="background-color: rgb(153, 153, 153);"> </td>
</tr>
<tr>
<td> </td>
<td> </td>
</tr>
<tr>
<td style="background-color: rgb(153, 153, 153);"><strong>X</strong></td>
<td style="background-color: rgb(153, 153, 153);"> </td>
</tr>
<tr>
<td> </td>
<td> </td>
</tr>
<tr>
<td style="background-color: rgb(153, 153, 153);"><strong>Y</strong></td>
<td style="background-color: rgb(153, 153, 153);"> </td>
</tr>
<tr>
<td> </td>
<td> </td>
</tr>
<tr>
<td style="background-color: rgb(153, 153, 153);"><strong>Z</strong></td>
<td style="background-color: rgb(153, 153, 153);"> </td>
</tr>
</tbody>
</table>
<p style="text-align: center;"><strong>Para solicitar inclusões, exclusões e atualizações no conteúdo dessa página utilize a oferta de serviço disponível em: </strong></p>
<p style="text-align: center;"><u><a href="https://siga.tjpr.jus.br/assystnet/application.jsp#serviceOfferings/1639"><span style="color: rgb(0, 0, 205);">https://siga.tjpr.jus.br/assystnet/application.jsp#serviceOfferings/1639</span></a></u> </p>Almir Ferreira dos Santos2022-06-21T22:47:40ZConceitos TIC 3.1Renan Rafael Marconhttp://www.tjpr.jus.br:8080/web/departamento-de-tecnologia-da-informacao-e-comunicacao/wiki/-/wiki/6228681/Conceitos+TIC2023-09-18T15:03:41Z2022-06-21T20:20:24Z<h3>Conceitos de TIC e respectivos documentos / normativos</h3>
<p style="text-align: right;"><em>(atualizado em 18/09/2023)</em></p>
<p style="text-align: center;"><a href="https://www.tjpr.jus.br/legislacao-atos-normativos" target="_blank">https://www.tjpr.jus.br/legislacao-atos-normativos</a> (link para nova janela) </p>
<p> </p>
<table align="center" class="table table-condensed table-hover" style="color:rgb(62, 62, 62);font-size:12px;text-align:justify;width:95%;">
<thead>
<tr>
<th style="width: 20%; text-align: center;"><strong>Assunto</strong></th>
<th style="width: 60%; text-align: center;"><b>Definição</b></th>
<th style="width: 20%; text-align: center;"><b>Documento / Normativo</b></th>
</tr>
</thead>
<tbody>
<tr>
<td>Acesso administrativo ou conta de administrador local</td>
<td>aquela que permite realizar alterações em um microcomputador que afetam outros usuários, além de poder alterar as configurações de segurança, instalar software e hardware, acessar todos os arquivos e afetar outros equipamentos em rede;</td>
<td>TJPR IN 63/2021</td>
</tr>
<tr>
<td>Acordo de Nível de Serviço</td>
<td>Acordo documentado entre um provedor de serviço e um cliente que identifica os serviços necessários e o nível de serviço esperado.</td>
<td> </td>
</tr>
<tr>
<td>Agente Público</td>
<td>aquele que, por força de lei, contrato ou qualquer ato jurídico, preste serviços de natureza permanente, temporária, excepcional ou eventual, ainda que sem retribuição financeira, ao Poder Judiciário do Estado do Paraná;</td>
<td>TJPR Decreto Judiciario 631/2016</td>
</tr>
<tr>
<td>Agentes de Tratamento</td>
<td>o Controlador e o Operador;</td>
<td>TJPR Resolução OE 273/2020</td>
</tr>
<tr>
<td>Ameaça</td>
<td>causa potencial de um incidente indesejado, que possui potencial para comprometer ativos através de exploração de vulnerabilidades. </td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
</tr>
<tr>
<td>Ameaça</td>
<td>conjunto de fatores internos ou externos capaz de provocar um incidente, que pode resultar em dano para um ativo do Poder Judiciário do Estado do Paraná;</td>
<td>TJPR Decreto Judiciario 631/2016</td>
</tr>
<tr>
<td>Apetite a risco</td>
<td>nível de risco que a instituição está disposta a aceitar para atingir os objetivos identificados no contexto analisado. </td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
</tr>
<tr>
<td>Apetite a Risco</td>
<td>nível de risco que a organização está disposta a aceitar para atingir os objetivos identificados no contexto analisado;</td>
<td>TJPR Resolução OE 272/2020</td>
</tr>
<tr>
<td>Área de Armazenamento em rede</td>
<td>disco virtual ou página web disponibilizado pelo DTIC aos usuários para armazenamento de dados corporativos;</td>
<td>TJPR IN 63/2021</td>
</tr>
<tr>
<td>Ativo de Tecnologia da Informação e Comunicação (TIC)</td>
<td>Todo software e hardware mantido pelo Departamento de Tecnologia da Informação e Comunicação; Abrangem microcomputadores, monitores de vídeo, webcam, leitoras de cartão, impressoras, equipamentos de digitalização, equipamentos multifuncionais, aparelhos telefônicos e demais periféricos.</td>
<td>TJPR IN 63/2021</td>
</tr>
<tr>
<td>Ativo</td>
<td>tudo aquilo que, ligado a Tecnologia da Informação, tem valor tangível ou intangível para o Poder Judiciário do Estado do Paraná, tais como dados, informação, softwares, equipamentos, instalações, serviços, pessoas e imagem institucional;</td>
<td>TJPR Decreto Judiciario 631/2016</td>
</tr>
<tr>
<td>Ativos de TIC</td>
<td>qualquer elemento de valor para organização, seja tangível ou intangível, que esteja relacionado à Tecnologia da Informação e Comunicação. </td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
</tr>
<tr>
<td>Autenticação</td>
<td>Ato de identificação do usuário no sistema de segurança;</td>
<td>TJPR IN 07/2018</td>
</tr>
<tr>
<td>Autenticidade</td>
<td>propriedade que assegura a veracidade dos dados ou informações, tanto na origem quanto no destino, permitindo a identificação do emissor e do equipamento utilizado, quando for o caso;</td>
<td>TJPR Decreto Judiciario 631/2016</td>
</tr>
<tr>
<td>Autoridade Nacional de Proteção de Dados (ANPD)</td>
<td>órgão vinculado à Presidência da República, ao qual cabe, entre outras atribuições, fiscalizar a aplicação da LGPD nas entidades do Poder Público e aplicar sanções em caso de descumprimento de suas determinações;</td>
<td>TJPR Resolução OE 273/2020</td>
</tr>
<tr>
<td>Backup</td>
<td>Cópia de segurança;</td>
<td>TJPR IN 63/2021</td>
</tr>
<tr>
<td>Banda de Tráfego ou Transferência</td>
<td>Quantidade de dados trocados ou em trânsito na rede;</td>
<td>TJPR IN 07/2018</td>
</tr>
<tr>
<td>base de conhecimento</td>
<td>bases de dados ou conhecimento acumulados sobre um determinado assunto;</td>
