tag:blogger.com,1999:blog-60696393587639057292024-03-04T22:37:46.184-08:00Arquivo ProtéicoRogerhttp://www.blogger.com/profile/11784845066236006105noreply@blogger.comBlogger30125tag:blogger.com,1999:blog-6069639358763905729.post-8652063391712278182013-12-12T16:16:00.001-08:002013-12-13T04:20:14.789-08:00Apresentação do Trabalho Final <div style="text-align: justify;">
Chegamos ao fim de mais um semestre caloroso.</div>
<div style="text-align: justify;">
A caminhada foi árdua, mas todos nós conseguimos cumprir mais uma etapa.</div>
<div style="text-align: justify;">
O Grupo Arquivo Proteico tem o prazer de disponibilizar o nosso trabalho Final. Esperamos que esse trabalho ajude aos nossos colegas e aos visitantes do nosso blog a trilhar o caminho arquivístico.</div>
<div style="text-align: justify;">
Clique no link abaixo para visualizar a apresentação do trabalho final.</div>
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<a href="http://prezi.com/438ycefcswhs/arquivo-proteico/"><img alt="http://prezi.com/438ycefcswhs/arquivo-proteico/" border="0" height="256" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjux43PJ-oDhBzkTWl05WHGtKFX_cVQpHASH29MF7HZEGe9ELPA_A_6NoNIb5JnV7mId62R5QGjw1c3CyFgDGbsuKPxK_jiocWpNMtHWgJKOQ_H5OrjZ1JkhL8TqaXCWVJ25lz_ySPJOhjQ/s320/blog1.png" width="320" /></a></div>
<a href="http://prezi.com/438ycefcswhs/arquivo-proteico/">Link apresentação</a></div>
Anonymoushttp://www.blogger.com/profile/10456652708725492101noreply@blogger.com0tag:blogger.com,1999:blog-6069639358763905729.post-59017657698968480592013-12-06T12:03:00.001-08:002013-12-06T12:03:31.207-08:00Nos finalmentes...Complementando a atividade de análise da atividade passada sobre o MEF. Analisamos algumas de suas diferenças em comparação com o Plano de Classificação de Madri, diante disso destacaremos alguns pontos:<br /><br />-O modelo de classificação otulizado pelo plano de Madri visa os órgãos, as funções e os assuntos, podendo ser taxado de classificação levando em consideração organico, funcional e temático. Diferentemente disto o MEF usa em sua base de classificação a estrutura das funções;<br />
<br />
-O número de niveis e subniveis no plano de Madri é muito maior do que o número de níveis do MEF que possui somente 3 níveis;<br />
<br />
- O Plano de classificação de Madri é bastante flexivel perante o órgão no qual se aplica diferentemente do MEF que respeita a interoperabilidade;<br />
<br />
-O Plano de classificação segue uma ordem documental, onde seu inicio se encontra nas séries documentais, já no MEF o ponto de partida vem das Macrofunções. <br />
<br />Anonymoushttp://www.blogger.com/profile/10456652708725492101noreply@blogger.com0tag:blogger.com,1999:blog-6069639358763905729.post-55539032229196205932013-11-29T15:35:00.002-08:002013-11-29T15:35:28.278-08:00Atividade de Revisão<!--[if gte mso 9]><xml>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1</span></span><br />
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1 1-<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Por quê o plano de classificação para a
Administração Local concorre para<span style="mso-spacerun: yes;"> </span>um
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A MEF Cruza as funções com os processos de negócio,
transversal e supra institucionalmente, e considera os diferentes organismos da
administração pública enquanto sistemas abertos. Também oferece á comunidade
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Pergunta grupo Doce Arquivo e Arquivo Libertário.</div>
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<br /></div>
<div class="MsoNormal">
2 - Como o plano de classificação de Guardado é estruturado?
</div>
<div class="MsoNormal">
A Macroestrutura Funcional (MEF) tem na sua génese um modelo
conceptual que assenta na definição de quatro domínios de funções:</div>
<div class="MsoNormal">
. Funções de apoio à governação;</div>
<div class="MsoNormal">
. Funções de suporte à gestão de recursos;</div>
<div class="MsoNormal">
. Funções normativa, reguladora e fiscalizadora;</div>
<br />
<div class="MsoNormal">
. Funções produtiva e prestadora de serviços;</div>
</div>
Anonymoushttp://www.blogger.com/profile/10456652708725492101noreply@blogger.com0tag:blogger.com,1999:blog-6069639358763905729.post-20099044011136201312013-11-29T13:09:00.001-08:002013-11-29T13:09:50.979-08:00Atividade Classificação MEF<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinijvfr9CkK2zE1vVFIr4ey-wFKr5hUpCv0Xjay2hFUsX52cfPKq-s6rX_nvCoCieN7-VBF-bi3pyyL6mCFkY7LhfJabiMKs4ki9wXFg2j65P_ptXEpXw0CQM9JjXtAHS1itwnFAX0wgiI/s1600/Classifica%C3%A7%C3%A3o+Grupo+MCEbyte.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinijvfr9CkK2zE1vVFIr4ey-wFKr5hUpCv0Xjay2hFUsX52cfPKq-s6rX_nvCoCieN7-VBF-bi3pyyL6mCFkY7LhfJabiMKs4ki9wXFg2j65P_ptXEpXw0CQM9JjXtAHS1itwnFAX0wgiI/s1600/Classifica%C3%A7%C3%A3o+Grupo+MCEbyte.bmp" /></a><br />
<br />
<div class="MsoNormal">
Classificação MEF</div>
<table align="left" border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 4.8pt; margin-right: 4.8pt; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-anchor-horizontal: margin; mso-table-anchor-vertical: margin; mso-table-left: left; mso-table-lspace: 7.05pt; mso-table-rspace: 7.05pt; mso-table-top: 28.45pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr>
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<b>Tipologia Documental<o:p></o:p></b></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<b>Função<o:p></o:p></b></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.1pt;" valign="top" width="192">
<div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<b>Macroestrutura Funcional<o:p></o:p></b></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
Pedido<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
Requisição de serviços<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.1pt;" valign="top" width="192">
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
300.10 – Aquisição, venda, abate ou permuta<o:p></o:p></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
Banner<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
Divulgação de Serviços<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.1pt;" valign="top" width="192">
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
900.20 – Execução de atividades de comunicação
institucional<o:p></o:p></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
Ficha Funcional<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
Registro Funcionais <o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.1pt;" valign="top" width="192">
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
250.20 – Gestão de relações individuais de trabalho<o:p></o:p></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
Tabela de Preços<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
Divulgação tabela de Preços<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.1pt;" valign="top" width="192">
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
300.10 – Aquisição, venda, abate ou permuta<o:p></o:p></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
Nota Fiscal<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
Financeiro<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.1pt;" valign="top" width="192">
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
300.10 – Aquisição, venda, abate ou permuta<o:p></o:p></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
Imagens Virtuais<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
Publicidade<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.1pt;" valign="top" width="192">
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
900.20 – Execução de atividades de comunicação
institucional<o:p></o:p></div>
</td>
</tr>
</tbody></table>
Anonymoushttp://www.blogger.com/profile/10456652708725492101noreply@blogger.com0tag:blogger.com,1999:blog-6069639358763905729.post-32993383033360421422013-11-27T15:17:00.001-08:002013-11-27T15:18:12.469-08:00FATO INÉDITO!!!!<div class="separator" style="clear: both; text-align: center;">
<b><u><span style="font-size: large;">Um fato inédito ocorreu esse mês!</span></u></b></div>
<div class="separator" style="clear: both; text-align: center;">
<b><u><span style="font-size: large;"><br /></span></u></b></div>
<div class="separator" style="clear: both; text-align: justify;">
Roger Coisinha de Jesus resolveu entrar para academia e mudar de vida.</div>
<div class="separator" style="clear: both; text-align: justify;">
