tag:blogger.com,1999:blog-4693591236466582602024-02-19T10:54:46.438-03:00Comunidade Áreas de IntegraçãoCompartilhar o conhecimento e possibilitar discussões sobre o uso de padrões que, a partir da integração transversal das informações, permitam a oferta de melhores serviços eletrônicos/digitais à sociedade (cidadãos, mercado e governo).LUIShttp://www.blogger.com/profile/14561605930520407381noreply@blogger.comBlogger567125tag:blogger.com,1999:blog-469359123646658260.post-48059226603204585362020-05-15T17:23:00.002-03:002020-05-15T17:23:44.055-03:00testefsadfasdfasdfasdfasdfasdf<br />
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<br />Sergio Akio Tanakahttp://www.blogger.com/profile/14508118049264030988noreply@blogger.com0tag:blogger.com,1999:blog-469359123646658260.post-38890757508850436292018-06-12T11:46:00.001-03:002018-06-14T12:05:17.301-03:00<div class="MsoNormal" style="background-color: white; font-style: normal; font-weight: normal; letter-spacing: normal; margin: 0px; padding-left: 30px; text-align: center; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">
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<span style="color: #76a5af; font-family: "verdana" , sans-serif; font-size: large;">Desde 2014, utilizamos esta mídia com objetivo de <span style="background-color: white; display: inline; float: none; font-style: normal; font-weight: normal; letter-spacing: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">compartilhar informações e conhecimentos com foco na oferta de melhores serviços eletrônicos/digitais e na promoção da transparência à sociedade, envolvendo cidadãos, governos, empresas e organizações.</span></span></div>
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<span style="color: #76a5af; font-family: "verdana" , sans-serif; font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: white; display: inline; float: none; font-style: normal; font-weight: normal; letter-spacing: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"></span></span><br /></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: white; color: #76a5af; display: inline; float: none; font-family: "verdana" , sans-serif; font-size: large; font-style: normal; font-weight: normal; letter-spacing: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">Trata-se de uma estratégia criada pelo Governo Brasileiro, no sentido de utilizar as mídias sociais como meio de aproximação entre o Estado e a Sociedade, utilizando-se de canais que ampliassem a participação e o debate entre as partes. Temos a certeza de ter alcançado este objetivo, visto que o Blog Comunidade Áreas de Integração alcançou até hoje aproximadamente 200 mil visualizações.</span></span></div>
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<span style="color: #76a5af; font-family: "verdana" , sans-serif; font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: white; display: inline; float: none; font-style: normal; font-weight: normal; letter-spacing: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">Hoje estamos interrompendo nossas atividades, inicialmente até outubro deste ano, em atendimento a um </span></span><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: white; display: inline; float: none; font-style: normal; font-weight: normal; letter-spacing: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">reordenamento de prioridades promovido pela <a href="http://www.serpro.gov.br/menu/quem-somos/organograma">diretoria do Serpro</a>.</span></span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: white; display: inline; float: none; font-style: normal; font-weight: normal; letter-spacing: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: white; color: #76a5af; display: inline; float: none; font-family: "verdana" , sans-serif; font-size: large; font-style: normal; font-weight: normal; letter-spacing: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">Este é o momento de agradecer nossos leitores e autores pelo interesse e pela colaboração durante todos esses anos, esperando que, findo esse período, possamos retornar com novas publicações e séries relacionadas ao tema governo digital, tão relevante para a sociedade brasileira.</span></span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: white; display: inline; float: none; font-family: "arial" , "helvetica" , sans-serif; font-size: 16px; font-style: normal; letter-spacing: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: white; color: #073763; display: inline; float: none; font-family: "arial" , "helvetica" , sans-serif; font-size: 16px; font-style: normal; letter-spacing: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><b>Segmento Áreas de Integração para o Governo Eletrônico</b></span></span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: white; display: inline; float: none; font-family: "arial" , "helvetica" , sans-serif; font-style: normal; letter-spacing: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: white; color: #073763; display: inline; float: none; font-family: "arial" , "helvetica" , sans-serif; font-size: large; font-style: normal; letter-spacing: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><b>SERPRO</b></span></span></span><br />
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LUIShttp://www.blogger.com/profile/14561605930520407381noreply@blogger.com2tag:blogger.com,1999:blog-469359123646658260.post-8915571131004656302018-06-04T09:30:00.000-03:002018-06-05T11:09:17.549-03:00FACIN – Uma Experiência de Construção Coletiva de Conhecimento em Arquitetura Corporativa<div style="text-align: right;">
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por Antonio Plais</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgH6ZTNYV1M0iehT6pxy04JgwP8G6U79KKg4ZOtZxsjMkkcHNcNHCyeELAuR-GvJlxB_Q6-RozVYN4Gjq0C7-VrGoavXMJwkhP8u6ovNqYWvCGvJUa9G7heUmEv7ptL3P88HOpqAZ8CJXk/s1600/facin_big.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgH6ZTNYV1M0iehT6pxy04JgwP8G6U79KKg4ZOtZxsjMkkcHNcNHCyeELAuR-GvJlxB_Q6-RozVYN4Gjq0C7-VrGoavXMJwkhP8u6ovNqYWvCGvJUa9G7heUmEv7ptL3P88HOpqAZ8CJXk/s1600/facin_big.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="150" data-original-width="135" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgH6ZTNYV1M0iehT6pxy04JgwP8G6U79KKg4ZOtZxsjMkkcHNcNHCyeELAuR-GvJlxB_Q6-RozVYN4Gjq0C7-VrGoavXMJwkhP8u6ovNqYWvCGvJUa9G7heUmEv7ptL3P88HOpqAZ8CJXk/s1600/facin_big.png" /></a></div>
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Há cerca de dois anos fui convidado para participar de uma experiência desafiadora: contribuir para a construção de um framework de arquitetura corporativa para o Governo Federal, juntamente com um grupo de voluntários e servidores do SERPRO. Quando olho para trás, relembro as primeiras reuniões, e vejo o que conseguimos fazer neste tempo, não posso deixar de sentir uma ponta de orgulho e satisfação pelo trabalho realizado. Mas, agora, o sentimento que me oprime é o de perda, e escrever sobre esta perda é a tarefa a que me imponho nesta postagem.</div>
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Para aqueles que não estão familiarizados com a história do FACIN-Framework de Arquitetura Corporativa para Interoperabilidade no Apoio à Governança, eu recomendo acessar o site do <a href="https://www.governodigital.gov.br/transformacao/orientacoes/interoperabilidade/governanca-e-interoperabilidade/facin" target="_blank">Governo Digital</a>, do Ministério do Planejamento, Desenvolvimento e Gestão, que contém um extenso material sobre o seu desenvolvimento e as últimas versões dos documentos que o compõem. Gostaria de realçar o seguinte trecho, que declara os objetivos do FACIN:</div>
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O FACIN tem por objetivo construir uma visão consistente dos modelos de representação das capacidades de cada organização governamental. Por meio do estabelecimento da Arquitetura Corporativa e de padrões de interoperabilidade, o FACIN apoiará a Estratégia de Governança Digital Brasileira (EGD), ampliando a colaboração entre as organizações do Governo Federal e melhorando a eficiência dos serviços de governo eletrônico para a sociedade (cidadãos, governos, organizações e empresas). Como padrão, incorporado à Arquitetura ePING de Interoperabilidade, o FACIN atuará como uma referência para os diversos órgãos da Administração Pública Federal (APF).</blockquote>
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Quando me inteirei mais sobre o trabalho que já havia sido realizado, o quanto ainda estava para ser feito, e quais eram as razões, justificativas e benefícios desta iniciativa, não pude resistir ao chamado. Várias razões se somaram para que eu tomasse a decisão de dedicar algumas (várias) horas do meu tempo (sem remuneração) a esta empreitada. A mais forte delas, a perspectiva de poder ajudar a criar um corpo de conhecimento em arquitetura corporativa que pudesse ajudar as empresas e órgãos da Administração Pública Federal do Governo Brasileiro a se tornarem mais eficientes e prestarem um melhor serviço para nossa população. Com mais de quarenta anos de estudo e prática nas áreas de tecnologia da informação, administração e arquitetura corporativa em empresas privadas, senti que era chegada a minha hora de oferecer uma modesta contribuição para o bem do serviço público.</div>
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O ano de 2016 foi exaustivo, tomado pela construção do Modelo de Referência do FACIN. Baseado no framework TOGAF, mas adaptado para as necessidades das entidades do Governo, demos forma ao que hoje conhecemos como as nove visões do FACIN. Sob a batuta do Marcus Vinicius da Costa, Coordenador no Grupo de Interoperabilidade do SERPRO, mentor e principal patrocinador da construção do FACIN, cada profissional do grupo colocou o melhor de si e dos seus conhecimentos neste documento. Foram horas e horas intermináveis de estudo, escrita, discussão, revisão, e mais estudo, escrita e discussão, até chegarmos a um documento que espelhasse o nosso melhor entendimento sobre cada uma destas áreas. Ao final, quando colocamos o documento em consulta pública e realizamos o IV Fórum de Governança – O FACIN como padrão ePING, sabíamos que havíamos estabelecido uma excelente fundação onde firmar o edifício que estávamos construindo.</div>
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<i><span style="font-size: x-small;">As nove visões do FACIN</span></i><br />
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O ano 2017 foi muito gratificante para o grupo. A ABEP-Associação Brasileira de Entidades Estaduais de Tecnologia da Informação e Comunicação demonstrou profundo interesse pela aplicação do FACIN na esfera Estadual, e duas oficinas de validação dos modelos foram realizadas com grande sucesso, uma delas envolvendo diretamente a Secretária de Tecnologia da Informação e Comunicações do Ministério do Planejamento, Orçamento e Gestão - SETIC/MPDG. Em paralelo, o grupo desenvolveu os Modelos de Conteúdo do FACIN, que detalharam os conceitos e elementos de modelagem das diversas visões. Em novembro de 2017, aconteceu o V Fórum: O uso do FACIN na Administração Pública, quando os excelentes resultados alcançados até o momento puderam ser divulgados para a comunidade. O FACIN passou por uma terceira rodada de consulta pública, e as perspectivas de trabalho para 2018 pareciam as melhores.</div>
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Em paralelo ao desenvolvimento dos documentos pelo grupo de voluntários, vários órgãos e empresas começaram a olhar com interesse para o FACIN. A Secretaria do Tesouro Nacional, PRODEMGE (Empresa de Tecnologia da Informação do Governo de Minas Gerais), ATI-PE (Agência Estadual de Tecnologia da Informação - Pernambuco), Ministério da Justiça, Caixa Econômica Federal - CEF, Câmara dos Deputados, Senado Federal, Prefeitura de Itu, Correios e outros, se aproximaram do grupo de desenvolvimento do FACIN, e as primeiras experiências de adaptação e implementação do framework tiveram início. Várias iniciativas do Governo Federal apontavam para a modernização da administração pública através da implementação efetiva do chamado Governo Eletrônico, com destaque para a <a href="https://www.governodigital.gov.br/EGD/estrategia-de-governanca-digital" target="_blank">Estratégia de Governança Digital (EGD)</a> e para a<a href="https://www.governodigital.gov.br/documentos-e-arquivos/estrategiadigital.pdf/view" target="_blank"> Estratégia Brasileira para a Transformação Digital</a>, conhecida como E-Digital, recentemente publicada pelo Ministério da Ciência, Tecnologia, Inovações e Comunicações (MCTIC). A demanda projetada de recursos para implementação do FACIN levou o SERPRO a iniciar estudos para a montagem de um laboratório de experimentação e conhecimento do framework e de ferramentas de apoio, com o intuito de prestar serviços de implementação da arquitetura corporativa através de todo o Governo Federal. O grupo de desenvolvimento se preparava para iniciar mais uma etapa dos trabalhos, agora com uma participação ainda maior de pessoas ligadas aos órgãos do Governo, para o desenvolvimento do modelo de Governança do FACIN.</div>
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Chego, aqui, ao momento de perda a que me referi na introdução desta postagem: o desenvolvimento do FACIN, por determinação da direção do SERPRO, está suspenso para dar lugar a outras prioridades. Em meio ao turbilhão que vem tragando sucessivas administrações na esfera federal, o FACIN perde a sua sustentação e ficam perplexos todos os que se engajaram e apostaram em uma nova forma de enfrentar os problemas históricos que afligem o Brasil. Como declarei há algum tempo: </div>
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...a arquitetura corporativa ainda é, geralmente, mal compreendida em relação ao seu uso, origem e proposição de valor. Enquanto a disciplina amadurecia ao longo dos últimos anos, os mitos que rodeiam a disciplina também cresciam. A confusão se deve, em parte, à perpetuação de tentativas de implementação sem o suporte de metodologia, abordagem e ferramentas sólidas, mesmo por parte de equipes e empresas bem-intencionadas. </blockquote>
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Recentemente li um artigo sobre um dos mitos mais persistentes em algumas organizações, que declara que “nós não precisamos de arquitetura corporativa na nossa empresa”. Não vou me alongar, aqui, para refutar este equívoco; uma atenta leitura do FACIN (e de outros materiais de referência) deveria ser suficiente para mostrar o quanto esta declaração está longe da verdade. Exemplos de Governo Eletrônico em outros países, como os Estados Unidos, a Holanda, Singapura e, principalmente, a Estônia, não deixam dúvidas sobre a importância de um framework e metodologia sólidos de arquitetura corporativa para o sucesso destes Países. O FACIN procurou, respeitando as nossas características locais, buscar inspiração nestes casos de sucesso. Muita coisa ainda havia para se estudar, discutir e trabalhar, mas tudo isso ficará para um futuro incerto.</div>
<br />
<div style="text-align: justify;">
Não poderia deixar de registrar nesta postagem o imenso prazer e gratificação que tive de participar deste grupo. Sentirei enorme falta das discussões com o Alexandre Coutinho, a Valéria Musafir, a Vanessa Nunes, o Carlos Teixeira, o Guttemberg Passos e, principalmente, o Marcus Vinícius da Costa. Com todos aprendi muito, fui desafiado a dar o meu melhor, compartilhei minhas experiências e meus conhecimentos e, acima de tudo, dividi o sonho de construir uma metodologia que ajudasse o Brasil a se tornar um País melhor, mais justo e mais humano, onde o Governo pudesse oferecer serviços de qualidade nesta nova era da integração eletrônica, dos serviços digitais, e da população permanentemente conectada. Isso me consola, e me faz acreditar que, algum dia, o FACIN renascerá e se tornará realidade, cumprindo seu destino e ajudando o Governo Brasileiro a se reinventar para, quem sabe, finalmente adentrar uma era de prosperidade, modernidade e eficiência.<br />
<br />
Meu grande e respeitoso muito obrigado a todos que lutaram juntos a boa batalha!</div>
Unknownnoreply@blogger.com4tag:blogger.com,1999:blog-469359123646658260.post-40131755024093819552018-06-01T09:30:00.000-03:002018-06-04T11:49:10.802-03:00Política e Implementação do Governo Eletrônico Brasileiro - parte III<div align="right" style="line-height: 100%; margin-bottom: 0.49cm; margin-top: 0.49cm;">
<span style="font-family: "arial" , sans-serif;">
<span style="color: #040437;"><span style="font-family: "arial" , sans-serif;"><span style="background: #ffffff;"><span style="font-family: "arial" , sans-serif;">P</span>or
Valéria Nigri Musafir</span></span></span></span></div>
<div style="text-align: justify;">
<span style="font-family: "arial" , sans-serif;">Este artigo completa a série sobre o
capítulo “</span><span style="font-family: "arial" , sans-serif;"><i>Brazilian
e-Government Policy and Implementation</i></span><span style="font-family: "arial" , sans-serif;">”
de minha autoria do livro "</span><span style="font-family: "arial" , sans-serif;"><i>International
e-Government Development: Policy, Implementation and Best Practice</i></span><span style="font-family: "arial" , sans-serif;">"
(Musafir, 2018).</span><span style="font-family: "arial" , sans-serif;"> </span><br />
<span style="font-family: "arial" , sans-serif;"><br /></span></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<span style="font-family: "arial" , sans-serif;">No <a href="https://areasdeintegracao.blogspot.com/2018/03/politica-e-implementacao-do-governo.html" target="_blank">primeiro artigo</a>, foi feita uma
introdução do livro e da metodologia utilizada na pesquisa. No
<a href="https://areasdeintegracao.blogspot.com/2018/05/politica-e-implementacao-do-governo.html" target="_blank">segundo artigo</a>, foram apresentados os resultados da pesquisa com relação
as 3 categorias de e-governança, a saber: e-</span><span style="color: black;"><span style="font-family: "arial" , sans-serif;">serviços;
e-administração (interoperabilidade e integração, padronização
e sistemas estruturantes); e e-democracia (dados abertos e
transparência; e-participação). </span></span><span style="font-family: "arial" , sans-serif;">
</span>
</div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.49cm; margin-top: 0.49cm;">
<span style="font-family: "arial" , sans-serif;">Neste artigo serão mostradas </span><span style="color: black;"><span style="font-family: "arial" , sans-serif;">as
iniciativas de governo eletrônico mais relevantes e inovadoras dos
últimos anos, segundo os gestores estratégicos do Serpro e da
Secretaria de Tecnologia da Informação do Ministério do
Planejamento, seus desafios e melhores práticas e por fim, a
conclusão da pesquisa. </span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.49cm; margin-top: 0.49cm;">
<b><span style="color: black;"><span style="font-family: "arial" , sans-serif;">1. Iniciativas Top do Governo Eletrônico Brasileiro</span></span></b>
</div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.49cm; margin-top: 0.49cm;">
<span style="font-family: "arial" , sans-serif;">Na literatura, e-Gov inclui interações
eletrônicas de 3 tipos: G2C (Governo-para-Cidadão), G2B
(Governo-para-Empresas) e G2G (Governo-para-Governo). As iniciativas
inovadoras top de cada tipo de interação, seus desafios e melhores
práticas estão listadas abaixo.</span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.49cm; margin-left: 0.64cm; margin-top: 0.49cm;">
<b><span style="font-family: "arial" , sans-serif;">1.1. Top e-Serviços G2C</span></b></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.49cm; margin-left: 0.64cm; margin-top: 0.49cm;">
<span style="color: black;"><span style="font-family: "arial" , sans-serif;">A Tabela 1
mostra os três e-Serviços </span></span><span style="color: black;"><span style="font-family: "arial" , sans-serif;">G2C
</span></span><span style="color: black;"><span style="font-family: "arial" , sans-serif;">top,
uma breve descrição, a organização responsável pelo sistema e
gestora do dado, o sítio web, os órgãos do governo que o sistema
</span></span><span style="color: black;"><span style="font-family: "arial" , sans-serif;">necessita
</span></span><span style="color: black;"><span style="font-family: "arial" , sans-serif;">interoperar,
o grande volume de informações, os desafios e melhores práticas.</span></span></div>
<ol type="i">
<li>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; margin-top: 0.49cm;">
<span style="font-family: "arial" , sans-serif;">IRPF – Imposto de Renda Pessoa
Física</span></div>
</li>
<li>
<div align="justify" style="line-height: 100%; margin-bottom: 0.49cm;">
<span style="color: black;"><span style="font-family: "arial" , sans-serif;">SPED/eSocial -
Sistema Público de Escrituração Digital/eSocial</span></span></div>
</li>
<li><span style="font-family: "arial" , sans-serif;">ENEM/SISU/FIES – Serviços
relacionados à Educação Superior</span></li>
</ol>
<div style="line-height: 100%; margin-bottom: 0.49cm; margin-top: 0.49cm; text-align: justify;">
<span style="font-family: "arial" , sans-serif;"> <img alt="" src="data:image/png;base64,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" /> </span><br />
<span style="font-family: "arial" , sans-serif;">Tabela 1 - Top e-Serviços Governo-para-Cidadão</span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.49cm; margin-left: 0.64cm; margin-top: 0.49cm;">
<b><span style="color: black;"><span style="font-family: "arial" , sans-serif;"><span lang="en-US">1.2.
</span></span></span><span style="color: black;"><span style="font-family: "arial" , sans-serif;">Top
e-Serviços G2B</span></span></b><span style="font-family: "arial" , sans-serif;"> </span>
</div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.49cm; margin-left: 0.64cm; margin-top: 0.49cm;">
<span style="font-family: "arial" , sans-serif;">A Tabela 2 mostra os dois e-Serviços
</span><span style="font-family: "arial" , sans-serif;">G2B</span><span style="font-family: "arial" , sans-serif;">
top, </span><span style="color: black;"><span style="font-family: "arial" , sans-serif;">uma
breve descrição, a organização responsável pelo serviço, o
sítio web, os órgãos do governo que o sistema necessita
interoperar, observações relacionadas ao planejamento estratégico,
os desafios e melhores práticas.</span></span></div>
<ol type="i">
<li>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; margin-top: 0.49cm;">
<span style="font-family: "arial" , sans-serif;">Portal Empresa Simples</span></div>
</li>
<li>
<span style="font-family: "arial" , sans-serif;">Portal Único do Comércio Exterior</span></li>
</ol>
<img alt="" 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" /><span style="font-family: "arial" , sans-serif;"><br /></span><br />
<span style="font-family: "arial" , sans-serif;">Tabela 2 - Top e-Serviços Governo-para-Empresas</span><br />
<div align="justify" style="line-height: 100%; margin-bottom: 0.49cm; margin-top: 0.49cm;">
<style type="text/css">p { margin-bottom: 0.25cm; direction: ltr; color: rgb(0, 0, 0); line-height: 120%; }p.western { font-family: "Times New Roman",serif; font-size: 12pt; }p.cjk { font-family: "Times New Roman",serif; font-size: 12pt; }p.ctl { font-family: "Times New Roman",serif; font-size: 12pt; }a:link { color: rgb(0, 0, 255); }a.sdfootnotesym-ctl { font-family: "Times New Roman",serif; }</style>
</div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.49cm; margin-left: 0.64cm; margin-top: 0.49cm;">
<b><span style="font-family: "arial" , sans-serif;">1.3. Top G2G Sistemas Estruturantes e
Processos (e-Administração)</span></b></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.49cm; margin-left: 0.64cm; margin-top: 0.49cm;">
<span style="font-family: "arial" , sans-serif;">A Tabela 3 apresenta os 3 Sistemas
Estruturantes e um processo transversal da Administração Pública
Federal, </span><span style="color: black;"><span style="font-family: "arial" , sans-serif;">uma
breve descrição, a organização responsável pelo sistema, o sítio
web, os órgãos do governo que o sistema necessita interoperar,
observações relacionadas a estratégia e volume de dados, os
desafios e melhores práticas.</span></span></div>
<ol type="i">
<li>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; margin-top: 0.49cm;">
<span style="color: black;"><span style="font-family: "arial" , sans-serif;">SICONFI</span></span><span style="color: black;"><span style="font-family: "arial" , sans-serif;">
- Sistemas de Informações Contábeis e Fiscais do Setor Público</span></span></div>
</li>
<li>
<div align="justify" style="line-height: 100%; margin-bottom: 0.49cm;">
<span style="color: black;"><span style="font-family: "arial" , sans-serif;">SIGEPE</span></span><span style="color: black;"><span style="font-family: "arial" , sans-serif;">
- Sistema de Gestão de Pessoas do governo federal</span></span></div>
</li>
<li>
<div align="justify" style="line-height: 100%; margin-bottom: 0.49cm;">
<span style="color: black;"><span style="font-family: "arial" , sans-serif;">SINESP</span></span><span style="color: black;"><span style="font-family: "arial" , sans-serif;">
- Sistema Nacional de Informações de Segurança Pública</span></span></div>
</li>
<li>
<div align="justify" style="line-height: 100%; margin-bottom: 0.49cm;">
<span style="font-family: "arial" , sans-serif;">PEN/SEI – Processo Eletrônico
Nacional/Sistema Eletrônico de Informações</span></div>
</li>
</ol>
<div align="justify" style="line-height: 100%; margin-bottom: 0.49cm; margin-top: 0.49cm;">
<b><span style="font-family: "arial" , sans-serif;"><img alt="" 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" /></span></b><br />
<br />
<b><span style="font-family: "arial" , sans-serif;"> </span></b><span style="font-family: "arial" , sans-serif;">Tabela 3 - Top </span><span style="font-family: "arial" , sans-serif;">G2G Sistemas Estruturantes e
Processos </span><br />
<br />
<b><span style="font-family: "arial" , sans-serif;">2. Conclusão</span></b></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.49cm; margin-top: 0.49cm;">
<span style="font-family: "arial" , sans-serif;">O objetivo dessa pesquisa foi analisar
o direcionamento estratégico da política e implementação do
governo eletrônico brasileiro desde 2008 até 2016. O escopo desse
estudo foi limitado ao governo federal, entretanto muitas políticas
e melhores práticas implementadas poderiam também ser aplicadas nos
níveis estaduais e municipais, assim como, nas esferas Legislativa e
Judiciária.</span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.49cm; margin-top: 0.49cm;">
<span style="font-family: "arial" , sans-serif;">Desde 2008, as políticas públicas de
e-gov estão avançando. Nos últimos dois anos, as estratégias de
governo digital estão muito mais alinhadas com o direcionamento das
organizações internacionais como ONU, OECD e UNESCO.</span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.49cm; margin-top: 0.49cm;">
<span style="font-family: "arial" , sans-serif;">A preocupação em melhorar e expandir
a oferta de serviços eletrônicos pode ser observada nos
planejamentos estratégicos desde 2011, com a inclusão dos elementos
transparência, participação social e inovação nos planejamentos
subsequentes.</span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.49cm; margin-top: 0.49cm;">
<span style="font-family: "arial" , sans-serif;">No período de 2011-2013 pode ser
observado uma maior interação entre o governo e a sociedade,
através de mecanismos que aumentam a transparência pública como a
“Lei de Acesso a Informação” (LAI) de 2011. A “Política de
Dados Abertos” estabelecida em maio de 2016 será um grande
incentivo para promover a publicação de dados de todos os órgãos
da APF e melhorar a transparência. O Brasil alcançou a 12ª posição
no índice </span><span style="font-family: "arial" , sans-serif;"><i>Global Open Data</i></span><span style="font-family: "arial" , sans-serif;">
em 2015, mas ainda existem muitas questões relacionadas a que dados
devem ser públicos e o que fazer com esses dados.</span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.49cm; margin-top: 0.49cm;">
<span style="font-family: "arial" , sans-serif;">A expansão da participação social
já tinha sido um direcionamento estratégico desde 2012, mas ganhou
mais relevância na EGD 2016 - Estratégia de Governança Digital.
Essa preocupação do governo fez com que o Brasil alcançasse a 24ª
posição no índice e-participação do Relatório de Governo
Eletrônico da ONU de 2014. Embora em 2016, o valor do índice tenha
subido, o Brasil perdeu 13 posições. Como a e-democracia tem sido
muito estimulada nas políticas públicas e tem um papel-chave nas
estratégias de governança digital, os cidadãos necessitam se
engajar mais efetivamente nos processos de tomada de decisão do
governo para avançar mais em e-participação, com o cidadão
exercendo a sua cidadania e fortalecendo a democracia.</span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.49cm; margin-top: 0.49cm;">
<span style="font-family: "arial" , sans-serif;">Podemos concluir a partir da pesquisa,
complementada pelas entrevistas que os desafios brasileiros para o
desenvolvimento do governo eletrônico ou governança digital são:</span></div>
<ol type="i">
<li>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; margin-top: 0.49cm;">
<span style="font-family: "arial" , sans-serif;">Cultura Organizacional – o tamanho
do governo federal; a fragmentação das nossas organizações;
constante mudança política; o critério usado para a escolha dos
executivos do governo privilegia a política ao invés da
meritocracia; </span>
</div>
</li>
<li>
<div align="justify" style="line-height: 100%; margin-bottom: 0.49cm;">
<span style="font-family: "arial" , sans-serif;">Desafio da Integração – muitos
órgãos trabalham de forma independente, ao invés de atuarem
conjuntamente para simplificar os seus processos. A integração
entre níveis de governo é crítica e bem difícil de ser
implementada;</span></div>
</li>
<li>
<div align="justify" style="line-height: 100%; margin-bottom: 0.49cm;">
<span style="font-family: "arial" , sans-serif;">Problema Financeiro – todos os
ministérios do governo estão tendo cortes nos seus orçamentos, o
que afeta substancialmente os seus orçamentos de TI.</span></div>
</li>
</ol>
<div align="justify" style="line-height: 100%; margin-bottom: 0.49cm; margin-top: 0.49cm;">
<span style="font-family: "arial" , sans-serif;">Para resolver esses
problemas/desafios, o governo brasileiro deveria: </span>
</div>
<ol type="i">
<li>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">Avançar
em governança corporativa com o objetivo de tornar a gestão
pública mais profissional, com menos influência política. Duas
boas soluções para o problema da fragmentação das organizações
são: a) o uso da "Rede de Conhecimento" do SISP e a
alocação de técnicos pelo Ministério do Planejamento para as
agências do SISP que estão comprometidas com o alcance das metas
do EGD definidas entre eles; e b) Implementação de carreiras
flexíveis onde as pessoas possam se movimentar mais dentro das suas
organizações e compartilhar as inovações entre as áreas;</span></span></div>
</li>
<li>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">Simplificar
os processos de forma que eles possam ser automatizados sem aumentar
a burocracia. "Pensar Simples" - tratar a exceção como
exceção, sem penalizar o cidadão que só quer consumir um serviço
do Estado de forma simples;</span></span>
</div>
</li>
<li>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">Aumentar
a receita de TI através de um novo modelo de negócios onde as
organizações governamentais vendem os dados ou serviços para
outras organizações públicas ou privadas que necessitam dessas
informações para os seus negócios, reduzindo os seus custos. Esse
já é um direcionamento estratégico do último planejamento
estratégico do Serpro.</span></span></div>
</li>
</ol>
<div class="western" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="justify" class="western" lang="en-US" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif;"><span lang="pt-BR">Apesar desses
desafios, as implementações de e-gov apontadas pelos entrevistados
como o IRPF, e-Social, Portal Empresa Simples, SICONFI e SIGEPE são
soluções inovadoras a nível mundial por causa de </span></span><span style="font-family: "arial" , sans-serif;"><span lang="pt-BR">suas
</span></span><span style="font-family: "arial" , sans-serif;"><span lang="pt-BR">melhores
práticas, tais como: simplificação dos processos; redução da
burocracia; redução do custo Brasil; melhoria da transparência;
maior integração e interoperabilidade entre órgãos dos diferentes
níveis de governo; uso da metodologia ágil no desenvolvimento de
seus sistemas; uso de padrões internacionais (Ex. XBRL); e uso de
certificados digitais para aumentar a segurança e proporcionar
serviços 100% digitais.</span></span></div>
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif;">Embora os processos de arrecadação e
fiscalização do Ministério da Fazenda estejam completamente
automatizados e são reconhecidos pelo CIAT (Centro Interamericano de
Administração Tributária) e, temos também outras iniciativas de
sucesso, ainda existem muitos processos no governo que precisam ser
melhorados.</span></div>
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif;">Nos últimos dois anos, o Brasil está
passando por uma crise política, econômica e financeira, que está
trazendo importantes mudanças na política pública. Por exemplo, a
"Lei das Estatais" aprovada em junho de 2016, estabelece
regras mais rígidas para as compras governamentais e a designação
de executivos das estatais deverão seguir critérios mais técnicos
do que políticos; outras mudanças estão relacionadas a redução
do tamanho do governo, corte do número de ministérios e funções
comissionadas.</span></div>
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif;">A mudança de paradigma que a
Estratégia de Governança Digital (EGD) está trazendo para a <span style="font-family: "arial" , sans-serif;">política</span></span><span style="font-family: "arial" , sans-serif;"> brasileira de e-governança pode ser resumida em "ao
invés de desenharmos serviços públicos pensando no cidadão, temos
que desenhar serviços públicos do ponto de vista do cidadão".</span></div>
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif;">
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<span style="font-family: "arial" , sans-serif;"><span lang="pt-BR">Como o governo
federal está alinhado com o direcionamento da governança digital e
com o enfoque do "governo-como-um-todo"
(</span></span><span style="font-family: "arial" , sans-serif;"><span lang="pt-BR"><i>whole-of-government</i></span></span><span style="font-family: "arial" , sans-serif;"><span lang="pt-BR">),
com foco no cidadão, agindo de forma mais transversal,<span style="font-family: "arial" , sans-serif;"> </span>com
colaboração entre os órgãos, o Estado deve melhorar a eficiência
e efetividade da gestão pública e reduzir o custo Brasil ao longo
dos próximos anos. Como consequência, esperamos ver o Brasil
melhorar a sua posição nos índices internacionais.</span></span></span><br />
<span style="font-family: "arial" , sans-serif;"><span style="font-family: "arial" , sans-serif;"><span lang="pt-BR"><br /></span></span></span>
<span style="font-family: "arial" , sans-serif;">Com isso, concluo o capítulo do
livro, com a expectativa de continuar contribuindo para a melhoria
dos serviços eletrônicos/digitais para a sociedade brasileira.<span style="color: #222222;"><span style="font-family: "arial" , sans-serif;"><b> </b></span></span></span><br />
<span style="font-family: "arial" , sans-serif;"><span style="color: #222222;"><span style="font-family: "arial" , sans-serif;"><b> </b></span></span></span></div>
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<span style="font-family: "arial" , sans-serif;"><span style="color: #222222;"><span style="font-family: "arial" , sans-serif;"><b>Referências</b></span></span></span></div>
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<span style="color: #222222;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: x-small;"><span lang="pt-BR">Musafir,
Valéria E. N. (2014). </span></span></span></span><span style="color: #222222;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: x-small;"><span lang="pt-BR"><i>O
Papel Estratégico do Serpro no Desenvolvimento do Governo Eletrônico
Brasileiro</i></span></span></span></span><span style="color: #222222;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: x-small;"><span lang="pt-BR">.