<td>TJPR Decreto Judiciario 505/2019</td>
</tr>
<tr>
<td>Cabeçalho de mensagem</td>
<td>Consiste nas informações enviadas junto a mensagem, sem considerar o próprio conteúdo. Como por exemplo: remetente, destinatário, assunto, histórico de trânsito da mensagem, entre outras;</td>
<td>TJPR IN 03/2018</td>
</tr>
<tr>
<td>Caixa Postal Corporativa Externa</td>
<td>Repositório de correio eletrônico compartilhado que representa uma unidade judicial não estatizada;</td>
<td>TJPR IN 03/2018</td>
</tr>
<tr>
<td>Caixa Postal Corporativa Interna</td>
<td>Repositório de correio eletrônico compartilhado que representa uma unidade e utilizada exclusivamente por usuários com caixa postal individual;</td>
<td>TJPR IN 03/2018</td>
</tr>
<tr>
<td>Caixa Postal Individual</td>
<td>Repositório de correio eletrônico de um único usuário (magistrado, servidor, estagiário);</td>
<td>TJPR IN 03/2018</td>
</tr>
<tr>
<td>Caixa postal</td>
<td>Repositório de correio eletrônico onde são armazenadas as mensagens recebidas e/ou enviadas:</td>
<td>TJPR IN 03/2018</td>
</tr>
<tr>
<td>catálogo de serviços de TIC</td>
<td>repositório contendo as informações sobre os serviços prestados pelo Departamento de Tecnologia da Informação e Comunicação (DTIC);</td>
<td>TJPR Decreto Judiciario 505/2019</td>
</tr>
<tr>
<td>Causa de Risco</td>
<td>razão que pode promover a ocorrência do risco. </td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
</tr>
<tr>
<td>Causa raiz</td>
<td>A causa desconhecida ou original de um incidente ou problema.</td>
<td> </td>
</tr>
<tr>
<td>Central de Serviços de TIC (Service Desk)</td>
<td>ponto único de contato entre o DTIC e os usuários (internos e externos), que registra e acompanha incidentes, requisições de serviço e realiza a comunicação com os usuários;</td>
<td>TJPR Decreto Judiciario 505/2019</td>
</tr>
<tr>
<td>CGESTIC – Comitê Gestor de Tecnologia da Informação e Comunicação</td>
<td>comitê responsável pelos planos táticos e operacionais, análise de demandas, acompanhamento da execução de planos, estabelecimento de indicadores operacionais, dentre outros. </td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
</tr>
<tr>
<td>CGOVTIC – Comitê de Governança de Tecnologia da Informação e Comunicação</td>
<td>comitê responsável por apoiar e orientar as iniciativas, projetos e investimentos em Tecnologia da Informação e Comunicação, observando a estratégia institucional, dentre outros. </td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
</tr>
<tr>
<td>Ciclo de Vida dos Dados Pessoais</td>
<td>todas as etapas de manuseio dos dados, desde o surgimento destes na Instituição até o respectivo descarte ou arquivamento;</td>
<td>TJPR Resolução OE 273/2020</td>
</tr>
<tr>
<td>Comitê de Segurança de Tecnologia da Informação</td>
<td>grupo multidisciplinar formado por magistrados e representantes de áreas do Tribunal de Justiça do Estado do Paraná com a responsabilidade de apreciar, assessorar e aprovar a implementação das ações de segurança da informação;</td>
<td>TJPR Decreto Judiciario 631/2016</td>
</tr>
<tr>
<td>Confidencialidade</td>
<td>propriedade que garante acesso à informação somente a pessoas autorizadas;</td>
<td>TJPR Decreto Judiciario 631/2016</td>
</tr>
<tr>
<td>Consequências</td>
<td>resultado de um evento que afeta os objetivos estabelecidos. </td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
</tr>
<tr>
<td>Conta de usuário (login de rede ou identidade)</td>
<td>Nome utilizado para identificar unicamente um usuário ou perfil. Esta Identidade é usada para concessão de direitos;</td>
<td>TJPR IN 03/2018</td>
</tr>
<tr>
<td>Controlador</td>
<td>pessoa jurídica de direito público a quem compete definir todas as ações relativas ao tratamento de dados pessoais;</td>
<td>TJPR Resolução OE 273/2020</td>
</tr>
<tr>
<td>Controle</td>
<td>ações estabelecidas por meio de políticas e procedimentos que ajudem a garantir o cumprimento das diretrizes determinadas pela administração para mitigar os riscos à realização dos objetivos.</td>
<td>TJPR Resolução OE 272/2020</td>
</tr>
<tr>
<td>Coordenador Negocial (BRM - Business Relationship Management)</td>
<td>Responsável pelo gerenciamento e priorização das demandas, dirimindo e resolvendo conflitos entre os gestores negociais (POs) de sua área de atuação.</td>
<td>
<p>INSTRUÇÃO NORMATIVA 159/2023 - 0093802-73.2023.8.16.6000</p>
</td>
</tr>
<tr>
<td>Cópia de segurança (backup)</td>
<td>Cópia de dados para proteção contra perda da integridade ou da disponibilidade do original;</td>
<td>TJPR IN 03/2018</td>
</tr>
<tr>
<td>Credencial de Acesso</td>
<td>conjunto formado por login e senha, de uso individual, intransferível, que possibilita acessar um ativo de TIC;</td>
<td>TJPR IN 63/2021</td>
</tr>
<tr>
<td>Criptografia</td>
<td>Tecnologia utilizada para codificar as informações impossibilitando seu entendimento/leitura, cuja reversão ocorre somente com a utilização de uma senha previamente conhecida e/ou dispositivo criptográfico;</td>
<td>TJPR IN 07/2018</td>
</tr>
<tr>
<td>Criticidade</td>
<td>grau de importância do ativo para a continuidade das atividades e serviços do Poder Judiciário do Estado do Paraná;</td>
<td>TJPR Decreto Judiciario 631/2016</td>
</tr>
<tr>
<td>CSEGTI – Comitê de Segurança de Tecnologia da Informação</td>
<td>comitê responsável por apreciar, assessorar e aprovar a implementação das ações de segurança da informação e garantir a implementação da Política de Segurança de Tecnologia da Informação. </td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
</tr>
<tr>
<td>Dado Pessoal</td>
<td>informação relativa à pessoa física identificada ou identificável;</td>
<td>TJPR Resolução OE 273/2020</td>
</tr>
<tr>
<td>Desktop</td>
<td>computador de mesa utilizado pelo usuário em seu ambiente de trabalho;</td>
<td>TJPR IN 63/2021</td>
</tr>
<tr>
<td>Delay</td>
<td>Significa atraso ou demora. Representa a diferença de tempo entre o envio e o recebimento de um sinal ou informação em um serviço de TI. Nem todo atraso significa uma degradação do serviço.</td>