Após 24 anos de sedentarismo, iniciou sua busca pelo corpo perfeito através da academia Smart Fit, mas para que esse milagre ocorresse contou com a ajuda de seu personal trainer "The Rock". Roger está muito empolgado com os exercícios e com o ótimo ambiente da academia que lhe proporciona um vigor maior aos seus treinos pesados.</div>
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiT1hzklkwtJIU2rmYP7nHyAw8z6zdSb576zSavbPxVYYXTWAqH8Mx6Zw-PbWgk9el3Letd2VmOzsapM6XZC8c0DnH1M0mGVVOoJkn4y3Evtu8eEDva77jX-S7d17VWw3I4BpDaD-kI2T52/s1600/A-academia.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="227" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiT1hzklkwtJIU2rmYP7nHyAw8z6zdSb576zSavbPxVYYXTWAqH8Mx6Zw-PbWgk9el3Letd2VmOzsapM6XZC8c0DnH1M0mGVVOoJkn4y3Evtu8eEDva77jX-S7d17VWw3I4BpDaD-kI2T52/s400/A-academia.jpg" width="400" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.aloprando.com/imagens/a-academia-que-e-o-sonho-de-todos-os-homens"><span style="font-size: x-small;">Fonte</span></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNPwkLfW3jx-7QF5EjC_2vJIf09QZySFTHkj78OHtZvOghnZO6maGZrwDZ10S3xaI2HzoLVtx1pXtZ7yiKHpthXtrst4Q7ElFuikU7nUDRbGXABnMV8pc-EeyFtT0EKQ33SlETiUlyqis-/s1600/digitalizar0009.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="277" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNPwkLfW3jx-7QF5EjC_2vJIf09QZySFTHkj78OHtZvOghnZO6maGZrwDZ10S3xaI2HzoLVtx1pXtZ7yiKHpthXtrst4Q7ElFuikU7nUDRbGXABnMV8pc-EeyFtT0EKQ33SlETiUlyqis-/s400/digitalizar0009.jpg" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRs0Dj9aNNgTzW1ShStMkTUyDENE3VsBvLr1Z3x8Mo2xSgyhJXZ0KE1aZpAhfpSN3bl-oqJRufEpoX8IyHZ04AB_NqRC1NBc0zDkLfgZ6QwA4oNSboua6W6FZYdIjmHDeDODT2xqL1oF2a/s1600/digitalizar0007.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="278" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRs0Dj9aNNgTzW1ShStMkTUyDENE3VsBvLr1Z3x8Mo2xSgyhJXZ0KE1aZpAhfpSN3bl-oqJRufEpoX8IyHZ04AB_NqRC1NBc0zDkLfgZ6QwA4oNSboua6W6FZYdIjmHDeDODT2xqL1oF2a/s400/digitalizar0007.jpg" width="400" /></a></div>
<br />
Roger, como não é um aluno do curso de Arquivologia, teve algumas dúvidas quanto a sua ficha de exercícios e nos enviou as seguintes perguntas:<br />
<br />
1) A minha ficha se encontra na gaveta da academia junto com as de outros alunos onde todos possuem acesso, mas ela é tão importante para mim que eu queria levá-la para casa. Será que ela pertence a mim ou à academia? Seria de qual dos Fundos? Dessa forma, ela pertence a alguma Série Documental?<br />
<br />
2) Meus amigos também dizem que a minha ficha de treino é falsa! Posso lhes dizer que ela é Verídica e Autêntica? Como?<br />
<br />
<b><u>OBS</u>: Lembrando que o caso citado acima é meramente exemplificativo e que qualquer semelhança com a realidade é mera coincidência.</b>Anonymoushttp://www.blogger.com/profile/10456652708725492101noreply@blogger.com0tag:blogger.com,1999:blog-6069639358763905729.post-20092077637802617482013-11-22T03:19:00.002-08:002013-11-22T03:19:44.720-08:00Atividade da Semana - CLASSIFICAÇÃO DA INFORMAÇÃO - II<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLvGjf21-loxygwlMnobBb-paJjg95gok-KNLrdJHiCdqvaw7J02tWoFMujHE6ztZHGtpCfuXVZS_VdARelEIyJdiq0nnA9T6V3ZJyWJUeItS4h6tZFgFWq-8bP85AkGi_ojis7s7uC6DO/s1600/578517_10201133856246554_1192461958_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLvGjf21-loxygwlMnobBb-paJjg95gok-KNLrdJHiCdqvaw7J02tWoFMujHE6ztZHGtpCfuXVZS_VdARelEIyJdiq0nnA9T6V3ZJyWJUeItS4h6tZFgFWq-8bP85AkGi_ojis7s7uC6DO/s1600/578517_10201133856246554_1192461958_n.jpg" /></a></div>
<br />
<div class="MsoNormal">
O Plano de Classificação para a Administração Local de
Portugal é composto por dois projetos: o
Projeto de Metainformação para a Interoperabilidade (MIP) e o Projeto de Macroestrutura
Funcional (MEF).</div>
<div class="MsoNormal" style="text-align: justify;">
O MIP é um conjunto de elementos
de metainformação que são definidos para poder suportar a conexão semântica no
contexto de produção da informação dentro do Governo. A MEF é a normalização relativa ao MIP que objetiva identificar o posicionamento do
recurso informacional no contexto organizacional , tendo este contexto
entendido em uma perspectiva entre as organizações</div>
<div class="MsoNormal" style="text-align: justify;">
Deste modo, o MEF visa apoiar a
elaboração dos Planos de Classificações funcionais. O MEF procura definir um
esquema classificativo de primeiro e segundo níveis. Este plano de
classificação tem uma estrutura hierárquica, composta por três níveis dos quais
os dois primeiros correspondem ,respectivamente,
as funções e as subfunções e o terceiro nível equivale aos processos de negócio
da administração central.</div>
<div class="MsoNormal" style="text-align: justify;">
Processos de Negócios podem ser
definidos como atividades que ocorrem ao
longo do tempo, com um início e fim e entradas e resultados identificados, os
quais refletem uma estrutura para uma ação.</div>
<div class="MsoNormal" style="text-align: justify;">
Realizou-se a identificação dos
processos de negócios específicos, comuns e transversais, composto por três
fases objetivando a consolidação dos processos comuns e transversais, com a
utilização do mesmo código de classificação.</div>
<div class="MsoNormal" style="text-align: justify;">
Após a identificação dos
processos de negócios, concebeu-se uma estrutura de classificação semântica
hierárquica baseada nos três níveis, com a devida atenção para o terceiro nível,
torna-se possível a uniformização da identificação das distintas
materializações documentais em organismos com atuações similares ou
concorrentes para o mesmo fim.</div>
<br />
<div class="MsoNormal" style="text-align: justify;">
Em resumo, o MEF concorre para
emergência de um novo modelo na gestão da informação e gestão arquivística que
cruza as funções como com os processos de negócios transversal e
supra institucional e considera os diferentes organismos da administração como
sistemas abertos. </div>
Anonymoushttp://www.blogger.com/profile/10456652708725492101noreply@blogger.com0tag:blogger.com,1999:blog-6069639358763905729.post-78644591486907457062013-11-06T18:40:00.003-08:002013-11-07T02:03:07.308-08:00VENHA E TIRE ESSA CARA DE EMBURRADO DO ROSTO!!<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUd9bBodxkDq72eoHdZ6UX9eif8mqAqxQ3cbbpbKNGRttbUh-6VzYlIDqNs6YFqBMB0uFd85wIRm-YCzh7SdmfGKgVeRmsur_sCGb3Br0w9Lx0YKYvuiXbdL4GpljwDlFuGefJYguNEXQP/s1600/Sem+t%C3%ADtulo.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="138" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUd9bBodxkDq72eoHdZ6UX9eif8mqAqxQ3cbbpbKNGRttbUh-6VzYlIDqNs6YFqBMB0uFd85wIRm-YCzh7SdmfGKgVeRmsur_sCGb3Br0w9Lx0YKYvuiXbdL4GpljwDlFuGefJYguNEXQP/s400/Sem+t%C3%ADtulo.png" width="400" /></a></div>
<br />Anonymoushttp://www.blogger.com/profile/10456652708725492101noreply@blogger.com0tag:blogger.com,1999:blog-6069639358763905729.post-45401620780703821702013-11-06T13:06:00.000-08:002013-11-20T14:38:14.756-08:00INFORMAÇÕES GERAIS SOBRE O WHEY PROTEIN <div class="MsoNormal" style="text-align: justify;">
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgU8kj5lRKNs4NnBMeIjlRy_cWO5sxG1AhohODPvKjRq3Mc8saFyc_VOOoYbqqpu0qZj5tABhpfgY4QuxwcSDnjUy6coo-b2Yfth3jzzUsJm6NKZ0KUbaPiQA-q5EPUWqQadqDZ4oUsx-zT/s1600/IMG_3121.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgU8kj5lRKNs4NnBMeIjlRy_cWO5sxG1AhohODPvKjRq3Mc8saFyc_VOOoYbqqpu0qZj5tABhpfgY4QuxwcSDnjUy6coo-b2Yfth3jzzUsJm6NKZ0KUbaPiQA-q5EPUWqQadqDZ4oUsx-zT/s320/IMG_3121.JPG" width="213" /></a></div>
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Fala Galera,</div>
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Nessa postagem vamos abordar um
pouco sobre Whey Protein: O que é, a sua função, os benefícios, os melhores
horários para se tomar, fontes do whey protein, o que acontece com o nosso
organismo com a falta dessa proteína e contra-indicações.</div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b>==> O que é o Whey Protein?</b></div>
<div class="MsoNormal" style="text-align: justify;">
Whey Protein é a proteína do Soro
do Leite. É uma proteína bastante concentrada, com alto grau de pureza e que
nenhuma outra apresenta o mesmo desempenho quando o objetivo é a hipertrofia
(crescimento dos músculos) ou a manutenção da massa magra, evitando o
catabolismo. O leite contém vários tipos de proteínas, como por exemplo, a
Caseína, as proteínas das membranas dos glóbulos de gorduras, a Whey Protein (também
