<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-830140711410188808</id><updated>2024-11-06T02:50:51.600+00:00</updated><category term="História da Informática"/><category term="Ciencia"/><category term="Atualidade"/><category term="Engenharia"/><category term="4G"/><category term="Android"/><category term="CES"/><category term="Cisco"/><category term="Gadgets"/><category term="Gaming"/><category term="Google"/><category term="Intel"/><category term="Linux"/><category term="Programming"/><category term="www"/><title type='text'>Multimedia Engineering</title><subtitle type='html'>This blog discusses issues related to multimedia, brand, entertainment, science, technology, computer networks, web design, general information, games ...</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://multimediaengineering.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://multimediaengineering.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>eng.josrods</name><uri>http://www.blogger.com/profile/05278913459756656025</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>106</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-830140711410188808.post-8291820729354134302</id><published>2012-07-19T13:13:00.000+01:00</published><updated>2012-07-19T13:36:35.383+01:00</updated><title type='text'>Windows 8 disponível a 26 de Outubro</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhywJTl2pJLhlCHmLTaz5w4yEWNqltBsi6zdZP6ZmrsjD1f4E1DLtMdhddpLe9q9mlhAFnCDMhoYkb4HhMmaQVvDudjbYpV-LGX-bXlygyl_7KIvSXTN40t4Pc_knMQ9wUzFWNb6k68xPxh/s1600/win_8_data_1_small.jpg&quot; imageanchor=&quot;1&quot; style=&quot;background-color: white; clear: left; display: inline !important; margin-bottom: 0em; margin-right: 0em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhywJTl2pJLhlCHmLTaz5w4yEWNqltBsi6zdZP6ZmrsjD1f4E1DLtMdhddpLe9q9mlhAFnCDMhoYkb4HhMmaQVvDudjbYpV-LGX-bXlygyl_7KIvSXTN40t4Pc_knMQ9wUzFWNb6k68xPxh/s1600/win_8_data_1_small.jpg&quot; width=&quot;590&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;A data estava anunciada e tinha sido apresentada pela própria Microsoft. No entanto o dia certo para a sua disponibilização permanecia ainda uma incógnita.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
Mas finalmente está o mistério resolvido e a data definitiva e final para a disponibilização do Windows 8 para os seus potenciais e futuros utilizadores está apresentada.&lt;br /&gt;
&lt;br /&gt;
Será trazido a público no dia 26 de Outubro e estará disponível para todos, quer seja para instalações de raiz ou actualizações de versões anteriores do Windows.&lt;br /&gt;
&lt;br /&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://multimediaengineering.blogspot.com/feeds/8291820729354134302/comments/default' title='Enviar feedback'/><link rel='replies' type='text/html' href='http://multimediaengineering.blogspot.com/2012/07/windows-8-disponivel-26-de-outubro.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/8291820729354134302'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/8291820729354134302'/><link rel='alternate' type='text/html' href='http://multimediaengineering.blogspot.com/2012/07/windows-8-disponivel-26-de-outubro.html' title='Windows 8 disponível a 26 de Outubro'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhywJTl2pJLhlCHmLTaz5w4yEWNqltBsi6zdZP6ZmrsjD1f4E1DLtMdhddpLe9q9mlhAFnCDMhoYkb4HhMmaQVvDudjbYpV-LGX-bXlygyl_7KIvSXTN40t4Pc_knMQ9wUzFWNb6k68xPxh/s72-c/win_8_data_1_small.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-830140711410188808.post-7201952320636011211</id><published>2012-05-09T16:45:00.000+01:00</published><updated>2012-05-09T16:45:35.423+01:00</updated><title type='text'>Está a chegar  o novo ASUS Transformer Pad</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbMT7YI00imsqIbv68gtrL45C_6ChSDp-xsfhhYlbsn7lpmHeKBLpqfoV1L1V-4L2c2njy21hzwVoQwMMZKIv0ohyf07QTt4ZaUSXU7rl8-yLAGw9uptbQ2Zp2rdcF6W67qaVu78LB8NRR/s1600/asus_eee_pad_2_small.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbMT7YI00imsqIbv68gtrL45C_6ChSDp-xsfhhYlbsn7lpmHeKBLpqfoV1L1V-4L2c2njy21hzwVoQwMMZKIv0ohyf07QTt4ZaUSXU7rl8-yLAGw9uptbQ2Zp2rdcF6W67qaVu78LB8NRR/s1600/asus_eee_pad_2_small.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Anunciada no Mobile World Congress em Fevereiro, a nova série ASUS Transformer Pad TF300T é ao mesmo tempo poderosa e acessível, com um alargado conjunto de recursos diferenciadores.&lt;br /&gt;