<td> </td>
</tr>
<tr>
<td>Demanda de TIC</td>
<td>Atividade que exige a implementação, compra, implantação e/ou implementação de solução de TIC.</td>
<td>
<p>INSTRUÇÃO NORMATIVA 159/2023 - 0093802-73.2023.8.16.6000</p>
</td>
</tr>
<tr>
<td>Demandante de soluções de TIC</td>
<td>Todo usuário, interno ou externo ao TJPR, que tenha pedido de alteração ou desenvolvimento de solução de TIC.</td>
<td>
<p>INSTRUÇÃO NORMATIVA 159/2023 - 0093802-73.2023.8.16.6000</p>
</td>
</tr>
<tr>
<td>Disponibilidade</td>
<td>propriedade de que a informação esteja acessível e utilizável sob demanda por uma pessoa física ou determinado sistema, órgão ou entidade;</td>
<td>TJPR Decreto Judiciario 631/2016</td>
</tr>
<tr>
<td>Disponibilidade</td>
<td>Propriedade de que a informação esteja acessível e utilizável sob demanda por uma pessoa física ou determinado sistema, órgão ou entidade;</td>
<td>TJPR IN 07/2018</td>
</tr>
<tr>
<td>Dono do Serviço</td>
<td>Papel responsável pela entrega de um determinado serviço de TI.</td>
<td> </td>
</tr>
<tr>
<td>Download/Upload</td>
<td>Transferência de uma informação que se encontra em rede;</td>
<td>TJPR IN 07/2018</td>
</tr>
<tr>
<td>DTIC</td>
<td>Departamento de Tecnologia da Informação e Comunicação;</td>
<td>TJPR IN 63/2021</td>
</tr>
<tr>
<td>Encarregado de Tratamento dos Dados Pessoais</td>
<td>pessoa física ou jurídica responsável por, entre outras atribuições, realizar a comunicação entre a Autoridade Nacional de Proteção de Dados e o Controlador, bem como conhecer detalhadamente todo o tratamento de dados pessoais efetivado na Instituição.</td>
<td>TJPR Resolução OE 273/2020</td>
</tr>
<tr>
<td>Endereço eletrônico</td>
<td>Padrão de nome utilizado para identificar um remetente e/ou destinatário no serviço de correio eletrônico. É montado utilizando um identificador seguido de @ e um domínio (ex: tjpr.jus.br);</td>
<td>TJPR IN 03/2018</td>
</tr>
<tr>
<td>Equipamentos Especiais</td>
<td>é o Ativo de TIC de propriedade do TJPR, disponibilizado ao usuário para desenvolvimento de atividades laborais, e que o acompanhará em caso de transferência ou relotação: notebook de magistrado, webcam de magistrado e leitor de cartão de assinatura de magistrados e servidores;</td>
<td>TJPR IN 63/2021</td>
</tr>
<tr>
<td>Erro</td>
<td>Falha ou vulnerabilidade que pode causar incidentes.</td>
<td> </td>
</tr>
<tr>
<td>Erro/Falha (Bug) </td>
<td>Erro ou falha no sistema que resulta em um comportamento inesperado ou indesejado diferente do que foi especificado.</td>
<td>INSTRUÇÃO NORMATIVA 159/2023 - 0093802-73.2023.8.16.6000</td>
</tr>
<tr>
<td>Erro conhecido</td>
<td>Problema que já foi analisado, porém ainda não foi resolvido.</td>
<td> </td>
</tr>
<tr>
<td>Erro impeditivo</td>
<td>Erro que comprometa o resultado esperado de uma atividade e que impeça a sua conclusão.</td>
<td>INSTRUÇÃO NORMATIVA 159/2023 - 0093802-73.2023.8.16.6000</td>
</tr>
<tr>
<td>Escopo</td>
<td>é a soma total de todos os produtos do processo de trabalho e seus requisitos ou características. </td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
</tr>
<tr>
<td>
<p>Escritório de projetos de TIC</p>
</td>
<td>
<p>Estrutura funcional no Departamento de Tecnologia da Informação e Comunicação - DTIC que realiza a gestão de demandas de TIC e o Portfólio de projetos de TIC.</p>
</td>
<td>
<p>INSTRUÇÃO NORMATIVA 159/2023 - 0093802-73.2023.8.16.6000</p>
</td>
</tr>
<tr>
<td>Evento</td>
<td>incidente ou ocorrência originada a partir de fontes internas ou externas que afetem a implementação da estratégia ou a realização dos objetivos. </td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
</tr>
<tr>
<td>Evento</td>
<td>incidente ou ocorrência originada a partir de fontes internas ou externas que afetem a implementação da estratégia ou a realização dos objetivos;</td>
<td>TJPR Resolução OE 272/2020</td>
</tr>
<tr>
<td>Falha</td>
<td>Perda da habilidade de operar como definido na especificação ou de entregar o resultado necessário. Pode ser usado para se referir a serviços, processos, atividades, itens de configuração de TI, entre outros. Uma falha normalmente causa um incidente.</td>
<td> </td>
</tr>
<tr>
<td>Fator de escalabilidade</td>
<td>Fator para se realizar a alteração de carga de trabalho ou o escopo de um serviço de TI, processo, item de configuração etc., dentro do que está acordado. </td>
<td> </td>
</tr>
<tr>
<td>Fonte de Risco</td>
<td>elemento que, individualmente ou combinado, tem potencial para dar origem a um risco específico, podendo ou não estar sob controle. </td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
</tr>
<tr>
<td>Gerenciamento de Risco</td>
<td>adoção de um conjunto de técnicas e metodologias que ajudem a identificar, analisar e gerir os riscos de maneira efetiva.</td>
<td>TJPR Resolução OE 272/2020</td>
</tr>
<tr>
<td>Gerenciamento remoto</td>
<td>Tecnologia que oferece a uma pessoa ou sistema controle à um dispositivo remoto;</td>
<td>TJPR IN 07/2018</td>
</tr>
<tr>
<td>Gestão de Riscos</td>
<td>processo contínuo aplicado a toda a instituição que consiste no desenvolvimento de um conjunto de ações destinadas a identificar, analisar, avaliar, tratar e monitorar eventos em potencial, contribuindo para a sua redução ou neutralização. </td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
</tr>
<tr>
<td>Gestão de Riscos</td>
<td>processo contínuo e técnico que consiste no desenvolvimento de ações destinadas a identificar, analisar, avaliar, priorizar, tratar e monitorar eventos em potencial, capazes de comprometer o alcance dos objetivos organizacionais;</td>
<td>TJPR Resolução OE 273/2020</td>
</tr>
<tr>
<td>Gestão de Riscos</td>
<td>processo contínuo, aplicado a toda a organização, que consiste no desenvolvimento de um conjunto de ações destinadas a identificar, analisar, avaliar, tratar e monitorar eventos em potencial, contribuindo para a sua redução ou neutralização;</td>
<td>TJPR Resolução OE 272/2020</td>
</tr>
<tr>
<td>Gestor da Unidade</td>
<td>Magistrado e/ou chefia imediata responsável pela unidade;</td>