Trabalho de Conclusão do Curso de Pós Graduação em Gestão
Pública com Foco em Negócios. Faculdade de Economia, Administração
e Contabilidade. Universidade de Brasília, Brasília,
Brasil, Agosto 2014.</span></span></span></span></div>
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<span style="color: #333333;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: x-small;"><span style="background: #fcfcfc;">Musafir
V.E.N. (2018) Brazilian E-Government Policy and Implementation. In:
Alcaide Muñoz L., Rodríguez Bolívar M. (eds) International
E-Government Development. Palgrave Macmillan, Cham</span></span></span></span></div>
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Valéria Nigri Musafirhttp://www.blogger.com/profile/09583628902835946712noreply@blogger.com0tag:blogger.com,1999:blog-469359123646658260.post-6143881988106649492018-05-30T09:30:00.000-03:002018-05-30T10:07:42.741-03:00Desafio de mineração de processos: Concessão de subsídio – parte 4<div style="text-align: right;">
Por Tales Costa</div>
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No último <a href="https://areasdeintegracao.blogspot.com.br/2018/05/desafio-de-mineracao-de-processos.html">post</a> apresentei uma primeira análise do conteúdo do Log de Eventos do processo de concessão de subsídios selecionado para o <a href="http://www.win.tue.nl/bpi/doku.php?id=2018:challenge">Business Process Intelligence Challenge 2018</a>. Resumidamente, após importar o Log de Eventos na ferramenta PROM vimos que:</div>
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a) o log contém registros da criação e processamento de um conjunto de documentos usados no controle do processo de concessão. Ou seja, os eventos não representam diretamente as atividades do processo, mas sim as ações executadas sobre os documentos, tais como: iniciar, finalizar, validar, retirar, recusar, etc. A conexão dessas ações com atividades do processo depende de atributos que identificam o tipo de documento tratado e a etapa do processo. Não é a situação ideal para mineração de processos, mas é uma situação comum devido ao fato que a maioria dos sistemas usados nas organizações não é orientada por processo e os registros disponíveis focam em artefatos de controle;</div>
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b) uma consequência da origem deste log é que alguns eventos (ex: "begin editing", "finish editing",…) devem ser considerados apenas como registros de controle do documento pelo sistema e não efetivamente registros de ações realizadas. Ademais, alguns eventos ocorrem sempre aos pares e no mesmo instante de tempo. Existem também eventos registrados antes de 2015 (início do log) e que provavelmente se devem a erros de entrada de dados no sistema. Identificamos assim um conjunto de eventos que, para efeito de nossa análise, podem ser excluídos do log. A redução do log reduz a carga de execução das ferramentas de análise e contribui para um modelo de processo mais simples; </div>
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c) visualizando o gráfico “dot chart” do log gerado pelo <a href="http://www.promtools.org/doku.php">PROM</a> vimos que existem 3 conjuntos diferenciados pelo ano de início do caso (2015, 2016 e 2017). A cada ano, os casos iniciam nos meses de abril e maio e a maioria encerra no mesmo ano. Mas muitos casos se estendem além do primeiro ano e, pelo menos no caso dos processos iniciados em 2015, com eventos registrados até um terceiro ano. Esses casos longos são identificados pelos donos do processo como contendo ocorrências indesejáveis (tais como: atrasos no pagamento ou objeções pelo solicitante) que gostariam de poder identificar com antecedência. Como não parece haver dependência entre os casos de anos diferentes, é possível dividir o log original em 3 partes, separando os casos conforme seu ano inicial. Com logs menores podemos reduzir o peso computacional da análise de cada ano e avaliar mais claramente as diferenças de processo em cada ano;</div>
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O PROM não é ferramenta para executar essas alterações no Log de Eventos, mas possibilita gerar uma cópia do log no formato texto (“.csv”) que pode, por sua vez, ser importada no R (ambiente de desenvolvimento integrado para cálculos estatísticos), onde podemos elaborar scripts para processar o log e realizar as operações de redução propostas acima. Isto feito, examinamos as questões apresentadas pela organização <b><a href="https://www.data-experts.de/">data experts</a></b> que, conforme o primeiro post desta série, gostariam fossem tratadas pelos participantes do desafio. Para não nos alongarmos demasiado vamos nos restringir à 1a questão, que é reapresentada abaixo:</div>
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<i>Resultados indesejáveis - normalmente um caso é iniciado em abril e encerrado até o final do mesmo ano com o pagamento do subsídio concedido. Entretanto, todo ano ocorrem casos que resultam em resultados indesejáveis: </i><br />
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<li><i>Atraso nos pagamentos;</i></li>
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<li><i>Necessidade de reabrir o caso, por ação do departamento ou objeção legal do solicitante. Essa situação pode resultar em pagamentos adicionais ou reembolsos; </i></li>
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<i>Pode-se prever a ocorrência desses casos? O ideal seria identificá-los antes da decisão de liberar o 1o pagamento.</i></div>
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Para análise desta questão vamos nos concentrar na parcela do log referente aos processos iniciados em 2015 pois, como observamos acima é a que contém os casos com ciclos de execução mais extensos. Como resultado das alterações no log processadas com o <a href="https://www.r-project.org/">R</a>, obtemos um Log de Eventos específico para 2015 com 14750 casos de solicitação de subsídio, totalizando 830397 eventos. Não surpreende que este volume corresponda a cerca de 33% do total, já que 3 anos é muito pouco tempo para que se observe mudanças significativas na população anual de solicitantes.</div>
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Com o R calculamos a distribuição do prazo total de execução dos casos de 2015, onde este prazo é contado como o intervalo, em meses, entre as datas do primeiro e último eventos registrados para cada caso. Mostramos abaixo um gráfico dessa distribuição onde se observa um forte pico de cerca de 45% no mês 10 e posteriormente uma sequência de pequenos picos de pouco mais de 5%.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQ85W0gpFP_QIUUrQjBH9_5aT_2DQTH4Xr-Sl43XXO8AKlHfWTcb6lVU-CBQAJPU0CzU1_E9V1IXwUAaYzS-gsAzl8xX8tfzKnQMX-cJwQYeAzvHaqOktB1g99ubkqDbV4cHhMl3eRvGo/s1600/DistPrazo2015.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="309" data-original-width="557" height="354" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQ85W0gpFP_QIUUrQjBH9_5aT_2DQTH4Xr-Sl43XXO8AKlHfWTcb6lVU-CBQAJPU0CzU1_E9V1IXwUAaYzS-gsAzl8xX8tfzKnQMX-cJwQYeAzvHaqOktB1g99ubkqDbV4cHhMl3eRvGo/s640/DistPrazo2015.png" width="640" /></a></div>
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Na tabela a seguir, mostramos o número acumulado de casos com intervalos até os meses 12 a 36. Onde se observa que apenas 54% dos casos se encerram até o final de 2015, no final de 2016 temos pouco menos de 89% dos casos encerrados e chegamos a 100% apenas no final de 2017.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0EfuXJkg3EQNNlkMhUQJA1CNtL3wfkj7uWob4fCTbHRs0LEi7s7bjkXvZO065wo0diTaAT5k42SgZ831DaB6czwG5TrnHfxjh07EvgDAPSGs_CM523GqPOb8wT049ZCMhyONy7aq3RzA/s1600/Tabela-Dist2015.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="512" data-original-width="784" height="208" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0EfuXJkg3EQNNlkMhUQJA1CNtL3wfkj7uWob4fCTbHRs0LEi7s7bjkXvZO065wo0diTaAT5k42SgZ831DaB6czwG5TrnHfxjh07EvgDAPSGs_CM523GqPOb8wT049ZCMhyONy7aq3RzA/s320/Tabela-Dist2015.png" width="320" /></a></div>
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Em um caso real validaríamos estes resultados com a equipe de negócio, nossa interpretação dos dados pode não estar correta. Neste caso, não temos acesso direto à equipe, mas no fórum do desafio temos respostas a dúvidas colocadas pelos participantes e ali encontramos esta definição:</div>
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<li><i>Não importa se o caso se estende por mais de um ano, se o último “begin payment” do subprocesso “Application” ocorre no ano da solicitação e não é cancelado por um “abort payment”, consideramos o pagamento bem sucedido. O evento “finish payment” pode acontecer no ano seguinte mas isso não é relevante para avaliação do prazo adequado;</i></li>
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Isto significa que nossa avaliação da distribuição de prazos foi muito simplista ao considerar o ciclo de execução como o intervalo entre o primeiro e último registro de cada caso. Ou seja, para identificar os casos com ciclos de execução adequados nosso script deve considerar o intervalo de tempo entre o primeiro evento e o último “begin payment”. </div>
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Aplicando esta regra dividimos o Log de Eventos 2015 em dois: os casos “no prazo”, que “terminam” no prazo esperado, e os “atrasados”. No primeiro grupo temos 13183 casos (89,4%) e no segundo 1564 casos (10,6%). Recalculando a distribuição do prazo de execução dos casos “no prazo”, obtemos o gráfico abaixo onde se observa um forte pico de cerca de 50% no mês 10 que novamente é seguido por uma sequência de picos menores.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_rs6WJ3soZ1877GqRlKytpTc0r5exUsVl-a9j8tgjV7QHcU_b1sM3FGxoK_0Od0lb36X__olTjYZw2molZ3-rSBzOUjY78xbbjcehmoQ_PtAbn60sqovyg4H7Si9k3se66MEem7N9UCc/s1600/DistPayOnTime2015.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="312" data-original-width="693" height="288" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_rs6WJ3soZ1877GqRlKytpTc0r5exUsVl-a9j8tgjV7QHcU_b1sM3FGxoK_0Od0lb36X__olTjYZw2molZ3-rSBzOUjY78xbbjcehmoQ_PtAbn60sqovyg4H7Si9k3se66MEem7N9UCc/s640/DistPayOnTime2015.png" width="640" /></a></div>
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<span style="font-family: inherit;">Na tabela, vemos que o número acumulado de casos “no prazo” que são encerrados até o mes 12 é de quase 61%, enquanto que 91% dos casos encerram até o final de 2016 e apenas 9% continuam até 2017. Notem que o número total de casos diminuiu pois 1564 casos foram classificados como "atrasados".</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmCVkyYsiGTBgY4uulV_A_vyZ6Kp4FFRYHqYRo0bBakLF86YWf9POT2vjjewNPQ2NOxWZHSYpRw1dCcuy4yAbOBLY4U9VelM5I2-2uVA-t3Td9Md5ZPf4znJI51S18jGxLL5LgwVO673I/s1600/Tabela-Dist2015OnTime.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="512" data-original-width="784" height="208" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmCVkyYsiGTBgY4uulV_A_vyZ6Kp4FFRYHqYRo0bBakLF86YWf9POT2vjjewNPQ2NOxWZHSYpRw1dCcuy4yAbOBLY4U9VelM5I2-2uVA-t3Td9Md5ZPf4znJI51S18jGxLL5LgwVO673I/s320/Tabela-Dist2015OnTime.png" width="320" /></a></div>
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O próximo gráfico mostra a distribuição de prazos para os casos <span style="font-family: inherit;">"atrasados", </span>onde se nota uma maior dispersão dos picos de encerramento ao longo de 2016, sendo que o maior não chega a 20% dos casos.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFy6Watu0sR_nheoqVVSdLPAt7TnutPybzJ5ARnvTbR11Zw70YOBvxG5P2Ea6AvfpQgNk3xIw2Tb989OOdS5ocJjvv8ugJwlbleMRtHceFrQR-3Dxr_mYu5xO5jPycD-RtRAFUqEBwy3k/s1600/DistPayLate2015.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="312" data-original-width="693" height="288" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFy6Watu0sR_nheoqVVSdLPAt7TnutPybzJ5ARnvTbR11Zw70YOBvxG5P2Ea6AvfpQgNk3xIw2Tb989OOdS5ocJjvv8ugJwlbleMRtHceFrQR-3Dxr_mYu5xO5jPycD-RtRAFUqEBwy3k/s640/DistPayLate2015.png" width="640" /></a></div>
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A diferença entre os dois conjuntos pode ser verificada importando os dois logs de eventos no Celonis para gerar os diagramas correspondentes. Nos dois diagramas o fluxo de eventos é visualizado mostrando aproximadamente 90% dos eventos mais frequentes e o mínimo de conexões. No primeiro gráfico, vemos que os casos com pagamentos classificados "no prazo" apresentam uma estrutura bem comportada, onde pode-se seguir o fluxo do processo com razoável facilidade, pelo menos neste nível de detalhamento.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdEQKhskYPLvtXrTs4bGFsL6zmw8k6bNAqfCCCzuhmuHkiOY5-d4s29t7d1xfkKKdr_g512YcPdkszpycixgjmIK5q-SOPr4rGzy_YBWdBxdoyThv0BOOd5dD201yVJqqNA67DPYy0wuo/s1600/Celonis-2015-OnTime-90.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="902" data-original-width="423" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdEQKhskYPLvtXrTs4bGFsL6zmw8k6bNAqfCCCzuhmuHkiOY5-d4s29t7d1xfkKKdr_g512YcPdkszpycixgjmIK5q-SOPr4rGzy_YBWdBxdoyThv0BOOd5dD201yVJqqNA67DPYy0wuo/s1600/Celonis-2015-OnTime-90.PNG" /></a></div>
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No segundo gráfico, os casos com pagamentos classificados "atrasados" apresentam uma estrutura bem mais complexa onde, no mesmo nível de 90%, observa-se maior dispersão nos eventos registrados e caminhos seguidos.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-T9mVuxnK2_iFlLE-H1GHcy1ZboQ14nFu85M2hTU7U0NcZOayy082IAEobeINKb6jUnlAeaE7L4crexSBeWj_1719xHTWq3L2bL66vDZfBAqTou5iHpCeaQ5QUoVTAGulpFLamgV_Mmk/s1600/Celonis-2015-Late-90.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="895" data-original-width="1121" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-T9mVuxnK2_iFlLE-H1GHcy1ZboQ14nFu85M2hTU7U0NcZOayy082IAEobeINKb6jUnlAeaE7L4crexSBeWj_1719xHTWq3L2bL66vDZfBAqTou5iHpCeaQ5QUoVTAGulpFLamgV_Mmk/s1600/Celonis-2015-Late-90.PNG" /></a></div>
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Para responder à questão colocada acima, precisaremos agora aprofundar no detalhamento das diferenças entre os dois casos. Por exemplo, investigando as situações que provocam a ocorrência dos eventos "abort payment" que bloqueiam os efeitos do "begin payment". Entretanto, este nível de detalhamento não cabe nesta série de posts e devemos parar neste ponto. Espero que o apresentado até aqui seja útil e suficiente como amostra do trabalho na mineração de processo.</div>
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Até o próximo post.</div>
Tales Costahttp://www.blogger.com/profile/14942735974803323579noreply@blogger.com0tag:blogger.com,1999:blog-469359123646658260.post-8213389235452748292018-05-29T09:30:00.000-03:002018-05-29T11:20:14.412-03:00Transformação do conhecimento na teoria - Arquitetura Corporativa e Transparência na prática<br />
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Por Vanessa Nunes</div>
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Olá Pessoal! Hoje eu queria falar sobre algo que tem tudo a ver com transparência: Conhecimento e o Poder que ela pode trazer para nós cidadãos. Ora, não é por acaso que em qualquer roda de conversa, não importa credo ou opinião política, é unânime que Educação neste País, é um veículo que certamente pode impulsionar sua melhoria e evolução em médio e longo prazo.</div>
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Mas não vou falar sobre Educação diretamente. Essa não é a minha praia. Vou falar de coisas mais relacionadas ao que Transparência Pública, quando implementada de forma efetiva, pode proporcionar, sendo otimista, em curto prazo.</div>
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Vamos lá!</div>
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O que é Conhecimento? Conhecimento é informação personalizada e subjetiva relacionada a fatos, conceitos, interpretações, ideias, observações e julgamentos (Alavi e Leidner, 1999). Essa é a definição mais clara que já encontrei e deixa claro que, sendo personalizada e subjetiva, ela consequentemente reside na cabeça das pessoas e não somente na coleção de informações disponíveis para acesso por qualquer um. </div>
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Mas para que cheguemos nesse momento em que um indivíduo é capaz de se apropriar dos fatos e eventos que acontecem no mundo e elaborar, ele mesmo, seu próprio entendimento e opinião, é necessário que ocorra o que chamamos de transformação do conhecimento.</div>
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Nonaka e Takeuchi (1997) colocaram no papel definições do que é conhecimento tácito e conhecimento explícito. O conhecimento tácito é definido com sendo personalizado e de difícil formalização. Ele consiste de modelos incorporados ao termo know-how, ou seja, uma habilidade informal adquirida pelos indivíduos para realizar alguma atividade de trabalho e também consiste em modelos mentais, crenças e percepções. Em contrapartida, o conhecimento explícito pode ser facilmente expressado em termos claros. Ele pode ser representado através de documentos, textos, relatórios, tabelas, programas de computador e, portanto, é de simples compartilhamento.</div>
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Tendo isso em mente eles definiram a Espiral do Conhecimento, apresentada na figura abaixo.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZkPa2EuDRsNdbE-afUhWpvDwUjCZRWc4cm2NVmPmasVIYhboFpCUuZez7K_Ra-_imW_F1oKgpcVSYhKD_InQVmwW3Svlh_pP1AgJIA19ZYHQDCe5VsbIqnqv_QX6t8N-wWnJXsXjIPrg/s1600/APAGAR.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="257" data-original-width="452" height="226" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZkPa2EuDRsNdbE-afUhWpvDwUjCZRWc4cm2NVmPmasVIYhboFpCUuZez7K_Ra-_imW_F1oKgpcVSYhKD_InQVmwW3Svlh_pP1AgJIA19ZYHQDCe5VsbIqnqv_QX6t8N-wWnJXsXjIPrg/s400/APAGAR.png" width="400" /></a></div>
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Nesta espiral, o conhecimento explícito pode ser combinado entre si para produzir novos conhecimentos (combinação). Estes conhecimentos que estão explicitados podem ampliar, estender e reformular o conhecimento tácito dos indivíduos através da internalização. O conhecimento tácito pode então ser transmitido diretamente de um indivíduo para outro através, por exemplo, de observações, imitações e práticas (socialização). E, por fim, existe a formalização do conhecimento tácito em explícito através da externalização. </div>
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E fica claro que para fazer essa espiral “girar” é necessário externalizar o conhecimento de forma organizada pensando em: </div>
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<li>Tornar o conhecimento visível; </li>
<li>Desenvolver uma cultura de conhecimento através do encorajamento e da agregação de hábitos como compartilhamento de conhecimento e procura e oferta de conhecimento de forma proativa; e</li>
<li>Criar uma rede de conexões entre pessoas provendo espaço, ferramentas e encorajando a interação e a colaboração. </li>
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Essa teoria toda que citei aqui serve para fortalecer, através de definições que foram definidas há tempos e continuam sendo discutidas até hoje, a estreita relação entre a transparência e arquitetura corporativa (com destaque para a arquitetura de processos e informações), assunto que venho trabalhando desde o início de minhas publicações neste Blog. </div>
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A organização das informações sobre diversos domínios das organizações públicas como estratégia, negócios, processos, pessoas, informações, aplicações, serviços, infraestrutura, segurança, etc e as relações de interseção, rastreabilidade, impacto e dependência entre eles, quando alavancadas pela transparência deste conhecimento explícito para a Sociedade, nos ajuda a entender melhor o que acontece no nosso País, nos impele a participação mais ativa e nos torna pessoas capazes de pensar por nós mesmas. </div>
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Objetivos e Interesses particulares sempre existirão em qualquer lugar do mundo, mas é importante que possamos pelo menos ter instrumentos para lutar esta batalha com alguma igualdade de condições. </div>
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Transparência e Arquitetura Corporativa são as armas do futuro, mas precisamos começar agora. </div>
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Vamos em frente! </div>
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Até a próxima!</div>
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<span style="color: #666666; font-size: small;">Referências</span></div>
<ul><span style="color: #666666; font-size: x-small;">
<li>ALAVI, M., LEIDNER, D., Knowledge Management Systems: Emerging Views and Practices from the Field, Em: Proc. of 32nd Hawaii International Conference on System Sciences, Hawaii, 1999.</li>
<li>NONAKA, I. TAKEUCHI, H., Criação de conhecimento na empresa: como as empresas japonesas geram a dinâmica da inovação, Rio de Janeiro, Ed. Campus, 1997.</li>
</span></ul>
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</span>Anonymoushttp://www.blogger.com/profile/04579683841825131859noreply@blogger.com0tag:blogger.com,1999:blog-469359123646658260.post-68363219543195391552018-05-24T09:30:00.000-03:002018-05-24T11:14:34.506-03:00As nove Visões do FACIN – Parte 10 (final) – Sociedade<div style="text-align: right;">
Por Alexandre Coutinho</div>
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Olá, leitores! </div>
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No <a href="https://areasdeintegracao.blogspot.com/2018/05/as-nove-visoes-do-facin-parte-9.html" target="_blank">artigo anterior</a> abordamos a Visão de Programas e Projetos do Framework de Arquitetura Corporativa para Interoperabilidade no Apoio à Governança (FACIN). Neste 10º e último artigo da série apresentaremos a Visão de Sociedade. </div>
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O termo sociedade é comumente utilizado para o coletivo de cidadãos de um país, governados por instituições nacionais que aspiram ao bem-estar dessa coletividade. Todavia, a sociedade não é um mero conjunto de indivíduos vivendo juntos em um determinado lugar, é também a existência de uma organização social, de instituições e leis que regem a vida dos indivíduos e suas relações mútuas, podendo ser abordada no contexto das organizações do governo, das organizações empresariais, das organizações representativas da sociedade civil, como também de todos os indivíduos ou cidadãos. </div>
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Ao tratarmos a Visão de Sociedade, no FACIN, devemos primeiramente compreender o seu propósito e o contexto ao qual se aplica. O seu propósito é o desenvolvimento das diferentes perspectivas do cliente, neste caso, da sociedade e seus diferentes atores, e como esta viabiliza a participação social, através dos serviços digitais. Para a ePING, a sociedade é composta de cidadãos, governos, empresas e organizações. </div>
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Organizações frequentemente gastam muito tempo tentando se diferenciar no mercado, mas pouco tempo buscando eliminar os fatores de irritação dos clientes. Como ponto de partida em qualquer transformação, devemos nos colocar na posição do cliente, não na posição da organização, e eliminar as coisas que odiamos ao lidar com ela. Esse é um bom ponto de partida, eliminar o que se odeia e corrigir deficiências que interrompam interações da forma como gostaríamos que fossem. </div>
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Entretanto, pouco tem acontecido para servir melhor ao cliente. Essa perspectiva é frequentemente nova para organizações que estão acostumadas a olhar "de dentro para fora" e focar mais em eficiência do que em eficácia. </div>
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A necessidade de responder aos requisitos dos clientes é cada vez mais dinâmica, abrangente e personalizada, portanto, com serviços digitais, o cliente é colocado no centro, e a experiência do cliente deve ser medida ao longo de sua jornada com o uso dos serviços oferecidos e consumidos. </div>
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Portanto, a Visão de Sociedade viabiliza o desenvolvimento e oferta, bem como a gestão, de serviços digitais, a partir da perspectiva dos demandantes, neste caso, a sociedade e seus atores, através de práticas centradas nos requisitos e necessidades constatadas, definidas e gerenciadas, descritas na Visão de Sociedade do FACIN. </div>
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À medida que os serviços públicos são projetados em torno das necessidades do cidadão, ao invés de serem projetados para atender a conveniência do governo, como tem sido comum ao longo das últimas décadas, entendemos que novas capacidades e, em especial, que viabilizem esta forma de atuação, devem ser compreendidas e aplicadas. </div>
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A abordagem e as ferramentas descritas na Visão de Sociedade são aplicáveis para o desenvolvimento de capacidades de desenho de serviços, englobando as áreas de gestão de negócio e de Tecnologia da Informação dos órgãos da administração pública federal, as quais são necessárias para promover iniciativas de serviços públicos digitais, tanto em termos de transformação dos serviços existentes, quanto da oferta de novos serviços e canais, impulsionados pela adoção da Estratégia de Governança Digital (EGD) e alinhadas às necessidades da sociedade demandante.</div>
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Os conceitos que compõem a Visão de Sociedade do FACIN bem como seus relacionamentos são apresentados na Figura 1 e logo a seguir são brevemente descritos. Note que tais conceitos refletem a preocupação citada da prestação dos serviços a partir do foco do cliente (sociedade).</div>
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<i style="mso-bidi-font-style: normal;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Figura 1 – Conceitos envolvidos com a Visão de
Sociedade<o:p></o:p></span></i></div>
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<li style="text-align: justify;"><b>Produto:</b> Conjunto de produtos oferecidos pela organização para seu ambiente externo. No contexto do FACIN, este ambiente externo engloba tanto os cidadãos e organizações externas ao setor público (setor privado e 3º setor), como outros órgãos de Governo, em todas as esferas, que possam fazer uso destes produtos e informações para o desempenho de suas atividades, ou seja, o conjunto da Sociedade.</li>
<li style="text-align: justify;"><b>Serviço:</b> Os serviços representam um comportamento explicitamente definido da sociedade. Os serviços são os meios pelos quais os produtos são realizados. Os serviços também estão inseridos no ambiente externo citado na Definição de Produtos.</li>
<li style="text-align: justify;"><b>Persona:</b> Personas são arquétipos construídos depois de uma observação exaustiva dos potenciais clientes de um serviço. Cada persona é baseado em um personagem fictício cujo perfil reúne as características de um grupo social existente. Desta forma, as personas assumem os atributos dos grupos que representam: a partir de suas características sociais e demográficas, às suas próprias necessidades, desejos, hábitos e origens culturais.</li>
<li style="text-align: justify;"><b>Canal:</b> Elemento que viabiliza a entrega final dos serviços para consumo da sociedade.</li>
<li style="text-align: justify;"><b>Proposição de Valor:</b> Conjunto de características do serviço, desejado pela sociedade, as quais definem quais e de que forma os benefícios serão fornecidos.</li>
<li style="text-align: justify;"><b>Mapa de Jornada do Cliente:</b> Conjunto de percepções e reações do cliente, resultantes da utilização de um produto, sistema ou serviço público.</li>
<li style="text-align: justify;"><b>Blueprint de Serviço:</b> Especificação e detalhes de aspectos principais de um serviço público, a partir das perspectivas internas (provedor) e externas (cidadão).</li>
<li style="text-align: justify;"><b>Cliente:</b> No FACIN, o termo cliente é tratado como sinônimo de sociedade (cidadãos, governos, empresas e organizações).</li>
<li style="text-align: justify;"><b>Protótipo do Serviço:</b> O protótipo do serviço é uma ferramenta para testar o serviço, observando a interação do usuário com um protótipo do serviço disponibilizado em um local, bem como na situação e condição em que o serviço vai realmente existir.</li>
<li style="text-align: justify;"><b>Metodologias Ágeis:</b> O desenvolvimento ágil ajuda a gerenciar tarefas de uma forma flexível e iterativa. Painéis de Kanban e Scrum funcionam muito bem para manter a equipe no mesmo foco e adicionar transparência ao processo de desenvolvimento.</li>
<li style="text-align: justify;"><b>Business Model Canvas:</b> O Business Model Canvas ajuda a determinar e alinhar as atividades de negócio de uma forma simples e criativa. A estrutura fornece 9 elementos-chave de negócios para certificar de que nenhuma parte vital do negócio não seja considerada. Preenchendo a estrutura, o provedor vai estar ciente da visão geral de sua oferta de serviço.</li>
<li style="text-align: justify;"><b>Etnografia:</b> Aborda aspectos emocionais e comportamentais através do convívio intenso para descobrir hábitos que às vezes nem os próprios consumidores têm consciência.</li>
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Diante do exposto, a Visão de Sociedade deverá ter um forte alinhamento com todas as outras Visões do Framework, pensando de "fora para dentro" e não "de dentro para fora” para que tenhamos resultados mais eficientes e eficazes. A figura 2 mostra os principais fluxos de requisitos que são consumidos e gerados pela Visão de Sociedade.</div>
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<i style="mso-bidi-font-style: normal;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Figura 2 – Interfaces da Visão de Sociedade com
as demais visões<o:p></o:p></span></i></div>
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Bem, chegamos ao final desta série de artigos, a qual apresentou as nove visões do FACIN (Framework de Arquitetura Corporativa para Interoperabilidade no apoio à Governança), considerando os documentos atuais que constituem o framework. </div>
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Você encontrará descrições mais detalhadas nos documentos que compõem o Framework publicados <a href="https://www.governodigital.gov.br/eixos-de-atuacao/governo/interoperabilidade/governanca-e-interoperabilidade/documentos">neste link</a>. </div>
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Até a próxima!</div>
Anonymoushttp://www.blogger.com/profile/00123800709097884754noreply@blogger.com0tag:blogger.com,1999:blog-469359123646658260.post-78913091900575778202018-05-23T09:30:00.000-03:002018-05-23T10:44:37.663-03:00Uma Abordagem para se fazer uma Análise de Negócios Eficaz<div style="text-align: justify;">
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Por Marcelo Neves </div>
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Você já parou para se perguntar como fazer uma boa análise de negócios? Ou, em outras palavras, como organizar o trabalho de identificar necessidades e recomendar a solução mais apropriada de forma a realmente satisfazer na totalidade todas essas necessidades?</div>
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Pois então, o propósito desse artigo é justamente apresentar em alto nível a abordagem de resolução de problemas que eu utilizo para fazer análise de negócios no dia-a-dia. Essa abordagem utiliza 7 passos macro que descrevo a seguir.</div>
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<b>1. Identifique o Contexto</b></div>
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Em um primeiro momento é necessário que se entenda o contexto. Entender o contexto significa entender os elementos fundamentais que impactam e são impactados pela iniciativa de análise de negócios. Estes incluem, mas não estão limitados a pessoas, processos, cultura, arquitetura corporativa e modelo de negócio. </div>
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É justamente neste passo que precisamos identificar o grande porquê. A pergunta que precisa ser respondida é: Porque precisamos fazer isso? É aqui que justificamos o esforço que será feito à frente.</div>
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<b>2. Mapeie o Cenário Atual</b></div>
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Depois de identificar o contexto, chegou o momento de mapear o cenário atual. Neste passo definimos e compreendemos em profundidade o problema. Nessa definição de problema incluímos o mapeamento dos sintomas que as pessoas e o negócio experimentam. Esses sintomas podem ser entendidos como as dores que o negócio possui e que faz com que ele invista recursos para resolver o problema.</div>
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Uma das ferramentas que utilizamos aqui é o mapeamento de processos do cenário atual. É com esse mapa que criamos um entendimento comum entre as pessoas envolvidas na resolução do problemas e colocamos todos em uma mesma página.</div>
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<b>3. Estabeleça o Objetivo</b></div>
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Depois de compreender corretamente o problema definimos os resultados desejados. Os resultados são uma forma eficaz de medir se a iniciativa teve sucesso. Geralmente definimos os resultados desejados com a técnica SMART. Dessa forma o objetivo deve ser específico, mensurável, alcançável, relevante e testável.</div>
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<b>4. Faça a Análise de Causa Raiz</b></div>
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Neste passo é necessário compreender o que realmente está causando o problema. Não basta apenas entender e saber que existe um problema. Até porque um problema pode ter uma ou mais causas. E conhecê-las é fundamental para uma recomendação eficaz de solução.</div>
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Aqui utiliza-se o diagrama espinha de peixe e a técnica dos 5 porquês. São técnicas que facilitam a identificação das causas.</div>
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<b>5. Vislumbre o Estado Futuro</b></div>
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Agora chegou o momento de entender como a organização será no futuro. Esse passo é importante para construir uma visão comum e compartilhada de como a organização será quando a solução for implementada. A visão futura é construída com o auxílio da modelagem de processos de negócios, onde identificamos o que será feito, quando será feito e quem irá fazer cada atividade.</div>
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<b>6. Mapeie os Impactos</b></div>
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Até esse momento já compreendemos o futuro e já sabemos os resultados que esperamos. Mas o negócio não quer necessariamente os resultados. O negócio quer os efeitos, ou os impactos, que esses resultados trazem quando forem realizados. Por exemplo, a empresa pode determinar que no ano de 2019 ela quer aumentar 3,5% seu faturamento. O que a empresa deseja? É apenas aumentar em 3.5% seu faturamento? O que ela vai conseguir com esses 3.5% de aumento? O que ela realmente quer é usufruir os efeitos, ou impactos, desse aumento.</div>
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<b>7. Planeje o Acompanhamento</b></div>
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Como garantir que todo esse trabalho vai ser feito para se alcançar os resultados e impactos desejados? É vital um acompanhamento estreito com todo o time envolvido na realização do esforço de análise de negócios. Neste sétimo e último passo descrevemos as ações que devem ser realizadas para acompanhar o trabalho que será feito.</div>
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Bem, como deu para perceber descrevi aqui os 7 passos em alto nível. Em cada um desses 7 passos existem diversos outros passos e técnicas que utilizamos para garantir uma maior assertividade no trabalho de análise de negócios.</div>
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Um grande abraço,</div>
Marcelo Neveshttp://www.blogger.com/profile/00750080986471425087noreply@blogger.com0tag:blogger.com,1999:blog-469359123646658260.post-2263933950153737382018-05-22T09:30:00.000-03:002018-05-22T14:56:47.876-03:00Análise comparativa das dimensões utilizadas pelos órgãos classificadores das cidades inteligentes<div style="text-align: right;">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><b> </b><span style="font-size: small;">Por Sergio Akio Tanaka</span><b><br /></b></span></div>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><b>RESUMO</b></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Nos artigos anteriores foram abordados os seguintes temas: i) <a href="https://areasdeintegracao.blogspot.com.br/2018/04/como-sao-classificadas-as-cidades-mais.html" target="_blank">Como são classificadas as cidades mais inteligentes do mundo,</a> ii) <a href="https://areasdeintegracao.blogspot.com.br/2018/04/influencia-dos-frameworks-na_16.html" target="_blank">Influência dos frameworks na arquitetura corporativa visando cidades inteligentes</a> e iii) <a href="http://areasdeintegracao.blogspot.com.br/2018/05/arquitetura-dos-frameworks-das-cidades.html" target="_blank">Arquitetura dos frameworks das cidades mais inteligentes do mundo.</a> Neste artigo é apresentado uma análise comparativa das dimensões utilizadas pelos <span style="font-family: "arial" , "helvetica" , sans-serif;">órgãos</span> classificadores. Com o crescimento da utilização do termo cidades inteligentes, organizações focaram atividades para determinar a qualidade de vida dos moradores de núcleos urbanos, na economia, na sustentabilidade, no empreendedorismo e na inovação, entre outros aspectos. Porém, diferentes classificadores identificam os diversos fatores que compõem uma cidade inteligente. Com isso, este estudo teve como objetivo analisar os índices e identificar o objetivo central destes classificadores, assim como suas diferenças.</span></div>