chamada de Lactoalbumina) e outras. O processo de obtenção da Whey Protein se
dá da seguinte forma: depois que se extrai a Caseína do leite desnatado, o
líquido que sobra é o soro. Caso a Caseína seja retirada através da adição de
algum ácido, o soro é ácido; caso seja retirada através da adição de uma enzima
chamada renina, o soro é doce. Este último é o que apresenta maior quantidade
de peptídeos e aminoácidos livres (Guimarães et al., 1998). A hidrólise
enzimática de polímeros em alimentos, como, por exemplo, de proteínas, é um
processo de considerável importância que tem sido utilizado para melhorar
propriedades físicas, químicas e funcionais dos alimentos, sem prejudicar seu
valor nutritivo, melhorando, particularmente, as características de absorção
das proteínas. Proteínas de soro são preferidas em virtude de seu elevado valor
nutritivo. As proteínas de leite são utilizadas na forma de hidrolisados, onde
normalmente são reduzidas a aminoácidos e peptídeos, de muito baixo peso
molecular. As proteínas de soro de leite baseiam-se na propriedade das
proteínas do soro não sofrerem alterações conformacionais pelos ácidos
estomacais. Ao atingirem o intestino delgado são rapidamente digeridas e seus
aminoácidos absorvidos, elevando rapidamente a concentração aminoacídica do
plasma e estimulando a síntese de proteínas nos tecidos.</div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b>==> Qual é a função do Whey
Protein?</b></div>
<div class="MsoNormal" style="text-align: justify;">
O Whey Protein (proteína do soro
de leite) é usado numa tentativa de impulsionar os níveis de força, acentuar
ganhos no tamanho do músculo e prevenir avaria no tecido muscular, que pode
ocorrer após exercício intenso. Numerosos estudos sugerem que os atletas que
treinam com peso têm uma necessidade muito mais alta de proteína do que o
indivíduo sedentário comum. Quando nos exercitamos ocorre um declínio na taxa
de proteína, assim, aumentamos nossa necessidade de proteína e de aminoácidos
necessários ao reparo do tecido e crescimento do músculo. Para manutenção ou
aumento da massa muscular, é preciso uma ingestão adequada de proteínas. A Whey
Protein seria muito útil nesse processo, assim como na relativa baixa do
percentual de gordura, já que estudos mostram que a sua suplementação pode
aumentar e manter os níveis de hormônios tireoidianos durante uma dieta de
restrição calórica. A isso, soma-se o fato da simples diminuição de outras
fontes proteicas de origem animal, que apesar de serem ótimas fontes, são
acompanhadas de relativas quantidades de gorduras.</div>
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<br /></div>
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<b>==> Quais são os benefícios
do Whey Protein?</b> </div>
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Whey Protein ajuda a própria
função imune, devido a seu perfil de aminoácido superior e da alta concentração
dos aminoácidos de cadeia ramificada, os quais são os principais responsáveis
pelo reparo do tecido. A vantagem da Whey em relação às outras, seria a sua
chegada como estrutura protéica intacta no pequeno intestino onde é absorvida
mais rapidamente. Ela não sofreria nenhum tipo de retenção no estômago, como é
o caso da Caseína. Outros aspectos como a alta relação de aminoácidos
essenciais e não-essenciais, o percentual alto de BCAA’s e a necessidade alta
de consumo de proteínas de alta qualidade são considerados por muitos como um
dos motivos principais para o seu uso. A grande vantagem da Whey Protein sobre
as outras seria, teoricamente, na quantidade que você precisaria ingerir de
produto. Uma pessoa precisaria de uma quantidade menor de produto em relação a
outros para conseguir alcançar um número pré-determinado de proteínas ingeridas
desejáveis para sua utilização. Por exemplo: digamos que você precise de 40
gramas de proteína bruta após o treino. Se esta fonte for de Whey-Protein,
apenas 30 gramas cumprirão sua função, com a vantagem de ser absorvida mais
rapidamente do que todas as outras. Segundo estudos, ela mostra melhor relação
a outras substâncias, no que diz respeito a: - maior retenção de nitrogênio
(fator de crescimento muscular); - maior teor de aminoácidos de cadeia
ramificada (BCAA’s); - livre de lactose (muitas pessoas não digerem bem a
lactose); - rica em Glutamina (aminoácido não essencial que promove efeito de
volumização celular); - possui fator estimulante do sistema imunológico. O uso
em conjunto com alguma substância doce, tipo glicose, açúcar, ou outros, é
também recomendado, para causar uma explosão de insulina, o que causaria uma
drenagem quase que imediata desses aminoácidos para dentro das células.
Acredita-se que dosagens de 30 a 40 gramas são o ideal. Assim, seus efeitos
seriam potencializados no que diz respeito as suas indicações e objetivos
(Guimarães et al., 1998). As proteínas e peptídeos do soro produzem vários
efeitos biológicos quando ingeridas como estímulo à síntese de glutationa,
estímulo à síntese de IGF-1 (Insulin Growth Factor I), reforço imunológico,
ação hipocolesterôlemica, ação antitumoral e aumento da longevidade em animais
de experimentação. Contudo, para que as proteínas do soro de leite estimulem a
síntese de glutationa e atuem como imunomoduladoras, elas devem permanecer com
suas estruturas nativas intactas, preservando a atividade biológica original, que
devem ser transferidas aos peptídeos resultantes da hidrólise. A proteína do
soro de leite parece ser a única com propriedade de aumentar a resposta imune
através de uma maior produção de glutationa celular. O Whey Protein desempenha
função metabólica como antioxidante celular, protegendo contra efeitos
deletérios de radicais livres.</div>
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<br /></div>
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<b>==> Em que horário e que
quantidade devo tomar?</b> </div>
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<span style="color: windowtext; mso-fareast-language: PT-BR; mso-no-proof: yes; text-decoration: none; text-underline: none;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCnM5t6LW1pcZEMfHglWfPdkaKv-kIPonkEGDKxqAjpADx1GUbi6QYr9wQ892S2fRY6WXesWUoyp6YSFhwxla8j3aGRZiluku8GIRbdFD35C8xgPBIvkQFZPFyzkQQDHRBtfMs9MfM9_k/s1600/imagem+alteres+movimento.gif"><br /><!--[endif]--></a></span>
<img alt="" border="0" id="BLOGGER_PHOTO_ID_5559782553629664770" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCnM5t6LW1pcZEMfHglWfPdkaKv-kIPonkEGDKxqAjpADx1GUbi6QYr9wQ892S2fRY6WXesWUoyp6YSFhwxla8j3aGRZiluku8GIRbdFD35C8xgPBIvkQFZPFyzkQQDHRBtfMs9MfM9_k/s320/imagem+alteres+movimento.gif" style="background-color: white; border: none; color: #616161; display: block; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; height: 110px; line-height: 20px; margin: 0px auto 10px; position: relative; text-align: center; width: 157px;" /><br />
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Primeiramente você deve se
alimentar de 3 em 3 horas para manter o sangue glicosado e oxigenado. O Whey
Protein por si só não faz milagre, deve estar acompanhado de uma dieta
equilibrada e repouso adequado. Existem diversas formas de utilizarmos o Whey
Protein em nossas refeições. Em minha opinião vou colocar na ordem de
prioridade as melhores horas para se obter a melhor absorção e aproveitamento
do mesmo.</div>
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<br /></div>
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<b>1 - Antes do treino:</b> Nessa
hora você precisa mais de carboidratos (que serão transformados em energia) do
que proteínas. Pode ingerir uns 70% de carboidratos e 30% de proteínas. Nesta
hora temos que propiciar um ambiente anabólico. Obs: Tome uma colher de sopa do
produto 30min antes do treino;</div>
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<br /></div>
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<b>2 - Depois do treino:</b> Essa
hora é primordial, pois esse momento é considerado como a “janela anabólica” ou
“janela das oportunidades”, pela facilidade e urgência do corpo em absorver
nutrientes e dar a supercompensação orgânica que o organismo necessita para
repor o que foi consumido e promover o anabolismo ou aumento da massa magra
(massa muscular). Tomar duas colheres de sopa do produto imediatamente após o
treino. Dica: Coloque as duas colheres do produto em uma garrafa plástica seca
e leve para a academia. Quando terminar o treino, adicione água, agite e beba.