<td>TJPR IN 03/2018</td>
</tr>
<tr>
<td>Gestor da unidade</td>
<td>Magistrado e/ou chefia imediata responsável pela unidade;</td>
<td>TJPR IN 07/2018</td>
</tr>
<tr>
<td>Gestor da unidade</td>
<td>magistrado ou servidor ocupante de cargo em comissão ou função comissionada responsável pelo gerenciamento da unidade;</td>
<td>TJPR IN 63/2021</td>
</tr>
<tr>
<td>Gestor de Projetos (Gerente de projetos)</td>
<td>Ppessoa designada como principal responsável para a condução do projeto no nível tático-operacional, de forma alinhada com as diretrizes e orientações do Gestor Negocial, e com ênfase na coordenação da equipe do projeto.</td>
<td>
<p>INSTRUÇÃO NORMATIVA 159/2023 - 0093802-73.2023.8.16.6000</p>
</td>
</tr>
<tr>
<td>Gestor de Risco</td>
<td>pessoa ou estrutura organizacional responsável por processo de trabalho, atividade, tarefa ou projeto institucional.</td>
<td>TJPR Resolução OE 272/2020</td>
</tr>
<tr>
<td>Gestor Negocial (Product Owner) </td>
<td>Pessoa responsável por receber, avaliar, documentar e priorizar as demandas referentes ao negócio de uma solução de TIC, sejam elas normativas, evolutivas ou adaptativa</td>
<td>
<p>INSTRUÇÃO NORMATIVA 159/2023 - 0093802-73.2023.8.16.6000</p>
</td>
</tr>
<tr>
<td>Gestor Técnico</td>
<td>Pessoa responsável por coordenar as ações técnicas necessárias para a implementação das demandas apresentadas pelo gestor negocial.</td>
<td>
<p>INSTRUÇÃO NORMATIVA 159/2023 - 0093802-73.2023.8.16.6000</p>
</td>
</tr>
<tr>
<td>Governança de TIC (GovTIC)</td>
<td>conjunto de diretrizes, estruturas organizacionais, processos de trabalho e mecanismos de controle que visam assegurar que as decisões e ações relativas à gestão e uso de TIC estejam alinhadas às necessidades institucionais e contribuam para o cumprimento da missão e alcance das metas da instituição;</td>
<td>TJPR Decreto Judiciario 506/2019</td>
</tr>
<tr>
<td>Glosa</td>
<td>Retenção de valores em pagamentos devidos ao contratado quando este não cumpre com os requisitos contratuais, normalmente, os acordos de nível de serviço. </td>
<td> </td>
</tr>
<tr>
<td>Grupo de controle</td>
<td>Agrupamento de usuários para o qual são aplicadas restrições e/ou liberações de acesso conforme alguma definição;</td>
<td>TJPR IN 07/2018</td>
</tr>
<tr>
<td>Grupo de Distribuição</td>
<td>Recurso responsável em receber mensagens e reencaminhar cópia da mesma para todos os endereços membros do grupo, duplicando a mensagem em todas as caixas postais individuais;</td>
<td>TJPR IN 03/2018</td>
</tr>
<tr>
<td>Hacking</td>
<td>Ação ou conhecimento utilizado para obter soluções e efeitos que extrapolam os limites normais dos sistemas e serviços, muitas vezes desviando limites impostos para o uso dos mesmos;</td>
<td>TJPR IN 07/2018</td>
</tr>
<tr>
<td>Hoax</td>
<td>Mensagem eletrônica encaminhada a muitos destinatários, de conteúdo geralmente alarmante e com pouca ou nenhuma veracidade, cujo objetivo é a propagação de boatos e informações distorcidas;</td>
<td>TJPR IN 03/2018</td>
</tr>
<tr>
<td>Impacto</td>
<td>efeito da ocorrência do evento nos objetivos. </td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
</tr>
<tr>
<td>Impacto</td>
<td>efeito da ocorrência do evento nos objetivos;</td>
<td>TJPR Resolução OE 272/2020</td>
</tr>
<tr>
<td>Incidente de segurança</td>
<td>evento adverso, confirmado ou sob suspeita, relacionado à segurança das autoridades judiciais, da informação ou dos sistemas de computação ou das redes de computadores;</td>
<td>TJPR Decreto Judiciario 631/2016</td>
</tr>
<tr>
<td>Incidente de Segurança</td>
<td>evento adverso, confirmado ou sob suspeita, relacionado à segurança das autoridades judiciais, da informação ou dos sistemas de computação ou das redes de computadores;</td>
<td>TJPR IN 07/2018</td>
</tr>
<tr>
<td>Incidente de TIC</td>
<td>interrupção não planejada de um serviço de TIC ou redução da sua qualidade;</td>
<td>TJPR Decreto Judiciario 505/2019</td>
</tr>
<tr>
<td>Infraestrutura Tecnológica</td>
<td>Todo o hardware, software, redes, instalações, etc. que são necessárias para desenvolver, testar, entregar, monitorar, controlar ou suportar aplicativos e serviços de TI. O termo infraestrutura de TI inclui toda a tecnologia da informação, exceto as pessoas, os processos e a documentação associados;</td>
<td>TJPR IN 03/2018</td>
</tr>
<tr>
<td>Integridade</td>
<td>propriedade de salvaguarda da inviolabilidade do conteúdo da informação na origem, no trânsito e no destino;</td>
<td>TJPR Decreto Judiciario 631/2016</td>
</tr>
<tr>
<td>Integridade</td>
<td>Propriedade de salvaguarda da inviolabilidade do conteúdo da informação na origem, no trânsito e no destino;</td>
<td>TJPR IN 07/2018</td>
</tr>
<tr>
<td>Item de Configuração</td>
<td>Qualquer componente ou outro ativo de serviço que precisa ser gerenciado a fim de entregar um serviço de TI. Os ICs podem incluir, normalmente, hardware, software, prédios, pessoas e documentos formais, tais como documentação de processos, políticas e ANSs.</td>
<td> </td>
</tr>
<tr>
<td>Limite de banda ou de tráfego</td>
<td>Limitação de velocidade na troca de informações entre dispositivos em uma conexão de rede;</td>
<td>TJPR IN 07/2018</td>
</tr>
<tr>
<td>Malware (código malicioso)</td>
<td>Programa indesejado desenvolvido com a finalidade de executar ações danosas ou atividades maliciosas em um computador ou sistema;</td>
<td>TJPR IN 07/2018</td>
</tr>
<tr>
<td>Malware</td>
<td>Programa indesejado desenvolvido com a finalidade de executar ações danosas e atividades maliciosas em um computador ou sistema;</td>
<td>TJPR IN 03/2018</td>
</tr>
<tr>
<td>Mascaramento</td>
<td>Característica de uso de algum recurso para ocultar a real intenção da ação;</td>
<td>TJPR IN 07/2018</td>
</tr>
<tr>
<td>Material Criptografado</td>
<td>Dados e/ou informações codificadas por meio de técnicas que impossibilitam o seu entendimento/leitura, cuja reversão ocorre somente com a utilização de uma senha previamente conhecida e/ou dispositivo criptográfico (ex.: token, smart card, entre outros);</td>