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<b><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">1. IESE CITIES IN MOTION</span></b><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">O Instituto de Estudos Superiores da Empresa (IESE) é o realizador do <i>Cities In Motion Index</i> (CIMI), classificador que tem como objetivo avaliar diferentes cidades em 10 dimensões consideradas as principais pela instituição: Economia, Capital Humano, Tecnologia, Meio Ambiente, Divulgação Internacional, Coesão Social, Mobilidade e Transporte, Governança, Planejamento Urbano e Gestão Pública.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">O objetivo do índice, de acordo com o IESE (2017), é estimular um processo de revisão estratégica das cidades para se adaptarem ao crescimento populacional e suas consequências, apontando as possíveis prioridades de melhoria em cada uma delas e, assim, beneficiando a qualidade de vida de todos os meios metropolitanos. A Tabela 1 apresenta os melhores colocados no índice e a Tabela 2 as dimensões utilizadas nesses índices.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Tabela 1 – Cidades mais inteligentes do mundo de acordo com IESE (2017).</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMUoISZ6aoiV23wKu39_gVDeU_Sgtzz2K9SdvhNtrFROaUR0yMmO-12YPOzbJ8VkvZPussHqa91rdU8_BbyJU1DLjhGHQ0oU7sAkr7MI-jOrF6OsMH4jNAUvVAgBMzBuKtxFCZ6Yrp4WA/s1600/Tabela+1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="332" data-original-width="279" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMUoISZ6aoiV23wKu39_gVDeU_Sgtzz2K9SdvhNtrFROaUR0yMmO-12YPOzbJ8VkvZPussHqa91rdU8_BbyJU1DLjhGHQ0oU7sAkr7MI-jOrF6OsMH4jNAUvVAgBMzBuKtxFCZ6Yrp4WA/s400/Tabela+1.jpg" width="335" /></a></span></div>
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Tabela 2 - Dimensões do IESE</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXA-INHoJ7MKMeg_ARMm2lfBJhiyjHtIgaC2Vb9S7YiU23g8ksaIl0DV0ijidCh6nfmrKwDHnzI0fvZI5gNMN4uFW75ZgpYIEme06Qw-UNm-0lq7YU-bldbEBMgmsSBu5W2qza0mySuoU/s1600/Tabela+2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="822" data-original-width="881" height="595" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXA-INHoJ7MKMeg_ARMm2lfBJhiyjHtIgaC2Vb9S7YiU23g8ksaIl0DV0ijidCh6nfmrKwDHnzI0fvZI5gNMN4uFW75ZgpYIEme06Qw-UNm-0lq7YU-bldbEBMgmsSBu5W2qza0mySuoU/s640/Tabela+2.jpg" width="640" /></a></div>
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</span><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">A próxima seção apresenta o <span style="font-family: "arial" , "helvetica" , sans-serif;">órgão</span> classificador brasileiro<span style="font-family: "arial" , "helvetica" , sans-serif;"> </span><i>Connected Smart Cities</i>.</span><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><b> </b></span><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><b> </b></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><b>2. CONNECTED SMART CITIES</b></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">O ranking <i>Connected Smart Cities</i>, desenvolvido pela Urban Systems, apoia-se nos conceitos acadêmicos de cidades inteligentes relacionados à tecnologia, meio ambiente e sustentabilidade. Além disso, o ranking considera a conectividade entre os setores, isto é, a interoperabilidade de serviços entre os setores para uma boa eficiência dos serviços.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">O objetivo principal do <i>Connected Smart Cities</i> é mapear as cidades com maior potencial de desenvolvimento no Brasil, utilizando indicadores baseados em 11 principais setores: Mobilidade, Urbanismo, Meio Ambiente, Energia, Tecnologia e Inovação, Economia, Educação, Saúde, Segurança, Empreendedorismo e Governança (URBAN SYSTEMS, 2017). A Tabela 3 apresenta as 10 cidades melhores colocadas no ranking e a Tabela 4 os setores avaliados pelo ranking.</span></div>
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Tabela 3 - Melhores colocados <i>Connected Smart Cities</i></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoJqkx34E-w9Qg_ezZg0Y2XMuBYs24zi07aEWT_84PYNX7Hu5DbEkf-amlM65bi2VkHOZkH43Gj4uN231caPCa_ECdXsgpd0v8n0FquAc5Lyk7Ly6zNn8XLa6NYdIKlUrc4l5kBOepGnI/s1600/Tabela+3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="288" data-original-width="343" height="335" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoJqkx34E-w9Qg_ezZg0Y2XMuBYs24zi07aEWT_84PYNX7Hu5DbEkf-amlM65bi2VkHOZkH43Gj4uN231caPCa_ECdXsgpd0v8n0FquAc5Lyk7Ly6zNn8XLa6NYdIKlUrc4l5kBOepGnI/s400/Tabela+3.jpg" width="400" /></a></div>
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Tabela 4 - Setores e Avaliações do <i>Connected Smart Cities</i></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEialQsTJ8gNXuPEMIvgX6nRcQG04A2-iaN8fDIv0Tqvx-ARKV9NMuM93gYHyaemor7oq4uBIrc0SrFPPasgy41VNxJuIgwOokUFkzQmwbaAwf_ahlOX5D8vjN-UedCrQbdmH9L1LzP4Erg/s1600/Tabela+4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="988" data-original-width="880" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEialQsTJ8gNXuPEMIvgX6nRcQG04A2-iaN8fDIv0Tqvx-ARKV9NMuM93gYHyaemor7oq4uBIrc0SrFPPasgy41VNxJuIgwOokUFkzQmwbaAwf_ahlOX5D8vjN-UedCrQbdmH9L1LzP4Erg/s640/Tabela+4.jpg" width="570" /></a></div>
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O terceiro <span style="font-family: "arial" , "helvetica" , sans-serif;">órgão</span> classificador analisado é o Endeavor que tem o foco no empreendedorismo e é apresentado na seção 3.<br />
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<b>3. ENDEAVOR ÍNDICE CIDADES EMPREENDEDORAS</b></div>
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O Índice Cidades Empreendedoras (ICE) é um projeto do Instituto Empreender Endeavor e tem como objetivo mapear e diagnosticar as forças e fraquezas das cidades com relação ao ambiente de negócios. De acordo com Endeavor (2017), os empreendedores são peças-chave na construção da sociedade atual, mas enfrentam um ambiente extremamente burocrático e pouco transparente. Sendo assim, o ICE é direcionado:</div>
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<li>Aos gestores públicos, para uma análise holística de sua cidade, identificando os pontos de melhoria relevantes para atividade empreendedora e criar um ambiente atrativo aos empreendedores.</li>
<li>Aos empreendedores, para um estudo e reflexão de onde estão as melhores oportunidades para seus empreendimentos e inovações. </li>
<li>E aos cidadãos, como uma ferramenta para acompanhar o trabalho dos gestores e identificar as possíveis melhorias, possibilitando uma maior participação cidadã na gestão de suas cidades. </li>
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A Tabela 5 apresenta os melhores colocados no ranking, a Tabela 6 apresenta os pilares que compõem o ICE e o detalhamento dos mesmos.</div>
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Tabela 5 - Classificação ICE</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtyDnwYnHBRUqUVcjGVYf6m70hkx3qN3WQGTu5f5iHvrh0g_ApSQhH8dazFtEZIQP4j9gQS8dh_5dPrCx3Gz4v-FirfHS9NUs431DrZHdbbfMjcUxY_-z2LGusBTH_hJrWkian8amLpyg/s1600/Tabela+5.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="289" data-original-width="343" height="336" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtyDnwYnHBRUqUVcjGVYf6m70hkx3qN3WQGTu5f5iHvrh0g_ApSQhH8dazFtEZIQP4j9gQS8dh_5dPrCx3Gz4v-FirfHS9NUs431DrZHdbbfMjcUxY_-z2LGusBTH_hJrWkian8amLpyg/s400/Tabela+5.jpg" width="400" /></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Tabela 6 - Pilares avaliativos Endeavor ICE </span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPUDASIfbJundjmgwdi4SLCGBZkviQtPX_K5QsFyLUFmLsf5_tdkezTTDNUVI-SQB789nfqBt0gjVn8JFzxm9SyH0URnJL4RhpUy4sfgC5ib4nWiBy3KoVxhle8KB4PLmzhUS1iojUl00/s1600/Tabela+6.jpg" imageanchor="1" style="font-family: arial, helvetica, sans-serif; margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="235" data-original-width="815" height="184" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPUDASIfbJundjmgwdi4SLCGBZkviQtPX_K5QsFyLUFmLsf5_tdkezTTDNUVI-SQB789nfqBt0gjVn8JFzxm9SyH0URnJL4RhpUy4sfgC5ib4nWiBy3KoVxhle8KB4PLmzhUS1iojUl00/s640/Tabela+6.jpg" width="640" /></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><b>4. COMPARAÇÃO DOS RANKINGS</b></span></div>
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De acordo com as dimensões apresentadas nas seções 1, 2 e 3, é possível identificar as semelhanças e as diferenças entre os rankings. A Tabela 7 apresenta uma comparação do IESE CIMI com os demais <span style="font-family: "arial" , "helvetica" , sans-serif;">órgãos</span>.</div>
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Tabela 7 - Comparativo entre os <span style="font-family: "arial" , "helvetica" , sans-serif;">órgãos</span> classificadores</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnWkVSpnxXqt-z6i0B7Xk_o7SvHm0v38oBH4hPQAebYTxYGH2It1M01jg-55v2_RyP0pUzwV_SsA9P212pYGBCtOcmBrvOFhzBep1wVGhrPT8fdmM6kPYNoNzYUSbmiFZ5lljU-m3i0-Y/s1600/Tabela+7.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="315" data-original-width="869" height="230" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnWkVSpnxXqt-z6i0B7Xk_o7SvHm0v38oBH4hPQAebYTxYGH2It1M01jg-55v2_RyP0pUzwV_SsA9P212pYGBCtOcmBrvOFhzBep1wVGhrPT8fdmM6kPYNoNzYUSbmiFZ5lljU-m3i0-Y/s640/Tabela+7.jpg" width="640" /></a></div>
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A Tabela 7 destaca as diferenças entre os rankings e as diferentes abordagens dos conceitos (ex: Divulgação Internacional, Mobilidade e Infraestrutura avaliam a conexão exterior às cidades, mas em níveis diferentes).</div>
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<b>5. CONCLUSÕES</b></div>
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É destacado também a especialidade do Endeavor ICE, com elementos de cultura empreendedora, inovação, ambiente regulatório, entre outros aspectos. Estes conceitos são tratados de forma geral nos outros rankings e de forma específica no ICE. O mesmo avalia a qualidade de vida dos cidadãos de forma indireta, ao qualificar as cidades no interesse de prestadores de serviços ao meio metropolitano.</div>
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O <i>Connected Smart Cities</i> e o CIMI são semelhantes nos conceitos avaliados, porém os escopos de trabalho dessas classificações refletem na maneira que esses conceitos são aplicados. O <i>Connected Smart Cities</i> foca no acesso do cidadão aos serviços públicos básicos, fontes alternativas de energia e segurança, saúde e educação de forma específica e mais detalhada em relação ao IESE.</div>
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O IESE, por sua vez, generaliza serviços básicos à gestão pública e urbanismo e foca na coesão social e divulgação internacional da cidade. Isso indica um ambiente de atuação mais amplo, onde as necessidades básicas do cenário metropolitano já deveriam estar supridas.</div>
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Com este estudo, verificou-se que independente dos aspectos das análises, todos têm o objetivo de conscientizar a população sobre a situação de suas cidades e proporcionar aos gestores e governantes um relatório geral para possíveis mudanças e melhorias, analisando a qualidade de vida, acesso à informação e conectividade em geral <span style="font-family: "arial" , "helvetica" , sans-serif;">para os</span> cidadãos.</div>
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<b>Referências</b></div>
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IESE. IESE Cities in Motion Index. Iese Business School: University of Navarra. Navarra - ES. 2017.</div>
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URBAN SYSTEMS. Ranking Connected Smart Cities. Urban Systems. São Paulo - BR. 2017. </div>
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ENDEAVOR. Índice de Cidades Empreendedoras - Brasil 2017. Endeavor Brasil. São Paulo – BR. 2017.</div>
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Sergio Akio Tanakahttp://www.blogger.com/profile/14508118049264030988noreply@blogger.com0tag:blogger.com,1999:blog-469359123646658260.post-46024745017539110882018-05-18T16:00:00.000-03:002018-05-20T23:14:25.332-03:00Política e Implementação do Governo Eletrônico Brasileiro - parte II<style type="text/css">p { margin-bottom: 0.25cm; direction: ltr; color: rgb(0, 0, 0); line-height: 120%; }p.western { font-family: "Times New Roman",serif; font-size: 12pt; }p.cjk { font-family: "Times New Roman",serif; font-size: 12pt; }p.ctl { font-family: "Times New Roman",serif; font-size: 12pt; }a:link { color: rgb(0, 0, 255); }a.ctl:link { font-family: "Times New Roman",serif; }a.sdfootnotesym-ctl { font-family: "Times New Roman",serif; }</style>
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<div align="right" style="line-height: 100%; margin-bottom: 0.49cm; margin-top: 0.49cm;">
<span style="color: #040437;"><span style="font-family: "arial" , sans-serif;"><span style="background: #ffffff;">Por
Valéria Esther Nigri Musafir</span></span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.49cm; margin-top: 0.49cm;">
<span style="font-family: "arial" , sans-serif;">No <a href="https://areasdeintegracao.blogspot.com/2018/03/politica-e-implementacao-do-governo.html" target="_blank">último artigo</a> do blog apresentei a
introdução e a metodologia utilizada no capítulo que escrevi
“</span><span style="font-family: "arial" , sans-serif;"><i>Brazilian e-Government
Policy and Implementation</i></span><span style="font-family: "arial" , sans-serif;">”
do livro "</span><span style="font-family: "arial" , sans-serif;"><i>International
e-Government Development: Policy, Implementation and Best Practice</i></span><span style="font-family: "arial" , sans-serif;">"
(Musafir, 2018). </span>
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<span style="font-family: "arial" , sans-serif;"><br /></span>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOx47hCrUcz3d7rwxooYPEE6JMKHFbAfZS6mLjJLXcOz2copmzUqnAsvsFptcm4b4W0ZxGLzzTmmghbuUru78GSnBhPR4hLf88W5aubbQTJENBGAJGo7Y-GrEbYBNYJFm0jyQT6SemoL2U/s1600/Livro.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="312" data-original-width="221" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOx47hCrUcz3d7rwxooYPEE6JMKHFbAfZS6mLjJLXcOz2copmzUqnAsvsFptcm4b4W0ZxGLzzTmmghbuUru78GSnBhPR4hLf88W5aubbQTJENBGAJGo7Y-GrEbYBNYJFm0jyQT6SemoL2U/s200/Livro.png" width="141" /></a></div>
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<span style="font-family: "arial" , sans-serif;">Em artigos anteriores <a href="https://areasdeintegracao.blogspot.com/2016/10/o-desenvolvimento-do-governo-eletronico.html" target="_blank">[1]</a> e <a href="https://areasdeintegracao.blogspot.com/2016/11/a-participacao-eletronica-no-brasil-nos.html" target="_blank">[2]</a><span style="font-family: "arial" , sans-serif;"> </span>abordei o
desenvolvimento do governo eletrônico <span style="font-family: "arial" , sans-serif;">e</span> a participação eletrônica
do Brasil pela perspectiva da ONU, no período de 2008 à 2016.</span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.49cm; margin-top: 0.49cm;">
<span style="font-family: "arial" , sans-serif;">Neste artigo serão apresentados os
resultados da pesquisa com relação as 3 categorias de e-governança,
segundo categorização da UNESCO, contendo os elementos de governo
eletrônico por mim classificados nessas categorias, a saber:
e-</span><span style="color: black;"><span style="font-family: "arial" , sans-serif;">serviços;
e-administração (interoperabilidade e integração, padronização
e sistemas estruturantes); e e-democracia (dados abertos e
transparência; e-participação). </span></span><span style="font-family: "arial" , sans-serif;">
</span>
</div>
<ol type="i">
<li>
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<a href="https://www.blogger.com/blogger.g?blogID=469359123646658260" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=469359123646658260" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=469359123646658260" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=469359123646658260" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=469359123646658260" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=469359123646658260" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="font-family: "arial" , sans-serif;"><b>e-Serviços</b></span></div>
</li>
</ol>
<div align="justify" style="line-height: 100%; margin-bottom: 0.49cm; margin-top: 0.49cm;">
<span style="font-family: "arial" , sans-serif;">A
preocupação em melhorar e ampliar a oferta de e-serviços à sociedade foi
observada em três planejamentos estratégicos do governo a partir de 2011,
conforme ilustrado na Figura 1. No EGTI (2011), destaca-se o objetivo
estratégico "melhorar continuamente a </span><i style="font-family: Arial, sans-serif;">prestação
de serviços eletrônico</i><span style="font-family: Arial, sans-serif;"><i>s</i></span><span style="font-family: "arial" , sans-serif;"> à
sociedade”. Nos EGTI subsequentes, novos elementos são acrescentados a este
objetivo, passando a ter a seguinte redação: “melhorar continuamente a
prestação de serviços e a </span><i style="font-family: Arial, sans-serif;">transparência
de informações</i><span style="font-family: "arial" , sans-serif;"> à sociedade” no EGTI 2013 e “melhorar a prestação de
serviços públicos, a transparência das informações e a </span><i style="font-family: Arial, sans-serif;">participação social</i><span style="font-family: "arial" , sans-serif;"> pelo uso efetivo das TIC” no EGTIC 2014. Esse
objetivo estratégico está alinhado com o conceito mais amplo de e-gov
encontrado na literatura, que não se restringe apenas à oferta de serviços
eletrônicos ao cidadão, como também incentiva a democracia eletrônica por meio
do aumento da transparência, da participação democrática e </span><i style="font-family: Arial, sans-serif;">accountability</i><span style="font-family: "arial" , sans-serif;"> dos governos. Na EGD - Estratégia de Governança
Digital (2016) o objetivo estratégico se tornou "expandir e inovar os
serviços digitais". Foi observado que o termo "serviço eletrônico"
foi substituído por "serviço digital" nos documentos do governo.</span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.49cm; margin-top: 0.49cm;">
<span style="font-family: "arial" , sans-serif;">O "Portal de Serviços" foi
lançado em 2013, mas a tecnologia utilizada foi reestruturada em
2015. Segundo um entrevistado do Ministério do Planejamento (MP) "o
novo Portal de Serviços é uma plataforma desenvolvida em software
livre. Está pronta para ser usada. O desafio é integrar serviços
de diferentes órgãos no Portal e usar o Portal para qualquer novo
serviço eletrônico que for criado".</span></div>
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<span style="font-family: "arial" , sans-serif;">Para os entrevistados do MP, a queda
do índice de serviços online (OSI) em 2010, mencionada em <a href="https://areasdeintegracao.blogspot.com/2016/10/o-desenvolvimento-do-governo-eletronico.html" target="_blank">post</a>
publicado anteriormente, não teve influência direta na inclusão
desse objetivo estratégico nos EGTI a partir de 2011. Entretanto,
foi constatado que a preocupação do governo em melhorar a prestação
de e-serviços, explicitada nos seus direcionamentos estratégicos,
teve como consequência uma subida do Brasil de 33 posições no
ranking mundial do índice OSI, passando da 55º posição, em 2010,
para a 22º em 2012. </span>
</div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.49cm; margin-top: 0.49cm;">
<span style="font-family: "arial" , sans-serif;">Essa preocupação explícita em
oferecer mais e-serviços foi observada no Planejamento Estratégico
(PE) do Serpro 2014-2022 no seu único e abrangente objetivo
estratégico “instituir o Centro de Soluções e Informações de
Interesse do Governo Brasileiro”. O Serpro também coloca os
Requisitos Estratégicos de “prover serviços móveis para o
governo e sociedade com foco em ser o centro de informação” e o
“primeiro porto de escala de informações e serviços do governo
(federal, estadual e municipal) para governo, cidadão e empresas”.
Estes direcionamentos vão ao encontro das tendências de e-gov
publicadas pela ONU. Entretanto, essas preocupações explícitas
relacionadas ao e-serviço não foram observadas no PE do Serpro
ciclo 2016.</span></div>
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif;">Um exemplo de sucesso relatado por um
entrevistado do Serpro dentro desse direcionamento foi o portal “Guia
de Aplicativos Móveis” que centraliza em um único local, todas as
soluções de aplicativos móveis desenvolvidas pelo governo para o
cidadão, como por exemplo, o SINESP Cidadão. </span>
</div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.49cm; margin-top: 0.49cm;">
</div>
<div align="center" style="line-height: 100%; margin-bottom: 0.49cm; margin-top: 0.49cm;">
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXKeHaYyLz7Faa2cUkiRkJ2yzyK7-gj0g9GfrXIPXXG-HlkrFT6lkAYSILSHHi8IQ6wL3li4VEXbfKSGVUwtoPKppjTD59DvDr6f_2AaxI7x8VkZJ7xI7kwBncL-9uOVhT7AbNvLQ9qr7P/s1600/Figure+4.2+-+e-Services.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="882" data-original-width="1489" height="376" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXKeHaYyLz7Faa2cUkiRkJ2yzyK7-gj0g9GfrXIPXXG-HlkrFT6lkAYSILSHHi8IQ6wL3li4VEXbfKSGVUwtoPKppjTD59DvDr6f_2AaxI7x8VkZJ7xI7kwBncL-9uOVhT7AbNvLQ9qr7P/s640/Figure+4.2+-+e-Services.jpg" width="640" /></a></div>
<br />
<br />
<span style="font-family: "arial" , sans-serif;"><span style="font-size: x-small;"><span lang="en-US">Figura
1: e-Serviços</span></span></span></div>
<ol start="2" type="i">
<li>
<div align="justify" style="line-height: 100%; margin-bottom: 0.49cm; margin-top: 0.49cm;">
<b><span style="font-family: "arial" , sans-serif;">e-Administração </span><span style="color: black;"><span style="font-family: "arial" , sans-serif;">(interoperabilidade
e integração, padronização e sistemas estruturantes)</span></span></b></div>
</li>
</ol>
<div align="justify" class="western" lang="en-US" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif;"><span lang="pt-BR">Desde o EGTI 2008,
o MP tem abordado a necessidade de integrar os sistemas de informação
do governo e fomentar a utilização do padrão e-PING para a
interoperabilidade. O SLTI 2011 tem como iniciativa estratégica
“fortalecer a interoperabilidade de sistemas estruturantes do
governo federal” conforme ilustrado na Figura 2 (MP/SLTI, 2013).</span></span></div>
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="justify" class="western" lang="en-US" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif;"><span lang="pt-BR">Na EGD (2016), o
objetivo estratégico "compartilhar e integrar dados, processos,
sistemas, serviços e infraestrutura" e a iniciativa estratégica
"promover o uso de padrões de governo eletrônico" podem
ser observados.</span></span></div>
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="justify" class="western" lang="en-US" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif;"><span lang="pt-BR">Alguns
entrevistados de 2014 mencionaram a necessidade do governo ter uma
arquitetura corporativa e a maioria dos entrevistados estavam
otimistas com o desenvolvimento do FACIN (Framework de Arquitetura
Corporativa para Interoperabilidade no Apoio à Governança). Um dos
entrevistados do MP mencionou que o desafio será a adoção dessa
arquitetura pelos órgãos do governo. Essa preocupação foi
compartilhada por um entrevistado do Serpro que adicionou que “a
inovação do FACIN</span></span><span style="font-family: "arial" , sans-serif;"><span lang="pt-BR">
é que ele usa a experiência da e-PING, mas está sendo desenvolvido
por organizações especializadas no assunto. O governo, por causa da
sua imparcialidade, está consolidando as contribuições e esse
trabalho colaborativo irá facilitar a sua adoção pelos órgãos
governamentais".</span></span></div>
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="justify" class="western" lang="en-US" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif;"><span lang="pt-BR">Desde 2008, nos PE
do MP como também no PPA 2012 (MP/SPIE, 2011) é colocado como
objetivo estratégico a adoção do padrão de interoperabilidade
para governo (e-PING) e o padrão de acessibilidade de portais
(e-MAG). No SLTI (2011) é acrescentada também a evolução dos
padrões web em governo eletrônico (e-PWG).</span></span></div>
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="justify" class="western" lang="en-US" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif;"><span lang="pt-BR">Apesar do Serpro
ter participado da construção do e-PING desde a sua concepção, a
adoção do padrão e-PING e e-MAG não foi mencionada explicitamente
nos PE do período analisado e muitos sistemas e portais
desenvolvidos pelo Serpro não seguem esses padrões embora sejam
mandatórios.</span></span></div>
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="justify" class="western" lang="en-US" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif;"><span lang="pt-BR">No Serpro, apenas
no Planejamento Estratégico 2014-2022 (SERPRO, 2014) foi observado
explicitamente como diretriz estratégica “evoluir os sistemas
estruturantes de governo”, tendo como requisito estratégico a
“renovação arquitetural e tecnológica das soluções
estruturantes que facilitem a Interoperabilidade, comunicação e
disponibilização da informação”. No PE 2016, essa preocupação
explícita não foi mais observada. Segundo alguns entrevistados do
Serpro, a empresa irá modernizar os seus sistemas estruturantes se o
cliente demandar, mesmo que não esteja no PE. </span></span>
</div>
<div align="justify" style="line-height: 115%; margin-bottom: 0cm; text-indent: 1cm;">
<br /></div>
<div align="justify" class="western" lang="en-US" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif;"><span lang="pt-BR">Os entrevistados de
2014 foram unânimes em afirmar que o SIGEPE era um modelo para o MP
e que a parceria com o Serpro e a Dataprev, tanto para o SIGEPE
quanto para o novo SIORG estava funcionando muito bem. Reafirmaram as
características de estar aderente aos padrões, ter nascido
integrado e utilizar a metodologia ágil no seu desenvolvimento
(Musafir, 2014). </span></span>
</div>
<div class="western" style="line-height: 100%; margin-bottom: 0cm;">
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisKv7hokqaV1urY37ycBYbJZPfynURxYst2mAINeuxjVgUWzSvYqYoHK-JJKrJIIq1dGVROYg1dcr5ClyPLmZhpU4oIQTw4ZUtWVzviUCmAn5N-7yA_M9k2J42YgWzFehZ_WKFdQ058iiu/s1600/Figure+4.3+-+e-Administration.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="777" data-original-width="1600" height="310" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisKv7hokqaV1urY37ycBYbJZPfynURxYst2mAINeuxjVgUWzSvYqYoHK-JJKrJIIq1dGVROYg1dcr5ClyPLmZhpU4oIQTw4ZUtWVzviUCmAn5N-7yA_M9k2J42YgWzFehZ_WKFdQ058iiu/s640/Figure+4.3+-+e-Administration.jpg" width="640" /></a></div>
<br /></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0.49cm; margin-top: 0.49cm;">
</div>
<div align="center" style="line-height: 100%; margin-bottom: 0.49cm; margin-top: 0.49cm;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: x-small;"><span lang="en-US">Figura
2: e-Administração</span></span></span></div>
<ol start="3" type="i">
<li>
<div align="justify" style="line-height: 100%; margin-bottom: 0.49cm; margin-top: 0.49cm;">
<b><span style="font-family: "arial" , sans-serif;">e-Democracia </span><span style="color: black;"><span style="font-family: "arial" , sans-serif;">(dados
abertos e transparência; e-participação)</span></span></b></div>
</li>
</ol>
<div class="western" lang="en-US" style="line-height: 100%; margin-bottom: 0cm;">
<div style="text-align: justify;">
<span style="font-family: "arial" , sans-serif;"><span lang="pt-BR">A questão dos
dados abertos entrou na agenda do governo a partir de 2011, no EGTI (2011) que tinha como iniciativa estratégica “implementar a
Infraestrutura Nacional de Dados Abertos (INDA) e no SLTI (2011) “incentivar os estados e municípios a participarem da INDA”. O
EGTIC 2014 acrescenta a necessidade de “Mapear oportunidades de
transparência ativa (Abrir os dados da APF)”. Os objetivos
estratégicos da EGD 2016 " Fomentar a disponibilização e o
uso de dados abertos" e "Ampliar o uso de TIC para promover
a transparência e dar publicidade à aplicação dos recursos
públicos" reforçam a preocupação do governo com os dados
abertos e a transparência, como ilustrado na Figura 3. </span></span>
</div>
</div>
<div class="western" style="line-height: 100%; margin-bottom: 0cm;">
<div style="text-align: justify;">
<br /></div>
</div>
<div class="western" lang="en-US" style="line-height: 100%; margin-bottom: 0cm;">
<div style="text-align: justify;">
<span style="font-family: "arial" , sans-serif;"><span lang="pt-BR">Segundo um
entrevistado do MP, "nos últimos anos nós demos um salto em
transparência. Apesar da percepção que a corrupção no Brasil
aumentou, podemos afirmar que a médio prazo, o aumento da
transparência para o Estado Brasileiro será muito bom". Um
outro entrevistado acrescentou que a Lei de Acesso à Informação
(LAI) foi um marco para a política de transparência brasileira.</span></span></div>
</div>
<div class="western" style="line-height: 100%; margin-bottom: 0cm;">
<div style="text-align: justify;">
<br /></div>
</div>
<div class="western" lang="en-US" style="line-height: 100%; margin-bottom: 0cm;">
<div style="text-align: justify;">
<span style="font-family: "arial" , sans-serif;"><span lang="pt-BR">O SERPRO (2014) apresentou
dois requisitos estratégicos relacionados a dados abertos no seu PE
2014-2022 (vide Figura 3), mas no PE ciclo 2016 esse assunto não foi mais
mencionado explicitamente.</span></span></div>
</div>
<div class="western" style="line-height: 100%; margin-bottom: 0cm;">
<div style="text-align: justify;">
<br /></div>
</div>
<div class="western" lang="en-US" style="line-height: 100%; margin-bottom: 0cm;">
<div style="text-align: justify;">
<span style="font-family: "arial" , sans-serif;"><span lang="pt-BR">O tema
“Participação Social” entrou em pauta a partir do PPA
2012 </span></span><span style="font-family: "arial" , sans-serif;"><span lang="pt-BR">(MP/SPIE, 2011) no objetivo estratégico de “ampliar o diálogo, a
transparência e a participação social no âmbito da Administração
Pública, de forma a promover maior interação entre o Estado e a
sociedade”. Esta estratégia pode ser observada também no EGTIC
2014, onde foi colocada a ação estratégica de “estimular o uso
do ambiente </span></span><span style="font-family: "arial" , sans-serif;"><span lang="pt-BR"><i>participa.br</i></span></span><span style="font-family: "arial" , sans-serif;"><span lang="pt-BR">
para participação social “ e na EGD 2016 com o objetivo "
ampliar e incentivar a participação social na criação e melhoria
dos serviços públicos". Pode ser observado que o tema
participação social, sendo um dos 3 eixos estratégicos da EGD,
teve uma maior relevância nesse plano.</span></span></div>
</div>
<div class="western" style="line-height: 100%; margin-bottom: 0cm;">
<div style="text-align: justify;">
<br /></div>
</div>
<div class="western" lang="en-US" style="line-height: 100%; margin-bottom: 0cm;">
<div style="text-align: justify;">
<span style="font-family: "arial" , sans-serif;"><span lang="pt-BR">Cabe ressaltar a
preocupação desde o início do governo Dilma em incentivar uma
maior participação do cidadão, como pode ser observado no objetivo
acima citado do PPA 2012. As entrevistas do MP de 2014 reforçaram
essa visão, afirmando que o tema participação social já estava
muito em voga, mas ganhou força política também pela influência
dos movimentos sociais nas manifestações populares de junho de
2013, que agilizou o lançamento do ambiente virtual </span></span><span style="font-family: "arial" , sans-serif;"><span lang="pt-BR"><i>participa.br</i></span></span><span style="font-family: "arial" , sans-serif;"><span lang="pt-BR">.
Existe uma grande parceria do MP com a Secretaria Geral nesse tema, a
participação do Serpro é muito intensa e esse ambiente de
participação utiliza o software público Nosfera (Musafir, 2014).</span></span></div>
</div>
<div class="western" style="line-height: 100%; margin-bottom: 0cm;">
<div style="text-align: justify;">
<br /></div>
</div>
<div class="western" lang="en-US" style="line-height: 100%; margin-bottom: 0cm;">
<div style="text-align: justify;">
<span style="font-family: "arial" , sans-serif;"><span lang="pt-BR">Em julho de 2015
foi lançada a plataforma "Dialoga Brasil" baseada na
plataforma </span></span><span style="font-family: "arial" , sans-serif;"><span lang="pt-BR"><i>participa.br</i></span></span><span style="font-family: "arial" , sans-serif;"><span lang="pt-BR">
com o objetivo de aumentar a participação política dos cidadãos,
encorajando a proposta de ações relacionadas a temas como saúde,
educação, segurança e cultura, onde as sugestões mais populares
poderiam contribuir para a formulação de políticas públicas. O MP
também usou o </span></span><span style="font-family: "arial" , sans-serif;"><span lang="pt-BR"><i>participa.br</i></span></span><span style="font-family: "arial" , sans-serif;"><span lang="pt-BR">
nas consultas públicas da Estratégia de Governança Digital e da
arquitetura corporativa FACIN (2016).</span></span></div>
</div>
<div class="western" style="line-height: 100%; margin-bottom: 0cm;">
<div style="text-align: justify;">
<br /></div>
</div>
<div class="western" style="line-height: 100%; margin-bottom: 0cm;">
<div style="text-align: justify;">
<span style="font-family: "arial" , sans-serif;">Segundo
um entrevistado do MP, " nos últimos dois anos podemos destacar:
a melhora da posição brasileira no Global Open Data Index (12ª), a
Política de Dados Abertos e a Participação Social através do
ambiente <i>participa.br</i>" e outro entrevistado concluiu que "O
Brasil está avançando muito com os portais da transparência, dados
abertos e <i>participa.br</i> ... a infraestrutura tecnológica já existe,
a sociedade precisa se apropriar e usar , para que a nossa democracia
possa dar um salto".</span></div>
</div>
<div class="western" style="line-height: 100%; margin-bottom: 0cm;">
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
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<span style="font-family: "arial" , sans-serif;"><span style="font-size: x-small;"><span lang="en-US">Figura
3: e-Democracia</span></span></span></div>
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<span style="font-family: "arial" , sans-serif;"><span lang="pt-BR">No próximo post,
encerrarei essa série apresentando as iniciativas top do governo
eletrônico brasileiro segundo os entrevistados, seus desafios e
melhores práticas e a conclusão da pesquisa.</span></span></div>
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<span style="font-family: "arial" , sans-serif;"><span lang="pt-BR">Até a próxima!! </span></span>
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<span style="color: #222222;"><span style="font-family: "arial" , sans-serif;"><b>Referências</b></span></span></div>
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<span style="color: #222222;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: x-small;">EGD
(2016) – Estratégia de Governança Digital da Administração
Pública Federal 2016-2019. Ministério do Planejamento, Orçamento e
Gestão - Secretaria de Tecnologia da Informação. Brasília.</span></span></span></div>
<div style="line-height: 100%; margin-bottom: 0cm; margin-left: 0.75cm; text-indent: -0.75cm;">
<br /></div>
<div class="western" lang="en-US" style="background: #ffffff; line-height: 100%; margin-bottom: 0cm;">
<span style="color: #222222;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: x-small;"><span lang="pt-BR">EGTI
(2008). Estratégia Geral de Tecnologia da Informação do SISP 2008:
versão 1.0. Ministério do Planejamento, Orçamento e Gestão –
Secretaria de Logística e Tecnologia da Informação. Brasília.</span></span></span></span></div>
<div style="line-height: 100%; margin-bottom: 0cm; margin-left: 0.75cm; text-indent: -0.75cm;">
<br /></div>
<div class="western" style="background: #ffffff; line-height: 100%; margin-bottom: 0cm;">
<span style="color: #222222;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: x-small;">EGTI
(2011) - Estratégia Geral de Tecnologia da Informação do SISP
2011-2012. Ministério do Planejamento, Orçamento e Gestão -
Secretaria de Logística e Tecnologia da Informação. Brasília. </span></span></span>
</div>
<div class="western" style="background: #ffffff; line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div class="western" style="background: #ffffff; line-height: 100%; margin-bottom: 0cm;">
<span style="color: #222222;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: x-small;">EGTIC
(2014) - Estratégia Geral de Tecnologia da Informação e
Comunicações do SISP 2014-2015. Ministério do Planejamento,
Orçamento e Gestão - Secretaria de Logística e Tecnologia da
Informação. Brasília. </span></span></span>
</div>
<div class="western" style="background: #ffffff; line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div class="western" lang="en-US" style="background: #ffffff; line-height: 100%; margin-bottom: 0cm;">
<span style="color: #333333;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: x-small;"><span style="letter-spacing: 0.2pt;"><span style="background: #fcfcfc;">FACIN
(2016). Framework de Arquitetura Corporativa para Interoperabilidade
no Apoio à Governança, v1.0. Available:
<a class="western" href="http://www.participa.br/articles/public/0019/6143/FACIN_2016_01_11_Final.pdf%20">http://www.participa.br/articles/public/0019/6143/FACIN_2016_01_11_Final.pdf
</a> (26 Maio 2016).</span></span></span></span></span></div>
<div class="western" lang="en-US" style="background: #ffffff; letter-spacing: 0.2pt; line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div class="western" lang="en-US" style="background: #ffffff; letter-spacing: 0.2pt; line-height: 100%; margin-bottom: 0cm;">
<span style="color: #333333;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: x-small;"><span style="background: #fcfcfc;">MP/SLTI
(2013). Planejamento Estratégico 2011-2015: versão 4 - 3ª revisão.