Quanto mais cedo o produto for ingerido após o treino, maior será o efeito
anabólico promovido pelo mesmo.</div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b>==> Quais são as fontes de
Whey Protein?</b></div>
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As melhores fontes de proteínas
do leite são a Caseína e a Whey Protein. Isso se justifica pelo Valor Biológico
(VB) atribuídos a elas. Valor Biológico significa fornecimento total de
aminoácidos em quantidade e proporções adequadas. Ao Caseinato foi atribuído
VB=71 e a Whey Protein VB=104. Para se ter uma ideia, ao ovo, que era
considerado como o melhor alimento para obtenção de proteínas de alta
qualidade, foi aplicado o VB=100. Então, a princípio, a Whey Protein seria
superior ao ovo. A Whey Protein vem na maioria das vezes na forma de pó, sendo
em potes com medidores, ou em pacotes fechados com uma quantidade já
considerada ideal. Isso simplifica e muito a vida dos atletas, pois são fáceis
de se comprar, preparar e estocar. Normalmente são preparadas com água ou com
leite desnatado.</div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b>==> O que acontece com o
nosso organismo na falta de Whey Protein?</b> </div>
<div class="MsoNormal" style="text-align: justify;">
A falta de uma suplementação de
proteína pode conduzir ao catabolismo excessivo de proteína, ou à avaria (no
caso de indivíduos fisicamente ativos), e pode impedir nossos esforços em
produzir mais ganhos no tamanho e na força do músculo (no caso de quem treina
musculação). Isso acarretaria um prejuízo para o organismo caso o indivíduo não
faça uma alimentação rica em proteína, coisa muito comum na dieta do
brasileiro. Obter a quantidade adequada de proteína é crucial para a manutenção
da massa muscular e manter o corpo em equilíbrio positivo de nitrogênio,
necessário para novo crescimento e reparo.</div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b>==> Há contraindicações do
uso de Whey Protein?</b> </div>
<div class="MsoNormal" style="text-align: justify;">
Até o momento nenhum efeito
colateral foi relatado ou documentado do uso de Whey Protein. Assim como beber
leite, Whey Protein é um alimento natural que pode ser consumido a qualquer
hora sem os indesejáveis efeitos colaterais.</div>
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Fonte: <a href="http://suplementosdf.blogspot.com.br/">http://suplementosdf.blogspot.com.br/</a></div>
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Anonymoushttp://www.blogger.com/profile/10456652708725492101noreply@blogger.com2tag:blogger.com,1999:blog-6069639358763905729.post-39102027824718275482013-10-25T15:53:00.003-07:002013-10-25T15:53:22.773-07:00Desafio para o Grupo Arquivo Vivo<br />
O Grupo Arquivo Proteico elabora o seguinte questionamento:<br />
<span id="goog_2055761311"></span><span id="goog_2055761312"></span><a href="http://www.blogger.com/"></a><a href="http://www.blogger.com/"></a><span id="goog_2055761308"></span><span id="goog_2055761309"></span><br />
Qual é a importância da veracidade e da padronização das informações contidas nas tabelas nutricionais nos rótulos dos alimentos que estão disponíveis no mercador.<br />
Essas informações podem ser consideradas verdadeiras e confiáveis por um usuário que não teve aula de Diplomática e Tipologia Documental com o Professor André. Comente a importância dessa padronização para a obtenção da informação para o consumidor e a tipologia e a espécie da tabela nutricional.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgf5TO6jczwLFlqehzuIoh3y8WYw0QPp1XeJbwVHgD2KGkv3n7CHe33FIEFFQDMCv-5BP2e8m6pDNUIHlOHrYE8TjTR39rTrqeUXOyXkgzPIqVJks4v2_NXEtWR150bDSaBe0KhI7exUlmU/s1600/foto1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgf5TO6jczwLFlqehzuIoh3y8WYw0QPp1XeJbwVHgD2KGkv3n7CHe33FIEFFQDMCv-5BP2e8m6pDNUIHlOHrYE8TjTR39rTrqeUXOyXkgzPIqVJks4v2_NXEtWR150bDSaBe0KhI7exUlmU/s1600/foto1.jpg" /></a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1QQZCr8n1KwBRAHd0OkH3EcApbBIHdZZ25cwLUOWhumPBuN3xPPh8UYF_yfHA7HCUfdmWAvXfhKwiSc1ENaNiinMpEGvC0nP-8HJKPmric70zU5jiV8gp5XuATIE5jDtfg4kGlFON4LVA/s1600/100_Whey_Protein-_Optimum_2352g._tab_3_1.JPG.435x1000_q85.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="206" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1QQZCr8n1KwBRAHd0OkH3EcApbBIHdZZ25cwLUOWhumPBuN3xPPh8UYF_yfHA7HCUfdmWAvXfhKwiSc1ENaNiinMpEGvC0nP-8HJKPmric70zU5jiV8gp5XuATIE5jDtfg4kGlFON4LVA/s320/100_Whey_Protein-_Optimum_2352g._tab_3_1.JPG.435x1000_q85.jpg" width="320" /></a><br />
<br />Anonymoushttp://www.blogger.com/profile/10456652708725492101noreply@blogger.com2tag:blogger.com,1999:blog-6069639358763905729.post-72419027656606712972013-10-25T04:42:00.003-07:002013-10-25T04:52:05.506-07:00Atividade Oficina<span style="background-color: white;"><span style="font-family: arial, sans-serif; font-size: 13px;"><br /></span>
<span style="font-family: arial, sans-serif; font-size: 13px;"><br /></span>
</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgM9dPzBTZq1AddzWzZaAgpZOb8SPPT2-bX6hKC8z61RnjAjyxwNrbPC30Yic9njHPk4gqnp1mPtlIyISI6wQqqrArVEZX4SE7C6LbJeN9F9fcbpmBu06CuZzlQCmeZchMLwGUkZhHqe_tk/s1600/charge.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="background-color: white; color: black;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgM9dPzBTZq1AddzWzZaAgpZOb8SPPT2-bX6hKC8z61RnjAjyxwNrbPC30Yic9njHPk4gqnp1mPtlIyISI6wQqqrArVEZX4SE7C6LbJeN9F9fcbpmBu06CuZzlQCmeZchMLwGUkZhHqe_tk/s1600/charge.jpg" /></span></a></div>
<span style="background-color: white; font-family: arial, sans-serif; font-size: 13px;"><br /></span>
<span style="background-color: white; font-family: arial, sans-serif; font-size: 13px;"><br /></span>
<span style="background-color: black; color: white; font-family: arial, sans-serif; font-size: 13px;">No dia 8 de Novembro, serão realizadas as oficinas no ICC Norte, referente a Disciplina Diplomática e Tipologia Documental, onde o grupo Arquivo Protéico estará participando. O grupo irá abordar um tema que cada vez mais cresce por causa da busca da população pelo "corpo perfeito". Esse tema é a suplementação, mais especificamente a suplementação nacional.</span><br />
<span style="background-color: black; color: white; font-family: arial, sans-serif; font-size: 13px;"> Vamos falar sobre os documentos que regularizam a venda dessa mercadoria no País, além de testar a veracidade das informações que compõem o rotulo e a tabela nutricional de alguns suplementos , por meio de laudos feitos pelo Núcleo de Pesquisas e Controle de Qualidade em Alimentos (NPCAL) da Universidade de Brasília. Nosso intuito é mostrar se realmente as marcas estão produzindo rótulos verídicos, sem enganação com o consumidor.</span><br />
<span style="background-color: black; color: white;"><br />
<span style="font-family: arial, sans-serif; font-size: 13px;">Tema: Suplementos vendidos no Mercado Nacional.</span></span><br />
<span style="background-color: black; color: white;"><span style="font-family: arial, sans-serif; font-size: 13px;">Assunto: </span><span style="font-family: arial, sans-serif; font-size: 13px;">A questão da Veracidade das embalagens dos Suplementos Nacionais.</span></span><br />
<span style="background-color: black; color: white;"><span style="font-family: arial, sans-serif; font-size: 13px;"><br /></span>
<span style="font-family: arial, sans-serif; font-size: 13px;"><br /></span>
<span style="font-family: arial, sans-serif; font-size: 13px;">Para dar um gostinho da nossa Oficina segue um video sobre esta problemática.</span></span><br />
<span style="background-color: white;"><span style="font-family: arial, sans-serif; font-size: 13px;"><br /></span>
</span><br />
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<span style="background-color: white;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/JKzor0mKsh0?feature=player_embedded' frameborder='0'></iframe></span></div>
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<span style="background-color: white; color: #222222; font-family: arial, sans-serif; font-size: 13px;"><br /></span>Anonymoushttp://www.blogger.com/profile/10456652708725492101noreply@blogger.com0tag:blogger.com,1999:blog-6069639358763905729.post-9559442225565632402013-10-17T16:17:00.001-07:002013-10-17T16:18:24.936-07:00Atividade em Grupo (Fluxogramizando o Facebook)<span style="color: white; font-family: Arial, Helvetica, sans-serif;">A atividade da semana consiste em realizar um Fluxograma que representa a tramitação pelo Facebook passando por todo o processo de protocolo até chegar em meio físico em mãos para o professor Luiz.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8HVBTAwaXTBFwEtwMEU0z-Ggi0mkKMsMYUc03AXSdwKwwpyBfQtdGK93jM0Q59Cn-HJu3SA_4MKuoAVhQwAnDOPUOQdj1MjeW89ZelUTe-771C0DcyDNr9sowLFOERndb8vbLd9E6_PDo/s1600/Diplomatica+face.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8HVBTAwaXTBFwEtwMEU0z-Ggi0mkKMsMYUc03AXSdwKwwpyBfQtdGK93jM0Q59Cn-HJu3SA_4MKuoAVhQwAnDOPUOQdj1MjeW89ZelUTe-771C0DcyDNr9sowLFOERndb8vbLd9E6_PDo/s640/Diplomatica+face.png" width="428" /></a></div>
Anonymoushttp://www.blogger.com/profile/10456652708725492101noreply@blogger.com0tag:blogger.com,1999:blog-6069639358763905729.post-37747735693409248002013-10-10T17:35:00.004-07:002013-10-11T05:51:53.106-07:00Atividade da Semana Criação do Fluxograma<div class="separator" style="clear: both; text-align: left;">
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 115%;">A
Atividade da Semana consiste em criar um fluxograma das séries documentais da
MCEbyte Viagens e Turismo.</span></div>
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<span style="background-color: white; background-position: initial initial; background-repeat: initial initial;"><span style="text-align: start;">O fluxograma designa uma representação gráfica de determinado
processo. Para o Arquivísta é importante que se conheça os processos envolvidos