Este novo tablet da Asus está a chegar a Portugal e é já possível fazer o pré-registo para todos os que os pretendem adquirir. Aliado a um equipamento poderoso, a sua doca permite fazer dele um netbook ou um tablet híbrido com muito estilo e plenamente funcional.&lt;br /&gt;
Às novidades de hardware vem juntar-se a mais recente versão do sistema operativo para dispositivos móveis da Google, o Android 4.0 Ice Cream Sandwich.&lt;br /&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://multimediaengineering.blogspot.com/feeds/7201952320636011211/comments/default' title='Enviar feedback'/><link rel='replies' type='text/html' href='http://multimediaengineering.blogspot.com/2012/05/esta-chegar-o-novo-asus-transformer-pad.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/7201952320636011211'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/7201952320636011211'/><link rel='alternate' type='text/html' href='http://multimediaengineering.blogspot.com/2012/05/esta-chegar-o-novo-asus-transformer-pad.html' title='Está a chegar  o novo ASUS Transformer Pad'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbMT7YI00imsqIbv68gtrL45C_6ChSDp-xsfhhYlbsn7lpmHeKBLpqfoV1L1V-4L2c2njy21hzwVoQwMMZKIv0ohyf07QTt4ZaUSXU7rl8-yLAGw9uptbQ2Zp2rdcF6W67qaVu78LB8NRR/s72-c/asus_eee_pad_2_small.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-830140711410188808.post-6441731673102823149</id><published>2012-05-01T19:11:00.001+01:00</published><updated>2012-05-01T22:35:39.741+01:00</updated><title type='text'>Router Wifi Netgear R6300 – O primeiro a Gigabit</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNk1wtmPXil9_hnZr2P23x-95Z8VozE08eiZycJ6d6zQPJwCJiky6MxW5i7BMis54sDMDCg4z9xqXEquweQFPiRT0LyqyG1zGihV9ytHmwlPl6PBIiWS_cUQWV_if4EGH1qRaQlRXvvjNr/s1600/r6300_00_thumb.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;295&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNk1wtmPXil9_hnZr2P23x-95Z8VozE08eiZycJ6d6zQPJwCJiky6MxW5i7BMis54sDMDCg4z9xqXEquweQFPiRT0LyqyG1zGihV9ytHmwlPl6PBIiWS_cUQWV_if4EGH1qRaQlRXvvjNr/s400/r6300_00_thumb.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Como será ter gigabit na rede de comunicação sem fios em casa? Por exemplo partilhar um DVD através de uma rede com ritmos de transmissão na ordem do gigabit…será mais rápido que estalar os dedos!&lt;br /&gt;
Considerada por muitos como uma tecnologia de recurso quando não existe infraestrutura cablada, a verdade é que este tipo de redes têm ganho nos últimos anos uma posição de destaque no mundo tecnológico. &lt;br /&gt;
Características como a mobilidade, escalabilidade, segurança e velocidades de transmissão são hoje um trunfo desta tecnologia.&lt;br /&gt;
Tendo em conta as exigentes necessidades de muitos serviços no acesso à informação, a Netgear adiantou-se e lançou já o primeiro Router Wifi a Gigabit.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://multimediaengineering.blogspot.com/feeds/6441731673102823149/comments/default' title='Enviar feedback'/><link rel='replies' type='text/html' href='http://multimediaengineering.blogspot.com/2012/05/router-wifi-netgear-r6300-o-primeiro.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/6441731673102823149'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/6441731673102823149'/><link rel='alternate' type='text/html' href='http://multimediaengineering.blogspot.com/2012/05/router-wifi-netgear-r6300-o-primeiro.html' title='Router Wifi Netgear R6300 – O primeiro a Gigabit'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNk1wtmPXil9_hnZr2P23x-95Z8VozE08eiZycJ6d6zQPJwCJiky6MxW5i7BMis54sDMDCg4z9xqXEquweQFPiRT0LyqyG1zGihV9ytHmwlPl6PBIiWS_cUQWV_if4EGH1qRaQlRXvvjNr/s72-c/r6300_00_thumb.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-830140711410188808.post-4681847225314292962</id><published>2012-05-01T14:36:00.003+01:00</published><updated>2012-05-01T14:40:19.466+01:00</updated><title type='text'>Google Cube – Um jogo para usarmos melhor o Google Maps</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSW_8GczO7fnXPm3LXOAoTWpU-rJhV-I5pZf-cSfrfc8atZ0l7O6tcSiEz8JeHlMftv_3Amh0MHNaRkhpCTVB44b5u_f7gRoCjPm2-UJbMQMbkPr1bQCsX78FrNVyJ83x02fqVYxWqbGV5/s1600/google_cube_1_small.