Ministério do Planejamento, Orçamento e Gestão – Secretaria de
Logística e Tecnologia da Informação, Brasília.</span></span></span></span></div>
<div class="western" lang="en-US" style="background: #ffffff; letter-spacing: 0.2pt; line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div class="western" lang="en-US" style="background: #ffffff; letter-spacing: 0.2pt; line-height: 100%; margin-bottom: 0cm;">
<span style="color: #333333;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: x-small;"><span style="background: #fcfcfc;">MP/SPIE
(2011). Plano Plurianual 2012-2015. Ministério do Planejamento,
Orçamento e Gestão. Secretaria de Planejamento e Investimentos
Estratégicos. Brasília.</span></span></span></span></div>
<div class="western" lang="en-US" style="background: #ffffff; letter-spacing: 0.2pt; line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div class="western" lang="en-US" style="background: #ffffff; line-height: 100%; margin-bottom: 0cm;">
<span style="color: #222222;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: x-small;"><span lang="pt-BR">Musafir,
Valéria E. N. (2014). </span></span></span></span><span style="color: #222222;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: x-small;"><span lang="pt-BR"><i>O
Papel Estratégico do Serpro no Desenvolvimento do Governo Eletrônico
Brasileiro</i></span></span></span></span><span style="color: #222222;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: x-small;"><span lang="pt-BR">.
Trabalho de Conclusão do Curso de Pós Graduação em Gestão
Pública com Foco em Negócios. Faculdade de Economia, Administração
e Contabilidade. Universidade de Brasília, Brasília,
Brasil, Agosto 2014.</span></span></span></span></div>
<div class="western" style="background: #ffffff; line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="justify" class="western" lang="en-US" style="background: #ffffff; letter-spacing: 0.2pt; line-height: 100%; margin-bottom: 0cm;">
<span style="color: #333333;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: x-small;"><span style="background: #fcfcfc;">Musafir
V.E.N. (2018) Brazilian E-Government Policy and Implementation. In:
Alcaide Muñoz L., Rodríguez Bolívar M. (eds) International
E-Government Development. Palgrave Macmillan, Cham.</span></span></span></span></div>
<div align="justify" class="western" lang="en-US" style="background: #ffffff; letter-spacing: 0.2pt; line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="justify" class="western" lang="en-US" style="background: #ffffff; line-height: 100%; margin-bottom: 0cm;">
<span style="color: #333333;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: x-small;"><span style="letter-spacing: 0.2pt;"><span style="background: #fcfcfc;">SERPRO
(2014). Planejamento Estratégico do Serpro 2014. Acesso restrito ao
Serpro, disponível em:
<a class="western" href="https://www.serpro.gov.br/gestao-corporativa/planejamento">https://www.serpro.gov.br/gestao-corporativa/planejamento</a>.
acessado em: março, 2014</span></span></span></span></span></div>
Valéria Nigri Musafirhttp://www.blogger.com/profile/09583628902835946712noreply@blogger.com0tag:blogger.com,1999:blog-469359123646658260.post-55322193894895280692018-05-17T09:30:00.000-03:002018-05-17T10:29:44.261-03:00As nove Visões do FACIN – Parte 9 – Programas e Projetos<div style="text-align: justify;">
Olá!</div>
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No <a href="https://areasdeintegracao.blogspot.com/2018/05/as-nove-visoes-do-facin-parte-8.html" target="_blank">artigo anterior</a> abordamos a Visão de Segurança do Framework de Arquitetura Corporativa para Interoperabilidade no Apoio à Governança (FACIN). Neste 9º artigo da série apresentaremos a Visão de Programas e Projetos.</div>
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Conforme descrito no artigo sobre a Visão de Estratégia, o planejamento estratégico tem como objetivo principal fornecer direcionamento comum a ser seguido por toda a organização. </div>
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A materialização do planejamento estratégico ocorre por meio do cumprimento das ações necessárias para o alcance dos objetivos estratégicos e para o preenchimento das lacunas de desempenho, existentes entre o desempenho atual e as metas futuras. Frequentemente, as ações são agrupadas em programas que se desenvolvem através da execução de projetos. Um programa, portanto, é um conjunto de projetos relacionados, gerenciados de um modo coordenado, a fim de obter benefícios não disponíveis se gerenciados individualmente. Um aspecto importante do programa é que ele é orientado a benefícios, enquanto o foco do projeto é a entrega do bem, produto ou serviço a que ele se propôs.</div>
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Para cumprir bem sua função, as Organizações Governamentais devem investir em recursos e processos adequados e no capital humano necessário de modo a atuar com eficiência, eficácia e efetividade em benefício da sociedade. A esse conjunto de necessidades nos referimos como “capacidade”. As capacidades requeridas pelas organizações são diretamente derivadas do planejamento estratégico e visam satisfazer seus objetivos e metas. Tais capacidades são, portanto, materializadas por meio da adequada gestão dos programas e projetos.</div>
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Um portfólio é uma coleção de projetos, programas e outros trabalhos, que estão agrupados com propósito de facilitar o gerenciamento efetivo dessas ações para atender objetivos estratégicos organizacionais. Enquanto os programas e projetos são temporários, os portfólios são contínuos. Uma organização pode possuir mais de um portfólio, cada um tratando de áreas ou objetivos específicos. Em última instância, deve haver um portfólio abrangente para a organização como um todo.</div>
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Historicamente, percebe-se a falta de alinhamento entre o planejamento estratégico e as ações (desdobradas em programas e projetos) conduzidas pelas organizações governamentais. Esse desalinhamento ocorre devido, entre outras razões, à falta de uma abordagem padronizada e uniforme para descrever sua visão estratégica, relacionar as capacidades existentes, identificar necessidades de mudança e melhoria e construir um processo de acompanhamento da execução do planejamento. Além disso, há também a falta de alinhamento entre os programas e projetos estabelecidos e o orçamento da organização para desenvolvimento do planejamento estratégico.</div>
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Considerando cada Organização Governamental, esta visão permite estabelecer metas definidas nos planejamentos específicos de cada uma, mantendo o alinhamento com o nível do “Governo como um todo”. Cada organização deve mapear suas ações, programas e projetos e medir o alinhamento aos objetivos em relação aos resultados gerados pelos mesmos. Em uma visão compartilhada e alinhada ao “Governo como um todo”, as Organizações Governamentais podem adotar capacidades comuns, partilhar serviços e colaborar com outras organizações para melhorar a experiência geral dos clientes de seus serviços, aumentar o impacto de políticas públicas e reduzir custos.</div>
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Neste sentido, a Visão de Programas e Projetos do FACIN descreve os objetivos, direcionadores, princípios, indicadores e metas relacionados aos aspectos de gestão de programas e projetos da Organização Governamental, em uma visão de Governo como um todo, de maneira a fortalecer o trabalho em conjunto das organizações públicas no que se refere ao desdobramento de suas estratégias para a prestação de seus serviços e a entrega de produtos.</div>
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Os conceitos que compõem a Visão de Programas e Projetos, bem como seus relacionamentos são apresentados na Figura 1 e logo a seguir são brevemente descritos.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVY89L1JXVj4MW_iuN5eu3LFV1CTv5AMBjuXDt-xvuA18LHTB8ntk2LjOUni48O1Bf74bl3E2qPB13VBqrzaEWzvH3pp-6eXHAI_aQ3kUzhQnTefsr8splnxpUynVSGVMBI1dj6k8ld1k/s1600/Conceitos_P%2526P.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="627" data-original-width="793" height="506" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVY89L1JXVj4MW_iuN5eu3LFV1CTv5AMBjuXDt-xvuA18LHTB8ntk2LjOUni48O1Bf74bl3E2qPB13VBqrzaEWzvH3pp-6eXHAI_aQ3kUzhQnTefsr8splnxpUynVSGVMBI1dj6k8ld1k/s640/Conceitos_P%2526P.png" width="640" /></a></div>
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<i>Figura 1 – Conceitos envolvidos com a Visão de Programas e Projetos</i></div>
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<li style="text-align: justify;"><b>Órgão:</b><span style="white-space: pre;"> </span>Representa a organização governamental ou unidade da organização responsável por um objetivo;</li>
<li><b>Iniciativa: </b>Representa os meios que viabilizam os Objetivos e suas metas, explicitando o “como fazer” ou as entregas de bens e serviços resultantes da atuação do Estado ou os arranjos de gestão (medidas normativas e institucionais), a pactuação entre entes federados, entre Estado e sociedade ou a integração de políticas públicas, necessários ao alcance dos objetivos. Uma iniciativa pode se originar do Planejamento Estratégico da organização ou de órgãos supe;riores;</li>
<li><b>Objetivo:</b> Algo em cuja direção o trabalho deve ser orientado, uma posição estratégica a ser alcançada, um resultado a ser obtido, um produto a ser produzido ou um serviço a ser realizado;</li>
<li><b>Indicador: </b>Representa o conjunto de parâmetros que permite acompanhar a evolução de um programa ou projeto. Cada indicador permite identificar, mensurar e comunicar, de forma simples, a evolução de determinado aspecto da intervenção proposta;</li>
<li><b>Meta: </b>Representa a medida de alcance do Objetivo, podendo ser de natureza qualitativa ou quantitativa;</li>
<li><b>Portfólio de Programas e Projetos:</b> Projetos, programas, subportfólios e operações gerenciados em grupo, para alcançar objetivos estratégicos;</li>
<li><b>Programa: </b>Representa o conjunto de projetos coordenados de forma articulada e dinâmica e que visam objetivos comuns;</li>
<li><b>Projeto:</b> Representa um esforço temporário empreendido para criar um produto, serviço ou resultado exclusivo. Instrumento cuja programação deve ser articulada e compatibilizada com outros, para alcançar os objetivos de um programa, envolvendo um conjunto de operações limitadas no tempo, das quais resulta um produto que concorre para a expansão ou aperfeiçoamento da ação do governo;</li>
<li><b>Produto:</b> Um artefato produzido, quantificável e que pode ser um item final ou um item componente. Produtos também são chamados de materiais ou bens;</li>
<li><b>Serviço:</b> Representa uma das entregas de um projeto, com vista ao desempenho de alguma atividade a fim de satisfazer uma necessidade;</li>
<li><b>Resultado Exclusivo:</b> Uma saída dos processos e atividades de gerenciamento de projetos. Os resultados incluem efeitos (por exemplo, sistemas integrados, processo revisado, organização reestruturada, testes, pessoal treinado, etc.) e documentos (por exemplo, políticas, planos, estudos, procedimentos, especificações, relatórios, etc.).</li>
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O Modelo Conceitual (relação e integração dos conceitos) está alinhado à Metodologia de Gerenciamento de Projetos do SISP (MGP-SISP), bem como à Metodologia de Gerenciamento de Portfólio de Projetos do SISP (MGPP-SISP), os quais podem ser acessados no endereço http://www.sisp.gov.br/mgpsisp/wiki/Metodologia. Os processos envolvidos com a gestão de Portfólio de Programas e Projetos são detalhados, pelo SISP, no endereço http://www.sisp.gov.br/mgpsisp/processos/default .</div>
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Para uma adequada gestão dos Programas e Projetos definidos em cada organização governamental, é necessário que esta Visão esteja totalmente alinhada às demais visões definidas na arquitetura corporativa da organização ou mesmo com a de outros órgãos. </div>
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A figura 2 mostra os principais fluxos de requisitos que são consumidos e gerados pela Visão de Programas e projetos.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCsWUO0oCW8ferMruuN4lRP7dCF6fp2x-ta7upEgNVX-6OQk5elDxS06t2UAd0SyFnhedtW_jlH45J1PnYVhOIzL_1yJ3zBUFWIoD4ju_kaxxjxPcgMinhLGVyJlg7SndZgPbo1Rh54bg/s1600/Interfaces_P%2526P.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="621" data-original-width="1600" height="248" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCsWUO0oCW8ferMruuN4lRP7dCF6fp2x-ta7upEgNVX-6OQk5elDxS06t2UAd0SyFnhedtW_jlH45J1PnYVhOIzL_1yJ3zBUFWIoD4ju_kaxxjxPcgMinhLGVyJlg7SndZgPbo1Rh54bg/s640/Interfaces_P%2526P.png" width="640" /></a></div>
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<i>Figura 2 – Interfaces da Visão de Programas e Projetos com as demais visões</i></div>
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A figura não mostra todas as relações permitidas: cada elemento pode ter relações de composição, agregação e especialização com elementos do mesmo tipo. Além disso, há relações indiretas que podem ser derivadas.</div>
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A operacionalização e gestão desta visão envolvem, mas não se limitam, aos seguintes papéis sugeridos no FACIN:</div>
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<li><b>Alta Administração/Direção da Organização Governamental:</b> Responsáveis pela governança da organização;</li>
<li><b>Alta Gestão da Organização Governamental: </b>Responsáveis por definir os objetivos e serviços aplicáveis ao seu contexto, com base nas metas estabelecidas dentro do planejamento do Governo como um todo e do papel exercido por sua organização em particular;</li>
<li><b>Patrocinador:</b> Pessoa ou grupo que fornece apoio político e/ou recursos financeiros para a realização do projeto, esclarecendo dúvidas sobre o escopo e exercendo influência sobre outras pessoas para beneficiar o projeto;</li>
<li><b>Gestores intermediários da Organização Governamental:</b> Responsáveis diretamente por metas específicas definidas dentro da Visão de Programas e Projetos de sua Organização;</li>
<li><b>Arquitetos da Organização Governamental:</b> Responsáveis pela governança e gestão da Arquitetura Corporativa estabelecida na Organização;</li>
<li><b>Comitê de Tecnologia da Informação (CTI):</b> Grupo formado por titulares das áreas finalísticas e da área de tecnologia da informação para assegurar que seus membros estejam envolvidos nas questões e decisões relevantes de TI, sendo permitida a delegação de competências, e instituído pela autoridade máxima do órgão ou entidade;</li>
<li><b>Gerente de Portfólio de Projetos:</b> Coordena a integração entre os projetos com uma visão geral, fazendo o papel de interface entre os projetos e as partes interessadas. Reporta-se ao Comitê de Tecnologia da Informação (CTI);</li>
<li><b>Gerente de Projetos:</b> Gerencia o progresso e recursos do projeto, garantindo que os objetivos serão alcançados dentro do tempo, custo e qualidade pré-definidos no escopo. Reporta-se ao gerente de portfólio quando solicitado;</li>
<li><b>Requisitante:</b> Pessoa ou grupo responsável pela solicitação do produto, serviço ou resultado do projeto. Deverão informar as necessidades, expectativas, requisitos e aprovar as entregas;</li>
<li><b>Sociedade, cliente e usuários: </b>Pessoa, grupo ou organização que utilizará o produto, serviço ou resultado do projeto. Em algumas áreas de aplicação, os termos cliente e usuário são sinônimos, enquanto em outras, cliente se refere à entidade que adquire o produto do projeto e usuários são os que utilizarão diretamente o produto do projeto.</li>
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As Metodologias de Gerenciamento de Portfólio de Projetos e de Gerenciamento de Projetos do SISP ( www.sisp.gov.br/mgpsisp/wiki/Metodologia ) apresentam uma lista mais completa e detalhada a respeito das partes interessadas e envolvidas no gerenciamento de projetos.</div>
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É importante atentar para os seguintes aspectos legais e melhores práticas, relacionados à gestão de Programas e Projetos na administração pública</div>
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<li>Instrução Normativa nº 04 de 2014 da SLTI/MP (www.governoeletronico.gov.br/eixos-de-atuacao/governo/sistema-de-administracao-dos-recursos-de-tecnologia-da-informacao-sisp/ncti-nucleo-de-contratacoes-de-tecnologia-da-informacao/in-4-instrucao-normativa-mp-slti-no-4-2014);</li>
<li>Decreto nº 8.638, de 15 de janeiro de 2016; </li>
<li>Metodologia de Gerenciamento de Portfólio de Projetos do SISP e Metodologia de Gerenciamento de Projetos do SISP (www.sisp.gov.br/mgpsisp/wiki/Metodologia);</li>
<li>PMBOK - Project Management Body of Knowledge (Guia de Conhecimentos em Gerenciamento de Projetos) do PMI - Project Management Institute (Instituto de Gerenciamento de projetos);</li>
<li>Estratégia de Governança Digital (www.governoeletronico.gov.br/egd/estrategia-de-governanca-digital).</li>
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Neste artigo apresentamos, de forma resumida, aspectos relacionados à Visão de Programas e Projetos do FACIN. Você encontrará descrições mais detalhadas nos documentos que compõem o Framework, publicados neste link. Em nosso próximo encontro será presentado o último artigo da série, com a Visão de Sociedade do FACIN.</div>
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Ajude-nos a manter o Framework. Deixe aqui as suas observações!</div>
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Até a próxima!</div>
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Anonymoushttp://www.blogger.com/profile/00123800709097884754noreply@blogger.com0tag:blogger.com,1999:blog-469359123646658260.post-71228798519238283362018-05-16T16:30:00.000-03:002018-05-16T16:35:26.191-03:00Manifesto da Agilidade de Negócio - Parte 2<div style="text-align: right;">
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Por Antonio Plais</span></div>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Esta série de postagens discute o <a href="https://busagilitymanifesto.org/" target="_blank">Manifesto da Agilidade de Negócio</a>, de autoria de John Zachman, Roger Burlton e Ronald G.Ross (disponível também em Português), e que defende que a agilidade no desenvolvimento de software está longe de entregar a tão esperada agilidade (e os resultados) desejados pelo negócio. O Manifesto é estruturado em torno de um conjunto de Imperativos Gerais de Gestão de Negócio e Princípios que, se adequadamente praticados, podem efetivamente mudar a forma como as organizações funcionam e, por conseguinte, possibilitar a criação de uma operação de negócios ágil e dinâmica</span></span></div>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Na nossa <a href="https://areasdeintegracao.blogspot.com.br/2018/05/manifesto-da-agilidade-de-negocio-parte.html">postagem anterior</a>, apresentamos os dois primeiros Imperativos Gerais de Gestão de Negócio: Facilitar a Mudança do Negócio e Criar Valor para Clientes, Acionistas, Comunidade, Posteridade etc. Continuamos com mais dois Imperativos.</span></div>
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Imperativo III: Implementar Estratégias de Negócio – Garantir que as Operações do Negócio Implementam as Intenções Estratégicas do Negócio</h2>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">No mundo globalizado e em rápida transformação de hoje, muitas empresas experimentam dificuldades crescentes para desenhar a sua estratégia. No passado, a Direção da empresa desenhava estratégias de longo prazo totalmente baseadas naquilo que a empresa precisava, e as implementava passo-a-passo, revisando-as regularmente (em geral, em bases anuais) para avaliar os eventuais ajustes necessários. Este tempo de estratégias rígidas e engessadas não existe mais! Mas a importância da estratégia para o sucesso das organizações não diminuiu, pelo contrário, só tem aumentado.</span></div>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">A Revista The Economist conduziu uma pesquisa global </span><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">em 2013 com mais de 500 executivos, que mostrou que cerca de 88% dos entrevistados acredita que entregar um planejamento estratégico é importante. No entanto, assustadores 61% deles admitiu que suas organizações estavam lutando para preencher a lacuna entre a formulação e a implementação da estratégia. Desta forma, é essencial para as organizações encontrar uma maneira de traduzir a estratégia de alto nível em atividades implementáveis.</span></div>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">O Manifesto de Agilidade de Negócio defende que as decisões e políticas da estratégia de negócio precisam estar explicitamente registradas e interpretadas, para assegurar a transformação correta e a realização das intenções estratégicas na prática. T</span><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">odas as alterações de negócio devem ser registradas em uma Base de Conhecimento de Negócio (mais sobre isso em uma postagem futura) e alinhadas às estratégias de negócio para que seja possível avaliar o impacto das mudanças e desenvolver as adaptações adequadas.</span></div>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Além disso, é necessário desenvolver e implementar recursos de tecnologia, e outros recursos, para fazer cumprir as decisões da política de negócio e para detectar violações desta política em operações de negócio, a fim de tomar as medidas apropriadas. Em outras palavras, a organização deve tornar explícita sua lógica de negócios que, por sua vez, está explicitamente alinhada com a sua estratégia de negócios. Dificuldades na tomada de decisão, demora na avaliação dos riscos da mudança, efeitos colaterais (e inesperados) em outras áreas da organização, zonas cinzentas de decisão que são tratadas de forma inconsistente e, muitas vezes, conflituosa, são vários os problemas advindos da falta de uma Base de Conhecimento de Negócio que una a estratégia com a execução.</span></div>
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Imperativo IV. Fornecer Segurança – Segurança Física e Cibernética para Pessoas e Bens</h2>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">A agilidade do negócio não é perseguida a qualquer custo, ou sem que sejam tomados os cuidados essenciais para garantir a segurança ampla do negócio, tanto dos seus colaboradores e bens, como de sua informação e Base de Conhecimento. Na Era do Conhecimento, cada vez mais a segurança da informação, a garantia da privacidade e a proteção das informações da empresa e de terceiros é fator primordial para a sobrevivência da empresa.</span></div>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">O Manifesto da Agilidade do Negócio recomenda uma análise detalhada e criteriosa das atribuições e autorizações de papéis internos e externos para permitir a visualização, acesso, uso, mudança (etc.) de conhecimento ou recursos do negócio, incluindo dados, processos de negócio, propriedades de negócio (instalações, tecnologia etc.). A transparência das <span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">informações</span> e ações da organização não deve ser confundida com o desvelo com a sua proteção, os ativos físicos, intelectuais e informacionais da organização continuam sendo extremamente valiosos e alvos de ataques dos mais diversos (o sequestro de dados - hamsonware - tem sido cada vez mais frequentes, interrompendo as operações de várias empresas e causando prejuízos incalculáveis).</span></div>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">O isolamento físico e a proteção de segurança para pessoas, propriedade intelectual e outros ativos valiosos, conforme o caso, é um imperativo para todas as empresas e, mais ainda, para as empresas de base digital. Os prejuízos com o vazamento de dados e informações, ou com a exposição de dados (pessoais) sensíveis de clientes, vão muito além das eventuais (altas) punições monetárias. A perda de reputação e de confiança do mercado e dos clientes pode significar o fracasso da organização.</span></div>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Assim sendo, é imprescindível que a organização tenha em funcionamento mecanismos de proteção contra ataques cibernéticos e outras ameaças para informações do cliente e outras informações e conhecimento proprietários para os quais o negócio tenha responsabilidade fiduciária. A agilidade do negócio (ou no desenvolvimento de seus sistemas) não pode servir de desculpa para um ambiente inseguro, desprotegido e exposto a ataques maldosos.</span></div>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Como podemos observar nestes quatro primeiros Imperativos Gerais da Gestão de Negócio, os autores encaram a questão da agilidade de negócio a partir de um ponto de vista muito mais amplo do que o simples desenvolvimento ágil de software. Como veremos à frente, o Manifesto demonstra que uma empresa ágil é sólida, preparada, segura, pronta para encarar os desafios do mercado com rapidez, mas sem se descuidar da sua sustentabilidade e sem assumir riscos desnecessários.</span></div>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Ágil, mas não temerária!</span></div>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Continue acompanhando as próximas postagens desta série.</span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-469359123646658260.post-47853766949839147152018-05-15T09:30:00.000-03:002018-05-15T10:27:16.979-03:00Arquitetura dos Frameworks das Cidades mais Inteligentes do Mundo<br />
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Por Sergio Akio Tanaka</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">No <a href="https://lnkd.in/dwUcV2Q" target="_blank">primeiro artigo</a> foi apresentado como são classificadas as cidades mais inteligentes do mundo. No <a href="https://lnkd.in/dCe8H7B" target="_blank">segundo</a> mostramos a relação dos frameworks e suas influências nas cidades mais inteligentes. Neste artigo é apresentado um estudo da arquitetura e o relacionamento dos principais frameworks e códigos de governança utilizados pelas respectivas cidades.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><b>1 FRAMEWORKS DAS CIDADES MAIS INTELIGENTES</b></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">A Tabela 1 apresenta a relação entre frameworks/códigos de governança utilizados e as cidades mais inteligentes do mundo de acordo com o IESE (2017). Nas seções seguintes são apresentadas as arquiteturas dos frameworks de acordo com as cidades relacionadas.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><b>1.1 Cidade de Nova Iorque, Boston, São Francisco e Washington D.C. – EUA</b></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">As cidades de Nova Iorque, Boston, São Francisco e Washington D.C., dos Estados Unidos (EUA) utilizam o Federal Enterprise Architecture Framework (FEAF).</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">O FEAF foi construído para ser inserido nas organizações e para suporte à prestação de serviços aos órgãos públicos, privados nacionais e internacionais. Os segmentos arquitetônicos do framework foram desenvolvidos individualmente com uma estrutura padronizada<span style="font-family: "arial" , "helvetica" , sans-serif;"> que </span> são considerados segmentos principais, onde o framework está implementado (FEAF, 2013).</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">O FEAF trata de conceitos generalizados dentro de cada segmento arquitetônico, como metas prioritárias, planejamento estratégico, serviços comerciais, habilitação de aplicações, dados e informações, infraestruturas de hosts, controles de segurança, planejamento de capital, gestão de programas e de capital humano nos segmentos internos alinhados com o roadmap da corporação (FEAF, 2013). A Figura 1 apresenta a estrutura do framework. </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><b>1.2 Londres – Reino Unido</b></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">O Reino Unido tem como framework de governança e arquitetura corporativa o Cross-Government Enterprise Architecture (xGEA). O objetivo do framework é desenvolver os negócios e os blueprints de TI para auxiliar o desenvolvimento das agências governamentais através de padrões estabelecidos entre as agências. Tem foco no suporte efetivo à tomada de decisão das companhias para sucesso ao longo prazo, o xGEA provê um framework com leis, regras e práticas para alinhar os interesses entre os stakeholders, incluindo colaboradores, clientes, fornecedores, credores e pensionistas da comunidade (Mahmood, 2013).</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">O xGEA possui o Cross-Government Enterprise Architecture Reference Model (xGEARM), documento que contém os modelos arquitetônicos utilizados no framework e os domínios nos quais o framework é ou pode ser aplicado na implementação do mesmo. A Figura 2 apresenta o modelo de referência do xGEARM, e a Figura 3 apresenta o modelo e a ferramenta de reutilização de soluções. </span></div>
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O xGEA possui um modelo para solução através da interoperabilidade dessas soluções com as demais agências que utilizam o framework. Estes modelos tem como objetivo entender as oportunidades de mudança, entender o modelo recebido através da oportunidade e a comparação dos modelos com o contexto abrangente do framework e a execução da mudança na organização.</div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><b>1.3 SEUL- Coréia do Sul</b></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">O Government-wide Enterprise Architecture Framework (GEA) é o framework utilizado em Seul, capital da Coréia do Sul. O framework é definido como uma estrutura lógica para organizar e classificar componentes arquitetônicos e seus relacionamentos em nível governamental (NCA, 2009). A Figura 4 apresenta a arquitetura do framework.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">O framework auxilia a gestão do desenvolvimento, implementação e manutenção da Arquitetura Corporativa (AC) em nível governamental alinhado com os requerimentos que preencham a estratégia da arquitetura. A estratégia aborda a transição da organização do ponto atual até o ponto almejado, juntamente com os produtos essenciais para o funcionamento da agência para representar uma visão ampla da perspectiva da corporação.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">O modelo arquitetônico do GEA contém uma versão simplificada do Zachman Framework, contendo os papéis Planner, Owner, Designer, Developer e os campos Data, Function, Organization, Infrastructure. </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><b>1.4 Amsterdã - Holanda</b></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">De acordo com Janssen e Hjort-Madsen (2007), o modelo arquitetônico utilizado por Amsterdã, na Holanda, o National Enterprise Architecture (NEA) é baseado parcialmente em Zachman (1987). A arquitetura inserida no NEA têm seus requisitos direcionados a Europa, Governo Holandês, empresas inseridas no país e aos cidadãos holandeses. É utilizada uma abordagem arquitetônica focada em serviço para o suporte aos requisitos levantados pelos stakeholders. A Figura 5 apresenta a visão do framework. </span></div>
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<b>1.5 CÓDIGOS DE GOVERNANÇA CORPORATIVA</b></div>
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O código de governança corporativa é um guia para vários componentes-chaves da prática efetiva do comitê de arquitetura. Baseia-se nas boas práticas de governança: responsabilidade, transparência, integridade e foco no sucesso sustentável de uma entidade em longo prazo (FRC, 2016).</div>
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O código de governança corporativa da França, o AFEP-MEDEF Corporate Governance Code (AFEP-MEDEF, 2016), foi criado e é mantido pelos chefes executivos de estado e de organizações públicas e consiste em um conjunto de recomendações de boas práticas e de governança para utilização em organizações públicas e privadas.</div>
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Estas recomendações às organizações inseridas na França oferecem a melhora em seu funcionamento, gestão, governança e transparência, assim, facilitando seu crescimento sustentável e respondendo às expectativas dos investidores e da sociedade (AFEP-MEDEF, 2016).</div>
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O código de governança da Alemanha, o German Corporate Governance Code (Kodex) (Regierungskommission, 2017), apresenta regulamentos essenciais para a administração e supervisão de empresas inseridas na Alemanha e contém, sob a forma de recomendações e sugestões, padrões reconhecidos internacional e nacionalmente para uma governança corporativa boa e responsável.</div>
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O objetivo do Kodex é tornar o sistema alemão de governança corporativa transparente e compreensível, a fim de promover a confiança na gestão e supervisão das empresas alemãs e da sociedade.</div>
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<b>2 FRAMEWORK BRASILEIRO</b></div>
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O Framework de Arquitetura Corporativa para Interoperabilidade no Apoio à Governança (FACIN) busca construir uma visão consistente dos modelos de representação de negócios presentes nas organizações governamentais, estabelecendo padrões de interoperabilidade e a AC. O FACIN também apoia a estratégia de governança digital para melhor atendimento à sociedade (cidadãos, governo, organizações e empresas) (FACIN, 2017).</div>
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A Figura 6 representa os domínios nos quais o framework pode ser aplicado, sendo eles Governança, Riscos e Conformidades, Estratégia, Negócios, Aplicações, Dados, Infraestrutura, Segurança, Programas e Projetos, Sociedade, Padrões, Aspectos Legais e Melhores Práticas.</div>
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Os padrões estabelecidos pelo FACIN são adaptados <span style="font-family: "arial" , "helvetica" , sans-serif;">de </span>padrões internacionalmente reconhecidos como o The Open Group Architecture Framework (TOGAF) e o Archimate Modeling Language conforme apresentado na Figura 7.</div>
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Figura 7 – Archimate full framework versus TOGAF – Fonte: The Open Group (2016)</div>
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<b>2.1 CONSIDERAÇÕES FINAIS</b></div>
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Considerando o posicionamento de 101 a 137 das cidades brasileiras na classificação internacional de cidades inteligentes (IESE, 2017), também é um dos objetivos do FACIN promover através desses mecanismos o desenvolvimento sustentável das cidades brasileiras, e como consequência uma melhora no posicionamento das cidades nestas classificações melhorando a qualidade de vida das pessoas.</div>
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<b>REFERÊNCIAS</b></div>
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IESE. CITIES IN MOTION: Index 2017. Instituto da Educação da Empresa. Navarra, Espanha. 2017. Disponível em: <http://citiesinmotion.iese.edu>. Acesso em: 17 nov. 2017.<span class="Apple-tab-span" style="white-space: pre;"> </span></div>
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Federal Enterprise Architecture Reference Model. Obama White House. Washington DC, EUA. 2013. </div>