na criação dos documentos, para que ele possa mapear as funções/atividades e,
desta forma, o auxilie no desempenho de sua profissão.</span><o:p></o:p></span></span><br />
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">Nosso fluxograma compreende
todo o processo desde sua criação, tramitação e finalização entre os diversos
setores dentro da empresa.</span></div>
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<br />Victor Schalyhttp://www.blogger.com/profile/00058659739362097060noreply@blogger.com0tag:blogger.com,1999:blog-6069639358763905729.post-57352387673442277662013-09-29T09:06:00.000-07:002013-10-02T18:07:12.292-07:00Duplicity- 1° Parte<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;">Na última sexta-feira, na
aula de Diplomática e Tipologia Documental, assistimos ao filme, onde, traz o
constante jogo de espionagens entre as corporações: Burkett Randle e Equikrom,
duas multinacionais rivais em busca de uma fórmula revolucionária. Claire
Stenwick(Julia Roberts) e Ray Koval ( Clive Owen), </span><span style="font-family: Arial, sans-serif; font-size: 12pt;">D</span><span style="font-family: Arial, sans-serif; font-size: 12pt;">ois ex-agentes que trabalham para empresas rivais com o objetivo de encontrar a fórmula de um produto, que renderá uma fortuna a quem patenteá-lo antes.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgS1spYEAmIphCWe86E-XGkY390gmjgc3Vh2njDVsMvWJVeCb4T1R5qJpoB7c3tjC9h0l_6rMRtkwXajqQR2KyRQHL4g4ae2sdd5MVvj6U_0UqOKFkjmGc_9KhwU0c5N7RShXEkuIVASoTs/s1600/229566_284766731624366_365456486_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" height="155" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgS1spYEAmIphCWe86E-XGkY390gmjgc3Vh2njDVsMvWJVeCb4T1R5qJpoB7c3tjC9h0l_6rMRtkwXajqQR2KyRQHL4g4ae2sdd5MVvj6U_0UqOKFkjmGc_9KhwU0c5N7RShXEkuIVASoTs/s320/229566_284766731624366_365456486_n.jpg" width="320" /></a></div>
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Clive Owen (sem Whey Protein) Clive Owen (com Whey Protein)</div>
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<span style="font-family: Arial, sans-serif; font-size: 12pt;">Durante o filme foi percebido diversos casos em que a diplomática é aplicável, pois são constantes os documentos e informações falsas apresentadas para que o objetivo e interesses individuais fosse atingido. Se em meio a estes documentos apresentados no filme houvesse uma receita médica como a explicitada nas imagens abaixo, você saberia analisar qual é o documento “falso” e o “verdadeiro”? Explique segundo os conceitos estudados em sala de aula.</span></div>
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<br />Anonymoushttp://www.blogger.com/profile/10456652708725492101noreply@blogger.com1tag:blogger.com,1999:blog-6069639358763905729.post-44459858483834928242013-09-23T15:11:00.003-07:002013-11-28T02:33:41.644-08:00Curiosidades<div class="separator" style="clear: both; text-align: center;">
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<a href="http://vitrinedaweb.blogspot.com.br/2010/10/o-jovem-arnold.html" target="_blank"><span style="color: yellow; font-size: x-small;">Fonte da imagem</span></a></div>
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<b><span style="color: yellow;">Link: <a href="http://arquivoproteico.blogspot.com.br/2013/11/informacoes-gerais-sobre-o-whey-protein.html">Informações gerais sobre o Whey Protein</a></span></b><br />
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<b><span style="color: yellow;"><b><span style="color: yellow;">Link: <a href="http://arquivoproteico.blogspot.com.br/2013/11/fato-inedito_1495.html" target="_blank">Fato Inédito!!!!</a></span></b> </span></b>Victor Schalyhttp://www.blogger.com/profile/00058659739362097060noreply@blogger.com0tag:blogger.com,1999:blog-6069639358763905729.post-53164774176135225182013-09-23T14:53:00.000-07:002013-09-24T11:18:13.250-07:00Blog mãe<div class="separator" style="clear: both; text-align: center;">
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<span style="color: yellow;"> </span><br />
<span style="color: yellow;"><span style="font-size: x-small;"> <a href="http://diplomaticaetipologia.blogspot.com.br/" target="_blank">F</a></span><a href="http://diplomaticaetipologia.blogspot.com.br/" style="font-size: small;" target="_blank">onte da imagem</a></span><br />
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<span style="font-family: Verdana, sans-serif;"><b><span style="color: yellow;">Link:</span><span style="color: orange;"> </span><a href="http://diplomaticaetipologia.blogspot.com.br/" style="color: orange;" target="_blank">Diplomática e Tipologia Documentao - UnB</a></b></span>
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Victor Schalyhttp://www.blogger.com/profile/00058659739362097060noreply@blogger.com0tag:blogger.com,1999:blog-6069639358763905729.post-65269403701412092372013-09-23T14:42:00.005-07:002013-11-27T14:25:20.446-08:00Parceiros Diplomáticos<div class="separator" style="clear: both; text-align: center;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKhOUO-PLMQ11VCbgO0ulSjgrRfCNYRmkSc6NgVcZCIzEXAxxyu-sjcCez9SNrdVJHTJOGzjcphyANxTxq1HDL_WFHk_yCSPLefl9IxGzqVzZ_MO5_kjy9B4pJvGz03_ubUdc-B9Ejr2w/s1600/Arnold-parceiro.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKhOUO-PLMQ11VCbgO0ulSjgrRfCNYRmkSc6NgVcZCIzEXAxxyu-sjcCez9SNrdVJHTJOGzjcphyANxTxq1HDL_WFHk_yCSPLefl9IxGzqVzZ_MO5_kjy9B4pJvGz03_ubUdc-B9Ejr2w/s1600/Arnold-parceiro.jpg" /></a></div>
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<span style="color: yellow; font-size: x-small;"><a href="http://treinoanimal.blogspot.com.br/2011/08/treino-piramide-por-arnold.html" target="_blank">Fonte da imagem</a></span></div>
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<span style="font-family: Verdana, sans-serif;"><b><span style="color: yellow;">Link: </span> <a href="http://arquivocinemaediplomatica.blogspot.com.br/" target="_blank">Arquivo, Cinema e Diplomática</a></b></span></div>
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<b style="font-family: Verdana, sans-serif;"><span style="color: yellow;">Link: </span></b><span style="font-family: Verdana, sans-serif;"><b><a href="http://arquivosjurassicos.blogspot.com.br/" target="_blank">Arquivos Jurássicos</a></b></span></div>
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<b style="font-family: Verdana, sans-serif;"><span style="color: yellow;">Link: </span></b><span style="font-family: Verdana, sans-serif;"><b><a href="http://arquivolibertario.blogspot.com.br/" target="_blank">Arquivo Libertário</a></b></span></div>
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<b style="font-family: Verdana, sans-serif;"><span style="color: yellow;">Link: </span></b><span style="font-family: Verdana, sans-serif;"><b><a href="http://bemmequerarquivo.blogspot.com.br/" target="_blank">Bem Me Quer Arquivo</a></b></span></div>
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<b style="font-family: Verdana, sans-serif;"><span style="color: yellow;">Link: </span></b><span style="font-family: Verdana, sans-serif;"><b><a href="http://diplomaticasja.blogspot.com.br/" target="_blank">Diplomáticas Já</a></b></span></div>
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<b style="font-family: Verdana, sans-serif;"><span style="color: yellow;">Link: </span></b><span style="font-family: Verdana, sans-serif;"><b><a href="http://docearquivodoce.blogspot.com.br/" target="_blank">Doce Arquivo</a></b></span></div>
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<b style="font-family: Verdana, sans-serif;"><span style="color: yellow;">Link: </span></b><span style="font-family: Verdana, sans-serif;"><b><a href="http://jogosdocumentados.blogspot.com.br/" target="_blank">Jogos Documentados</a></b></span></div>
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<b style="font-family: Verdana, sans-serif;"><span style="color: yellow;">Link: </span></b><span style="font-family: Verdana, sans-serif;"><b><a href="http://movimente-sebrasil.blogspot.com.br/" target="_blank">Movimente-se Brasil</a></b></span></div>
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<b style="font-family: Verdana, sans-serif;"><span style="color: yellow;">Link: </span></b><span style="font-family: Verdana, sans-serif;"><b><a href="http://sigiloexposto.blogspot.com.br/" target="_blank">Sigilo exposto</a></b></span></div>
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<b style="font-family: Verdana, sans-serif;"><span style="color: yellow;">Link: <a href="http://csiarquivo.blogspot.com.br/" target="_blank">CSI Arquivo</a></span></b></div>
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<span style="font-size: x-small;"></span>Victor Schalyhttp://www.blogger.com/profile/00058659739362097060noreply@blogger.com0tag:blogger.com,1999:blog-6069639358763905729.post-43238186784790018012013-09-23T14:36:00.001-07:002013-11-28T02:44:43.611-08:00Atividades<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgd7kjIc8npkUA3hWxadEtbfMgQdhvDh8OjwFOODKHaumdXhWorPsWUK89HsuFl0G1awwdOOyQx1oQBAo6zvEh65DXRbrlMk3KFYJT11_e5UASNfqQI5K9jDali9yKhtQ4j4U9TpoTHJRU/s1600/arnold-estudando.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="247" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgd7kjIc8npkUA3hWxadEtbfMgQdhvDh8OjwFOODKHaumdXhWorPsWUK89HsuFl0G1awwdOOyQx1oQBAo6zvEh65DXRbrlMk3KFYJT11_e5UASNfqQI5K9jDali9yKhtQ4j4U9TpoTHJRU/s320/arnold-estudando.jpg" width="320" /></a></div>
<span style="color: yellow; font-size: x-small;"><a href="http://www.treinomonster.com/2011/12/t-m-motivacao-oque-e-ser-um-frango.html" target="_blank">Fonte da imagem</a></span><br />
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<span style="font-family: Verdana, sans-serif;"><b>Atividade - Data de publicação</b></span><br />