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSW_8GczO7fnXPm3LXOAoTWpU-rJhV-I5pZf-cSfrfc8atZ0l7O6tcSiEz8JeHlMftv_3Amh0MHNaRkhpCTVB44b5u_f7gRoCjPm2-UJbMQMbkPr1bQCsX78FrNVyJ83x02fqVYxWqbGV5/s1600/google_cube_1_small.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Dos muitos serviços que a Google disponibiliza, o Maps é dos que mais interessa aos utilizadores da Internet. É certo que o motor de pesquisa é algo muito usado, o serviço de email é também dos mais utilizados, mas o Maps tem algo de especial.&lt;br /&gt;
Permite que tenhamos acesso a mapas de todo o mundo, com um grau de detalhe que esperaríamos encontrar em serviços pagos, que calculemos rotas entre dois ou mais pontos, com a capacidade de nos mostrar edifiícios em 3D e até com a possibilidade de vermos imagens desses locais, como se estivéssemos nesses mesmos locais.&lt;br /&gt;
Para ajudar a conhecer um pouco mais este seu serviço, a Google lançou um novo site com um jogo, o Google Cube, que mostra as potencialidades do Google Maps&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://multimediaengineering.blogspot.com/feeds/4681847225314292962/comments/default' title='Enviar feedback'/><link rel='replies' type='text/html' href='http://multimediaengineering.blogspot.com/2012/05/google-cube-um-jogo-para-usarmos-melhor.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/4681847225314292962'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/4681847225314292962'/><link rel='alternate' type='text/html' href='http://multimediaengineering.blogspot.com/2012/05/google-cube-um-jogo-para-usarmos-melhor.html' title='Google Cube – Um jogo para usarmos melhor o Google Maps'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSW_8GczO7fnXPm3LXOAoTWpU-rJhV-I5pZf-cSfrfc8atZ0l7O6tcSiEz8JeHlMftv_3Amh0MHNaRkhpCTVB44b5u_f7gRoCjPm2-UJbMQMbkPr1bQCsX78FrNVyJ83x02fqVYxWqbGV5/s72-c/google_cube_1_small.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-830140711410188808.post-1623132261544507070</id><published>2012-04-26T17:21:00.001+01:00</published><updated>2012-04-27T11:05:45.162+01:00</updated><title type='text'>O FUTURO ESTÁ PERTO ! Vidro Fotovoltaico</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;iframe width=&quot;600&quot; height=&quot;360&quot; src=&quot;http://www.youtube.com/embed/6Cf7IL_eZ38&quot; frameborder=&quot;0&quot; allowfullscreen&gt;&lt;/iframe&gt;&lt;br /&gt;
&lt;/p&gt;O futuro visto pela Corning Incorporated, surpreendente!&lt;br /&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://multimediaengineering.blogspot.com/feeds/1623132261544507070/comments/default' title='Enviar feedback'/><link rel='replies' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/day-made-of-glass-made-possible-by.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/1623132261544507070'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/1623132261544507070'/><link rel='alternate' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/day-made-of-glass-made-possible-by.html' title='O FUTURO ESTÁ PERTO ! Vidro Fotovoltaico'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/6Cf7IL_eZ38/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-830140711410188808.post-3426321154333655388</id><published>2012-04-21T15:58:00.000+01:00</published><updated>2012-04-21T18:59:45.217+01:00</updated><title type='text'>Atmel Xsense – Revolucionários Ecrãs curvos sensíveis ao toque</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcufD5cCpOolIPlZIah75-xOPMd8j_WYabMUF_3dcldVKPjRrOLgSw-3HsxkLmZITGLFIwBRGap2niYMToGYV94lIV4pfkB4ztXlW4sNp58SVMF-V4I5VrbnTzfLecvektVl1hfw5NZvdF/s1600/imagem_atmel_xsense00_small.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcufD5cCpOolIPlZIah75-xOPMd8j_WYabMUF_3dcldVKPjRrOLgSw-3HsxkLmZITGLFIwBRGap2niYMToGYV94lIV4pfkB4ztXlW4sNp58SVMF-V4I5VrbnTzfLecvektVl1hfw5NZvdF/s1600/imagem_atmel_xsense00_small.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
Já há alguns anos que se fala em protótipos de ecrãs finos e flexíveis. Actualmente são muitos os projectos que vemos a apostar nesta ideia, o que será certamente uma pista que… é para breve alguma coisa em definitivo a usar esta tecnologia.&lt;br /&gt;