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MAHMOOD, Zaigham. Developing E-Government Projects: Frameworks and Methodologies. Frameworks and Methodologies. [s.l.]: Advances In Eletronic, Digital Divide And Regional Development, 2013.</div>
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Government-wide Enterprise Architecture In KOREA v1.2 – NCA 2009.</div>
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JANSSEN, M. HJORT-MADSEN, K. Analyzing Enterprise Architecture in National Governments: The cases of Denmark and the Netherlands. IEEE Computer Society Washington. DC, USA, jan 2007.</div>
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ZACHMAN, J.A. A Framework for Information Systems Architecture. IBM Systems Journal, [s.l.], v. 26, n. 3, p.276, jan. 1987.</div>
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FRC. The UK Corporate Governance Code. Financial Reporting Council, Londres - Inglaterra, abr. 2016.</div>
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ICGN. AFEP/MEDEF Code: French Corporate Governance Code of Listed Companies. International Corporate Governance Network, Paris - França, abr. 2018.</div>
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REGIERUNGSKOMMISSION. German Corporate Governance Code. Regierungskommission Deutscher Corporate Governance Kodex, Berlim – Alemanha, fev. 2017. </div>
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FACIN. MODELO DE REFERÊNCIA. Governo Digital Brasileiro. Distrito Federal, BR. 2017.</div>
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The Open Group. The Open Group Architectural Framework. The Open Group. [s.l.], jan. 2005.</div>
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THE OPEN GROUP. A Pocket Guide to the ArchiMate® 3.0 Specification. The Open Group, 2016.<br />
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Sergio Akio Tanakahttp://www.blogger.com/profile/14508118049264030988noreply@blogger.com0tag:blogger.com,1999:blog-469359123646658260.post-34850507146813345472018-05-14T09:30:00.000-03:002018-05-14T10:52:40.173-03:00Desafio de mineração de processos: Concessão de subsídio – parte 3<div class="separator" style="clear: both; text-align: center;">
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Por Tales Costa</div>
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No último <i><a href="https://areasdeintegracao.blogspot.com.br/2018/04/desafio-de-mineracao-de-processos_23.html" target="_blank">post</a></i> passei uma descrição resumida do Log de Eventos que registra a execução do processo de concessão de subsídios a agricultores alemães pelo <i>European Agricultural Guarantee Fund</i> (EAGF), que foi selecionado para o <i>Business Process Intelligence Challenge</i> 2018 (<a href="http://www.win.tue.nl/bpi/doku.php?id=2018:challenge" target="_blank">BPIC 2018</a>). </div>
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O Log de Eventos foi fornecido pela organização “<b>data experts</b>” e contém registros extraídos do “<b>profil c/s</b>”, sistema corporativo usado pelo Ministério da Agricultura alemão, referentes ao processamento das solicitações de subsídio no período de 2015 a 2017. O Log foi fornecido em duas formas distintas:</div>
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a) Um único arquivo contendo todos os eventos registrados no “<b>profil c/s</b>”, totalizando 43.809 solicitações processadas através de 2.514.266 eventos. Sendo que a solicitação mais curta contém apenas 24 eventos, enquanto que a mais longa alcança 2.973 eventos. Ao todo, o Log contém 41 tipos de eventos distintos e uma média de 57 eventos por caso; </div>
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b) Um conjunto de 8 arquivos, cada um contendo apenas os eventos referentes ao processamento de um dos tipos de documentos que são produzidos e editados durante a execução do processo. Os diferentes tipos e documentos são: <i>Control summary, Department control parcels, Entitlement application, Inspection, Parcel Document, Geo Parcel Document, Payment application e Reference alignment</i>. </div>
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Todos os arquivos são fornecidos no formato <a href="http://www.xes-standard.org/">XES</a> (<i>eXtensible Event Stream</i>), que é um padrão adotado pela <a href="http://www.win.tue.nl/ieeetfpm/doku.php?id=start"><i>IEEE Task Force on Process Mining</i></a> e atualmente suportado pela maioria das ferramentas de mineração de processos.</div>
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Como primeiro passo em nossa análise vamos examinar o conteúdo do Log de Eventos utilizando o software livre PROM e o Log de Eventos completo. Para começar, o <a href="http://www.promtools.org/doku.php">PROM </a>nos fornece uma visão resumida do log onde podemos conhecer, por exemplo, a distribuição dos eventos no início e fim das instâncias do processo:</div>
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<li>Eventos de início: os casos do log sempre iniciam com um entre 4 eventos, sendo o principal deles o “mail income”;</li>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5e1_t1yl8HpTyt4Yo4Ku26acwK2XQj_Y7m6ZXY39VtsGQghmoyufV1AEuFihPFWPok3LwnuBWlvT7k3y0eFQ6PjFbNey9NjqiF0Ha1TWPJ-U6Q0r_MRBCNpgZgQ6Cu649WeoLP93K-t8/s1600/Eventos+de+inicio.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="409" data-original-width="668" height="195" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5e1_t1yl8HpTyt4Yo4Ku26acwK2XQj_Y7m6ZXY39VtsGQghmoyufV1AEuFihPFWPok3LwnuBWlvT7k3y0eFQ6PjFbNey9NjqiF0Ha1TWPJ-U6Q0r_MRBCNpgZgQ6Cu649WeoLP93K-t8/s320/Eventos+de+inicio.png" width="320" /></a></div>
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<li>Eventos de fim: os casos do log finalizam com um entre 21 eventos, sendo o principal deles o “finish payment”;</li>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfbeAMHA5zEZ1OUx6IPp3G5ZpCat-g74u-OQHELFHyLo9Coc9pHv6UQa-lcoiJtkzF5H09W_VPGRCHQTFLuqYGL7F26oUA51jqwolrKW940VNuH5HEkDGXgVHAPIprUp0lRIIFSbWhGz4/s1600/Eventos+de+fim.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="826" data-original-width="1600" height="329" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfbeAMHA5zEZ1OUx6IPp3G5ZpCat-g74u-OQHELFHyLo9Coc9pHv6UQa-lcoiJtkzF5H09W_VPGRCHQTFLuqYGL7F26oUA51jqwolrKW940VNuH5HEkDGXgVHAPIprUp0lRIIFSbWhGz4/s640/Eventos+de+fim.png" width="640" /></a></div>
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O PROM oferece também uma visualização do log conhecida como “dot chart”. Consiste em um gráfico onde os eventos são mostrados como pontos em um plano, onde o eixo horizontal representa o tempo e o eixo vertical os casos do processo, como na figura abaixo: </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_2e_PPJJoDXXJhVMVIt5Dcj6jdXUPkXEy2HBonLmpBAMXYm7YvmOzY9dUKetWssbmW1gN8S7oGO85_qq9QcmVU9xjsMI_u9VkEYECkEXMISXET4r49V_QI0P9GokLm-4F4jIqdqOch2Y/s1600/Prom_Dotchart.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="654" data-original-width="1036" height="404" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_2e_PPJJoDXXJhVMVIt5Dcj6jdXUPkXEy2HBonLmpBAMXYm7YvmOzY9dUKetWssbmW1gN8S7oGO85_qq9QcmVU9xjsMI_u9VkEYECkEXMISXET4r49V_QI0P9GokLm-4F4jIqdqOch2Y/s640/Prom_Dotchart.png" width="640" /></a></div>
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As cores dos pontos diferenciam os 41 tipos de eventos registrados no log. Assim, os pontos coloridos ao longo de cada linha horizontal representam a sequência de eventos registrados durante a execução de cada caso, ou instância, do processo. Por questões de legibilidade, apenas alguns poucos casos são identificados no eixo vertical. Dessa figura podemos extrair algumas observações iniciais:</div>
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<li style="text-align: justify;">Existem 3 conjuntos de casos diferenciados pelo ano em que o processamento é iniciado;</li>
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<li>A cada ano, a maioria dos casos inicia durante os meses de abril e maio e termina no mesmo ano;</li>
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<li>Existem muitos casos que ultrapassam o ano de criação, tanto em 2015 quanto 2016. Esses parecem ser os casos associados à Questão 1 apresentada pelos donos do processo sobre resultados indesejáveis que atrasam o processo de concessão do subsídio;</li>
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<li style="text-align: justify;">Existem eventos registrados antes de 2015 (início previsto do Log). Isso pode ser identificado pelo enquadramento do eixo horizontal, mesmo que os eventos correspondentes não sejam visíveis;</li>
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Fazendo um zoom no período de 2015 obtemos o gráfico abaixo: </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjs9iipXFS0Ryx4VjZiLmbcOArFLHD9UHyYfiJlRtLga02ZVesV6sToKfDgXOLoBCy6ZPrR6BAgVtOzwfffxglgep4m5IK-cJcfO8N87ODLllsKO_5aIAnDb0Mnx9BGgt-Oq2hBbpP3WXo/s1600/Prom_Dotchart+2015.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="943" data-original-width="1199" height="502" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjs9iipXFS0Ryx4VjZiLmbcOArFLHD9UHyYfiJlRtLga02ZVesV6sToKfDgXOLoBCy6ZPrR6BAgVtOzwfffxglgep4m5IK-cJcfO8N87ODLllsKO_5aIAnDb0Mnx9BGgt-Oq2hBbpP3WXo/s640/Prom_Dotchart+2015.png" width="640" /></a></div>
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Dessa figura observa-se:</div>
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<li>Como previsto pela tabela de eventos de início, a maioria dos casos inicia com o evento “<i>mail income</i>” (roxo), seguido por uma sequência de eventos “<i>mail valid</i>” (verde);</li>
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<li>Ao longo do ano as colunas de eventos de mesma cor (ex.: <i>initialize, begin edit, finish edit</i>,…) identificam a ocorrência de grande número de eventos do mesmo tipo em um curto intervalo de tempo. Segundo informações recebidas, os documentos podem ser atualizados em função de uma alteração em outro documento e essas atualizações, produzidas por ciclos de eventos “<i>begin edit, calculate, finish edit</i>” podem ocorrer em lotes agendados automaticamente;</li>
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<li>Pela coincidência dos tempos de ocorrência é possível que alguns eventos (ex.: <i>"begin editing", "finish editing"</i>,…), ocorrendo em lotes ou não, devam ser considerados apenas como transições registradas pelo sistema para controlar a atualização documento. Assim, talvez apenas um evento de cada conjunto (ex.:“<i>calculate</i>”) deva ser considerado o registro da atividade que realiza a alteração do documento; </li>
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<li>Na maioria dos casos o processo encerra com o evento “<i>begin payment</i>” em dezembro 2015, seguido eventualmente pelo evento “<i>finish payment</i>” em fevereiro 2016. Assim, os outros processos parecem ser os processos de interesse da Questão 1, cujo processamento se prolonga ao longo de 2016 e 2017 devido a ocorrências indesejáveis, tais como: atrasos no pagamento ou objeções pelo solicitante;</li>
</ul>
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Também podemos utilizar em nossa análise inicial os Logs de Eventos específicos dos documentos. Por exemplo, podemos examinar os fluxos de eventos de cada tipo de documentos para identificar eventos que são artefatos de interesse apenas do sistema corporativo, que trazem pouco valor para a perspectiva de processo que nos interessa e talvez possam ser excluídos do log.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Por exemplo, importamos o log do documento Payment Application no <a href="https://www.celonis.com/">CELONIS </a>e configuramos a visualização do fluxo de eventos para mostrar a mediana do intervalo de tempo entre os eventos (em minutos):</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBOy3LJZB3LKmf-Xs6g3e0BoDBXs35DnHxLcA_FTlNU4OIHablgtdy8ZoJjhpz4QnjeXPVgG9S7hAEcedyTDpXuGKz4W_WRaHH1dANoHCUSJfK2wynSQ2Hx-6qdpxeLAEJpfKP0pkY-Gw/s1600/Payment+application.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1125" data-original-width="938" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBOy3LJZB3LKmf-Xs6g3e0BoDBXs35DnHxLcA_FTlNU4OIHablgtdy8ZoJjhpz4QnjeXPVgG9S7hAEcedyTDpXuGKz4W_WRaHH1dANoHCUSJfK2wynSQ2Hx-6qdpxeLAEJpfKP0pkY-Gw/s640/Payment+application.png" width="532" /></a></div>
<div style="text-align: justify;">
<br />
Verifica-se que em 100% das ocorrências os eventos <i>begin editing, calculate e finish editing</i> são registrados no mesmo instante de tempo. Isso significa que provavelmente esses 3 eventos representam uma mesma atividade e, para efeito de nossa análise, podem ser unificados em um só.<br />
<br />
Importamos também o log do documento <i>Control summary</i> e visualizamos o fluxo de eventos mostrando a mediana do intervalo de tempo entre os eventos (em minutos): </div>
<div style="text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKeg0aMo_SFmiamNEf-1ZPiO-3BXKdG78qpqL8efoi3gCQQTttQTuOB8PofCSnbSs-n9T4kTDlm1e-LSiYRJbS9ZR4oG4deTiHkYGnyzziHvWNPQ-txcy6gbFevMh7_TICwvs3CkkkLz0/s1600/Control+summary.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="744" data-original-width="1433" height="332" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKeg0aMo_SFmiamNEf-1ZPiO-3BXKdG78qpqL8efoi3gCQQTttQTuOB8PofCSnbSs-n9T4kTDlm1e-LSiYRJbS9ZR4oG4deTiHkYGnyzziHvWNPQ-txcy6gbFevMh7_TICwvs3CkkkLz0/s640/Control+summary.png" width="640" /></a><br />
E verifica-se que em 100% das ocorrências os eventos <i>initialize, begin editing, finish editing</i> são registrados no mesmo instante de tempo. Novamente, provavelmente esses 3 eventos representam uma mesma atividade e, para efeito de nossa análise, podem ser unificados em um só.</div>
<div style="text-align: justify;">
Repetindo essa avaliação nos outros logs de documentos, temos os seguintes resultados para eventos que são registrados no mesmo instante de tempo em 100% das ocorrências:</div>
<ul>
<li style="text-align: justify;"><i>Reference alignment</i>: os eventos <i>initialize e performed</i> </li>
<li style="text-align: justify;"><i>Geo parcel document</i>: <i>initialize e begin editing</i> </li>
<li style="text-align: justify;"><i>Parcel document</i>: <i>initialize e begin editing </i></li>
<li style="text-align: justify;"><i>Inspection</i>: <i>initialize e plan </i></li>
</ul>
<div style="text-align: justify;">
Um caso especial no documento <i>Entitlement application</i> é que o evento <i>mail valid</i> é repetido em 100% dos casos com 0 min de intervalo.</div>
<div style="text-align: justify;">
<br />
Resumindo, através de uma análise preliminar dos logs de eventos fornecidos identificamos diversas intervenções que podem ser realizadas no Log de Eventos, seja com objetivo de corrigir erros de registro ou para reduzir o log através da exclusão de eventos redundantes. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Finalmente, talvez seja conveniente dividir o log completo, separando os casos conforme seu ano inicial. Dessa forma podemos reduzir o peso computacional da análise de cada ano e podemos avaliar mais claramente as diferenças de processo em cada ano.</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Veremos no próximo <i>post </i>como realizar essas alterações no Log de Eventos.</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Até lá.<br />
<br /></div>
<br />
<br />Tales Costahttp://www.blogger.com/profile/14942735974803323579noreply@blogger.com0tag:blogger.com,1999:blog-469359123646658260.post-71259402547183799102018-05-07T09:30:00.000-03:002018-05-08T20:44:49.590-03:00Bons identificadores universais (URIs) para a publicação de Dados Abertos (Conectados) – parte 02<div align="right" class="MsoNormal" style="text-align: right;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt; line-height: 115%;">Por Thiago Ávila*<o:p></o:p></span></div>
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<span style="font-family: "times new roman" , serif; font-size: 12pt;"><br /></span>
<span style="font-family: "times new roman" , serif; font-size: 12pt;">Dando continuidade à
nossa série de artigos sobre Dados Abertos (conectados), continuamos
apresentando a quinta melhor prática para a publicação de Dados Abertos
Conectados, aplicando-os no contexto Governamental. Estes artigos têm como
fundamentação a dissertação de mestrado, <i>“</i></span><a href="https://www.researchgate.net/publication/317087042_Uma_Proposta_de_Modelo_de_Processo_para_Publicacao_de_Dados_Abertos_Conectados_Governamentais"><i><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Uma Proposta de Modelo de Processo para Publicação de Dados Abertos
Conectados Governamentais”</span></i><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">[1],</span></a><span style="font-family: "times new roman" , serif; font-size: 12pt;"> onde desenvolvi uma revisão de literatura que identificou 70
recomendações para a publicação de Dados Abertos Conectados Governamentais,
distribuído entre as 10 melhores práticas estabelecidas pelo W3C[6], que estão
sendo exploradas em continuidade a esta série de artigos aqui no blog, </span><a href="http://areasdeintegracao.blogspot.com.br/2017/06/melhores-praticas-para-publicacao-de.html" target="_blank"><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"> sétimo artigo</span></a><span style="font-family: "times new roman" , serif; font-size: 12pt;"><o:p></o:p></span><span style="font-family: "times new roman" , serif;"> </span>dessa série.<br />
<br /></div>
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<span style="font-family: "times new roman" , serif; font-size: 12pt;">Para identificar
recomendações voltadas a implementar a quinta melhor prática, <b>“5.</b> <b>Estabelecer bons identificadores universais (URIs)”,</b> foi
estabelecida a seguinte questão de pesquisa: <i>“</i></span><i><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">O que os processos
de publicação de dados abertos (conectados) recomendam a ser feito para
contemplar a melhor prática de Especificar Bons Identificadores Universais
(URIs)?"<o:p></o:p></span></i></div>
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<br /></div>
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<span style="font-family: "times new roman" , serif; font-size: 12pt;">No <a href="https://areasdeintegracao.blogspot.com/2018/04/bons-identificadores-universais-uris.html" target="_blank">artigo passado</a>, </span><span style="font-family: "times new roman" , serif; font-size: 12pt;">segundo </span><span style="font-family: "times new roman" , serif; font-size: 12pt;">AVILA (2015) [1]</span><span style="font-family: "times new roman" , serif; font-size: 12pt;">, </span><span style="font-family: "times new roman" , serif; font-size: 12pt;">aprendemos que a
oferta de dados abertos (conectados ou não) é provida através de páginas, sítios
ou catálogos Web e por esta natureza, a definição dos endereços/identificadores eletrônicos
(URIs) de acesso aos dados consiste de etapa muito relevante num processo de
publicação, pois será através destes endereços que os dados serão encontrados
pelos usuários. <o:p></o:p></span></div>
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<br /></div>
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<span style="font-family: "times new roman" , serif; font-size: 12pt;">A seguir serão apresentadas outras seis recomendações identificadas nos
processos que poderão auxiliar a incorporação desta BPLD </span><span style="font-family: "times new roman" , serif; font-size: 12pt;"><span style="font-family: "times new roman" , serif; font-size: 12pt;"> (</span><span style="font-family: "times new roman" , serif; font-size: 12pt;"><i>Best Practices for Publishing Linked Data)</i></span> em atividades de
publicação de dados, </span><span style="font-family: "times new roman" , serif; font-size: 12pt;">totalizando onze recomendações para esta boa prática.</span><span style="font-family: "times new roman" , serif; font-size: 12pt;"><o:p></o:p></span></div>
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<br /></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi93gQ7Q2VmVjhFBiSoXEWHu-djbuxuURANVdfBxVdqD4IP62Z6knc289WkMVhJRgK2ePRmtTzerVVgYVcNcVLKDxDhiClmJsqJmWjn0kCfmnMRZ9Fe7TaB4r5cLX62dh6K9GIx-DY-XmTF/s1600/Post17-Fig04.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="553" data-original-width="900" height="245" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi93gQ7Q2VmVjhFBiSoXEWHu-djbuxuURANVdfBxVdqD4IP62Z6knc289WkMVhJRgK2ePRmtTzerVVgYVcNcVLKDxDhiClmJsqJmWjn0kCfmnMRZ9Fe7TaB4r5cLX62dh6K9GIx-DY-XmTF/s400/Post17-Fig04.jpg" width="400" /></a></div>
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<span style="font-family: "times new roman" , serif; font-size: 12pt;"><v:shapetype coordsize="21600,21600" filled="f" id="_x0000_t75" o:preferrelative="t" o:spt="75" path="m@4@5l@4@11@9@11@9@5xe" stroked="f">
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<div style="background: white; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt;">
<span style="font-size: 10pt;">Figura 01 – The
LOD Cloud [8]</span><br />
<br />
<span style="font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">5.6 Utilizar identificadores relacionados a informações
do mundo real<o:p></o:p></span></b></div>
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<span style="font-family: "times new roman" , serif; font-size: 12pt;">Um identificador não deve ser um
valor sem sentido artificialmente gerado para ser armazenado como uma mera chave
primária no banco de dados. Deve ser um valor que será utilizado para
compartilhar informações sobre a entidade no mundo real e pelos sistemas reais.
Por outro lado, devem ser evitados, no estabelecimento de URIs, a geração de
números ou chaves aleatórias, que não apresentem uma lógica de entendimento
para o usuário. <o:p></o:p></span></div>
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<span style="font-family: "times new roman" , serif; font-size: 12pt;">Por exemplo, as organizações
empresariais em um determinado país podem ser identificadas por um número de
identificação exclusiva destas organizações (como o número do Cadastro Nacional
de Pessoas Jurídicas (CNPJ) do Brasil). Este número é usado por diferentes
autoridades públicas e os seus sistemas de informação para identificar esta
entidade, neste caso à organização empresarial (COMSODE, 2014) [2].<o:p></o:p></span></div>
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<b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">5.7 Usar URIs HTTP para que recursos de dados possam
ser encontrados via Web por pessoas e máquinas<o:p></o:p></span></b></div>
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<br /></div>
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<span style="font-family: "times new roman" , serif; font-size: 12pt;">Complementarmente a recomendação
anterior (Utilizar identificadores relacionados a informações do mundo real), as
URIs devem ser estabelecidas mediante uma estrutura lógica, que seja compreensível,
ora por humanos, ora por máquinas com o objetivo que os recursos de dados
possam ser encontrados na Web por ambos os tipos de usuários (HYLAND; WOOD,
2011; WOOD et al., 2013; W3C, 2014) [4, 6, 7]. Por exemplo, URIs que sejam
formados por códigos identificadores numéricos podem ser facilmente entendidas
por máquinas, mas dificilmente serão memorizadas por humanos, devendo ser
utilizadas palavras-chave relacionadas ao mundo real como na recomendação
anterior (HYLAND; WOOD, 2011) [4]. No caso de dados abertos conectados, é necessário
garantir que as URIs de entidades (conjuntos ou recursos de dados) sejam
dereferenciadas. Isso significa que, se um cliente resolve uma URI de uma
entidade, deve receber uma notação <i>RDF</i>
legível por máquina desta entidade, em formatos como o <i>Turtle</i> ou JSON-LD mediante o seguinte detalhamento (COMSODE, 2014)
[2]:<o:p></o:p></span></div>
<ul>
<li><!--[if !supportLists]--><span style="font-family: "times new roman" , serif; font-size: 12pt;"><span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "times new roman" , serif; font-size: 12pt;">No acesso a URI do catálogo, o servidor retorna os metadados sobre o catálogo;<o:p></o:p></span></li>
<li><!--[if !supportLists]--><!--[endif]--><span style="font-family: "times new roman" , serif; font-size: 12pt;"> No acesso a URI de um conjunto de dados, o servidor retorna o registro
do conjunto de dados e os metadados sobre as distribuições (recursos) contidas
no conjunto de dados<span style="font-family: "times new roman" , serif;">;</span><o:p></o:p></span></li>
<li><!--[if !supportLists]--><span style="font-family: "times new roman" , serif; font-size: 12pt;"><span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "times new roman" , serif; font-size: 12pt;"> No acesso a URI de um recurso de dados, o servidor retorna os dados e os
metadados sobre o respectivo recurso.<o:p></o:p></span></li>
</ul>
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</v:imagedata></v:shape></span></b><b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"><o:p></o:p></span></b></div>
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<b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"> </span></b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8MgRJ2O7pgnuWXxU-d2f3bP1VpsjO56QCM32eOFUuaS7cXrAH2niFUXyLrYkzWMLSaRVQSGUOnR2ji4Sx8s_DWfeCtZc_ZWfQiV9w0GNDZKhOaHoqCiHFQ3u1UqI2VcvRR7d2oJOgzIcv/s1600/Post18-Fig02.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="720" data-original-width="960" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8MgRJ2O7pgnuWXxU-d2f3bP1VpsjO56QCM32eOFUuaS7cXrAH2niFUXyLrYkzWMLSaRVQSGUOnR2ji4Sx8s_DWfeCtZc_ZWfQiV9w0GNDZKhOaHoqCiHFQ3u1UqI2VcvRR7d2oJOgzIcv/s400/Post18-Fig02.jpg" width="400" /></a></div>
<div style="background: white; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt;">
<span style="font-size: 10pt;">Figura 02 – Uso
de URIs para identificar objetos do mundo real [9] </span><span style="font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">5.8 Estabelecer URIs neutras</span></b></div>
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<br /></div>
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<span style="font-family: "times new roman" , serif; font-size: 12pt;">Uma URI podem conter
significados, estabelecidos por chaves naturais ou derivadas de sistemas.
Todavia, deve-se ter o entendimento de que ao se estabelecer uma URI, ela deve
existir para sempre, e por esta razão, não devem ser incluídos elementos pas</span><span style="font-family: "times new roman" , serif; font-size: 12pt;"><a href="https://www.blogger.com/null" kind="click">de negócio</a>, <a href="https://www.blogger.com/null" kind="click">segurança</a>, <a href="https://www.blogger.com/null" kind="click">serviços eletrônicos ou digitais</a>, <a href="https://www.blogger.com/null" kind="click">sistema de valores</a>, <a href="https://www.blogger.com/null" kind="click">SOA</a>, <a href="https://www.blogger.com/null" kind="click">sociedade</a>, <a href="https://www.blogger.com/null" kind="click">TI (Tecnologia da Informação)</a>, <a href="https://www.blogger.com/null" kind="click">TOGAF</a>, <a href="https://www.blogger.com/null" kind="click">Transparência</a>, <a href="https://www.blogger.com/null" kind="click">W3C</a>, <a href="https://www.blogger.com/null" kind="click">Web dos Dados</a>, <a href="https://www.blogger.com/null" kind="click">Web Semântica</a>, <a href="https://www.blogger.com/null" kind="click">XBRL</a>síveis
de mudança futura, como números de versão ou siglas de tecnologias (Ex: Se uma
URI de uma página desenvolvida na tecnologia ASP termina com .asp, se a
tecnologia mudar para PHP é possível que a URI passe a terminar com .php). Além
disso, URIs neutras também contribuem para a segurança do domínio e dos dados
publicados, por não expor detalhes que possam comprometer a disponibilidade do sítio
(W3C, 2014) [6].<o:p></o:p></span></div>
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<b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">5.9 Utilizar datas em URIs com moderação<o:p></o:p></span></b></div>
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<br /></div>
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<span style="font-family: "times new roman" , serif; font-size: 12pt;">Datas devem ser
utilizadas com moderação: O uso de datas em URIs deve ser utilizado apenas para
casos onde os dados mudam ao longo do tempo e se faz necessário guardar e
disponibilizar o seu histórico. Tal utilização é comum para publicação de dados
estatísticos, regulamentos, especificações, dentre outros documentos que tenham
atualização periódica (mensal, trimestral, anual). O uso de datas deve ser
utilizado apenas quando for realmente necessário, tendo uma justificativa plausível
para seu uso (W3C, 2014) [6].<o:p></o:p></span></div>
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<b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">5.10 Utilizar <i>hashs</i>
(#) em URIs cautelosamente<o:p></o:p></span></b></div>
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<span style="font-family: "times new roman" , serif; font-size: 12pt;">Uma recomendação específica
consiste no uso de <i>hashs</i> (#) em URIs
pois, apesar de serem muito utilizados na Web para mapeamento de elementos de conteúdo,
as <i>hashs</i>(#) não são enviadas para o
servidor, ficando limitadas ao lado cliente. Desta maneira, a adoção de <i>hashs</i> não garante que o conteúdo
identificado pela <i>hash</i> será
devidamente processado por máquinas, podendo limitar a sua interpretação apenas
para humanos (HYLAND; WOOD, 2011) [4]. Villazón-Terrazas et al. (2011) [5]
sugere a utilização de barras (<i>slash</i>s)
sempre que possível em substituições ao <i>hash</i>.<o:p></o:p></span></div>
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<b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">5.11 URIs das entidades (conjuntos de dados ou
recursos) sejam diferentes das URIs das páginas que apresentam estes recursos
para a leitura feita por humanos<o:p></o:p></span></b></div>
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<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Foi extraída a recomendação
que haja uma diferenciação entre as URIs com conteúdos acessíveis por humanos e
por máquinas. </span><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Exemplificando: A URI (ou URL) de uma página que descreve um
conjunto de dados (contendo seu título, descrição, fonte) é diferente da URI do
conjunto de dados em si (o arquivo que contém os dados). </span><br />
<span style="font-family: "times new roman" , serif; font-size: 12pt;">O processo COMSODE
(COMSODE, 2014) [2] apresenta ainda uma estrutura padronizada para
estabelecimento de URIs para catálogos e respectivos dados e ainda recomenda
que cada órgão publicador tenha seu próprio catálogo armazenando seus dados,
pois desta maneira, terá maior controle sobre a defin</span><span style="font-family: "times new roman" , serif; font-size: 12pt;"><span style="font-family: "times new roman" , serif; font-size: 12pt;">c</span>ição de URIs adequadas,
conforme as práticas apresentadas. É ressaltado ainda que para a publicação de
dados de 1-3 estrelas, as convenções para estabelecimento de URIs são desejáveis.
Entretanto, para publicação de dados 4 ou 5 estrelas, tais condições são obrigatórias.
Ademais, uma URI sempre deve retornar informação útil e quando se tratar de
dados abertos conectados, este retorno deverá ser utilizando os padrões <i>RDF</i> ou <i>SPARQL</i> (WOOD et al., 2013) [6]<span style="font-family: "times new roman" , serif;">.</span> </span><br />
<br />
<span style="font-family: "times new roman" , serif; font-size: 12pt;">Daremos continuidade na apresentação de recomendações para a publicação
de Dados Abertos Conectados nos próximos artigos desta série, abordando os
vocabulários para a publicação de dado<span style="font-family: "times new roman" , serif;">s.</span> </span><br />
<br />
<span style="font-family: "times new roman" , serif; font-size: 12pt;">Até a próxima!!!<o:p></o:p></span></div>
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<span style="font-family: "times new roman" , serif; font-size: 12pt;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">* Este artigo foi
desenvolvido a partir da pesquisa de Mestrado “Uma Proposta de Modelo de
Processo para Publicação de Dados Abertos Conectados Governamentais”, de
autoria de Thiago José Tavares Ávila, no âmbito do Programa de Pós-Graduação em
Modelagem Computacional do Conhecimento</span><span style="font-family: "times new roman" , serif; font-size: 12pt;">, do Instituto de Computação da
Universidade Federal de Alagoas (UFAL).<o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "times new roman" , serif; font-size: 12pt;"><b>Referências:</b><o:p></o:p></span></div>
<div class="Default" style="text-align: justify;">
<span style="background: white; font-family: "times new roman" , serif;"><br /></span></div>
<div class="Default" style="text-align: left;">
<span style="background: white; font-family: "times new roman" , serif;">[1]
</span><span style="font-family: "times new roman" , serif; mso-fareast-font-family: "Times New Roman";">ÁVILA, T. J. T. Uma proposta de modelo de processo para
publicação de dados abertos conectados governamentais. 223 p. Dissertação
(Mestrado) — Instituto de Computação, Universidade Federal de Alagoas, Maceió,
Alagoas, Brasil, 2015. Dissertação de Mestrado em Modelagem Computacional do
Conhecimento.<o:p></o:p></span></div>
<div class="Default" style="text-align: left;">
<span style="background: white; font-family: "times new roman" , serif;">[2]
COMSODE. <i>Methodology for publishing
datasets as open data</i> - COMSODE. [S.l.], 2014.1-31 p. Disponível em:
<http://www.comsode.eu/index.php/deliverables/>.<o:p></o:p></span></div>
<div class="Default" style="text-align: left;">
<span style="font-family: "times new roman" , serif; mso-fareast-font-family: "Times New Roman";">[3] GALIOTOU, E.; FRAGKOU, P. <i>Applying linked data technologies to greek
open government data: a case study</i>. Procedia - Social and Behavioral
Sciences, v. 73, p. 479–486, 2013. ISSN 18770428. <o:p></o:p></span></div>
<div class="Default" style="text-align: left;">
<span style="font-family: "times new roman" , serif; mso-fareast-font-family: "Times New Roman";">[4] HYLAND, B.; WOOD, D. <i>The Joy of Data - A Cookbook for Publishing
Linked Government Data on the Web</i>. In: . Linking Government Data. [S.l.:
s.n.], 2011. p. 3-25.<o:p></o:p></span></div>
<div class="Default" style="text-align: left;">
<span style="background: white; font-family: "times new roman" , serif;">[5]
VILLAZÓN-TERRAZAS, B. et al. <i>Methodological
guidelines for publishing government linked data</i>. Linking Government Data,
p. 27-49, 2011.<o:p></o:p></span></div>
<div class="Default" style="text-align: left;">
<span style="background: white; font-family: "times new roman" , serif;">[6]
W3C. <i>Best Practices for Publishing Linked
Data</i>. 2014. Acessado em 02/05/2017. Disponível em:
<http://www.w3.org/TR/ld-bp/>.<o:p></o:p></span></div>
<div style="text-align: left;">
<span style="font-family: "times new roman" , serif; text-align: justify;">[7] WOOD, D. et al. </span><i style="font-family: "times new roman", serif; text-align: justify;">Linked data: structured data on the Web.
[S.l.]: Manning Publications</i><span style="font-family: "times new roman" , serif; text-align: justify;">, 2013. 336 p<span style="font-family: "times new roman" , serif;">. </span>ISBN 9781617290398.</span></div>
<div style="text-align: left;">
<span style="font-size: small;"><span style="font-family: "times" , "times new roman" , serif;"><span style="text-align: justify;">[8] </span><span style="text-align: justify;"><span style="font-size: 10pt;">Disponível em: http://www.cosasbuenas.es/img/lodlicensesoeg900.jpg.