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<b><span style="color: yellow; font-family: Verdana, sans-serif;">Link:</span><span style="color: orange; font-family: Verdana, sans-serif;"> <a href="http://arquivoproteico.blogspot.com.br/2013_08_01_archive.html" target="_blank">O que é o que é? - 26 de agosto de 2013</a></span></b><br />
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<b><span style="color: yellow; font-family: Verdana, sans-serif;">Link:</span><span style="color: orange; font-family: Verdana, sans-serif;"> </span></b><span style="color: orange; font-family: Verdana, sans-serif;"><b><a href="http://arquivoproteico.blogspot.com.br/2013/09/atividade-individual-dia-04092013.html" target="_blank">Atividade Individual/Wellington Barbosa Batista - 4 de setembro de 2013</a></b></span><br />
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<b><span style="color: yellow; font-family: Verdana, sans-serif;">Link:</span><span style="color: orange; font-family: Verdana, sans-serif;"> </span></b><span style="color: orange; font-family: Verdana, sans-serif;"><b><a href="http://arquivoproteico.blogspot.com.br/2013/09/atividade-em-grupo-do-dia-30082013.html" target="_blank">Atividade em grupo do dia 30/08/2013 - 4 de setembro de 2013</a></b></span><br />
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<b><span style="color: yellow; font-family: Verdana, sans-serif;">Link:</span><span style="color: orange; font-family: Verdana, sans-serif;"> </span></b><span style="color: orange; font-family: Verdana, sans-serif;"><b><a href="http://arquivoproteico.blogspot.com.br/2013/09/atividade-classificacao-mcebyte-abrindo.html" target="_blank">Atividade Classificação MCEbyte (Abrindo os olhos) - 6 de setembro de 2013</a></b></span><br />
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<b><span style="color: yellow; font-family: Verdana, sans-serif;">Link:</span><span style="color: orange; font-family: Verdana, sans-serif;"> </span></b><span style="color: orange; font-family: Verdana, sans-serif;"><b><a href="http://arquivoproteico.blogspot.com.br/2013/09/atividade-individual-040913-reinaldo_6.html" target="_blank">Atividade Individual/Reinaldo Santos Sobrinho - 6 de setembro de 2013</a></b></span><br />
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<b><span style="color: yellow; font-family: Verdana, sans-serif;">Link:</span><span style="color: orange; font-family: Verdana, sans-serif;"> </span></b><span style="color: orange; font-family: Verdana, sans-serif;"><b><a href="http://arquivoproteico.blogspot.com.br/2013/09/atividade-individual-montando-o-quebra.html" target="_blank">Atividade Individual/montando o quebra-cabeça - 9 de setembro de 2013</a></b></span><br />
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<b><span style="color: yellow; font-family: Verdana, sans-serif;">Link:</span><span style="color: orange; font-family: Verdana, sans-serif;"> </span></b><span style="color: orange; font-family: Verdana, sans-serif;"><b><a href="http://arquivoproteico.blogspot.com.br/2013/09/atividade-individual.html" target="_blank">Atividade Individual/ Roger Martins de Jesus - 9 de setembro de 2013</a></b></span><br />
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<b><span style="color: yellow; font-family: Verdana, sans-serif;">Link:</span><span style="color: orange; font-family: Verdana, sans-serif;"> </span></b><span style="color: orange; font-family: Verdana, sans-serif;"><b><a href="http://arquivoproteico.blogspot.com.br/2013/09/atividade-individual-montando-o-quebra_13.html" target="_blank">Atividade Individual/Montando o quebra-cabeça/ Victor F. de C. Schaly – 13 de setembro de 2013</a></b></span><br />
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<b><span style="color: yellow; font-family: Verdana, sans-serif;">Link:</span><span style="color: orange; font-family: Verdana, sans-serif;"> </span></b><span style="color: orange; font-family: Verdana, sans-serif;"><b><a href="http://arquivoproteico.blogspot.com.br/2013/09/atividade-vamos-adivinhar.html" target="_blank">Vamos adivinhar? – 13 de setembro de 2013</a></b></span><br />
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<b><span style="color: yellow; font-family: Verdana, sans-serif;">Link:</span><span style="color: orange; font-family: Verdana, sans-serif;"> </span></b><span style="color: orange; font-family: Verdana, sans-serif;"><b><a href="http://arquivoproteico.blogspot.com.br/2013/09/autenticidade-e-veracidade.html" target="_blank">Autenticidade e veracidade - 16 de setembro de 2013</a></b></span><br />
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<span style="font-size: small;"><b><span style="color: yellow;"><span style="font-family: Verdana, sans-serif;">Link:</span></span><span style="color: yellow;"><span style="font-family: Verdana, sans-serif;"> </span></span><a href="http://arquivoproteico.blogspot.com.br/2013/09/duplicity-1-parte.html" target="_blank">Duplicidade - 1° Parte - 29 de setembro de 2013</a></b></span><br />
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<span style="font-size: small;"><b><span style="color: yellow;"><span style="font-family: Verdana, sans-serif;">Link:</span></span> <a href="http://arquivosjurassicos.blogspot.com.br/2013/10/duplicity-1-parte.html?showComment=1380888540661#c6695251426728973431">Duplicidade - 2° Parte - 04 de setembro de 2013</a></b></span><br />
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<span style="font-size: small;"><b><span style="color: yellow;"><span style="font-family: Verdana, sans-serif;">Link: <a href="http://arquivoproteico.blogspot.com.br/2013/10/fluxo-teste.html" target="_blank">Atividade da Semana Criação do Fluxograma - 10 de outubro de 2013</a></span></span></b></span><br />
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<span style="font-size: small;"><b><b><span style="color: yellow;"><span style="font-family: Verdana, sans-serif;">Link:</span></span></b></b><span style="font-family: Verdana, sans-serif;"><b> </b></span></span><span style="color: orange;"><a href="http://arquivoproteico.blogspot.com.br/2013/10/atividade-em-grupo-fluxogramizando-o.html"><b><span style="font-size: small;">Atividade em Grupo (Fluxogramizando o Facebook) - 17 de outubro de 2013</span></b></a></span><br />
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<span style="font-size: small;"><b><b><span style="color: yellow;"><span style="font-family: Verdana, sans-serif;">Link: <a href="http://arquivoproteico.blogspot.com.br/2013/10/atividade-oficina.html" target="_blank">Atividade Oficina - 25 de outubro de 2013</a></span></span></b></b></span><br />
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<span style="font-size: small;"><b><b><span style="color: yellow;"><span style="font-family: Verdana, sans-serif;"><span style="font-size: small;"><b><b><span style="color: yellow;"><span style="font-family: Verdana, sans-serif;">Link: <a href="http://arquivoproteico.blogspot.com.br/2013/10/desafio-para-o-grupo-arquivo-vivo.html" target="_blank">Desafio para o Grupo Arquivo Vivo - 25 de outubro de 2013</a></span></span></b></b></span></span></span></b></b></span><br />
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<span style="font-size: small;"><b><b><span style="color: yellow;"><span style="font-family: Verdana, sans-serif;"><span style="font-size: small;"><b><b><span style="color: yellow;"><span style="font-family: Verdana, sans-serif;"><span style="font-size: small;"><b><b><span style="color: yellow;"><span style="font-family: Verdana, sans-serif;">Link:</span></span></b></b></span> <a href="http://arquivoproteico.blogspot.com.br/2013/11/blog-post.html" target="_blank">VENHA E TIRE ESSA CARA DE EMBURRADO DO ROSTO!! - 06 de novembro de 2013</a></span></span></b></b></span></span></span></b></b></span><br />
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<span style="font-size: small;"><b><b><span style="color: yellow;"><span style="font-family: Verdana, sans-serif;"><span style="font-size: small;"><b><b><span style="color: yellow;"><span style="font-family: Verdana, sans-serif;"><span style="font-size: small;"><b><b><span style="color: yellow;"><span style="font-family: Verdana, sans-serif;">Link: <a href="http://arquivoproteico.blogspot.com.br/2013/11/atividade-da-semana-classificacao-da.html" target="_blank">Atividade da Semana - CLASSIFICAÇÃO DA INFORMAÇÃO - II - 22 de novembro de 2013</a></span></span></b></b></span></span></span></b></b></span></span></span></b></b></span><br />
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<b><span style="font-size: small;"><br /></span></b>Victor Schalyhttp://www.blogger.com/profile/00058659739362097060noreply@blogger.com0tag:blogger.com,1999:blog-6069639358763905729.post-6285275961117069442013-09-23T14:29:00.001-07:002013-09-24T07:02:12.014-07:00Quem Somos<div class="separator" style="clear: both; text-align: center;">
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<span style="font-family: "Arial","sans-serif";"><span style="color: yellow; font-size: x-small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCrXmAr2NRZB3K3UnfJKv0iTWS_cXCkk0rjZm8RVNnCM0P6DCWogzIQzEF6Nn5GvLOgnORSK4fc-9iDk01HZVxuascAA-JW6amD3Q8lSiZqiMGuX7cRYFDwA1je_OMq4M8xMbohYK4nbM/s1600/Carnivor.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCrXmAr2NRZB3K3UnfJKv0iTWS_cXCkk0rjZm8RVNnCM0P6DCWogzIQzEF6Nn5GvLOgnORSK4fc-9iDk01HZVxuascAA-JW6amD3Q8lSiZqiMGuX7cRYFDwA1je_OMq4M8xMbohYK4nbM/s1600/Carnivor.JPG" /></a></span></span></div>
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<a href="http://www.carnivor-musclemeds.com/" target="_blank"><span style="font-family: "Arial","sans-serif";"><span style="color: yellow; font-size: x-small;">Fonte da imagem</span></span></a></div>
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<span style="font-family: "Arial","sans-serif";">Somos
alunos do quinto semestre Curso de Arquivologia da Universidade de Brasília.