<td>TJPR IN 03/2018</td>
</tr>
<tr>
<td>Matriz de Riscos</td>
<td>representação formal na qual são registrados os riscos identificados, considerando as probabilidades e os impactos, de forma a permitir a definição das ações necessárias ao seu gerenciamento. </td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
</tr>
<tr>
<td>Mensagem de "correntes"</td>
<td>Mensagem encaminhada para um número de destinatários com a intenção que ela seja repassada para outros destinatários, buscando o crescimento exponencial no envio desta mensagem;</td>
<td>TJPR IN 03/2018</td>
</tr>
<tr>
<td>Microcomputador</td>
<td>termo que contempla equipamentos do tipo Desktop e Notebook;</td>
<td>TJPR IN 63/2021</td>
</tr>
<tr>
<td>Moderação de grupos de distribuição</td>
<td>Ação de controlar as mensagens que são entregues aos membros dos grupos. Filtrando, através de um moderador, as mensagens válidas das inválidas;</td>
<td>TJPR IN 03/2018</td>
</tr>
<tr>
<td>Moderador</td>
<td>Pessoa com atribuição de avaliar as mensagens recebidas pelos grupos de distribuição;</td>
<td>TJPR IN 03/2018</td>
</tr>
<tr>
<td>Nível de Risco</td>
<td>representação numérica da magnitude do risco, que é expressa pelo produto das variáveis "impacto" e "probabilidade";</td>
<td>TJPR Resolução OE 272/2020</td>
</tr>
<tr>
<td>Nível de Risco</td>
<td>representação numérica da magnitude do risco, que é expressa pelo produto das variáveis “impacto” e “probabilidade”. </td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
</tr>
<tr>
<td>Norma</td>
<td>instrumentos de apoio para regular atos, padrões e regras, a fim de garantir a aplicabilidade de recursos para o alcance dos atributos da segurança da informação (confidencialidade, integridade, disponibilidade);</td>
<td>TJPR Decreto Judiciario 631/2016</td>
</tr>
<tr>
<td>Notebook</td>
<td>computador portátil que pode ser transportado pelo próprio usuário;</td>
<td>TJPR IN 63/2021</td>
</tr>
<tr>
<td>Objeto de Gestão de Riscos</td>
<td>qualquer processo de trabalho, atividade, projeto, iniciativa ou recurso, de plano institucional ou de suporte, para a realização dos objetivos e metas do Poder Judiciário do Estado do Paraná;</td>
<td>TJPR Resolução OE 272/2020</td>
</tr>
<tr>
<td>Operador</td>
<td>pessoa física que realiza o tratamento em nome do Controlador, em todas as instâncias da Instituição ou no âmbito de contratos ou instrumentos congêneres com ele firmados;</td>
<td>TJPR Resolução OE 273/2020</td>
</tr>
<tr>
<td>Parte interessada (Stakeholder)</td>
<td>pessoa ou organização que pode afetar, ser afetada ou perceber-se afetada por uma decisão ou atividade. </td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
</tr>
<tr>
<td>Periférico</td>
<td>qualquer equipamento ou acessório que seja ligado ao microcomputador.</td>
<td>TJPR IN 63/2021</td>
</tr>
<tr>
<td>Pessoa Física</td>
<td>pessoa natural ou física;</td>
<td>TJPR Resolução OE 273/2020</td>
</tr>
<tr>
<td>Phishing</td>
<td>Fraude eletrônica, caracterizada pela tentativa de obtenção de dados e informações pessoais com o uso de meios técnicos e de engenharia social;</td>
<td>TJPR IN 03/2018</td>
</tr>
<tr>
<td>Plano Anual de Capacitação de TIC</td>
<td>processo contínuo de gestão da capacitação de TIC para os colaboradores do DTIC, que compreende as definições dos temas e metodologias de capacitação a serem implementadas, as ações de capacitação voltadas à habilitação de seus servidores e o monitoramento dos resultados.</td>
<td>TJPR Decreto Judiciario 504/2019</td>
</tr>
<tr>
<td>Plano de Contingência</td>
<td>documento que apresenta detalhadamente os procedimentos e recursos a serem utilizados em caso de ocorrência de eventos que possam afetar a segurança de pessoas, do patrimônio ou de sistemas de informação, bem como outros que possam interromper a continuidade da prestação de serviços jurisdicionais. </td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
</tr>
<tr>
<td>Plano de Contingência</td>
<td>documento que apresenta detalhadamente os procedimentos e recursos a serem utilizados em caso de ocorrência de eventos que possam afetar a segurança de pessoas, do patrimônio ou de sistemas de informação, bem como outros que possam interromper a continuidade da prestação de serviços jurisdicionais.</td>
<td>TJPR Resolução OE 272/2020</td>
</tr>
<tr>
<td>Plano de Disponibilidade</td>
<td>Plano que garante que os requisitos de disponibilidade existentes e futuros de um serviço de TI possam ser fornecidos (garantia) com efetividade em custo.</td>
<td> </td>
</tr>
<tr>
<td>Plano de Tratamento de Riscos-Chave</td>
<td>documento que apresenta o processo de seleção e implementação das medidas necessárias para modificar um riscochave, especificando os controles a serem implantados ou aprimorados, prazos e recursos necessários.</td>
<td>TJPR Resolução OE 272/2020</td>
</tr>
<tr>
<td>Plano Diretor de Tecnologia da Informação e Comunicação (PDTIC)</td>
<td>instrumento situado no nível tático, em conformidade com os objetivos estratégicos da TIC, que define indicadores, contém o planejamento de investimentos necessários, quantitativo e capacitação de pessoas, identificação e tratamento de riscos relacionados à TIC, além de realizar o diagnóstico, planejamento e gestão dos recursos e processos de Tecnologia da Informação e Comunicações para atender às necessidades tecnológicas e de informação de um órgão ou entidade para um determinado período.</td>
<td>TJPR Decreto Judiciario 506/2019</td>
</tr>
<tr>
<td>Plano Estratégico de Tecnologia da Informação e Comunicação (PETIC)</td>
<td>instrumento situado no nível estratégico, que estabelece objetivos específicos, diretrizes e metas para a área de TIC, por meio do planejamento dos recursos e de forma complementar ao Plano Estratégico Institucional;</td>
<td>TJPR Decreto Judiciario 506/2019</td>
</tr>
<tr>
<td>Política</td>
<td>definição de determinado objetivo da instituição e dos meios para atingi-lo;</td>
<td>TJPR Resolução OE 273/2020</td>
</tr>
<tr>
<td>Porta de comunicação</td>