Acesso em 02/01/2018.</span></span></span></span></div>
<div style="text-align: left;">
<span style="font-size: small;"><span style="font-family: "times" , "times new roman" , serif;"><span style="text-align: justify;"><span style="font-size: 10pt;">[9] </span></span><span style="text-align: justify;"><span style="font-size: 10pt;"><span style="font-size: 10pt;">Disponível em: </span><a href="http://images.slideplayer.com/37/10701387/slides/slide_10.jpg"><span style="font-size: 10.0pt;">http://images.slideplayer.com/37/10701387/slides/slide_10.jpg</span></a><span style="font-size: 10pt;">. Acesso em 02/01/2018.</span></span></span></span></span></div>
Thiago Ávilahttp://www.blogger.com/profile/00623897815514700861noreply@blogger.com0tag:blogger.com,1999:blog-469359123646658260.post-89530035096600557092018-05-04T09:30:00.000-03:002018-05-16T14:22:44.653-03:00Manifesto da Agilidade de Negócio - Parte 1<div style="text-align: right;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"></span></div>
<div style="text-align: right;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Por Antonio Plais</span></div>
<div style="text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Na nossa <a href="http://areasdeintegracao.blogspot.com.br/2018/04/agilidade-do-negocio-vs-agilidade-no.html">postagem anterior</a> falamos sobre a necessidade de agilidade das empresas no cenário de negócios atual, e sobre como a simples implementação de métodos ágeis no desenvolvimento de software não é suficiente para tornar a organização ágil e entregar o valor esperado pelas partes interessadas. Apresentamos o <a href="https://busagilitymanifesto.org/">Manifesto da Agilidade de Negócio</a>, de autoria de John Zachman, Roger Burlton e Ronald G.Ross, e introduzimos os dez Imperativos que dão sustentação aos Princípios do Manifesto<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">. </span></span><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"> </span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Nesta postagem, começaremos a apresentar com mais detalhes os Imperativos da Gestão. Os Imperativos explicitam os motivadores e as razões para a adoção dos Princípios da Agilidade, que por sua vez possibilitam à organização alcançar a Agilidade de Negócio. Notem que os Princípios decorrentes destes Imperativos não precisam ser adotados de uma vez, nem em sua totalidade, para que a organização possa colher os frutos da sua aplicação. A ideia central do Manifesto é que a sua própria adoção seja encarada como um processo contínuo e duradouro, e não como um projeto “bala de prata”, que pretenda resolver todos os problemas da organização em um passe de mágica.</span></div>
<h2>
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Imperativo I: Facilitar a Mudança do Negócio</span></h2>
<div style="text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"></span>
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">As empresas, de todos os setores e ramos de atividade, precisam se organizar de forma que as mudanças para o negócio sejam feitas em tempo mínimo, com custo mínimo, mínima perturbação e com mínimo risco de falha ("Mudança" inclui mudança no mercado, mudança regulatória, mudança tecnológica, mudança no mercado de trabalho, mudança de estratégia etc.).</span><br />
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">É necessário que as organizações desenvolvam um desenho de negócio projetado para a flexibilidade, de forma a apoiar a mudança dos negócios que estiverem em curso baseando-se na separação das preocupações e aspectos da organização em variáveis independentes (ou seja: a capacidade de alterar um componente de negócio isolado, único, sem consequências ou impactos não intencionais sobre outros componentes relacionados). </span><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">O objetivo é proporcionar implementações rápidas baseadas em componentes concebidos propositadamente para serem reutilizados em diversas implementações, minimizando assim os custos de desenvolvimento e o tempo necessário para a implementação, e reduzindo o retrabalho causado por deficiências e defeitos.</span></div>
<div style="text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"></span>
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Para isto, o Manifesto considera que é necessário que a organização tenha acesso e capacidade de análise de uma Base de Conhecimento de Negócio para prever e mitigar os impactos das mudanças propostas. Esta Base de Conhecimento será detalhada mais à frente, mas podemos esclarecer de antemão que não estamos falando de qualquer solução tecnológica específica, mas algo muito mais amplo e abrangente, uma verdadeira fonte única da verdade sobre as motivações, direcionamentos, estrutura e forma de funcionamento da organização, abrangendo suas várias perspectivas, tais como: pessoas, processos, tecnologias, ativos, organização, estratégias, e assim por diante.</span></div>
<h2>
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Imperativo II. Criar Valor – <span style="font-weight: normal;">Valor para Clientes, Acionistas, Comunidade, Posteridade etc.</span></span></h2>
<div style="text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">As organizações precisam desenvolver estratégias empregando a análise do ecossistema de negócio (incluindo a análise competitiva) para criar valor, especialmente para os clientes, mas também considerando os acionistas, a comunidade, os funcionários, a posteridade etc. As incertezas e mudanças constantes no mercado e nas condições de negócio não são justificativas para a falta de acompanhamento e avaliação das condições do ecossistema empresarial, bem como para a falta de planejamento e direcionamento estratégico. Pelo contrário, o desenvolvimento de estratégias empresariais que levem em consideração as condições fluidas do mercado é condição essencial para a prontidão para a mudança quando a necessidade para isso se apresentar.</span></div>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">As organizações devem objetivar a criação de uma capacidade de produção baseada em montagem sob demanda, a partir de um catálogo, para criar rapidamente produtos e serviços personalizados em resposta às demandas do mercado. A ideia é que o reuso e a configuração flexível de produtos e serviços seja a capacidade principal que torna a empresa capaz de buscar rapidamente as oportunidades de mercado e atender às novas demandas que seus clientes apresentam.</span></div>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Esta agilidade na configuração de produtos e serviços é viabilizada pelo acesso e análise de uma Base de Conhecimento de Negócio para pesquisa e inovação em políticas de negócios, inventários, processos, redes de distribuição, responsabilidades e ciclos de tempo, sempre mantendo em mente as partes interessadas do ecossistema do negócio, bem como as internas ao próprio negócio. Rapidez no acesso à informação é condição primordial para a agilidade na reconfiguração da organização em atendimento às mudanças do ambiente de negócio.</span><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"></span></div>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Como pode ser visto, estes primeiros Imperativos tratam da constatação e aceitação de que a mudança contínua dos negócios é uma realidade inescapável para as organizações no mundo atual, e de que para sobreviver e prosperar as organizações precisam estabelecer uma capacidade de mudança perpétua como imperativo de negócio fundamental. </span></div>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Adicionalmente, a organização precisa estar em constante alinhamento com as suas partes interessadas, não apenas considerando os seus acionistas e controladores, mas também seus clientes e o seu ambiente externo. Uma organização com agilidade de negócio se reconfigura rapidamente porque seus produtos e serviços foram pensados, desde o início, com a flexibilidade e a possibilidade de reconfiguração em mente. Agilidade é algo que se constrói desde a concepção da oferta de valor da organização, e não algo que se persegue depois que um produto ou serviço (inflexível) foi criado e colocado no mercado.</span></div>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Na próxima postagem, falaremos sobre mais dois Imperativos: Estratégia de Negócio e Segurança. Fiquem ligados...</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-469359123646658260.post-75809297963656905242018-05-03T09:30:00.000-03:002018-05-03T10:21:12.604-03:00As nove Visões do FACIN – Parte 8 – Segurança<div class="separator" style="clear: both; text-align: center;">
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<span style="text-align: right;">Por Alexandre Coutinho</span></div>
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Olá!</div>
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No <a href="https://areasdeintegracao.blogspot.com/2018/04/as-nove-visoes-do-facin-parte-7.html" target="_blank">artigo anterior</a> abordamos a Visão de Infraestrutura do Framework de Arquitetura Corporativa para Interoperabilidade no Apoio à Governança (FACIN). Neste 8º artigo da série apresentaremos a Visão de Segurança.<br />
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A informação pode assumir diversas formas: escrita em uma folha, impressa em um papel, exibida em uma tela, armazenada eletronicamente, transmitida pela rede, via correio ou por outros meios eletrônicos, exibida em imagens ou falada em conversas. Independentemente da forma, a informação deve ser protegida adequadamente para minimizar os riscos e suas consequências. </div>
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Segurança é o estado em que se está livre de perigos e incertezas. Nas instituições governamentais, a segurança está relacionada a proteger tudo aquilo que possui valor para o órgão ou entidade da Administração Pública, ou seja, as capacidades da organização ou ativos de informação e a sua imagem. </div>
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A Segurança da Informação (SI) é definida pelo Gabinete de Segurança Institucional da Presidência da República (GSI/PR) como um conjunto de ações que objetivam viabilizar e assegurar a disponibilidade, a integridade, a confidencialidade e a autenticidade das informações. </div>
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A Continuidade de Negócios (CN) é definida como a capacidade da organização de continuar a entrega de produtos ou serviços em um nível aceitável previamente definido, após incidentes de interrupção. A Gestão da Continuidade de Negócios (GCN) tem como objetivo assegurar que os processos e serviços de missão crítica possam ser mantidos após uma falha ou interrupção significativa na operação normal, antes que as perdas se tornem inaceitáveis, por meio da combinação de ações de prevenção e de recuperação, o que também é reforçado com o uso adequado de uma Arquitetura Corporativa. </div>
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A segurança da informação e a continuidade de negócios podem ser alcançadas por meio de um conjunto de controles ou medidas que abranjam políticas, estratégias, normas, procedimentos, planos, estruturas organizacionais e funções de software e hardware. Enquanto a segurança da informação visa à proteção dos ativos (capacidades da organização), a continuidade de negócios visa à sustentabilidade desses ativos. </div>
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O estabelecimento da Visão de Segurança do FACIN provê uma visão unificada e organizacional sobre os aspectos relacionados à SI/CN, fortalecendo a arquitetura de segurança da organização, uma vez que atua como elemento para se definir, dimensionar e organizar os dispositivos tecnológicos (hardware e software) de acordo com as necessidades de negócio. As capacidades da organização, ou ativos da informação, podem ser caracterizados em: </div>
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<li style="text-align: justify;">Informação: alimenta as atividades produtivas ou processos de negócio. Também é produzida como resultado das atividades produtivas ou processos de negócio; </li>
<li style="text-align: justify;">Tecnologia: automatiza e suporta as atividades produtivas ou processos de negócio; </li>
<li style="text-align: justify;">Instalações: ambiente físico onde as atividades produtivas ou processos de negócio são executados; </li>
<li style="text-align: justify;">Pessoas: operam e monitoram as atividades produtivas ou processos de negócio. </li>
</ul>
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Os conceitos que compõem a Visão de Segurança, bem como seus relacionamentos são apresentados na Figura 1 e, logo a seguir, são rapidamente descritos.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglQpn0OK0nPgaL5CE5UnxKmxbc5odHu3QCHUig5SaecwW_w256-JZgEZGP9CTI9prJqhdw7cbQihb0UoEfihaP7-wOeHZ1Uv27v5z6RrjLId8tvxEgdczFKhOfW4g9E-TQeTsVh_DcQKI/s1600/Conceitos+Seguran%25C3%25A7a.png"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglQpn0OK0nPgaL5CE5UnxKmxbc5odHu3QCHUig5SaecwW_w256-JZgEZGP9CTI9prJqhdw7cbQihb0UoEfihaP7-wOeHZ1Uv27v5z6RrjLId8tvxEgdczFKhOfW4g9E-TQeTsVh_DcQKI/s640/Conceitos+Seguran%25C3%25A7a.png" /></a><br />
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<i>Figura 1 – Conceitos envolvidos com a Visão de Segurança</i></div>
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<li style="text-align: justify;"><b>Agente de ameaça</b>: Qualquer coisa - por exemplo, um objeto, substância, indivíduo ou grupo - que seja capaz de explorar uma vulnerabilidade e agir contra um ativo de maneira que possa resultar em dano;</li>
<li style="text-align: justify;"><b>Evento de ameaça</b>: Evento com potencial para impactar negativamente um ativo. Se refere à expectativa de um acontecimento acidental ou proposital, causada por um agente de ameaça, que pode afetar um ativo de informação;</li>
<li style="text-align: justify;"><b>Evento de perda</b>: Um evento de perda é qualquer circunstância que cause perda ou danos a um ativo;</li>
<li style="text-align: justify;"><b>Vulnerabilidade</b>: Também chamada de falha, caracteriza a fraqueza de um ativo, a fragilidade que poderia ser explorada por uma ameaça para concretizar um evento de ameaça. Pode ser mensurada como a probabilidade de um ativo ser incapaz de resistir às ações de um Agente de Ameaça;</li>
<li style="text-align: justify;"><b>Ativo</b>: Qualquer coisa tangível ou intangível que seja capaz de ser utilizada ou controlada para produzir valor. Qualquer dado, dispositivo ou outro componente do ambiente que suporte atividades relacionadas à informação, contemplando as capacidades da organização. Os “ativos” podem ser referenciados como “Recursos” nas demais Visões do FACIN;</li>
<li style="text-align: justify;"><b>Domínio de Segurança / Risco</b>: É composto por entidades que partilham uma ou mais características relevantes para a gestão de riscos ou segurança. Um domínio de risco é também um contexto ou conjunto de condições que afeta um nível de exposição ao risco;</li>
<li style="text-align: justify;"><b>Direcionador de Segurança / Risco</b>: É a combinação de configurações que afetam a segurança ou risco de um ambiente. Direciona para as necessidades de segurança/risco dos ativos da organização;</li>
<li style="text-align: justify;"><b>Objetivo de Controle de Segurança / Risco</b>: Descreve o que a organização pretende alcançar quando realiza um processo ou, em mais alto nível uma condição influenciada por um direcionador;</li>
<li style="text-align: justify;"><b>Requisito de Segurança</b>: Uma necessidade formalizada e cumprida por meio de um controle para enfrentar uma ameaça identificada. Após identificar os riscos, os níveis de proteção e determinar as decorrências que os riscos podem causar, deve-se definir os Requisitos de Segurança para reduzir tais riscos;</li>
<li style="text-align: justify;"><b>Medida de Controle</b>: Trata da implantação de um conjunto de serviços de segurança, uma ação, dispositivo, procedimento ou técnica que reduza uma ameaça, uma vulnerabilidade ou um ataque eliminando-o ou prevenindo-o, minimizando o dano que pode causar, ou descobrindo e relatando-o para que uma ação corretiva possa ser tomada;</li>
<li style="text-align: justify;"><b>Princípio de Segurança</b>: Os Princípios da Segurança norteiam todas as práticas para se evitar a perda de dados, antes, durante e depois de sua transmissão. Representam os principais atributos que orientam a análise, o planejamento e a implementação da segurança para um determinado grupo de ativos;</li>
<li style="text-align: justify;"><b>Indicador</b>: Representa um conjunto de parâmetros que permite acompanhar a evolução de um Ponto de Controle. Cada indicador permite identificar, mensurar e comunicar, de forma simples, a evolução de determinado aspecto da intervenção proposta pelo Ponto de Controle;</li>
<li style="text-align: justify;"><b>Meta</b>: Descreve a medida de alcance do Ponto de Controle, podendo ser de natureza qualitativa ou quantitativa. </li>
</ul>
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Para uma adequada gestão dos elementos de segurança disponíveis ou a serem disponibilizados em cada organização governamental, é necessário que a Visão de Segurança esteja totalmente alinhada às demais visões definidas na arquitetura corporativa da organização ou mesmo na de outros órgãos. A figura 2 mostra os principais fluxos de requisitos que são consumidos e gerados pela Visão de Segurança.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxQaaINSG3SV2rbE-Th5fhG6dorI1KLPgFitUkgSyyUsdWHE5X5XYq6EWQ5msz6LIEeTgap9lyrR45maSJSINfcF0UUQNHOr2ohCUGj59KWoGt-RQCm00a22MvzhHf7rLBvV9Lxc14jUQ/s1600/Seguranca+Relacao+com+demais+visoes.png"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxQaaINSG3SV2rbE-Th5fhG6dorI1KLPgFitUkgSyyUsdWHE5X5XYq6EWQ5msz6LIEeTgap9lyrR45maSJSINfcF0UUQNHOr2ohCUGj59KWoGt-RQCm00a22MvzhHf7rLBvV9Lxc14jUQ/s640/Seguranca+Relacao+com+demais+visoes.png" /></a><br />
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<i>Figura 2 – Interfaces da Visão de Segurança com as demais visões</i></div>
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A figura não mostra todas as relações permitidas: cada elemento pode ter relações de composição, agregação e especialização com elementos do mesmo tipo. Além disso, há relações indiretas que podem ser derivadas.</div>
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Para operacionalizar e gerir a Visão de Segurança são sugeridos os seguintes papéis no Modelo de Referência do FACIN:</div>
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<li style="text-align: justify;"><b>Alta Administração/Direção da Organização Governamental</b>: Responsável pela governança da organização, incluindo a governança de segurança e de continuidade do negócio;</li>
<li style="text-align: justify;"><b>Alta Gestão da Organização Governamental</b>: Responsável por definir os objetivos e serviços aplicáveis ao seu contexto, com base nas metas de segurança estabelecidas dentro do planejamento do Governo como um todo e do papel exercido por sua organização em particular;</li>
<li style="text-align: justify;"><b>Gestores Intermediários da Organização Governamental</b>: Responsáveis por definir e acompanhar o cumprimento de metas específicas definidas dentro da Visão da Segurança da Informação da Informação de sua organização;</li>
<li style="text-align: justify;"><b>Comitê de SI/CN</b>: Delibera sobre os assuntos de segurança da informação e continuidade de negócios, entre outros. Apoia a organização, por meio de seus representantes, na implementação da segurança da organização;</li>
<li style="text-align: justify;"><b>Escritório de Segurança<i> (CISO – Chief Information Security Office)</i></b>: Responsável pela coordenação geral da segurança de informação de uma organização;</li>
<li style="text-align: justify;"><b>Grupos Internos de SI/CN</b>: Grupos formais ou informais internos que tratem de assuntos diretamente ligados à SI ou à CN. Podem estar associados a um segmento, a uma área, ferramenta ou a um tema de estudo. Exemplo de grupos: agentes de segurança; resposta à ataques; governança de gestão de identidade e acesso; gestão de riscos; segurança no desenvolvimento; segurança física; forense computacional, entre outros;</li>
<li style="text-align: justify;"><b>Grupos Externos de SI/CN</b>: Grupos formais ou informais externos que tratem de assuntos diretamente ligados à SI ou à CN com participação ou interação com a organização. Por exemplo: Grupos e Subgrupos de Trabalho da ePing, etc.</li>
</ul>
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A figura 3 apresenta o modelo de relacionamento entre os principais papéis.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEVeZu6RetWNivIByxGgyNs7yPudgYVozboszxPUV5hyiKyZXqTam3L869dlWmqhZndC6eQkGf1DME1XZXF-4QRa13i-8Ipp7zXKUKPrE8Ggh4w0Qx12WaxaqotxyhP-njuXBiv_-NdYE/s1600/Seguranca+Modelo+de+Relacionamento+entre+principais+papeis.png"><img border="0" height="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEVeZu6RetWNivIByxGgyNs7yPudgYVozboszxPUV5hyiKyZXqTam3L869dlWmqhZndC6eQkGf1DME1XZXF-4QRa13i-8Ipp7zXKUKPrE8Ggh4w0Qx12WaxaqotxyhP-njuXBiv_-NdYE/s400/Seguranca+Modelo+de+Relacionamento+entre+principais+papeis.png" width="400" /></a></div>
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<i>Figura 3 - Modelo de Relacionamento entre principais papéis</i></div>
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Os seguintes documentos devem ser observados no suporte às estratégias, políticas e práticas de design, implantação e operação de segurança e continuidade do negócio:</div>
<ul>
<li style="text-align: justify;">Normas Complementares do Departamento de Segurança da Informação e Comunicações do Gabinete de Segurança Institucional da PR – DSIC (<a href="http://dsic.planalto.gov.br/legislacaodsic/53">http://dsic.planalto.gov.br/legislacaodsic/53</a>);</li>
<li style="text-align: justify;">Estratégia de Segurança da Informação e Comunicações e de Segurança Cibernética da Administração Pública Federal – 2015-2018 – Versão 1.0 (<a href="http://dsic.planalto.gov.br/documentos/publicacoes/4_Estrategia_de_SIC.pdf">http://dsic.planalto.gov.br/documentos/publicacoes/4_Estrategia_de_SIC.pdf</a>); </li>
<li style="text-align: justify;">Arcabouço normativo de Segurança a informação e Comunicações (SIC) – PR/DSIC (dsic.planalto.gov.br/legislacaodsic );</li>
<li style="text-align: justify;">Governo Eletrônico – Segurança da Informação (<a href="http://www.governoeletronico.gov.br/eixos-de-atuacao/governo/sistema-de-administracao-dos-recursos-de-tecnologia-da-informacao-sisp/seguranca-da-informacao">http://www.governoeletronico.gov.br/eixos-de-atuacao/governo/sistema-de-administracao-dos-recursos-de-tecnologia-da-informacao-sisp/seguranca-da-informacao</a>); </li>
<li style="text-align: justify;">Documentos relacionados ao Núcleo de Segurança da Informação e Comunicações – NSIC (http://www.governoeletronico.gov.br/eixos-de-atuacao/governo/sistema-de-administracao-dos-recursos-de-tecnologia-da-informacao-sisp/seguranca-da-informacao/nucleo-de-seguranca-da-informacao-e-comunicacoes-nsic );</li>
<li style="text-align: justify;">Guia de PDTIC do SISP (www.sisp.gov.br/guiapctid/wiki/Documento );</li>
<li style="text-align: justify;">ABNT NBR ISO/IEC 27001:2013 Tecnologia da informação — Técnicas de segurança — Sistemas de gestão da segurança da informação — Requisitos (<a href="http://www.abntcatalogo.com.br/norma.aspx?ID=306580">http://www.abntcatalogo.com.br/norma.aspx?ID=306580</a>);</li>
<li style="text-align: justify;">ABNT NBR ISO/IEC 27014:2013 Governança de segurança da informação (http://www.abntcatalogo.com.br/norma.aspx?ID=258704) ;</li>
<li style="text-align: justify;">ABNT NBR ISO/IEC 22301:2013 Sistema de gestão de continuidade de negócios – Requisitos (<a href="http://www.abntcatalogo.com.br/norma.aspx?ID=257946">http://www.abntcatalogo.com.br/norma.aspx?ID=257946</a>);</li>
<li style="text-align: justify;">ABNT NBR ISO 31000:2009 Gestão de riscos - Princípios e diretrizes (http://www.abntcatalogo.com.br/norma.aspx?ID=57311) ; </li>
<li style="text-align: justify;">ABNT NBR ISO/IEC 27002:2013 Tecnologia da informação — Técnicas de segurança — Código de prática para controles de segurança da informação (<a href="http://www.abntcatalogo.com.br/norma.aspx?ID=306582">http://www.abntcatalogo.com.br/norma.aspx?ID=306582</a>); </li>
<li style="text-align: justify;">ABNT NBR ISO/IEC 27005:2011 Gestão de Riscos em Segurança da Informação ; </li>
<li style="text-align: justify;">ISO/IEC 27009:2016 Information technology -- Security techniques -- Sector-specific application of ISO/IEC 27001 – Requirements (<a href="http://www.iso.org/iso/home/store/catalogue_tc/catalogue_detail.htm?csnumber=42508">http://www.iso.org/iso/home/store/catalogue_tc/catalogue_detail.htm?csnumber=42508</a>); </li>
<li style="text-align: justify;">OASIS Transformational Government Framework (https://www.oasis-open.org/committees/tc_home.php?wg_abbrev=tgf) ; </li>
<li style="text-align: justify;">ISO/IEC 38500 Information Technology - Governance of IT - for the Organization (<a href="http://www.iso.org/iso/home/store/catalogue_tc/catalogue_detail.htm?csnumber=62816">http://www.iso.org/iso/home/store/catalogue_tc/catalogue_detail.htm?csnumber=62816</a>).</li>
</ul>
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É importante ainda atentar para os seguintes aspectos legais, relacionados à segurança na administração pública:</div>
<ul>
<li style="text-align: justify;">Decreto 3.505/2000 – Política de Segurança da Informação nos órgãos e entidades da APF;</li>
<li style="text-align: justify;">Decreto 8.135/2013 – Comunicações de dados da APF direta, autárquica e fundacional.</li>
</ul>
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Neste artigo apresentamos, de forma resumida, aspectos relacionados à Visão de Segurança do FACIN. Você encontrará descrições mais detalhadas nos documentos que compõem o Framework, publicados <a href="https://www.governodigital.gov.br/eixos-de-atuacao/governo/interoperabilidade/governanca-e-interoperabilidade/documentos">neste link</a>. No próximo artigo vamos apresentar a Visão de Programas e Projetos do FACIN.</div>
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Ajude-nos a manter o FACIN atualizado. Deixe aqui as suas observações!</div>
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Até a próxima!</div>
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Anonymoushttp://www.blogger.com/profile/00123800709097884754noreply@blogger.com0tag:blogger.com,1999:blog-469359123646658260.post-49441731571956679522018-04-26T09:30:00.000-03:002018-04-26T10:15:38.622-03:00O Papel do Analista de Negócios no Poder Público<div style="text-align: justify;">
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Por Marcelo Neves</div>
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Neste artigo irei descrever em mais detalhes o importante trabalho que o analista de negócios realiza em seu dia a dia e suas contribuições para a organização. Em especial, destacarei o valor deste profissional no contexto de organizações públicas e afins.</div>
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Portanto, este artigo discorrerá sobre os dois seguintes tópicos:</div>
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<ul>
<li style="text-align: justify;">Quem é o analista de negócios</li>
</ul>
<ul>
<li style="text-align: justify;">O que faz um analista de negócios</li>
</ul>
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<b>1. Quem é o Analista de Negócios</b></div>
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Primeiramente, gosto de ressaltar que é difícil precisar a origem do papel de analista de negócios. Embora alguns profissionais procuram definir seu surgimento em função das crescentes demandas da organização para a TI, prefiro afirmar que este profissional é produto da combinação de diversos papéis pré-existentes. Com o passar dos anos este ganhou uma nova roupagem, através de uma reconceituação da própria disciplina de análise de negócios, onde fica evidente o foco na melhoria organizacional.</div>
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O analista de negócios precisa ser um profissional polivalente que através de suas múltiplas competências é capaz de exercer seu papel com maestria. Destaco as seguintes competências necessárias ao analista de negócios:</div>
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<li style="text-align: justify;">Capacidade crítica e analítica;</li>
</ul>
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<li style="text-align: justify;">Pensamento sistêmico;</li>
</ul>
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<li style="text-align: justify;">Facilitação e negociação;</li>
</ul>
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<li style="text-align: justify;">Criatividade e capacidade de inovar;</li>
</ul>
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<li style="text-align: justify;">Capacidade de aprender novos domínios;</li>
</ul>
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<li style="text-align: justify;">Saber ensinar outros;</li>
</ul>
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<li style="text-align: justify;">Saber engajar pessoas em direção a um propósito.</li>
</ul>
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Em organizações públicas este profissional atua geralmente no contexto da TI, procurando entender e validar as demandas feitas para a TI. Em muitos casos este profissional atua como tradutor da estratégia organizacional e, do ponto de vista do negócio, é aquele que entende e procura traduzir as necessidades da organização em recursos da TI.</div>
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<b>2. O que faz o analista de negócios</b></div>
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O profissional de análise de negócios possui varias atribuições que destacam sua atuação ímpar na organização. Sua atuação estratégica na implementação de melhorias organizacionais envolve as seguintes atividades:</div>
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<li style="text-align: justify;">Entender o problema/demanda;</li>
</ul>
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<li style="text-align: justify;">Identificar a causa raiz do problema;</li>
</ul>
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<li style="text-align: justify;">Apontar alternativas de solução;</li>
</ul>
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<li style="text-align: justify;">Identificar o melhor curso de ação para se resolver um problema;</li>
</ul>
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<li style="text-align: justify;">Identificar pontos de melhoria em solução em produção;</li>
</ul>
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<li style="text-align: justify;">Avaliar a prontidão organizacional para uma nova solução.</li>
</ul>
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O entendimento de uma demanda e/ou problema é parte fundamental do trabalho de análise de negócios, para que posteriormente a tarefa de recomendação de soluções seja assertiva. Entender o problema se faz mister em um contexto onde recursos públicos devem ser cada vez mais otimizados e preservados.</div>
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Entender a demanda envolve compreender os seguintes elementos:</div>
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<li style="text-align: justify;">O problema;</li>
</ul>
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<li style="text-align: justify;">Sintomas do problema;</li>
</ul>
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<li style="text-align: justify;">Causas do problema;</li>
</ul>
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<li style="text-align: justify;">Resultados esperados;</li>
</ul>
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<li style="text-align: justify;">Efeitos que os resultados irão produzir na organização;</li>
</ul>
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<li style="text-align: justify;">Recursos necessários para produzir os resultados.</li>
</ul>
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Após entender a demanda, o analista deve ser capaz de identificar os possíveis cursos de ação que podem ajudar a organização a produzir o resultado desejado. Tão importante quanto identificar os diferentes e possíveis caminhos é saber apontar quais destes é o mais apropriado. Portanto, é tarefa do analista apontar a solução mais apropriada.</div>
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Como se não bastasse toda a responsabilidade envolvida no entendimento do problema e recomendação da solução mais apropriada, este deve ainda assegurar que, após a utilização dos recursos, a organização alcance os resultados esperados e consequentemente usufrua dos efeitos produzidos.</div>
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Sendo assim, embora o princípio da eficiência tenha surgido somente como princípio a partir da Emenda Constitucional n. 19 de 04 de junho de 1998, podemos concluir que este elemento sempre se fez presente no poder público. E, debaixo deste paradigma, cada vez mais elementar, o analista de negócios é peça preponderante para a eficiência da gestão pública, oferecendo ricas contribuições para a redução do desperdício na administração pública.</div>
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Marcelo Neveshttp://www.blogger.com/profile/00750080986471425087noreply@blogger.com0tag:blogger.com,1999:blog-469359123646658260.post-37685657766618297912018-04-23T09:30:00.000-03:002018-04-23T10:55:45.924-03:00Desafio de Mineração de Processos: Concessão de subsídio – parte 2<div style="text-align: right;">
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Por Tales Costa</div>
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Continuando o último <a href="https://areasdeintegracao.blogspot.com.br/2018/04/desafio-de-mineracao-de-processos.html">post </a>sobre o BPIC 2018, apresento agora o Log de Eventos referente ao processo de gestão da concessão de subsídios a agricultores alemães pelo <i>European Agricultural Guarantee Fund</i> (EAGF).<br />
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Este subsídio tem como objetivo prover aos agricultores uma
renda básica independente de sua produção. Sua concessão está sujeita a uma
regulamentação complexa baseada em diversas leis nacionais e da comunidade
europeia. Para assegurar que os recursos sejam corretamente aplicados, um
processo de gestão da concessão do subsídio foi definido e, a cada ano, pode
ser atualizado para se adequar a alterações na regulamentação.<br />
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O pagamento aos beneficiários é realizado pelos
estados membros da comunidade, através de agencias regionais ou nacionais. Tais
agencias são também responsáveis por verificar a elegibilidade das solicitações
e sua conformidade com a regulamentação em vigor. Para receber os pagamentos os
agricultores devem identificar os lotes que dão direito ao subsídio, conforme
critérios predefinidos. Cerca de 10% das solicitações passam por inspeções no
local.</div>
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<span style="text-align: justify;">O processo é executado anualmente, baseado em até 8 tipos de documentos que são elaborados e atualizados ao longo do período de execução:</span><br />
<ol>
<li style="text-align: justify;"><i>Control summary</i>: resumo dos resultados das várias verificações realizadas;</li>
<li style="text-align: justify;"><i>Department control parcels</i>: resultados das verificações da validade dos lotes de um determinado requerente (antes de 2017);</li>
<li style="text-align: justify;"><i>Entitlement application</i>: solicitação de acesso ao subsídio, ou seja, do direito a receber os pagamentos. Normalmente é criado uma vez, no início do período de concessão do subsídio; </li>
<li style="text-align: justify;"><i>Inspection</i>: resultados de inspeções realizadas (remotas ou no local);</li>
<li style="text-align: justify;"><i>Parcel Document</i>: contém todos os lotes associados à solicitação do subsídio (antes de 2016);</li>
<li style="text-align: justify;"><i>Geo Parcel Document</i>: contém os lotes associados à solicitação do subsídio (a partir de 2016 substitui o <i>Parcel document</i> e em 2017 substituiu também o <i>Department control parcels</i>);</li>
<li style="text-align: justify;"><i>Payment application</i>: solicitação para receber os pagamentos do subsídio, em geral apresentado todo ano;</li>
<li style="text-align: justify;"><i>Reference alignment</i>: resultado da verificação de conformidade dos lotes da solicitação com os lotes de referência; </li>
</ol>
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Os beneficiários podem apresentar uma solicitação anualmente e, a cada ano, diversos documentos serão criados no contexto de cada solicitação. Para facilitar uma análise independente do tratamento de cada documento, foram fornecidos também arquivos de log específicos de cada tipo de documento. Os eventos dos logs de documentos estão contidos no log geral, porém no log de documento cada caso corresponde a um documento, ao invés de uma solicitação como acontece no log geral. Na figura abaixo, pode-se ver dois exemplos do fluxo de atividades registrados no log dos documentos <i>Entitlement application</i> e <i>Control summary</i>:</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyuHCKfXLSPVdALLSOJh7KqpjbjrHEJ47nz9P3fzJ3i7TqEZ2mmpEXMVkdpSzwyaGG80nnS5J9C5MeHDr0-lflXocoPXtpLRyPwyVmzXgvxT3H0S1KDBM0snCepl4PUpQ9hNfztpPVTRw/s1600/EntitlementandControl.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1004" data-original-width="1600" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyuHCKfXLSPVdALLSOJh7KqpjbjrHEJ47nz9P3fzJ3i7TqEZ2mmpEXMVkdpSzwyaGG80nnS5J9C5MeHDr0-lflXocoPXtpLRyPwyVmzXgvxT3H0S1KDBM0snCepl4PUpQ9hNfztpPVTRw/s640/EntitlementandControl.png" width="640" /></a></div>
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Para facilitar a visualização os fluxos na figura não são mostrados com todos os detalhes. As atividades correspondem a 92,6% e 81,5% e os caminhos seguidos a pouco mais de 79% do total de cada log. Os números mostrados no diagrama representam o número de atividades executadas e caminhos percorridos respectivamente. É possível identificar que os documentos são primeiro criados por uma atividade <i>initialize </i>e depois seu processamento é marcado por atividades como <i>begin editing</i> e <i>finish editing</i>. Durante a edição do documento outros eventos podem ser registrados, por exemplo, a realização de cálculos (<i>calculate</i>), ou a ação de salvar a solicitação (<i>save</i>). Podem existir dependências entre atividades, por exemplo, o evento <i>decide </i>só pode acontecer depois de todos os documentos da solicitação alcançarem seu estado final.</div>
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No Log de Eventos geral cada caso corresponde ao tratamento completo de uma solicitação, ou seja, o caso é composto por todos os eventos do conjunto de documentos da solicitação. No total, o Log de Eventos contém 2.514.266 eventos registrados para 43.809 solicitações apresentadas no período de 3 anos. O caso mais curto contém apenas 24 eventos, enquanto o mais longo chega a 2.973 eventos. Observa-se um total de 41 eventos distintos e uma média de 57 eventos por caso. Cada solicitação contém 2 conjuntos de atributos, conforme descrito abaixo:<br />
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a- Atributos básicos:</div>
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- <i>program-id</i>: identificador do programa de subsídio<br />
- <i>concept:name</i>: identificador da solicitação <br />
- <i>identity</i>: identificador do caso <br />
- <i>Department</i>: identificador do órgão regional (departamento)<br />
- <i>application</i>: identificador do requerente (o mesmo ao longo dos anos) <br />
- <i>year</i>: ano da solicitação<br />
- <i>number_parcels</i>: número de lotes <br />
- <i>area continuous</i>: área total dos lotes<br />
- <i>basic_payment</i>: indica (sim/não) se o modelo de pagamento é básico <br />
- <i>greening</i>: indica (sim/não) se a solicitação é do tipo <i>greening</i><br />
- <i>redistribution</i>: indica se a solicitação é uma redistribuição de pagamentos (sim/não)<br />
- <i>small farmer</i>: indica (sim/não) se a solicitação é do tipo pequena propriedade<br />
- <i>young farmer</i>: indica (sim/não) se a solicitação é do tipo jovem agricultor<br />
- <i>applicant</i>: identificador do requerente (anonimizado)<br />
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b- Atributos derivados:<br />
- <i>penalty_xxx</i>: indica (sim/não) se foi aplicada uma penalidade, o código "xxx" identifica o tipo de penalidade <br />
- <i>amount_applied_x*</i>: valor da solicitação em euros. O "x" indica o subprocesso de pagamento atual, inicia em zero e é incrementado por 1 quando acontece uma mudança (por iniciativa do departamento ou por objeção impetrada pelo requerente)<br />
- <i>payment_actual_x*</i>: valor em euros efetivamente recebido pelo requerente<br />
- <i>penalty_amount_x</i>: valor em euros da penalidade aplicada pelo departmento. Válido apenas com <i>penalty_xxx</i><br />
- <i>risk_factor</i>: fator de risco atribuído manualmente (opcional)<br />
- <i>cross_compliance</i>: código de penalidade atribuído por violação de regra de <i>cross-compliance</i><br />
- <i>selected_random</i>: indica (sim/não) se a solicitação foi selecionada para inspeção por critério randômico <br />
- <i>selected_risk</i>: indica (sim/não) se a solicitação foi selecionada para inspeção por avaliação de risco<br />
- <i>selected_manually</i>: indica (sim/não) se a solicitação foi selecionada para inspeção manualmente<br />
- <i>rejected</i>: indica (sim/não) se a solicitação foi rejeitada<br />
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Os atributos marcados com "*" foram enquadrados em grupos de 100 para anonimizar os dados. Os grupos correspondem ao valor mínimo de cada intervalo, por exemplo, uma área de 50 ha indica que o valor real está entre 50 ha e o valor do próximo grupo. Como o enquadramento é revisto anualmente pode existir alguma diferença no valor desses atributos para um mesmo requerente em solicitações de anos distintos. <br />
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Além disso, para cada evento são registrados os seguintes atributos:<br />
- <i>success</i>: indica (sim/não) se o evento foi executado com sucesso<br />
- <i>concept</i>: nome do evento, identifica a atividade executada<br />
- <i>docid</i>: identificador do documento a que o evento se refere<br />
- <i>doctype</i>: identifica o tipo do documento a que o evento se refere<br />
- <i>eventid</i>: identificador do evento (pode ser nulo no caso de evento inferido)<br />
- <i>lifecycle</i>: igual a "complete" para todos os eventos. Existe para compatibilidade com algumas ferramentas<br />
- <i>note</i>: texto livre com valor default padrão "none"<br />
- <i>org</i>: identifica o recurso responsável pelo evento<br />
- <i>subprocess</i>: indica subprocesso a que o evento pertence<br />
- <i>completeTime</i>: carimbo de tempo que sinaliza o instante de finalização da atividade associada ao evento <br />
- <i>docid_uuid</i>: identificador global do documento, há uma correspondência 1-a-1 com docid<br />
- <i>identity</i>: identificador global do evento, se sobrepõe a eventid <br />
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Na figura abaixo, pode-se ver um diagrama simplificado do fluxo de eventos geral:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhR39CcrfrePvh_96Y_SG25Cc2MdrdL0k0yMEqwQxV8r3tHxUQ4bnP498D6dUSiF4uraOaw3voR_7r-89i86eurkRq0OLsNA_HZ4kIcf7i8zOuic_L2iNUnVu_OFGT1efLsxqsXQnQsbHk/s1600/LogFull+1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="706" data-original-width="1090" height="414" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhR39CcrfrePvh_96Y_SG25Cc2MdrdL0k0yMEqwQxV8r3tHxUQ4bnP498D6dUSiF4uraOaw3voR_7r-89i86eurkRq0OLsNA_HZ4kIcf7i8zOuic_L2iNUnVu_OFGT1efLsxqsXQnQsbHk/s640/LogFull+1.png" width="640" /></a>Novamente não são mostrados todos os detalhes do fluxo, estão visíveis cerca de 84% dos eventos e 60% dos
caminhos presentes no Log de Eventos geral. Além disso, os números
mostrados no diagrama representam o número de casos associados a cada atividade e caminhos percorrido. </div>
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Notem que não é possível identificar no diagrama o tipo de documento tratado nos diversos eventos. Por exemplo, os eventos <i>begin editing</i> estão concentrados em um único nó do gráfico, independente do tipo de documento tratado. Isso acontece porque o diagrama foi montado usando apenas o nome do evento para identificar a atividade e, como vimos mais acima, esses nomes são comuns entre os diferentes tipos de documentos. Veremos no próximo <i>post </i>como fazer para diferenciar no fluxo do processo o tratamento de cada tipo de documento.</div>
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Até lá. </div>
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Tales Costahttp://www.blogger.com/profile/14942735974803323579noreply@blogger.com0tag:blogger.com,1999:blog-469359123646658260.post-4201252685466179382018-04-18T15:30:00.000-03:002018-05-04T17:30:52.300-03:00Agilidade do Negócio vs Agilidade no Desenvolvimento de Software<div style="text-align: right;">
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Por Antonio Plais</div>
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Em 2001, um grupo de proeminentes praticantes e gurus da engenharia e do desenvolvimento de software publicou o <a href="http://agilemanifesto.org/" target="_blank">Manifesto Ágil</a>. Em uma tentativa de aumentar a taxa de sucesso de projetos de desenvolvimento de software, até então predominantemente gerenciados por meio de abordagens em cascata, o Manifesto Ágil anunciava:</div>