Por meio deste blog, buscamos aplicar os conhecimentos adquiridos em sala de
aula e postar conteúdos relacionados ao curso, à saúde e algumas das atividades
desenvolvidas pela matéria de Diplomática e Tipologia Documental que cursamos neste
presente semestre. Os colaboradores deste blog são:<o:p></o:p></span></div>
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</span></span><!--[endif]--><span style="font-family: "Arial","sans-serif";">Reinaldo
Santos<o:p></o:p></span></div>
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</span></span><!--[endif]--><span style="font-family: "Arial","sans-serif";">Roger
Martins<o:p></o:p></span></div>
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Batista<o:p></o:p></span></div>
Victor Schalyhttp://www.blogger.com/profile/00058659739362097060noreply@blogger.com0tag:blogger.com,1999:blog-6069639358763905729.post-4598346340551042862013-09-16T17:19:00.001-07:002013-09-24T09:39:31.542-07:00Autenticidade e Veracidade<br />
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<span style="font-family: Arial, Helvetica, sans-serif;">A atividade tem como base uma postagem do Blog Mãe de 1/2012, em que cada grupo criou em seu próprio blog uma atividade referente a "Autenticidade e Veracidade". Segue o link do blog "Diplomática e Tipologia no Departamento de Extensão - DTDEX"</span></div>
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<a href="http://www.dtdex.blogspot.com.br/2012/04/autenticidade-e-veracidade.html"><span style="font-family: Arial, Helvetica, sans-serif;">http://www.dtdex.blogspot.com.br/2012/04/autenticidade-e-veracidade.html</span></a><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">Nos dias atuais, os animais possuem uma importância cada vez maior na vida das pessoas passando inclusive a serem "personificados", possuindo inclusive vários tipos de documentos, entre eles a Carteira de Identidade para Animais. </span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">O documento foi desenvolvido para identificar o seu animal de estimação, facilitando em algumas tarefas do cotidiano, como levar ao veterinário, banho, tosa e outros, uma vez que, este documento forneceria de forma mais hábil, todas as informações necessárias para uma ficha de cadastro.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><u>Dessa forma o Grupo Arquivo Proteico pergunta:</u></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><i>Segundo o documento citado no desafio, o mesmo pode ser considerado verídico e diplomaticamente autentico? justifique a sua resposta de acordo com as aulas e textos estudados.</i></span></div>
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Anonymoushttp://www.blogger.com/profile/10456652708725492101noreply@blogger.com3tag:blogger.com,1999:blog-6069639358763905729.post-18411450446315327142013-09-13T06:42:00.002-07:002013-09-24T09:40:49.637-07:00Atividade VAMOS ADIVINHAR?! <div class="MsoNormal">
<span style="font-family: Arial, Helvetica, sans-serif; line-height: 115%;">PERGUNTA DO <a href="http://docearquivodoce.blogspot.com.br/2013/09/atividade-vamos-adivinhar-feita-em-sala.html" target="_blank">GRUPO DOCE ARQUIVO</a>.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; line-height: 115%;">Qual a diferença entre documentos legalmente
autênticos e documentos diplomaticamente autênticos?</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><b style="mso-bidi-font-weight: normal;"><span style="line-height: 115%;">Documentos
Legalmente Autênticos: </span></b><span style="line-height: 115%;">São aqueles documentos que suportam
uma prova sobre si mesmo, ou seja, servem como prova das ações da organização<b style="mso-bidi-font-weight: normal;"> </b>no desempenho de suas atividades. Ele
representa os sinais que atestam sua autenticidade<span style="mso-spacerun: yes;"> </span>emanados da autoridade competente.</span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><b style="mso-bidi-font-weight: normal;"><span style="line-height: 115%;">Documentos
Diplomaticamente Autênticos: </span></b><span style="line-height: 115%;">São os documentos que
foram produzidos de acordo com as práticas do tempo e do lugar indicados nos
textos e de acordo com a autoridade competente para cria-lo.</span></span></div>
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<u><span style="font-family: Arial, Helvetica, sans-serif; line-height: 115%;"><b>Exemplo:</b> </span></u></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="line-height: 115%;"><b>Fundo:</b> </span><span style="line-height: 115%;">Revolução de 1924</span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="line-height: 115%;">Carta trocada entre os chefes do movimento liderado pelo general Isidoro Dias Lopes, estendendo-se esta correspondência até a organização da Coluna Prestes</span><span style="font-size: small;">.</span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; line-height: 115%;"><b>Formato: </b>Carta <b><br /></b></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="line-height: 115%;"><b>Remetente: </b></span><span style="line-height: 115%;">A. de Simas Enéas</span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; line-height: 115%;"><b><span style="line-height: 115%;"><b>Destinatário: </b></span></b><span style="line-height: 115%;">Coronel João Francisco Pereira de Souza</span><b> </b></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="line-height: 115%;"><b>Local: </b></span><span style="line-height: 115%;">Buenos Aires</span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; line-height: 115%;"><b>Data: </b>26/07/1925<b> </b></span></div>
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" /> </b></span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"><span style="font-size: x-small;">Fonte: <a href="http://www.arquivoestado.sp.gov.br/revolucao_frameset.php?carta=260&imagem=260_004.jpg">http://www.arquivoestado.sp.gov.br/revolucao_frameset.php?carta=260&imagem=260_004.jpg</a></span></span></div>
Anonymoushttp://www.blogger.com/profile/10456652708725492101noreply@blogger.com0tag:blogger.com,1999:blog-6069639358763905729.post-58480501657819529582013-09-13T04:39:00.002-07:002013-09-13T04:39:36.973-07:00Atividade Individual - Montando o Quebra-Cabeça - Victor F. de C. SchalyAtividade Individual - Montando o Quebra-Cabeça<br /><br />SÉRIE: Folder MCEbyte<br />Modelo proposto por Ayuntamiento de Zaragoza<br /><br />1. Organismo Produtor: MCEbyte<br />2. Código: 012.3<br />3. Denominação do Tipo: Folder<br />4. Definição: Divulgação e publicação de propagandas da empresa MCEbyte.<br />5. Características Físicas<br />Classe: Textual/Imagem<br />Suporte: Papel<br />Suporte Informático: Não Há<br />Formato: Folha avulsa<br />Forma: Original Victor Schalyhttp://www.blogger.com/profile/00058659739362097060noreply@blogger.com0tag:blogger.com,1999:blog-6069639358763905729.post-89099648077697137992013-09-09T09:54:00.002-07:002013-09-09T09:56:35.303-07:00Atividade Individual Roger Martins de Jesus<span style="background-color: #002a55; color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;"><br /></span><span style="background-color: #002a55; color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;"><br /></span>
<br />
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Atividade Montando o quebra-cabeça.<br />
A série Documental escolhida é o<b> Kit MCEbyte.</b></span><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><b><br /></b></span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Análise feita de Acordo com o <b>modelo de Aragon.</b><br />
Série: TABELAS DE DIVULGAÇÃO DE PREÇOS.<br />
1.Fundo: MCEbyte.<br />
2. Código: 051.11<br />
3. Tipo Documental: Tabela de Preços.<br />
4. Transferência: Não Existe Transferência.<br />
5. Prazo de Conservação: Eliminação.<br />
6. Acesso: Fase Corrente e Intermediária: Apenas ao órgão produtor.<br />
7. Fase Permanente: Não Existe.<br />
8. Prazo: Enquanto servir a Administração ( MCEbyte).<o:p></o:p></span></div>
<span style="background-color: #002a55; color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;"><br /></span>
<span style="background-color: #002a55; color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14px; line-height: 19px; text-align: justify;"><br /></span>Rogerhttp://www.blogger.com/profile/11784845066236006105noreply@blogger.com0tag:blogger.com,1999:blog-6069639358763905729.post-53295488236441448062013-09-09T05:03:00.003-07:002013-09-09T05:09:01.555-07:00Atividade Individual Montando o Quebra Cabeças<div>
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<b><br /></b></div>
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<b><br /></b></div>
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<b>Série Documental do Kit MCEbyte.</b></div>
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<b>Analise de Acordo com o modelo de ARAGON.</b></div>
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<table align="left" border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 4.8pt; margin-right: 4.8pt; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-anchor-horizontal: margin; mso-table-anchor-vertical: margin; mso-table-left: left; mso-table-lspace: 7.05pt; mso-table-rspace: 7.05pt; mso-table-top: 44.15pt; mso-yfti-tbllook: 1184; width: 603px;">
<tbody>
<tr style="height: 17.65pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; height: 17.65pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.35pt;" valign="top" width="71"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
Fundo<o:p></o:p></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; height: 17.65pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" valign="top" width="81"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
Código <o:p></o:p></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; height: 17.65pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 71.6pt;" valign="top" width="95"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
Tipo Documental<o:p></o:p></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; height: 17.65pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.65pt;" valign="top" width="100"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
Transferência <o:p></o:p></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; height: 17.65pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 72.8pt;" valign="top" width="97"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
Prazo de Conservação<o:p></o:p></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; height: 17.65pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 81.85pt;" valign="top" width="109"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
Acesso <o:p></o:p></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; height: 17.65pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.2pt;" valign="top" width="50"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
prazo<o:p></o:p></div>
</td>
</tr>
<tr style="height: 44.25pt; mso-yfti-irow: 1;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 44.25pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.35pt;" valign="top" width="71"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
MCEbyte<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 44.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" valign="top" width="81"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
004<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 44.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 71.6pt;" valign="top" width="95"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