<td>conexão virtual que pode ser usada na transmissão de dados, identificada por um número;</td>
<td>TJPR IN 07/2018</td>
</tr>
<tr>
<td>Portfólio de Projetos de TIC</td>
<td>Organização de programas, projetos, demandas ou atividades relacionadas a TIC que visam atender os objetivos estratégicos institucionais.</td>
<td>
<p>INSTRUÇÃO NORMATIVA 159/2023 - 0093802-73.2023.8.16.6000</p>
</td>
</tr>
<tr>
<td>Portfólio de Serviços de TIC</td>
<td>Conjunto de serviços de TIC e softwares que são gerenciados e ofertados pelo DTIC.</td>
<td>
<p>INSTRUÇÃO NORMATIVA 159/2023 - 0093802-73.2023.8.16.6000</p>
</td>
</tr>
<tr>
<td>primeiro nível de atendimento</td>
<td>equipe responsável pela solução básica dos incidentes e requisições utilizando a base de conhecimento;</td>
<td>TJPR Decreto Judiciario 505/2019</td>
</tr>
<tr>
<td>Princípio do menor privilégio</td>
<td>estratégia de segurança que se baseia na ideia de conceder autorizações mínimas necessárias para o desempenho de uma atividade específica;</td>
<td>TJPR IN 63/2021</td>
</tr>
<tr>
<td>Princípio</td>
<td>norteamento para a atuação de magistrados, servidores, estagiários, terceirizados e de todos aqueles que estabeleçam relação com o Tribunal de Justiça;</td>
<td>TJPR Resolução OE 273/2020</td>
</tr>
<tr>
<td>Privacidade</td>
<td>esfera íntima ou particular do indivíduo;</td>
<td>TJPR Resolução OE 273/2020</td>
</tr>
<tr>
<td>Probabilidade</td>
<td>possibilidade de ocorrência do evento. </td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
</tr>
<tr>
<td>Probabilidade</td>
<td>possibilidade de ocorrência do evento;</td>
<td>TJPR Resolução OE 272/2020</td>
</tr>
<tr>
<td>problema</td>
<td>causa-raiz de um ou mais incidentes que deve ser investigada para encontrar uma solução;</td>
<td>TJPR Decreto Judiciario 505/2019</td>
</tr>
<tr>
<td>Procedimento</td>
<td>instrumentos de apoio necessários de como proceder para garantir a aplicabilidade de recursos para o alcance dos atributos da segurança da informação (confidencialidade, integridade, disponibilidade);</td>
<td>TJPR Decreto Judiciario 631/2016</td>
</tr>
<tr>
<td>Programa</td>
<td>conjunto de mecanismos e procedimentos administrados de forma integrada, reunidos em documento único, no qual são previstas ações articuladas e dinâmicas para atingir determinado objetivo;</td>
<td>TJPR Resolução OE 273/2020</td>
</tr>
<tr>
<td>Proprietário</td>
<td>Pessoa responsável por gerenciar um recurso do serviço de correio eletrônico;</td>
<td>TJPR IN 03/2018</td>
</tr>
<tr>
<td>Protocolo de acesso</td>
<td>Padrões de comunicação entre os programas e o servidor de correio eletrônico;</td>
<td>TJPR IN 03/2018</td>
</tr>
<tr>
<td>Protocolo de rede</td>
<td>convenção que controla e possibilita uma conexão, comunicação, transferência de dados entre dois sistemas computacionais;</td>
<td>TJPR IN 07/2018</td>
</tr>
<tr>
<td>Proxy Externo</td>
<td>Serviço responsável por intermediar o acesso à internet não administrado pelo TJPR, possibilitando mascarar o acesso realizado;</td>
<td>TJPR IN 07/2018</td>
</tr>
<tr>
<td>Proxy</td>
<td>Serviço responsável por intermediar acesso à internet;</td>
<td>TJPR IN 07/2018</td>
</tr>
<tr>
<td>Público Externo</td>
<td>usuários dos serviços do Tribunal e aqueles que, de alguma forma, estabeleçam relações com a Instituição;</td>
<td>TJPR Resolução OE 273/2020</td>
</tr>
<tr>
<td>Público Interno</td>
<td>magistrados, servidores e colaboradores (estagiários e terceirizados);</td>
<td>TJPR Resolução OE 273/2020</td>
</tr>
<tr>
<td>Quarentena</td>
<td>Ação de reter mensagens para avaliação, liberação ou descarte futuro;</td>
<td>TJPR IN 03/2018</td>
</tr>
<tr>
<td>Rastreabilidade</td>
<td>Capacidade de recuperar o histórico dos acessos realizados à informação para fins de auditoria ou investigação;</td>
<td>TJPR Decreto Judiciario 631/2016</td>
</tr>
<tr>
<td>Recurso de Tecnologia da Informação</td>
<td>Serviço ou equipamento que é oferecido e mantido pelo DTIC;</td>
<td>TJPR IN 03/2018</td>
</tr>
<tr>
<td>Rede corporativa</td>
<td>Rede de conexão entre dispositivos de TIC administrada pelo TJPR;</td>
<td>TJPR IN 07/2018</td>
</tr>
<tr>
<td>Requisição de Mudança</td>
<td>Um pedido formal para se iniciar a habilitação de uma mudança. Inclui detalhes da mudança solicitada.</td>
<td> </td>
</tr>
<tr>
<td>Requisição de serviços de TIC</td>
<td>solicitação de recurso ou permissão adicional para ampliar ou melhorar a qualidade de um serviço de TIC;</td>
<td>TJPR Decreto Judiciario 505/2019</td>
</tr>
<tr>
<td>Requisito de Nível de Serviço</td>
<td>Um requisito do cliente para um aspecto de um serviço de TI. Os requisitos de nível de serviço são baseados em objetivos de negócio e usados para negociar metas de nível de serviço acordadas.</td>
<td> </td>
</tr>
<tr>
<td>Resiliência</td>
<td>capacidade de enfrentamento ágil de situações inesperadas e de superação das adversidades para restabelecer processo de normalidade;</td>
<td>TJPR Decreto Judiciario 631/2016</td>
</tr>
<tr>
<td>Resolução</td>
<td>Ação de solucionar um incidente ou problema.</td>
<td> </td>
</tr>
<tr>
<td>Risco Inerente</td>
<td>é aquele ao qual a instituição está exposta, considerando os controles existentes, mas quando não são estabelecidos nem adotados tratamentos para alterar a probabilidade ou o impacto dos eventos. </td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
</tr>
<tr>
<td>Risco Residual</td>
<td>risco remanescente após estabelecimento e adoção de tratamento. </td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
</tr>
<tr>
<td>Risco</td>
<td>evento capaz de afetar positiva ou negativamente os objetivos e as metas do Poder Judiciário do Estado do Paraná;</td>
<td>TJPR Resolução OE 272/2020</td>
</tr>
<tr>
<td>Risco</td>
<td>evento capaz de afetar positiva ou negativamente os objetivos e metas do Poder Judiciário do Estado do Paraná. </td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
</tr>
<tr>
<td>Risco-Chave</td>
<td>risco com elevado impacto nos objetivos da instituição. </td>
<td>Plano PGRTIC 2021-2026 vs.1.0</td>