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<i>Estamos descobrindo melhores maneiras de desenvolver software fazendo e ajudando os outros a fazer. Através deste trabalho, viemos a valorizar:</i><br />
<ul>
<li><i>Indivíduos e interações sobre processos e ferramentas</i></li>
<li><i>Software funcionando sobre documentação compreensiva</i></li>
<li><i>Colaboração com o cliente sobre negociação de contratos</i></li>
<li><i>Responder às mudanças sobre seguir um plano</i></li>
</ul>
<i>Ou seja, embora exista valor nos itens à direita, nós valorizamos mais os itens à esquerda.</i></blockquote>
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Ao longo destes quase 20 anos, os assim chamados Métodos Ágeis (e.g. Scrum, XP) foram ganhando atenção cada vez maior por parte das equipes de desenvolvimento de sistemas e das empresas dos mais variados portes, ramos da indústria e níveis de maturidade. Exemplos de sucesso (e, também, de insucessos) vêm sendo divulgados, debatidos, copiados ao redor do mundo. Congressos, seminários, treinamentos, consultorias, métodos, ferramentas, toda uma nova economia (?) se formou em torno dos conceitos e das práticas "ágeis", vendidos, muitas vezes, como a solução para todos os problemas das organizações, o "mapa da mina" que finalmente transformaria empresas arcaicas, lentas e pesadas, em saltitantes pôneis vivendo as alegrias das transformações e recompensas da nova economia digital, enquanto experimentavam as delícias do crescimento exponencial.</div>
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Nada mais longe da realidade do nosso duro dia-a-dia.</div>
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Agilidade do negócio vs Desenvolvimento ágil de software</h2>
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Como pode ser visto acima, o Manifesto Ágil tem um escopo muito bem definido: "... melhores maneiras de desenvolver software...". Dada a prevalência do uso de software pelas empresas atuais, e a absoluta necessidade de agilidade nesta era da Economia do Conhecimento, desenvolveu-se uma quase unanimidade de que o desenvolvimento ágil de software levaria as empresas a atuarem com agilidade nos seus mercados, capturando e encantando seus clientes, enfrentando as incertezas do mercado com confiança, crescendo e sobrepujando seus concorrentes menos "ágeis". Mas, por que, então, tão poucas empresas estão efetivamente vivendo este nirvana, e por que os resultados efetivos de negócio parecem não surgir, e a tão sonhada agilidade continua sendo um sonho distante?</div>
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Em 2017, três dos maiores nomes em suas áreas de atuação (<a href="https://www.zachman.com/about-us/about-john-a-zachman" target="_blank">John Zachman</a>, <a href="https://www.bptrends.com/about/advisors/roger-burlton/" target="_blank">Roger Burlton</a> e <a href="http://www.brsolutions.com/company/ronald-g-ross/" target="_blank">Ronald Ross</a>) juntaram décadas de experiência e conhecimento acumulado para trazer à luz um novo manifesto: o <a href="https://busagilitymanifesto.org/" target="_blank">Manifesto da Agilidade de Negócio</a>. No seu prefácio, os autores declaram:</div>
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<blockquote class="tr_bq">
<i>Apesar da extensão e da solidez da discussão, e de muitas inovações substanciais conquistadas na tecnologia em si, o que realmente mudou? Ainda estamos focados em tecnologia, máquinas, técnicas (por exemplo: lean, ágil, capacidades), velocidade, software... ainda estamos escrevendo código. Agora temos bilhões de linhas de código. É flexível? Não. É integrado? Não. É reutilizável? Não. É interoperável? Não. Está alinhado com as estratégias de negócio? Não. É seguro? Não. Está atendendo às expectativas? Não.</i></blockquote>
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O Manifesto da Agilidade de Negócio (traduzido para o Português[1] e <a href="https://busagilitymanifesto.org/guide/10-translations/16-translations" target="_blank">publicado</a> recentemente) defende que a agilidade no desenvolvimento de software está longe de entregar a tão esperada agilidade (e os resultados) desejados pelo negócio. Ele define que a Agilidade de Negócio:</div>
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<blockquote class="tr_bq">
<i>...antevê a habilidade de modificar dinamicamente os conceitos e estruturas do próprio negócio para manter a sua relevância no contexto de um ambiente operacional dramaticamente volátil, complexo e incerto. Esta habilidade deve, obrigatoriamente, incluir a reconfiguração dinâmica de implementações, jovens e maduras, manuais e automatizadas, novas e existentes, mantendo a continuidade das operações de negócio enquanto as mudanças de negócio são formalizadas.</i></blockquote>
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O Manifesto é estruturado em torno de um conjunto de Imperativos Gerais de Gestão de Negócio e Princípios que, se adequadamente praticados, podem efetivamente mudar a forma como as organizações funcionam e, por conseguinte, possibilitar a criação de uma operação de negócios ágil e dinâmica. Os Imperativos são:</div>
<ol style="text-align: justify;">
<li><b>Facilitar a Mudança do Negócio</b> – Mudanças para o negócio em tempo mínimo, com custo mínimo, mínima perturbação e o mínimo risco de falha. ("Mudança" inclui mudança no mercado, mudança regulatória, mudança tecnológica, mudança no mercado de trabalho, mudança de estratégia etc.)</li>
<li><b>Criar Valor</b> – Valor para Clientes, Acionistas, Comunidade, Posteridade etc.</li>
<li><b>Implementar Estratégias de Negócio</b> – Garantir que as Operações do Negócio Implementam as Intenções Estratégicas do Negócio</li>
<li><b>Fornecer Segurança</b> – Segurança Física e Cibernética para Pessoas e Bens</li>
<li><b>Assegurar a Sustentabilidade</b> – Sustentabilidade no Contexto das Mudanças do Ecossistema do Negócio</li>
<li><b>Gerenciar o Risco do Negócio</b> – Risco de Perda de Dinheiro, Clientes, Ativos, Boa Vontade, Crédito, Conformidade etc.</li>
<li><b>Incentivar Inovação ou Controle Apropriados</b> – Equilibrar Disrupção versus Otimização</li>
<li><b>Permitir Colaboração</b> – Colaboração Interna ao Negócio bem como Externa com Outras Empresas</li>
<li><b>Otimizar Recursos</b> – Identificar/Qualificar Alternativas de Investimento e Maximizar a Utilização de Recursos através do Compartilhamento e Reutilização</li>
<li><b>Gerenciar Conhecimento</b> – Gerenciar Conhecimento de Negócio para Obter Vantagem a partir desse Conhecimento</li>
</ol>
<div style="text-align: justify;">
Estes Imperativos dão sustentação para 10 Princípios da Agilidade de Negócio, que iremos abordar nas <a href="http://areasdeintegracao.blogspot.com.br/2018/05/manifesto-da-agilidade-de-negocio-parte.html">próximas postagens</a>. Aguardem!</div>
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[1] Os documentos que compõem o Manifesto da Agilidade de Negócio foram traduzidos para o Português Brasileiro, com a permissão e apoio dos autores, por Fabrício Laguna (Gigante Consultoria), Antonio Plais (Centus Consultoria) e Alexandre M. V. Mello (BPM Experts)</div>
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-469359123646658260.post-83737213270755462592018-04-16T09:30:00.000-03:002018-04-17T11:06:48.156-03:00Influência dos Frameworks na Arquitetura Corporativa visando Cidades Inteligentes<div style="text-align: right;">
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<a href="https://www.blogger.com/blogger.g?blogID=469359123646658260" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
Por Sergio Akio Tanaka</div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">No <a href="https://areasdeintegracao.blogspot.com/2018/04/como-sao-classificadas-as-cidades-mais.html" target="_blank">artigo anterior</a> fora abordado como são classificadas as cidades mais inteligentes do mundo. N</span><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">esta postagem são apresentados uma série de frameworks relacionados por suas relações de influências e substituições realizadas durante a história dos frameworks de arquitetura corporativa. </span><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Desde o surgimento do conceito da arquitetura corporativa e
a criação do Zachman Framework, uma série de modelos foram criados com novas
iniciativas ou com a intenção de substituir frameworks existentes. O resultado da pesquisa, também apresenta os respectivos frameworks das cidades mais inteligentes do mundo e suas relações.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">1 INTRODUÇÃO<o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Um framework consiste em uma construção lógica, alinhado a
um conjunto de documentos, padrões e modelos reutilizáveis para implantação e o
mapeamento de todo o processo de desenvolvimento da organização e como eles
estão alinhados com a missão da mesma (Urbaczewski e Mrdalj, 2006).<o:p></o:p></span></div>
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desenvolvimento da arquitetura e assegura que o crescimento da arquitetura seja
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
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<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
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<w:LsdException Locked="false" Priority="32" QFormat="true"
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<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
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<!--StartFragment--><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"> </span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Dentre os frameworks existentes, o que mais se
destaca é o Zachman Framework, desenvolvido em 1987 como Information System
Architecture (ISA)<span style="font-family: "arial" , "helvetica" , sans-serif;">. <span style="font-family: "arial" , "helvetica" , sans-serif;">O</span></span> Zachman Framework aborda questões sobre o negócio/sistema
como o que fazer, como fazer, onde fazer, quem irá fazer, quando será feito e o
porquê da realização dos processos da organização, e também quais são os
escopos dessas questões, quais modelos e componentes serão utilizados na
realização do processo (Zachman, 1987).<!--EndFragment--> </span></div>
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<br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Segundo Zachman (2008), o framework é classificado como uma
ontologia, uma descrição abrangente e holística da arquitetura, sendo os demais
frameworks para arquitetura corporativa, metodologias que realizam transformações
nos negócios. A Figura 1 apresenta a disposição gráfica do framework.</span><o:p></o:p></div>
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<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 9"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 9"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="header"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footer"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index heading"/>
<w:LsdException Locked="false" Priority="35" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="line number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
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<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
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<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
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<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
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<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
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<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
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<span style="font-family: "arial"; font-size: 16.0pt;">Figura 1 – Zachman Framework <o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Além do Zachman Framework os modelos são classificados em
três tipos: <o:p></o:p></span></div>
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</div>
<div class="MsoNormal">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">• Os frameworks proprietários: são frameworks fechados ou
semiabertos, desenvolvidos para uso próprio em corporações e com grande
efetividade no negócio, já que são desenvolvidos a partir de um estudo de caso
interno. <o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">• Os frameworks colaborativos: são desenvolvidos de forma
colaborativa, por representantes comerciais, acadêmicos e representantes
governamentais. São desenvolvidos com intuito de determinar e desenvolver
padrões de arquitetura e interoperabilidade. <o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">• Os frameworks governamentais: baseados em frameworks
colaborativos, usualmente utilizam de experiências de outros frameworks
governamentais e padrões estabelecidos de interoperabilidade para suportar a
prestação de serviço aos cidadãos e modelos de serviço eletrônico. <o:p></o:p></span></div>
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Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Level 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Level 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Level 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Level 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Level 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Level 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Level 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Level 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Level 9"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">A Tabela 1 apresenta o estudo da relação entre frameworks/códigos de
governança utilizados e as cidades mais inteligentes do mundo de acordo com o
IESE (2017). </span><o:p></o:p></div>
<br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Tabela 1 – Cidades mais inteligentes do mundo versus os
frameworks/códigos de governança.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">2 INFLUÊNCIA DOS FRAMEWORKS<o:p></o:p></span></div>
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<br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Minoli (2008) apresenta, na Figura 2, uma série de
frameworks relacionados por suas relações de influências e substituições
realizadas durante a história dos frameworks de arquitetura corporativa.</span><o:p></o:p></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8OLzqaPhEc2VlYm_LcX6EPh3s_N_0cdwb37ETA8-hN6Tk5v3zbxOTMAjwln5EYV4IKoV9Ety461qrycnnmz7Z9E5jQljqZELD5Krr6rsUVpC24vR9kZseo2gs3-05DoY8MtYAE0p0p2Q/s1600/Figura+2+influencia.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="451" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8OLzqaPhEc2VlYm_LcX6EPh3s_N_0cdwb37ETA8-hN6Tk5v3zbxOTMAjwln5EYV4IKoV9Ety461qrycnnmz7Z9E5jQljqZELD5Krr6rsUVpC24vR9kZseo2gs3-05DoY8MtYAE0p0p2Q/s640/Figura+2+influencia.jpg" width="640" /></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Figura 2 - Influência dos Frameworks</span><o:p></o:p></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"></span></div>
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<br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Dentre os frameworks apresentados na Figura 2, é notável a
presença do Federal Enterprise Architecture Framework (FEAF, 2013), Zachman
Framework e o The Open Group Enterprise Architecture Framework (TOGAF). <o:p></o:p></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">O FEAF utilizado pelos Estados Unidos da América, é o
primeiro e mais influente framework a ser construído para utilização do governo
em nível nacional. O FEAF, foi influenciado indiretamente pelo Zachman,
framework que tem suas estruturas definidas em 1987, replicadas e adaptadas por
outros frameworks até os dias atuais, devido sua abordagem e holística sobre os
conceitos de arquitetura corporativa.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">O TOGAF é o mais influente entre os frameworks
colaborativos, ele estabelece padrões globais de arquitetura corporativa e, de
acordo com Urbaczewski e Mrdalj (2006), o TOGAF apesar de não fornecer detalhes
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que diz respeito ao processo de implementação envolvido.<o:p></o:p></span></div>
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<br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Este artigo apresenta a relação direta entre os elementos e
conceitos construídos e reforçados pelos frameworks de arquitetura e governança
corporativa, com os conceitos analisados pelo <span style="font-family: "arial" , "helvetica" , sans-serif;">órgão</span> classificador em nível
global de cidades inteligentes.<o:p></o:p></span></div>
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Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Level 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Level 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Level 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Level 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Level 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Level 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Level 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Level 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Level 9"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
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Sergio Akio Tanakahttp://www.blogger.com/profile/14508118049264030988noreply@blogger.com0tag:blogger.com,1999:blog-469359123646658260.post-39608662598701044142018-04-13T09:30:00.000-03:002018-04-13T11:20:46.601-03:00Desafio de Mineração de Processos: Concessão de subsídio<div align="right" style="text-align: right;">
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Por Tales Costa</div>
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No retorno do blog, volto ao tema tratado em uma série de <a href="http://areasdeintegracao.blogspot.com.br/2017/04/estudo-de-caso-aberto-em-mineracao-de.html"><i>posts</i></a> em 2017: o <i>Business Process Intelligence Challenge</i>. O BPIC é um evento realizado anualmente como parte do Workshop on Business Process Intelligence, e tem como objetivo reunir pesquisadores e profissionais na análise de problemas reais de processos de negócio. Cada ano, dados da execução de um processo real são disponibilizados como Log de Eventos para ser analisado pelos participantes. Sempre com objetivo de responder a questões colocadas pelos donos do processo e prover <i>insights</i> adicionais sobre o processo capturado no log.</div>
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O BPIC 2017 colocou em análise um processo para concessão de empréstimos a pessoas físicas de uma organização financeira na Holanda. Um total de 23 artigos foram submetidos. E vejam só, o ganhador na categoria Academia foi uma equipe da Pontifícia Universidade Católica do Rio de Janeiro (PUC-RJ) com o artigo “Stairway to value: mining a loan application process”. Além disso, na categoria Estudante participou uma equipe da Universidade Federal do Estado do Rio de Janeiro (UFRJ) com o artigo “Using Process Mining Techniques to Support Improvement in a Financial Institution Process”. <b>Parabéns a todos!!</b> E para quem interessar, os trabalhos apresentados estão disponíveis <a href="https://www.win.tue.nl/bpi/doku.php?id=2017:challenge">aqui</a></div>
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Agora, o <a href="http://www.win.tue.nl/bpi/doku.php?id=2018:challenge">BPIC 2018</a> traz um novo desafio: um processo do <i>European Agricultural Guarantee Fund</i> para gestão da concessão de subsídios a agricultores alemães. O <a href="https://en.wikipedia.org/wiki/European_Agricultural_Guarantee_Fund">EAGF</a> financia pagamentos com objetivo de prover aos agricultores uma renda básica independente de sua produção. O processo de gestão dessa concessão é executado anualmente e está sujeito a uma regulamentação complexa baseada em leis nacionais e da comunidade europeia. Cerca de 10% dos casos passam por inspeções no local e, a cada ano, podem acontecer mudanças pontuais no processo devido a alterações na regulamentação.</div>
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O Log de Eventos do desafio contém dados extraídos do sistema <b><a href="https://www.data-experts.de/produktloesungen/profil/">profil c/s</a>,</b>fornecido pela organização <a href="https://www.data-experts.de/">data experts</a> e usado pelo Ministério da Agricultura alemão e departamentos regionais. Este sistema apoia diversos processos administrativos, mas os dados coletados focam na concessão anual dos subsídios aos agricultores, da sua solicitação até a liberação dos pagamentos. No total, o Log cobre um período de 3 anos, abrangendo 43.809 solicitações e um total de 2.514.266 eventos. Na média os casos contém 57 eventos, referentes a 14 atividades distintas, sendo que o menor caso contém apenas 24 eventos e o maior 2.973 eventos. Além dos dados de cada evento, o Log contém também atributos que são parâmetros da solicitação e valem para todos os eventos.</div>
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O processo implementado no <b>profil c/s </b>é baseado em documentos, sendo que cada documento possui um ciclo de vida e as ações possíveis de serem realizadas dependem dos “estados” desse ciclo de vida. Em geral, essas ações podem ser executadas manualmente a qualquer momento, por usuário usando ferramentas específicas, ou automaticamente por ações programadas. No Log de Eventos, as ações automáticas podem estar identificadas de forma explicita, ou de forma implícita quando são executadas em lote por um mesmo usuário. O processo envolve até 9 tipos de documentos distintos ao longo do período de 3 anos. Para cada tipo de documento, estão associados um ou mais subprocessos, os quais identificam fases do processo que afetam o documento. </div>
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A <a href="https://www.data-experts.de/">data experts</a> elaborou 4 questões de negócio que gostariam que fossem tratadas pelos participantes, e que resumimos a seguir:<b><br />
</b> <b> </b><br />
<b>Questão 1- Resultados indesejáveis:</b> Normalmente um caso é iniciado em abril e encerrado até o final do mesmo ano com os pagamentos dos subsídios concedidos. Entretanto, todo ano ocorrem casos que resultam em resultados indesejáveis:</div>
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<li>Atraso nos pagamentos</li>
<li>Necessidade de reabrir o caso, por ação do departamento ou objeção legal do solicitante. Pode resultar em pagamentos adicionais ou reembolsos;</li>
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É possível prever a ocorrência desses casos? O ideal seria identificá-los antes da decisão de liberar o 1<sup>o</sup> pagamento.</div>
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<b>Questão 2- Predição de penalidades:</b> Pode acontecer do solicitante não receber o valor total do subsídio solicitado. Isso pode ocorrer por diversas razões, por exemplo: a área declarada da fazenda não corresponde à área real determinada por uma inspeção, ou a solicitação não está em conformidade com alguma outra regra. Um certo número de solicitações são selecionadas, por seleção randômica ou por análise de risco, para passarem por inspeção local.<br />
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É possível selecionar uma amostra de forma que seja mais eficiente na descoberta de falhas graves? Seria interessante identificar dependências entre anos diferentes ou evidências estatísticas que o risco de um ano é independente do que aconteceu em anos anteriores.</div>
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<b>Questão 3- Diferenças entre departamentos:</b> Os departamentos tem diferenças no processo que podem estar associadas aos problemas referidos nas questões 1 e 2.<br />
<br />
É possível caracterizar as diferenças entre departamentos? As diferenças estão realmente relacionadas com os problemas apontados?</div>
<div style="text-align: justify;">
<br />
<b>Questão 4- Diferenças no tempo:</b> Geralmente o mesmo número de solicitações é tratado a cada ano. O processo deveria ser semelhante a cada ano, mas podem existir pequenas diferenças devido a mudanças na regulamentação ou no sistema de apoio.<br />
<br />
É possível caracterizar essas diferenças como desvio de processo?</div>
<div style="text-align: justify;">
<br />
Finalmente, para realizar sua análise, os participantes podem utilizar todas as técnicas, métodos e ferramentas disponíveis. Como no ano passado, <a href="https://www.celonis.com/">Celonis</a> e <a href="https://www.minit.io/">Minit</a> disponibilizam aos participantes licenças temporárias dos seus produtos. E claro, além delas estão também disponíveis ferramentas <i>open source</i> como <a href="http://www.promtools.org/">ProM</a> e <a href="http://apromore.org/">Apromore</a>.<br />
<br />
<span style="font-family: "arial" , serif; font-size: 12pt;">Para informações mais detalhadas e exatas, inclusive datas limites e informações para acesso às licenças dos produtos comerciais, o melhor é checar o site do </span><a href="http://www.win.tue.nl/bpi/doku.php?id=2018:challenge" style="font-family: Arial, serif; font-size: 12pt;">BPIC 2018</a><span style="font-family: "arial" , serif; font-size: 12pt;">,</span><br />
<br />
<span style="font-size: 12pt;">No próximo </span><i style="font-size: 12pt;">post</i><span style="font-size: 12pt;"> continuamos no tema examinando o Log de Eventos com mais detalhes.</span><br />
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Até lá</div>
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</style>Tales Costahttp://www.blogger.com/profile/14942735974803323579noreply@blogger.com0São Paulo, SP, Brazil-23.5505199 -46.633309399999973-24.4811409 -47.924202899999976 -22.619898900000003 -45.34241589999997tag:blogger.com,1999:blog-469359123646658260.post-58658894594346837952018-04-10T09:30:00.000-03:002018-04-10T10:43:23.827-03:00Transparência para organizar as cidades e torná-las mais inteligentes<br />
<div style="text-align: right;">
Por Vanessa Nunes</div>
<br />
<div style="text-align: justify;">
Olá pessoal! Lendo o artigo do colega Sergio Tanaka, aqui neste blog, que tratou de discutir sobre “<a href="https://areasdeintegracao.blogspot.com.br/2018/04/como-sao-classificadas-as-cidades-mais.html">Como são classificadas as cidades mais inteligentes do mundo</a>”, achei que seria interessante falar (e divulgar) um trabalho do qual venho participando junto à <a href="http://redebrasileira.org/">Rede Brasileira de Cidades Inteligentes e Humanas</a> (RBCIH) na proposta de estabelecimento de uma metodologia para avaliação anual das prefeituras das cidades que fazem parte da RBCIH.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
A Rede Brasileira de Cidades Inteligentes e Humanas (RBCIH) é um movimento nacional que reúne profissionais, pesquisadores, empreendedores e estudantes dos setores acadêmico, privado e público, com objetivo de trocar informações e experiências para o desenvolvimento das cidades na economia do século XXI.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Nesta primeira etapa foi desenvolvido um catálogo contendo os indicadores que permitem quantificar e/ou qualificar as dimensões que compõem o Conceito de Cidade Inteligente e Humana. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Veja que a definição da RBCIH para cidades inteligentes e humanas é a seguinte:</div>
<div style="text-align: center;">
<br /></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 33.75pt; text-align: center;">
<tbody>
<tr>
<td style="border: solid #17365D 1.5pt; mso-border-themecolor: text2; mso-border-themeshade: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 361.5pt;" valign="top" width="482"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="color: #1f497d; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri; mso-themecolor: text2;">As Cidades
Inteligentes e Humanas são aquelas que sustentam sua própria evolução contínua
tendo como metas o bem-estar, a qualidade de vida e o empoderamento do cidadão
e das comunidades locais, sustentando seu desenvolvimento em ações, projetos
e políticas públicas que promovam de modo igualitário a colaboração entre comunidade,
poder público e sociedade civil para a mediação e solução de conflitos e
promoção da criatividade local, utilizando para isso tecnologias avançadas de
interação social e uma infraestrutura tecnológica resiliente, interoperável e
transparente de geração e gestão de dados de modo aberto e acessível em
constante aprimoramento e evolução, permitindo melhorar, incrementar e
automatizar as funções da cidade de modo eficiente, integrado, sustentável e
relevante para a população.</span></b><b><o:p></o:p></b></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="text-align: center;">
<br /></div>
<div style="text-align: justify;">
Foram definidas as seguintes dimensões: Governança; Arquitetura, Urbanismo e Antropologia, Tecnologia; Educação e Segurança. E os especialistas participantes foram alocados de acordo com suas especialidades. Minha participação mais ativa se encontra na Dimensão de Governança. Mais especificamente minha preocupação está na inclusão de elementos para medir transparência como fator que auxilie na avaliação de uma cidade de acordo com a definição proposta. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Metas como empoderamento do cidadão e das comunidades locais; políticas públicas que promovam colaboração entre poder público e a sociedade de maneira geral; criatividade nas sociedades; e infraestrutura interoperável só são possíveis quando as informações (organizadas) estão não só publicizadas, mais entendíveis e disponíveis para uso geral.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Transparência é um fator relevante para tornar uma cidade inteligente e humana!</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Pensando nisso, foram propostos os seguintes indicadores para avaliar transparência:</div>
<div style="text-align: justify;">
<br /></div>
<div align="center">
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; margin-left: 3.5pt; mso-border-alt: solid #17365D 1.5pt; mso-border-insideh-themecolor: text2; mso-border-insideh-themeshade: 191; mso-border-insideh: 1.5pt solid #17365D; mso-border-insidev-themecolor: text2; mso-border-insidev-themeshade: 191; mso-border-insidev: 1.5pt solid #17365D; mso-border-themecolor: text2; mso-border-themeshade: 191; mso-padding-alt: 0cm 3.5pt 0cm 3.5pt; mso-yfti-tbllook: 1184; width: 460px;">
<tbody>
<tr style="height: 15.0pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid #17365D 1.5pt; height: 15.0pt; mso-border-themecolor: text2; mso-border-themeshade: 191; padding: 0cm 3.5pt 0cm 3.5pt; width: 345.0pt;" valign="bottom" width="460"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
Presença de item de navegação para
portal Acesso à Informação<o:p></o:p></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 1;">
<td style="border-top: none; border: solid #17365D 1.5pt; height: 15.0pt; mso-border-themecolor: text2; mso-border-themeshade: 191; mso-border-top-alt: solid #17365D 1.5pt; mso-border-top-themecolor: text2; mso-border-top-themeshade: 191; padding: 0cm 3.5pt 0cm 3.5pt; width: 345.0pt;" valign="bottom" width="460"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
Presença de item de navegação para
portal Transparência Pública<o:p></o:p></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 2;">
<td style="border-top: none; border: solid #17365D 1.5pt; height: 15.0pt; mso-border-themecolor: text2; mso-border-themeshade: 191; mso-border-top-alt: solid #17365D 1.5pt; mso-border-top-themecolor: text2; mso-border-top-themeshade: 191; padding: 0cm 3.5pt 0cm 3.5pt; width: 345.0pt;" valign="bottom" width="460"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
Presença de informações sobre
Receitas<o:p></o:p></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 3;">
<td style="border-top: none; border: solid #17365D 1.5pt; height: 15.0pt; mso-border-themecolor: text2; mso-border-themeshade: 191; mso-border-top-alt: solid #17365D 1.5pt; mso-border-top-themecolor: text2; mso-border-top-themeshade: 191; padding: 0cm 3.5pt 0cm 3.5pt; width: 345.0pt;" valign="bottom" width="460"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
Presença de informações sobre
Despesas<o:p></o:p></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 4;">
<td style="border-top: none; border: solid #17365D 1.5pt; height: 15.0pt; mso-border-themecolor: text2; mso-border-themeshade: 191; mso-border-top-alt: solid #17365D 1.5pt; mso-border-top-themecolor: text2; mso-border-top-themeshade: 191; padding: 0cm 3.5pt 0cm 3.5pt; width: 345.0pt;" valign="bottom" width="460"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
Presença de informações sobre
Licitações<o:p></o:p></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 5;">
<td style="border-top: none; border: solid #17365D 1.5pt; height: 15.0pt; mso-border-themecolor: text2; mso-border-themeshade: 191; mso-border-top-alt: solid #17365D 1.5pt; mso-border-top-themecolor: text2; mso-border-top-themeshade: 191; padding: 0cm 3.5pt 0cm 3.5pt; width: 345.0pt;" valign="bottom" width="460"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
Presença de informações sobre
Contratos<o:p></o:p></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 6;">
<td style="border-top: none; border: solid #17365D 1.5pt; height: 15.0pt; mso-border-themecolor: text2; mso-border-themeshade: 191; mso-border-top-alt: solid #17365D 1.5pt; mso-border-top-themecolor: text2; mso-border-top-themeshade: 191; padding: 0cm 3.5pt 0cm 3.5pt; width: 345.0pt;" valign="bottom" width="460"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
Presença de Relatórios Orçamentários
e Fiscais<o:p></o:p></div>
</td>
</tr>
<tr style="height: 30.0pt; mso-yfti-irow: 7;">
<td style="border-top: none; border: solid #17365D 1.5pt; height: 30.0pt; mso-border-themecolor: text2; mso-border-themeshade: 191; mso-border-top-alt: solid #17365D 1.5pt; mso-border-top-themecolor: text2; mso-border-top-themeshade: 191; padding: 0cm 3.5pt 0cm 3.5pt; width: 345.0pt;" valign="bottom" width="460"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
Presença de mecanismos que garantam
ao cidadão o uso das informações em diferentes dispositivos/ plataformas-Dados
Abertos<o:p></o:p></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 8;">
<td style="border-top: none; border: solid #17365D 1.5pt; height: 15.0pt; mso-border-themecolor: text2; mso-border-themeshade: 191; mso-border-top-alt: solid #17365D 1.5pt; mso-border-top-themecolor: text2; mso-border-top-themeshade: 191; padding: 0cm 3.5pt 0cm 3.5pt; width: 345.0pt;" valign="bottom" width="460"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
Presença de Serviço de Informações ao
Cidadão<o:p></o:p></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 9;">
<td style="border-top: none; border: solid #17365D 1.5pt; height: 15.0pt; mso-border-themecolor: text2; mso-border-themeshade: 191; mso-border-top-alt: solid #17365D 1.5pt; mso-border-top-themecolor: text2; mso-border-top-themeshade: 191; padding: 0cm 3.5pt 0cm 3.5pt; width: 345.0pt;" valign="bottom" width="460"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
Possibilidade de solicitar
informações de forma eletrônica<o:p></o:p></div>
</td>
</tr>
<tr style="height: 30.0pt; mso-yfti-irow: 10;">
<td style="border-top: none; border: solid #17365D 1.5pt; height: 30.0pt; mso-border-themecolor: text2; mso-border-themeshade: 191; mso-border-top-alt: solid #17365D 1.5pt; mso-border-top-themecolor: text2; mso-border-top-themeshade: 191; padding: 0cm 3.5pt 0cm 3.5pt; width: 345.0pt;" valign="bottom" width="460"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
Possibilidade de Acompanhamento da
situação/status do serviço demandado<o:p></o:p></div>
</td>
</tr>
<tr style="height: 30.0pt; mso-yfti-irow: 11;">
<td style="border-top: none; border: solid #17365D 1.5pt; height: 30.0pt; mso-border-themecolor: text2; mso-border-themeshade: 191; mso-border-top-alt: solid #17365D 1.5pt; mso-border-top-themecolor: text2; mso-border-top-themeshade: 191; padding: 0cm 3.5pt 0cm 3.5pt; width: 345.0pt;" valign="bottom" width="460"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
Disponibiliza informações de
remuneração individualizada e nominal dos agentes públicos<o:p></o:p></div>
</td>
</tr>
<tr style="height: 30.0pt; mso-yfti-irow: 12;">
<td style="border-top: none; border: solid #17365D 1.5pt; height: 30.0pt; mso-border-themecolor: text2; mso-border-themeshade: 191; mso-border-top-alt: solid #17365D 1.5pt; mso-border-top-themecolor: text2; mso-border-top-themeshade: 191; padding: 0cm 3.5pt 0cm 3.5pt; width: 345.0pt;" valign="bottom" width="460"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
Divulga informações de diárias e
passagens constando a relação nominal dos agentes favorecidos<o:p></o:p></div>
</td>
</tr>
<tr style="height: 17.4pt; mso-yfti-irow: 13;">
<td style="border-top: none; border: solid #17365D 1.5pt; height: 17.4pt; mso-border-themecolor: text2; mso-border-themeshade: 191; mso-border-top-alt: solid #17365D 1.5pt; mso-border-top-themecolor: text2; mso-border-top-themeshade: 191; padding: 0cm 3.5pt 0cm 3.5pt; width: 345.0pt;" valign="bottom" width="460"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
Presença de informações sobre
política de privacidade e proteção de dados<o:p></o:p></div>
</td>
</tr>
<tr style="height: 30.0pt; mso-yfti-irow: 14; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid #17365D 1.5pt; height: 30.0pt; mso-border-themecolor: text2; mso-border-themeshade: 191; mso-border-top-alt: solid #17365D 1.5pt; mso-border-top-themecolor: text2; mso-border-top-themeshade: 191; padding: 0cm 3.5pt 0cm 3.5pt; width: 345.0pt;" valign="bottom" width="460"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
Respeito ao prazo de atendimento a
solicitações previsto na Lei de Acesso a Informação (Há feedback para
indagação sobre tema genérico)<o:p></o:p></div>
</td>
</tr>
</tbody></table>
</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Estamos planejando aplicar os indicadores em algumas cidades. AGUARDEM!</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Vamos em frente!</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Até a próxima!</div>
Anonymoushttp://www.blogger.com/profile/04579683841825131859noreply@blogger.com0tag:blogger.com,1999:blog-469359123646658260.post-53868142498982910842018-04-09T09:30:00.000-03:002018-04-09T11:25:07.511-03:00Bons identificadores universais (URIs) para a publicação de Dados Abertos (Conectados) – parte 01<div align="right" class="MsoNormal" style="text-align: right;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt; line-height: 115%;">Por Thiago Ávila*<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "times new roman" , serif; font-size: 12pt;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "times new roman" , serif; font-size: 12pt;">Dando continuidade à
nossa série de artigos sobre Dados Abertos (conectados), vamos apresentar a quinta
melhor prática para a publicação de Dados Abertos Conectados, aplicando-os no
contexto Governamental. Estes artigos têm como fundamentação a dissertação de
mestrado, <i>“</i></span><a href="https://www.researchgate.net/publication/317087042_Uma_Proposta_de_Modelo_de_Processo_para_Publicacao_de_Dados_Abertos_Conectados_Governamentais"><i><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Uma Proposta de Modelo de Processo para Publicação de Dados Abertos
Conectados Governamentais”</span></i><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">[1],</span></a><span style="font-family: "times new roman" , serif; font-size: 12pt;"> onde desenvolvi uma revisão de literatura que identificou 70
recomendações para a publicação de Dados Abertos Conectados Governamentais,
distribuído entre as 10 melhores práticas estabelecidas pelo W3C[6], que estão
sendo exploradas em continuidade a esta série de artigos aqui no blog, <a href="http://areasdeintegracao.blogspot.com.br/2017/06/melhores-praticas-para-publicacao-de.html">conforme
apresentado no sétimo artigo desta série</a>.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br />
<span style="font-family: "times new roman" , serif; font-size: 12pt;">Para identificar
recomendações voltadas a implementar a quinta melhor prática, <b>“5.</b> <b>Estabelecer bons identificadores universais (URIs)”,</b> foi
estabelecida a seguinte questão de pesquisa: <i>“</i></span><i><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">O que os processos
de publicação de dados abertos (conectados) recomendam a ser feito para
contemplar a melhor prática de Especificar Bons Identificadores Universais
(URIs)?"<o:p></o:p></span></i></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;">
<br />
<span style="font-family: "times new roman" , serif; font-size: 12pt;">Um <b>Identificador Uniforme de
Recurso (URI)</b> - <i>Uniform
Resource Identifier</i> (em </span><a href="https://pt.wikipedia.org/wiki/L%C3%ADngua_inglesa" title="Língua inglesa"><span style="color: black; font-family: "times new roman" , serif; font-size: 12pt;">inglês</span></a><span style="font-family: "times new roman" , serif; font-size: 12pt;">) é uma cadeia de caracteres compacta usada
para </span><a href="https://pt.wikipedia.org/wiki/Identificador" title="Identificador"><span style="color: black; font-family: "times new roman" , serif; font-size: 12pt;">identificar</span></a><span style="font-family: "times new roman" , serif; font-size: 12pt;"> ou denominar um
recurso na </span><a href="https://pt.wikipedia.org/wiki/Internet" title="Internet"><span style="color: black; font-family: "times new roman" , serif; font-size: 12pt;">Internet</span></a><span style="font-family: "times new roman" , serif; font-size: 12pt;">. O principal
propósito desta identificação é permitir a interação com representações do
recurso através de uma rede, tipicamente a </span><a href="https://pt.wikipedia.org/wiki/World_Wide_Web" title="World Wide Web"><span style="color: black; font-family: "times new roman" , serif; font-size: 12pt;">Rede Mundial</span></a><span style="font-family: "times new roman" , serif; font-size: 12pt;">, usando </span><a href="https://pt.wikipedia.org/wiki/Protocolo_(ci%C3%AAncia_da_computa%C3%A7%C3%A3o)" title="Protocolo (ciência da computação)"><span style="color: black; font-family: "times new roman" , serif; font-size: 12pt;">protocolos</span></a><span style="font-family: "times new roman" , serif; font-size: 12pt;"> específicos. URIs são identificados em grupos definindo uma </span><a href="https://pt.wikipedia.org/wiki/Sintaxe" title="Sintaxe"><span style="color: black; font-family: "times new roman" , serif; font-size: 12pt;">sintaxe</span></a><span style="font-family: "times new roman" , serif; font-size: 12pt;"> específica e protocolos
associados.<o:p></o:p></span></div>
<style type="text/css">P { margin-bottom: 0.21cm; }A:link { }</style>
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<span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><span style="background: #ffffff;">Um URI pode ser
classificado como um localizador (URL) ou um nome (URN), ou ainda
como ambos. Um </span></span></span><a href="https://pt.wikipedia.org/wiki/URN"><span style="color: black;"><span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><b><span style="background: #ffffff;">Nome
de Recurso Uniforme</span></b></span></span></span></a><span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><span style="background: #ffffff;"> </span></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><b><span style="background: #ffffff;">URN</span></b></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><span style="background: #ffffff;">
- </span></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><i><span style="background: #ffffff;">Uniform
Resource Name</span></i></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><span style="background: #ffffff;">
(em </span></span></span><a href="https://pt.wikipedia.org/wiki/L%C3%ADngua_inglesa"><span style="color: black;"><span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><span style="background: #ffffff;">inglês</span></span></span></span></a><span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><span style="background: #ffffff;">)
é como o nome de uma pessoa, enquanto que um </span></span></span><a href="https://pt.wikipedia.org/wiki/URL"><span style="color: black;"><span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><b><span style="background: #ffffff;">Localizador
de Recurso Uniforme</span></b></span></span></span></a><span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><span style="background: #ffffff;"> URL
- </span></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><i><span style="background: #ffffff;">Uniform
Resource Locator</span></i></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><span style="background: #ffffff;">
(em </span></span></span><a href="https://pt.wikipedia.org/wiki/L%C3%ADngua_inglesa"><span style="color: black;"><span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><span style="background: #ffffff;">inglês</span></span></span></span></a><span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><span style="background: #ffffff;">)
é como o seu endereço. O URN define a identidade de um item,
enquanto que o URL nos dá um método para o encontrar.</span></span></span></div>
<span style="font-size: small;"><span style="font-family: "times" , "times new roman" , serif;"></span></span><o:p></o:p><br />
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<a href="https://www.blogger.com/null" name="_Hlk502656056"><span style="font-size: 10pt;">Figura 01 – Relação entre URI, URL e URN. Disponível em: </span></a><a href="https://i.stack.imgur.com/mcTKf.jpg"><span style="font-size: 10.0pt;">https://i.stack.imgur.com/mcTKf.jpg</span></a><span style="font-size: 10pt;">.