Pedidos<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 44.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.65pt;" valign="top" width="100"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
Após 10 anos<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 44.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 72.8pt;" valign="top" width="97"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<br />
<br />
<br />
Permanente<o:p></o:p></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 44.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 81.85pt;" valign="top" width="109"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 9.0pt;">Fase Corrente e
Intermediária</span></b><span style="font-family: "Times New Roman","serif"; font-size: 9.0pt;">:
Somente o órgão produtor.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 9.0pt;">Fase Permanente</span></b><span style="font-family: "Times New Roman","serif"; font-size: 9.0pt;">: Acesso a
Sociedade</span><o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 44.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.2pt;" valign="top" width="50"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<br /></div>
</td>
</tr>
<tr style="height: 26.4pt; mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 26.4pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.35pt;" valign="top" width="71"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
MCEbyte<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 26.4pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" valign="top" width="81"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
012.3<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 26.4pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 71.6pt;" valign="top" width="95"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
Banner<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 26.4pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.65pt;" valign="top" width="100"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
Após 4 anos<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 26.4pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 72.8pt;" valign="top" width="97"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<br />
<br />
<br />
Permanente<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 26.4pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 81.85pt;" valign="top" width="109"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 9.0pt;">Fase Corrente e
Intermediária</span></b><span style="font-family: "Times New Roman","serif"; font-size: 9.0pt;">:
Somente o órgão produtor.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 9.0pt;">Fase Permanente</span></b><span style="font-family: "Times New Roman","serif"; font-size: 9.0pt;">: Acesso a
Sociedade</span><o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 26.4pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.2pt;" valign="top" width="50"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<br /></div>
</td>
</tr>
<tr style="height: 43.9pt; mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 43.9pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.35pt;" valign="top" width="71"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
MCEbyte<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 43.9pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" valign="top" width="81"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
020.5<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 43.9pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 71.6pt;" valign="top" width="95"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
Ficha Funcional<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 43.9pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.65pt;" valign="top" width="100"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
Após a saída do Servidor.<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 43.9pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 72.8pt;" valign="top" width="97"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<br />
<br />
<br />
100 anos<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 43.9pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 81.85pt;" valign="top" width="109"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 9.0pt;">Fase Corrente e
Intermediária</span></b><span style="font-family: "Times New Roman","serif"; font-size: 9.0pt;">:
Enquanto o servidor estiver vinculado<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 9.0pt;">Fase Permanente</span></b><span style="font-family: "Times New Roman","serif"; font-size: 9.0pt;">: Acesso a
Sociedade</span><o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 43.9pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.2pt;" valign="top" width="50"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<br /></div>
</td>
</tr>
<tr style="height: 34.5pt; mso-yfti-irow: 4;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 34.5pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.35pt;" valign="top" width="71"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
MCEbyte<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 34.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" valign="top" width="81"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
051.11<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 34.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 71.6pt;" valign="top" width="95"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
Tabela de Preços<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 34.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.65pt;" valign="top" width="100"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
Não Existe Transferência<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 34.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 72.8pt;" valign="top" width="97"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
Eliminação<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 34.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 81.85pt;" valign="top" width="109"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 9.0pt;">Fase Corrente: </span></b><span style="font-family: "Times New Roman","serif"; font-size: 9.0pt;">Somente o órgão
produtor.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 34.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.2pt;" valign="top" width="50"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<br /></div>
</td>
</tr>
<tr style="height: 22.15pt; mso-yfti-irow: 5;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 22.15pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.35pt;" valign="top" width="71"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
MCEbyte<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.15pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" valign="top" width="81"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
052.11<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.15pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 71.6pt;" valign="top" width="95"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
Notas Fiscais<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.15pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.65pt;" valign="top" width="100"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
Após a aprovação das Contas pelo Conselho Fiscal<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.15pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 72.8pt;" valign="top" width="97"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<br />
Eliminação<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.15pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 81.85pt;" valign="top" width="109"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 9.0pt;">Fase Corrente: </span></b><span style="font-family: "Times New Roman","serif"; font-size: 9.0pt;">Somente o órgão
produtor.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.15pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.2pt;" valign="top" width="50"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<br /></div>
</td>
</tr>
<tr style="height: 13.2pt; mso-yfti-irow: 6; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 13.2pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.35pt;" valign="top" width="71"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
MCEbyte<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 13.2pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.8pt;" valign="top" width="81"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
ÁREA FIM<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 13.2pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 71.6pt;" valign="top" width="95"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
Imagens Virtuais<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 13.2pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.65pt;" valign="top" width="100"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
---<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 13.2pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 72.8pt;" valign="top" width="97"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<br />
Permanente<o:p></o:p></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 13.2pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 81.85pt;" valign="top" width="109"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 9.0pt;">Fase Corrente: </span></b><span style="font-family: "Times New Roman","serif"; font-size: 9.0pt;">Somente o órgão
produtor.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 13.2pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.2pt;" valign="top" width="50"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<br /></div>
</td>
</tr>
</tbody></table>
Rogerhttp://www.blogger.com/profile/11784845066236006105noreply@blogger.com0tag:blogger.com,1999:blog-6069639358763905729.post-58057453602908741762013-09-06T10:43:00.001-07:002013-09-06T10:56:26.784-07:00Atividade Individual (04/09/2013) Reinaldo Santos Sobrinho<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8s6jBRu1P90xbTXxZvIN1rci60JHz1ZBdw4YDkLySGOLLFSF6YVcXkWqNp6u6p1HG96u7Oy9IUeEgs0HySOQ8UTKOKSGMg8z7Db2SJfCSCwVk_hGacQ4vFl1j7Wkhfdrn-u02bntSAIUr/s1600/dtd+2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8s6jBRu1P90xbTXxZvIN1rci60JHz1ZBdw4YDkLySGOLLFSF6YVcXkWqNp6u6p1HG96u7Oy9IUeEgs0HySOQ8UTKOKSGMg8z7Db2SJfCSCwVk_hGacQ4vFl1j7Wkhfdrn-u02bntSAIUr/s640/dtd+2.png" width="428" /></a></div>
<br />Anonymoushttp://www.blogger.com/profile/10456652708725492101noreply@blogger.com0tag:blogger.com,1999:blog-6069639358763905729.post-60506151993226677322013-09-06T04:51:00.002-07:002013-09-06T04:51:27.649-07:00Atividade Classificação MCEbyte (Abrindo os olhos)<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinijvfr9CkK2zE1vVFIr4ey-wFKr5hUpCv0Xjay2hFUsX52cfPKq-s6rX_nvCoCieN7-VBF-bi3pyyL6mCFkY7LhfJabiMKs4ki9wXFg2j65P_ptXEpXw0CQM9JjXtAHS1itwnFAX0wgiI/s1600/Classifica%C3%A7%C3%A3o+Grupo+MCEbyte.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinijvfr9CkK2zE1vVFIr4ey-wFKr5hUpCv0Xjay2hFUsX52cfPKq-s6rX_nvCoCieN7-VBF-bi3pyyL6mCFkY7LhfJabiMKs4ki9wXFg2j65P_ptXEpXw0CQM9JjXtAHS1itwnFAX0wgiI/s1600/Classifica%C3%A7%C3%A3o+Grupo+MCEbyte.bmp" /></a></div>
<br />Anonymoushttp://www.blogger.com/profile/10456652708725492101noreply@blogger.com0