</tr>
<tr>
<td>Risco-Chave</td>
<td>risco com elevado impacto nos objetivos da Instituição;</td>
<td>TJPR Resolução OE 272/2020</td>
</tr>
<tr>
<td><em>Rollback</em></td>
<td>Plano de Retorno </td>
<td> </td>
</tr>
<tr>
<td>Script/Macro</td>
<td>Conjunto de informações, codificadas em linguagem humana, destinadas a controlar ou realizar tarefas em um computador;</td>
<td>TJPR IN 03/2018</td>
</tr>
<tr>
<td>segundo nível de atendimento</td>
<td>equipe especializada, ou atendimento presencial, responsável pela busca da solução do máximo possível dos incidentes e requisições registrados;</td>
<td>TJPR Decreto Judiciario 505/2019</td>
</tr>
<tr>
<td>SEI</td>
<td>Sistema Eletrônico de Informações;</td>
<td>TJPR IN 63/2021</td>
</tr>
<tr>
<td>Serviço de correio eletrônico institucional</td>
<td>serviço de envio, recebimento e armazenamento de mensagens eletrônicas (também conhecidas por "e-mails"), no âmbito do TJPR;</td>
<td>TJPR IN 03/2018</td>
</tr>
<tr>
<td>Serviço privado de acesso à Internet</td>
<td>Conexão com a internet fornecida por terceiros sem vínculo com o DTIC;</td>
<td>TJPR IN 07/2018</td>
</tr>
<tr>
<td>Siglário</td>
<td>Conjunto de definições das siglas que identificam as unidades do TJPR;</td>
<td>TJPR IN 03/2018</td>
</tr>
<tr>
<td>Sistema de segurança</td>
<td>Ferramenta, sistema ou serviço utilizado para monitorar, bloquear ou controlar o uso de um recurso de TIC visando garantir a segurança;</td>
<td>TJPR IN 07/2018</td>
</tr>
<tr>
<td>Site</td>
<td>Conjunto de páginas web organizadas a partir de um endereço básico e geralmente armazenadas hierarquicamente nesse endereço;</td>
<td>TJPR IN 07/2018</td>
</tr>
<tr>
<td>Situação de Contingência</td>
<td>Estado ou condição de falha/problema que reduz a capacidade dos recursos de TIC que suportam a atividade da organização;</td>
<td>TJPR IN 07/2018</td>
</tr>
<tr>
<td>Software de código aberto (open source)</td>
<td>é aquele cujo código fonte é disponibilizado e licenciado de forma a permitir a cópia, modificação e distribuição do software e seus derivados, de acordo com a licença que o acompanha;</td>
<td>TJPR IN 63/2021</td>
</tr>
<tr>
<td>Software gratuito (freeware)</td>
<td>é aquele cuja utilização não exige o pagamento de licenças, podendo ser seu código aberto ou fechado, e que permite a execução e redistribuição gratuita de seu executável;</td>
<td>TJPR IN 63/2021</td>
</tr>
<tr>
<td>Software livre (free software)</td>
<td>é aquele que permite ao seu usuário: executar o software para qualquer propósito; estudar e redistribuir cópias do software; modificar o software e distribuir estas modificações;</td>
<td>TJPR IN 63/2021</td>
</tr>
<tr>
<td>Software</td>
<td>Conjunto de informações, codificadas em linguagem de máquina, destinadas a controlar ou realizar tarefas em um computador;</td>
<td>TJPR IN 03/2018</td>
</tr>
<tr>
<td>Solução de Contorno</td>
<td>Solução que reduz ou elimina o impacto de um incidente ou problema para o qual ainda não está disponível uma resolução completa ou definitiva.</td>
<td> </td>
</tr>
<tr>
<td>Soluções de Tecnologia da Informação e Comunicação</td>
<td>Conjunto de bens e/ou serviços destinados a solucionar problemas ou atender necessidades por meio do desenvolvimento e/ou da implantação de sistemas informatizados (software), módulos ou funcionalidades destes sistemas e/ou de equipamentos de informática (hardware) disponibilizados pelo TJPR.</td>
<td>
<p>INSTRUÇÃO NORMATIVA 159/2023 - 0093802-73.2023.8.16.6000</p>
</td>
</tr>
<tr>
<td>Spam</td>
<td>Mensagem indesejada enviada a um grande número de endereços eletrônicos, que não possua carácter institucional e/ou cujo objeto não seja inerente à atividade funcional do usuário ou da unidade;</td>
<td>TJPR IN 03/2018</td>
</tr>
<tr>
<td>Streaming de vídeo/áudio</td>
<td>Método de transmissão de informações que permite executar vídeo ou áudio durante o download do conteúdo;</td>
<td>TJPR IN 07/2018</td>
</tr>
<tr>
<td>Tecnologia da Informação e Comunicação (TIC)</td>
<td>ativo estratégico que suporta processos institucionais por meio da conjugação de recursos, processos de trabalho e técnicas utilizadas para obter, processar, armazenar, fazer uso e disseminar informações;</td>
<td>TJPR Decreto Judiciario 506/2019</td>
</tr>
<tr>
<td>Teletrabalho</td>
<td>modalidade de trabalho realizada de forma remota, com a utilização de recursos tecnológicos;</td>
<td>TJPR IN 63/2021</td>
</tr>
<tr>
<td>Tempo médio entre falhas</td>
<td>Métrica que determina a frequência com que um serviço ou outro item de configuração apresenta falhas.</td>
<td> </td>
</tr>
<tr>
<td>Tempo médio entre incidentes de serviço</td>
<td>Métrica usada para medir e relatar a confiabilidade. É o tempo médio desde quando um sistema ou serviço de TI falha, até a sua próxima falha.</td>
<td> </td>
</tr>
<tr>
<td>Tempo médio para restaurar serviço</td>
<td>Métrica que determina a rapidez com que um serviço é restaurado após uma falha. </td>
<td> </td>
</tr>
<tr>
<td>terceiro nível de atendimento</td>
<td>especialistas internos ou externos responsáveis pela resolução dos incidentes e requisições não concluídos nos níveis anteriores.</td>
<td>TJPR Decreto Judiciario 505/2019</td>
</tr>
<tr>
<td>Titular</td>
<td>pessoa física a quem se referem os dados pessoais objeto de tratamento;</td>
<td>TJPR Resolução OE 273/2020</td>
</tr>
<tr>
<td>TJPR</td>
<td>Tribunal de Justiça do Estado do Paraná;</td>
<td>TJPR IN 63/2021</td>
</tr>
<tr>
<td>Thresholds</td>
<td>(Limite): Valor de uma métrica que dispara uma resposta predefinida. São regras criadas nas soluções de monitoramento capazes de avaliar se determinadas condições ou limites configurados foram atingidos. Com base nessas regras, são disparados os alertas. </td>
<td> </td>
</tr>
<tr>
<td>Tratamento de Dados</td>
<td>qualquer atividade pertencente ao ciclo de vida dos dados pessoais;</td>
<td>TJPR Resolução OE 273/2020</td>
</tr>
<tr>
<td>Unidade</td>
<td>Segmento organizacional destinado para o desempenho de atividade especifica;</td>