Acesso em: 02/01/2018<o:p></o:p></span></div>
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<span style="font-family: "times new roman" , serif; font-size: 12pt;">Um URN típico é o
sistema </span><a href="https://pt.wikipedia.org/wiki/ISBN" title="ISBN"><span style="color: black; font-family: "times new roman" , serif; font-size: 12pt;">ISBN</span></a><span style="font-family: "times new roman" , serif; font-size: 12pt;"> para identificar individualmente os
livros. </span><a href="https://pt.wikipedia.org/wiki/Especial:Fontes_de_livros/0486275574"><span style="color: black; font-family: "times new roman" , serif; font-size: 12pt;">ISBN 0-486-27557-4</span></a><span style="font-family: "times new roman" , serif; font-size: 12pt;"> (urn:isbn:0-486-27557-4) cita sem
equívocos uma edição específica da obra de Shakespeare "Romeu e
Julieta" - <i>Romeo and Juliet</i>
(em </span><a href="https://pt.wikipedia.org/wiki/L%C3%ADngua_inglesa" title="Língua inglesa"><span style="color: black; font-family: "times new roman" , serif; font-size: 12pt;">inglês</span></a><span style="font-family: "times new roman" , serif; font-size: 12pt;">). Para aceder a este
objeto e ler o livro, é necessário obter a sua localização, ou seja, através de
um endereço URL. Um URL típico para este livro é um </span><a href="https://pt.wikipedia.org/wiki/Caminho_(computa%C3%A7%C3%A3o)" title="Caminho (computação)"><span style="color: black; font-family: "times new roman" , serif; font-size: 12pt;">caminho de arquivos</span></a><span style="font-family: "times new roman" , serif; font-size: 12pt;">, como <u>file:////home/pedro/Desktop/RomeoAndJuliet.pdf</u>,
identificando o livro eletrônico salvo no </span><a href="https://pt.wikipedia.org/wiki/Disco_r%C3%ADgido" title="Disco rígido"><span style="color: black; font-family: "times new roman" , serif; font-size: 12pt;">disco</span></a><span style="font-family: "times new roman" , serif; font-size: 12pt;"> de um </span><a href="https://pt.wikipedia.org/wiki/Computador_pessoal" title="Computador pessoal"><span style="color: black; font-family: "times new roman" , serif; font-size: 12pt;">PC</span></a><span style="font-family: "times new roman" , serif; font-size: 12pt;"> local. Então o
propósito de URNs e URLs é o de serem complementares (Wikipedia, 2017).<o:p></o:p></span></div>
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<span style="font-family: "times new roman" , serif; font-size: 12pt;">Segundo AVILA (2015) [1],
A oferta de dados abertos (conectados ou não) é provida através de páginas, sítios
ou catálogos Web e por esta natureza, a definição dos endereços/identificadores eletrônicos
(URIs) de acesso aos dados consiste de etapa muito relevante num processo de
publicação, pois será através destes endereços que os dados serão encontrados
pelos usuários. A definição de identificadores de conjuntos de dados é uma forma
de representar entidades do mundo real em arquivos digitais, seja mediante a inserção
de linhas em tabelas, elementos em documentos XML ou objetos em documentos
JSON. É importante saber o que o identificador de cada entidade representa. Por
exemplo, em uma tabela, é necessário identificar quais colunas formam os das
entidades representadas nesta tabela (COMSODE, 2014) [2].<o:p></o:p></span></div>
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<span style="font-family: "times new roman" , serif; font-size: 12pt;">Identificadores são
muito importantes, especialmente para desenvolvedores de softwares. Eles os
utilizam para identificar recursos de dados em seu código-fonte e para fundir informações
sobre as entidades de diferentes fontes de dados (COMSODE, 2014) [2]. Logo,
esta etapa do processo é crucial e precisa ser desenvolvida considerando as
melhores práticas disponíveis. Para a definição das estruturas dos catálogos
(esquemas), o processo COMSODE recomenda a utilização do vocabulário DCAT</span><a href="file:///C:/Thiago/Blog%20-%20%C3%81reas%20de%20Integra%C3%A7%C3%A3o/17%20-%20Bons%20Endere%C3%A7os%20Universais%20(URIs)%20para%20a%20publica%C3%A7%C3%A3o%20de%20Dados%20Abertos%20(Conectados)%20-%20parte%2001.docx#_ftn1" name="_ftnref1" title=""><span style="color: black; font-size: 12.0pt;"><!--[if !supportFootnotes]--><span style="font-family: "calibri" , sans-serif; font-size: 12pt; line-height: 115%;">[<span style="font-family: "calibri" , sans-serif;">9</span>]</span><!--[endif]--></span></a><span style="font-family: "times new roman" , serif; font-size: 12pt;">, voltado a facilitar
a interoperabilidade entre catálogos de dados publicados na Web. <o:p></o:p></span></div>
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<span style="font-family: "times new roman" , serif; font-size: 12pt;">Villazón-Terrazas et
al. (2011) [5] complementa que o objetivo dos dados conectados é promover uma visão
da Web como um banco de dados global, e a interligação dos dados da mesma forma
que os documentos da Web. Neste banco de dados global é necessário identificar os recursos de dados na Internet, e precisamente os URIs são
estabelecidos para cumprir esta função. <o:p></o:p></span></div>
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<span style="font-family: "times new roman" , serif; font-size: 12pt;">Dos processos
analisados, apenas três apresentam de forma explícita recomendações para o
estabelecimento de URIs para publicação de dados. Tais recomendações serão
analisadas em complementação ao que é recomendado por W3C (2014) e Wood et al.
(2013) [6,8]. Galiotou e Fragkou (2013) [3] destacam a importância do
estabelecimento de boas URIs, sem apresentar uma recomendação específica. <o:p></o:p></span></div>
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<span style="font-family: "times new roman" , serif; font-size: 12pt;">A seguir serão
apresentadas as cinco primeiras recomendações identificadas nos processos que
poderão auxiliar a incorporação das Melhores Práticas para Publicação de Dados Conectados (BPLD- </span><span style="font-family: "times new roman" , serif; font-size: 12pt;"><i>Best Practices for Publishing Linked Data</i>), em atividades de publicação de
dados. No próximo artigo apresentaremos outras cinco, totalizando onze
recomendações para esta boa prática.<o:p></o:p></span></div>
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<b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">5.1 Utilizar URIs para conectar os dados<o:p></o:p></span></b></div>
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<span style="font-family: "times new roman" , serif; font-size: 12pt;">Esta é uma recomendação
muito importante, porém óbvia, quando da existência de dados abertos conectados,
consiste na utilização de URIs para conectar tais dados. A inserção de links
para outros URIs representa o quarto princípio dos dados conectados, de modo
que seja possível descobrir novos dados a partir de um determinado recurso ou
conjunto de dados, seja no mesmo órgão publicador ou em conjuntos ou recursos
de dados de outras organizações. Analogamente, esta conexão pode ser entendida
como um URL de uma página Web que também é usado por outras páginas da Web para
estabelecer um hiperlink para esta página (VILLAZÓN-TERRAZAS et al., 2011) [5].<o:p></o:p></span></div>
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<span style="font-size: 10pt;">Figura 02 – Camadas
da Web Semântica. Disponível em: </span><a href="https://www.w3.org/2002/Talks/04-sweb/sw-stack-2002.png"><span style="font-size: 10.0pt;">https://www.w3.org/2002/Talks/04-sweb/sw-stack-2002.png</span></a><span style="font-size: 10pt;">. Acesso em 02/01/2018<o:p></o:p></span></div>
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<b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">5.2 Estabelecer URIs persistentes, que não se alterem
em nenhum momento<o:p></o:p></span></b></div>
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<span style="font-family: "times new roman" , serif; font-size: 12pt;">Uma URI, por ser um
identificador universal, que potencialmente se conectará a diversos outros
recursos de dados, não deve mudar. Por esta razão, este princípio recomenda que
as URIs não contenham absolutamente nada que possam ser passíveis de mudanças,
ou seja, as URIs precisam ser persistentes e estáveis. Hyland e Wood (2011),
Wood et al. (2013), W3C (2014) [4, 6, 7] sugerem ainda que devem ser utilizados
domínios que a instituição publicadora tenha controle, de tal maneira que se
elimine o risco de mudanças de domínio causadas por atores externos ao controle
da instituição publicadora. O processo COMSODE reforça que uma boa URI não deve
mudar durante todo o ciclo de vida do recurso de dados (COMSODE, 2014) [2].<o:p></o:p></span></div>
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<b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">5.3 Proporcionar pelo menos um recurso de dados em
formato que seja legível por máquina para cada URI<o:p></o:p></span></b></div>
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<span style="font-family: "times new roman" , serif; font-size: 12pt;">Esta recomendação reforça
outras recomendações anteriores de que sempre deve ser provido uma URI para
recurso de dados legível por máquina para cada URI que resolva o recurso de
dados legível para humanos (WOOD et al., 2013) [8].</span><br />
<br />
<span style="font-family: "times new roman" , serif; font-size: 12pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">5.4 Usar URIs como nomes para as coisas<o:p></o:p></span></b></div>
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<span style="font-family: "times new roman" , serif; font-size: 12pt;">URIs são
identificadores, mas também podem cumprir a função de nomear recursos, pois uma
URI bem estabelecida ajudará o usuário tanto na localização quanto no
reconhecimento do recurso de dado (W3C). Considerando que os cidadãos serão
grandes usuários destes recursos, deve ser associada a URI o máximo de
informações possíveis facilitando o entendimento do usuário sobre o que ele irá
encontrar ao acessar este identificador (VILLAZÓN-TERRAZAS et al., 2011) [5].<o:p></o:p></span></div>
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<b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">5.5 Estabelecer design simplificado de URIs <o:p></o:p></span></b></div>
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<span style="font-family: "times new roman" , serif; font-size: 12pt;">Considerando que os
URIs são identificadores universais, devem ser de fácil compreensão para o
usuário. Desta maneira, as URIs devem ser estabelecidas com simplicidade,
estabilidade e capacidade de gerenciamento. Cumpre destacar que os URIs devem
ser estabelecidos como identificadores e não apenas para nomear recursos da Web
(VILLAZÓN-TERRAZAS et al., 2011) [5]. Hyland e Wood (2011) [4] apresentam recomendações
complementares, onde sugere a utilização de URIs limpas (de fácil entendimento).</span><br />
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">
<style type="text/css">P { margin-bottom: 0.21cm; }A:link { }</style>
</span><br />
<div style="margin-top: 0.21cm;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;"><span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><span style="font-family: "times new roman" , serif;"><span style="background: #ffffff;">Daremos
continuidade na apresentação de recomendações para a publicação
de Dados Abertos Conectados nos próximos artigos desta série.</span></span></span></span></span></div>
<div style="margin-top: 0.21cm;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;"><span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><span style="font-family: "times new roman" , serif;"><span style="background: #ffffff;">
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<br /></div>
<div style="margin-top: 0.21cm;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;"><span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><span style="font-family: "times new roman" , serif;"><span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><span style="font-family: "times new roman" , serif;"><span style="background: #ffffff;">Até
a próxima!!!</span></span></span></span></span></span></span></span></div>
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;"><span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><span style="font-family: "times new roman" , serif;">
</span></span></span></span></div>
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<span style="font-family: "times new roman" , serif; font-size: 12.0pt;"><o:p></o:p><br /></span>
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">* Este artigo foi desenvolvido a partir da pesquisa de
Mestrado “Uma Proposta de Modelo de Processo para Publicação de Dados Abertos
Conectados Governamentais”, de autoria de Thiago José Tavares Ávila, no âmbito
do Programa de Pós-Graduação em Modelagem Computacional do Conhecimento</span><span style="font-family: "times new roman" , serif; font-size: 12pt;">, do Instituto de Computação da Universidade
Federal de Alagoas (UFAL).<o:p></o:p></span></div>
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<span style="font-family: "times new roman" , serif; font-size: 12pt;"><br /></span>
<span style="font-family: "times new roman" , serif; font-size: 12pt;"><b>Referências:</b><o:p></o:p></span></div>
<div class="Default" style="text-align: justify;">
<span style="background: white; font-family: "times new roman" , serif;"><br /></span>
<span style="background: white; font-family: "times new roman" , serif;">[1]
</span><span style="font-family: "times new roman" , serif; mso-fareast-font-family: "Times New Roman";">ÁVILA, T. J. T. Uma proposta de modelo de processo para
publicação de dados abertos conectados governamentais. 223 p. Dissertação
(Mestrado) — Instituto de Computação, Universidade Federal de Alagoas, Maceió,
Alagoas, Brasil, 2015. Dissertação de Mestrado em Modelagem Computacional do
Conhecimento.<o:p></o:p></span></div>
<div class="Default" style="text-align: justify;">
<span style="background: white; font-family: "times new roman" , serif;">[2]
COMSODE. <i>Methodology for publishing
datasets as open data</i> - COMSODE. [S.l.], 2014.1-31 p. Disponível em:
<http://www.comsode.eu/index.php/deliverables/>.<o:p></o:p></span></div>
<div class="Default" style="text-align: justify;">
<span style="font-family: "times new roman" , serif; mso-fareast-font-family: "Times New Roman";">[3] GALIOTOU, E.; FRAGKOU, P. <i>Applying linked data technologies to greek
open government data: a case study</i>. Procedia - Social and Behavioral
Sciences, v. 73, p. 479–486, 2013. ISSN 18770428. <o:p></o:p></span></div>
<div class="Default" style="text-align: justify;">
<span style="font-family: "times new roman" , serif; mso-fareast-font-family: "Times New Roman";">[4] HYLAND, B.; WOOD, D. <i>The Joy of Data - A Cookbook for Publishing
Linked Government Data on the Web</i>. In: . Linking Government Data. [S.l.:
s.n.], 2011. p. 3-25.<o:p></o:p></span></div>
<div class="Default" style="text-align: justify;">
<span style="background: white; font-family: "times new roman" , serif;">[5]
VILLAZÓN-TERRAZAS, B. et al. <i>Methodological
guidelines for publishing government linked data</i>. Linking Government Data,
p. 27-49, 2011.<o:p></o:p></span></div>
<div class="Default" style="text-align: justify;">
<span style="background: white; font-family: "times new roman" , serif;">[6]
W3C. <i>Best Practices for Publishing Linked
Data</i>. 2014. Acessado em 02/05/2017. Disponível em:
<http://www.w3.org/TR/ld-bp/>.<o:p></o:p></span></div>
<div class="Default" style="text-align: justify;">
<span style="background: white; font-family: "times new roman" , serif;">[7]
Wikipedia. <i>URI</i>. 2017. Acessado em
02/01/2018. Disponível em: <</span><span style="font-family: "times new roman" , serif; mso-fareast-font-family: "Times New Roman";">https://pt.wikipedia.org/wiki/URI<span style="background: white; mso-highlight: white;">>.<o:p></o:p></span></span></div>
<div class="Default" style="text-align: justify;">
<div style="line-height: 115%;">
<span style="font-family: "times new roman" , serif;">[8] WOOD, D. et al. <i>Linked data: structured data on the Web.
[S.l.]: Manning Publications</i>, 2013. 336 p. ISBN 9781617290398.<span style="font-size: small;"> </span></span></div>
<div style="line-height: 115%;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;">[9]
Disponível em http://www.w3.org/TR/vocab-dcat/</span></span></div>
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Thiago Ávilahttp://www.blogger.com/profile/00623897815514700861noreply@blogger.com0tag:blogger.com,1999:blog-469359123646658260.post-18782116973405589612018-04-05T09:30:00.000-03:002018-04-05T12:18:56.808-03:00As nove Visões do FACIN – Parte 7 – Infraestrutura<div class="separator" style="clear: both; text-align: center;">
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Por Alexandre Coutinho</div>
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Olá!</div>
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No <a href="https://areasdeintegracao.blogspot.com/2017/12/as-nove-visoes-do-facin-parte-6-dados.html" target="_blank">artigo anterior</a> abordamos a Visão de Dados do Framework de Arquitetura Corporativa para Interoperabilidade no Apoio à Governança (FACIN). Neste 7º artigo da série apresentaremos a Visão de Infraestrutura.</div>
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Um dos objetivos da Arquitetura Corporativa consiste em promover a uniformização do uso e compartilhamento da infraestrutura física e tecnológica nas organizações governamentais, garantindo que os investimentos em infraestrutura física e tecnológica garantam o equilíbrio econômico-financeiro e sejam sustentáveis e alinhados aos objetivos estratégicos da organização.,</div>
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A Visão de Infraestrutura do FACIN apoia este objetivo descrevendo os elementos de infraestrutura tecnológica que dá suporte operacional ao uso de aplicações e à execução dos processos de negócios das organizações governamentais. Também identifica a infraestrutura física necessária para apoiar estes elementos (por exemplo, edifícios, salas de servidores, pontos de presença, e outros equipamentos). </div>
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Assim, no nível das Organizações Governamentais, esta Visão descreve os ativos de infraestrutura no apoio a sua gestão interna. </div>
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No nível do Governo como um todo, esta Visão estabelece modelos, artefatos e guias comuns, como forma de promover uma uniformização do conhecimento e fortalecer o compartilhamento e reuso da infraestrutura. Essa situação fortalece a adoção dos padrões ePing que visam promover a padronização da comunicação e interoperabilidade entre as Organizações Governamentais através do uso de Tecnologia da Informação e Comunicação (TIC). Dessa forma, apoia as Organizações Governamentais a gerirem aspectos de eficiência, eficácia e evolução contínua da sua infraestrutura tanto em nível global, como também servindo como base para guiar as iniciativas individuais de cada uma.</div>
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Os conceitos que compõem a Visão de Infraestrutura, bem como seus relacionamentos são apresentados na Figura 1, e logo a seguir são rapidamente descritos.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWFvn7sgdonON9na6Dj8chiEqPs4dyNGk1JGfg_wEi76eEIxWDCCSs_BTa7YYzIA_lOIs7OrI57F1y2sofAVKKnwU7rT_WBEpBNtnaoGN4lHpBvTPKMa3onsdw_r9e0VNEZmK2Ml1E0yw/s1600/Figura+1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="941" data-original-width="1600" height="376" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWFvn7sgdonON9na6Dj8chiEqPs4dyNGk1JGfg_wEi76eEIxWDCCSs_BTa7YYzIA_lOIs7OrI57F1y2sofAVKKnwU7rT_WBEpBNtnaoGN4lHpBvTPKMa3onsdw_r9e0VNEZmK2Ml1E0yw/s640/Figura+1.png" width="640" /></a></div>
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<i>Figura 1 – Conceitos envolvidos com a Visão de Infraestrutura </i></div>
<ul>
<li style="text-align: justify;">Um nó é definido como um recurso computacional ou físico que hospeda, manipula ou interage com outros recursos computacionais ou físicos, ou seja, possui capacidade de processamento.</li>
<li style="text-align: justify;">Um dispositivo é um recurso de TI físico sobre o qual software e artefatos do sistema podem ser armazenados ou implantados para execução.</li>
<li style="text-align: justify;">O software de sistema representa o software que fornece ou contribui para um ambiente para armazenar, executar e usar o software ou dados implantados dentro dele.</li>
<li style="text-align: justify;">Uma colaboração entre tecnologias representa um agregado de dois ou mais nós que trabalham juntos para executar um comportamento coletivo da tecnologia.</li>
<li style="text-align: justify;">Uma interface de tecnologia representa um ponto de acesso onde os serviços de tecnologia oferecidos por um nó podem ser acessados.</li>
<li style="text-align: justify;">Um caminho representa uma ligação entre dois ou mais nós, por meio da qual esses nós podem trocar dados.</li>
<li style="text-align: justify;">Uma rede de comunicação representa um conjunto de estruturas e comportamentos que conectam sistemas computacionais ou outros dispositivos eletrônicos para transmissão, roteamento e recepção de dados ou comunicações baseadas em dados, tais como, voz e vídeo.</li>
<li style="text-align: justify;">Uma função de tecnologia representa uma coleção de comportamentos de tecnologia que pode ser realizada por um nó.</li>
<li style="text-align: justify;">Um processo de tecnologia representa uma sequência de comportamentos de tecnologia que atinge um resultado específico.</li>
<li style="text-align: justify;">A Interação entre Tecnologias representa uma unidade de comportamento de tecnologia coletiva realizada por (uma colaboração de) dois ou mais nós.</li>
<li style="text-align: justify;">Um evento de tecnologia é um elemento de comportamento tecnológico que denota uma mudança de estado.</li>
<li style="text-align: justify;">Um serviço de tecnologia representa um comportamento de tecnologia exposto, explicitamente definido.</li>
<li style="text-align: justify;">Um objeto de tecnologia representa um elemento passivo que é usado ou produzido pelo comportamento da tecnologia.</li>
<li style="text-align: justify;">Um artefato representa um dado que é usado ou produzido em um processo de desenvolvimento de software ou pela implantação e operação de um sistema de TI.</li>
<li style="text-align: justify;">O equipamento representa uma ou mais máquinas físicas, ferramentas ou instrumentos que podem criar, usar, armazenar, mover ou transformar materiais.</li>
<li style="text-align: justify;">Uma instalação representa uma estrutura física ou um ambiente.</li>
<li style="text-align: justify;">Uma rede de distribuição representa uma rede física usada para transportar materiais ou energia.</li>
<li style="text-align: justify;">O material representa matéria física tangível ou elementos físicos, com atributos como tamanho e peso. É tipicamente usado para modelar matérias-primas e produtos físicos e fontes de energia, como combustível. </li>
</ul>
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Para uma adequada gestão da infraestrutura disponível ou a ser disponibilizada em cada organização governamental, é necessário que a Visão de Dados esteja totalmente alinhada às demais visões definidas na arquitetura corporativa da organização ou mesmo na de outros órgãos. A figura 2 mostra os principais fluxos de requisitos que são consumidos e gerados pela Visão de Infraestrutura.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsUfjkgg8jxWPJxPUT_GLZNkyocs-gGok6uEJUurIrt08uSHO16uqDv6yLHIaUCZYROSK7B7w9Gz6mrzeibJyc9inUMmP7o5xYWKxJeNnw-i5ulcU3mNNzJnZQ-qh3_FtLK9DMfTnNiaQ/s1600/Figura+2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="958" data-original-width="1539" height="398" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsUfjkgg8jxWPJxPUT_GLZNkyocs-gGok6uEJUurIrt08uSHO16uqDv6yLHIaUCZYROSK7B7w9Gz6mrzeibJyc9inUMmP7o5xYWKxJeNnw-i5ulcU3mNNzJnZQ-qh3_FtLK9DMfTnNiaQ/s640/Figura+2.png" width="640" /></a></div>
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<i>Figura 2 – Interfaces da Visão de Infraestrutura com as demais visões </i></div>
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A figura não mostra todas as relações permitidas: cada elemento pode ter relações de composição, agregação e especialização com elementos do mesmo tipo. Além disso, há relações indiretas que podem ser derivadas. </div>
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Para operacionalizar e gerir visão de Infraestrutura são sugeridos os seguintes papéis no Modelo de Referência do FACIN: </div>
<ul>
<li style="text-align: justify;"><b>Alta Administração/Direção da Organização Governamental:</b> Responsável pela governança da organização.</li>
<li style="text-align: justify;"><b>Alta Gestão da Organização Governamental:</b> Responsáveis por definir os objetivos e serviços aplicáveis ao seu contexto, com base nas metas estabelecidas dentro do planejamento do Governo como um todo e do papel exercido por sua organização em particular.</li>
<li style="text-align: justify;"><b>Gestores intermediários da Organização Governamental: </b>Responsáveis diretamente por metas específicas definidas dentro da Visão de Infraestrutura de sua Organização.</li>
<li style="text-align: justify;"><b>Arquitetos da Organização Governamental:</b> Responsáveis pela governança e gestão da Arquitetura Corporativa estabelecida na Organização.</li>
<li style="text-align: justify;"><b>Arquitetos de infraestrutura da Organização Governamental: </b>Responsáveis pela definição e evolução da Arquitetura de Infraestrutura estabelecida na Organização. Devem apresentar aos gestores intermediários da organização os planos de mudança da infraestrutura para a incorporação de novos serviços e melhorias dos serviços a seus usuários.</li>
<li style="text-align: justify;"><b>Gestor de relacionamentos com terceiros: </b>Responsável por gerir relacionamento quando a organização necessita de expertise externo e opta por terceirizar parte de suas atividades de infraestrutura, seja por contratação de equipes externas de suporte, seja por outsourcing total ou parcial de sua infraestrutura.</li>
<li style="text-align: justify;"><b>Gestor de Infraestrutura da Organização Governamental:</b> Responsável pela operação contínua e ininterrupta dos serviços oferecidos pela infraestrutura e sua monitoração. Devem reportar aos arquitetos de infraestrutura as necessidades de modificações necessárias para a performance adequada do ambiente.</li>
<li style="text-align: justify;"><b>Sociedade, clientes e usuários: </b>Pessoas ou organizações que são o objeto final para a definição adequada dos elementos de infraestrutura que permitam oferecer os serviços, da melhor forma possível. </li>
</ul>
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O FACIN sugere a observação das seguintes práticas no suporte às estratégias, políticas e práticas de design, implantação e operação de uma infraestrutura: </div>
<ul>
<li style="text-align: justify;">ISO/IEC 38500 Information Technology - Governance of IT - for the Organization (<a href="http://www.iso.org/iso/home/store/catalogue_tc/catalogue_detail.htm?csnumber=62816">http://www.iso.org/iso/home/store/catalogue_tc/catalogue_detail.htm?csnumber=62816</a>); </li>
<li style="text-align: justify;">The Open Group IT4IT Reference Architecture (<a href="http://www.opengroup.org/IT4IT/overview">http://www.opengroup.org/IT4IT/overview</a>) ; </li>
<li style="text-align: justify;">ISO/IEC 20000-1 Information technology -- Service management -- Part 1: Service management system requirements (<a href="http://www.iso.org/iso/home/store/catalogue_tc/catalogue_detail.htm?csnumber=51986">http://www.iso.org/iso/home/store/catalogue_tc/catalogue_detail.htm?csnumber=51986</a>) ; </li>
<li style="text-align: justify;">Axelos ITIL – Information Technology Infrastructure Library (<a href="https://www.axelos.com/best-practice-solutions/itil">https://www.axelos.com/best-practice-solutions/itil</a>) ; </li>
<li style="text-align: justify;">OASIS Transformational Government Framework (<a href="https://www.oasis-open.org/committees/tc_home.php?wg_abbrev=tgf">https://www.oasis-open.org/committees/tc_home.php?wg_abbrev=tgf</a>) ; </li>
<li style="text-align: justify;">Guia de PDTIC do SISP (<a href="http://www.sisp.gov.br/guiapctid/wiki/Documento">www.sisp.gov.br/guiapctid/wiki/Documento</a> ). </li>
<li style="text-align: justify;">Decreto nº 8.135, de 4 de novembro de 2013. </li>
</ul>
<div style="text-align: justify;">
Neste artigo apresentamos, de forma resumida, aspectos relacionados à Visão de Infraestrutura do FACIN. Você encontrará descrições mais detalhadas nos documentos que compõem o FACIN, publicados <a href="https://www.governodigital.gov.br/eixos-de-atuacao/governo/interoperabilidade/governanca-e-interoperabilidade/documentos">neste link</a>. No próximo artigo vamos apresentar a Visão de Segurança.</div>
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