<td>TJPR IN 03/2018</td>
</tr>
<tr>
<td>Unidade</td>
<td>Segmento organizacional destinado para o desempenho de uma atividade específica;</td>
<td>TJPR IN 07/2018</td>
</tr>
<tr>
<td>Unidade</td>
<td>subdivisão administrativa do Tribunal de Justiça do Estado do Paraná;</td>
<td>TJPR IN 63/2021</td>
</tr>
<tr>
<td>Usuário</td>
<td>Pessoa que usa o serviço de Tecnologia de Informação e Comunicação - TIC.</td>
<td>TJPR IN 03/2018</td>
</tr>
<tr>
<td>Usuário</td>
<td>Pessoa que usa o serviço ou recurso de TIC;</td>
<td>TJPR IN 07/2018</td>
</tr>
<tr>
<td>Usuário</td>
<td>Pessoa que utiliza serviço ou recurso de TIC;</td>
<td>TJPR IN 63/2021</td>
</tr>
<tr>
<td>Usuário</td>
<td>todo aquele que está autorizado a obter acesso a informações e sistemas;</td>
<td>TJPR Decreto Judiciario 631/2016</td>
</tr>
<tr>
<td>VPN (Virtual Private Network)</td>
<td>Serviço ou sistema que permite conexão criptografada entre a rede corporativa e um computador fora desta;</td>
<td>TJPR IN 07/2018</td>
</tr>
<tr>
<td>Vulnerabilidade</td>
<td>conjunto de fatores internos ou externos passivo de exploração, com risco de ocorrência de evento adverso indesejado, que pode resultar em danos aos ativos do Poder Judiciário do Estado do Paraná;</td>
<td>TJPR Decreto Judiciario 631/2016</td>
</tr>
</tbody>
</table>
<p> </p>
<p> </p>
<h4>NORMATIVOS</h4>
<p style="text-align: center;"><a href="https://www.tjpr.jus.br/legislacao-atos-normativos" target="_blank">https://www.tjpr.jus.br/legislacao-atos-normativos</a> (link para nova janela) </p>
<p style="margin-left: 40px;">** Normativos citados na listagem anterior.</p>
<p style="margin-left: 40px;"> </p>
<table align="center" class="table table-condensed table-hover" style="color:rgb(62, 62, 62);font-size:12px;text-align:justify;width:95%;">
<thead>
<tr>
<th style="width: 30%; text-align: center;"><b>Descrição do Normativo TJPR</b></th>
<th style="width: 70%; text-align: center;"><b>Documento</b></th>
</tr>
</thead>
<tbody>
<tr>
<td>TJPR DECRETO JUDICIÁRIO Nº 631/2016</td>
<td>Dispõe sobre a Política de Segurança de Tecnologia da Informação, no âmbito do Poder Judiciário do Estado do Paraná, e estabelece competências administrativas aos seus órgãos integrantes.</td>
</tr>
<tr>
<td>TJPR DECRETO JUDICIÁRIO Nº 504/2019</td>
<td>Institui o Processo de Gestão da Capacitação de Tecnologia da Informação e Comunicação, no âmbito do Tribunal de Justiça do Estado do Paraná.</td>
</tr>
<tr>
<td>TJPR DECRETO JUDICIÁRIO Nº 505/2019</td>
<td>Serviços de Tecnologia da Informação e Comunicação e o Gerenciamento de Incidentes, Requisições e de Problemas de TIC, no âmbito do Tribunal de Justiça do Estado do Paraná.</td>
</tr>
<tr>
<td>TJPR DECRETO JUDICIÁRIO Nº 506/2019</td>
<td>Institui o Comitê Gestor de Tecnologia da Informação e Comunicação (CGESTIC), no âmbito do Tribunal de Justiça do Estado do Paraná.</td>
</tr>
<tr>
<td>TJPR INSTRUÇÃO NORMATIVA Nº 03/2018</td>
<td>Estabelece normas de segurança para a utilização do serviço de Correio Eletrônico institucional no âmbito do Poder Judiciário do Estado do Paraná.</td>
</tr>
<tr>
<td>TJPR INSTRUÇÃO NORMATIVA Nº 07/2018</td>
<td>Estabelece normas para o acesso à Internet no âmbito do Poder Judiciário do Estado do Paraná</td>
</tr>
<tr>
<td>TJPR INSTRUÇÃO NORMATIVA Nº 63/2021</td>
<td>Estabelece normas para fornecimento, uso e recolhimento de Ativos de Tecnologia da Informação e Comunicação disponibilizados aos usuários pelo Departamento de Tecnologia da Informação e Comunicação no âmbito do Poder Judiciário do Estado do Paraná.</td>
</tr>
<tr>
<td>TJPR RESOLUÇÃO Nº 272/2020-OE</td>
<td>Dispõe sobre a Política de Gestão de Riscos e institui o Comitê de Gestão de Riscos do Poder Judiciário do Estado do Paraná.</td>
</tr>
<tr>
<td>TJPR RESOLUÇÃO Nº 273/2020-OE</td>
<td>Dispõe sobre a Política de Privacidade dos Dados das Pessoas Físicas, para fins de cumprimento da Lei n.º 13.709/2018 - Lei Geral de Proteção de Dados, no âmbito do Poder Judiciário do Estado do Paraná</td>
</tr>
<tr>
<td> </td>
<td> </td>
</tr>
</tbody>
</table>
<p style="text-align: center;"><strong>Para solicitar inclusões, exclusões e atualizações no conteúdo dessa página utilize a oferta de serviço disponível em: </strong></p>
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<p> </p>Renan Rafael Marcon2022-06-21T20:20:24Z02. Plano Transformação Digital 1.8Pablo Tavareshttp://www.tjpr.jus.br:8080/web/departamento-de-tecnologia-da-informacao-e-comunicacao/wiki/-/wiki/6228681/02.+Plano+Transforma%C3%A7%C3%A3o+Digital2023-01-25T13:44:09Z2022-05-19T17:13:11Z<h3>Plano de Transformação Digital do TJPR (PTD-TJPR)</h3>
<p> </p>
<p style="margin-left: 40px;">A partir de 25/01/2023, o conteúdo desta página foi movido para a página:</p>
<p style="margin-bottom: 11.25pt; line-height: normal; margin-left: 40px; text-align: center;"><a href="https://www.tjpr.jus.br/plano-de-transformacao-digital" target="_blank"><span style="color:#0000CD;">? https://www.tjpr.jus.br/plano-de-transformacao-digital (link para nova janela)</span></a></p>
<p style="margin-bottom: 11.25pt; text-align: justify; line-height: normal; margin-left: 40px;"> </p>Pablo Tavares2022-05-19T17:13:11Z6. CNJ - Comitê Nacional de Gestão de TI 1.0Pablo Tavareshttp://www.tjpr.jus.br:8080/web/departamento-de-tecnologia-da-informacao-e-comunicacao/wiki/-/wiki/6228681/6.+CNJ+-+Comit%C3%AA+Nacional+de+Gest%C3%A3o+de+TI2022-04-25T14:19:02Z2022-04-25T14:19:02Z[[CNJ - Comitê Nacional de Gestão de TI]]Pablo Tavares2022-04-25T14:19:02ZiGovTIC-JUD 2021-2026 1.0Pablo Tavareshttp://www.tjpr.jus.br:8080/web/departamento-de-tecnologia-da-informacao-e-comunicacao/wiki/-/wiki/6228681/iGovTIC-JUD+2021-20262022-04-23T19:15:40Z2022-04-23T19:15:40Z[[iGovTIC-JUD 2021]]Pablo Tavares2022-04-23T19:15:40Z03. Indicadores e Metas de TIC 1.0Pablo Tavareshttp://www.tjpr.jus.br:8080/web/departamento-de-tecnologia-da-informacao-e-comunicacao/wiki/-/wiki/6228681/03.+Indicadores+e+Metas+de+TIC2022-04-21T17:34:29Z2022-04-21T17:34:29Z[[03. Indicadores TIC]]Pablo Tavares2022-04-21T17:34:29Z