A marca Atmel, um fabricante de componentes electrónicos, em especial ecrãs (alguns modelos da Samsung são equipados pela Atmel), anunciou esta semana que o seu conceito de Xsense já está muito perto de passar à realidade, ecrãs curvos, perfeitos e equipados com tecnologia multi-toque.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://multimediaengineering.blogspot.com/feeds/3426321154333655388/comments/default' title='Enviar feedback'/><link rel='replies' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/atmel-xsense-revolucionarios-ecras.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/3426321154333655388'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/3426321154333655388'/><link rel='alternate' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/atmel-xsense-revolucionarios-ecras.html' title='Atmel Xsense – Revolucionários Ecrãs curvos sensíveis ao toque'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcufD5cCpOolIPlZIah75-xOPMd8j_WYabMUF_3dcldVKPjRrOLgSw-3HsxkLmZITGLFIwBRGap2niYMToGYV94lIV4pfkB4ztXlW4sNp58SVMF-V4I5VrbnTzfLecvektVl1hfw5NZvdF/s72-c/imagem_atmel_xsense00_small.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-830140711410188808.post-453009953030799298</id><published>2012-04-21T15:57:00.001+01:00</published><updated>2012-04-21T15:58:20.920+01:00</updated><title type='text'>eMaps – Mapas Google no seu Mac</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtHnkNbeOGnAtMFKibF8Ep9yQq6SL5XxH904S_lhwj5nqgAIkNKJpeUFDGMBJr0DPrLTwKQzWPYFbEaUuMpo8erA4q5wWuG0hDJYTnJbXjpWfZAsZF31dqSPaLX9VJVcDy7EgfrPAIvB9z/s1600/emaps_1_small.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtHnkNbeOGnAtMFKibF8Ep9yQq6SL5XxH904S_lhwj5nqgAIkNKJpeUFDGMBJr0DPrLTwKQzWPYFbEaUuMpo8erA4q5wWuG0hDJYTnJbXjpWfZAsZF31dqSPaLX9VJVcDy7EgfrPAIvB9z/s1600/emaps_1_small.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
O serviço de mapas da Google, o Google Maps, é um dos mais úteis que esta companhia colocou na Internet. Temos acesso de forma gratuita à totalidade dos mapas do mundo, com um grau de detalhe que até hoje não tinha sido disponibilizado.&lt;/div&gt;
A Google facilita o acesso a esses mapas pelo seu site ou através do seu software, o Google Earth, muito mais completo, mas também mais complexo. Quem pretendem ter uma solução mais equilibrada entre funcionalidades e simplicidade de uso pode agora optar pelo eMaps.&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://multimediaengineering.blogspot.com/feeds/453009953030799298/comments/default' title='Enviar feedback'/><link rel='replies' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/emaps-mapas-google-no-seu-mac.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/453009953030799298'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/453009953030799298'/><link rel='alternate' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/emaps-mapas-google-no-seu-mac.html' title='eMaps – Mapas Google no seu Mac'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtHnkNbeOGnAtMFKibF8Ep9yQq6SL5XxH904S_lhwj5nqgAIkNKJpeUFDGMBJr0DPrLTwKQzWPYFbEaUuMpo8erA4q5wWuG0hDJYTnJbXjpWfZAsZF31dqSPaLX9VJVcDy7EgfrPAIvB9z/s72-c/emaps_1_small.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-830140711410188808.post-8003987286734643208</id><published>2012-04-21T14:19:00.001+01:00</published><updated>2012-04-21T15:54:28.409+01:00</updated><title type='text'>Advanced SystemCare 5.2.0 – O acelerador do seu Windows</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSm0dBNL7x7ifIIxlNHWASS7Lxt_UzE0mczYiArVHdEw15nYXiz83YdQ_uyOXgaW7SvWp2-j0Fcwm7JASqBEkHrrs9tQ4AubI8YRp3cQA-CJYyOm7-kT2Ft54oD9vOnvZUW9Y6UeuHuGqM/s1600/asc_520_1_small.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSm0dBNL7x7ifIIxlNHWASS7Lxt_UzE0mczYiArVHdEw15nYXiz83YdQ_uyOXgaW7SvWp2-j0Fcwm7JASqBEkHrrs9tQ4AubI8YRp3cQA-CJYyOm7-kT2Ft54oD9vOnvZUW9Y6UeuHuGqM/s1600/asc_520_1_small.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;
O Advanced SystemCare é uma poderosa ferramenta de optimização desenhada para Windows. &lt;br /&gt;
Desenvolvida pela Iobit, é uma excelente solução para quem quer o seu PC sem erros, rápido, estável e seguro!&lt;br /&gt;
Com a sua utilização consegue tornar a sua máquina mais capaz e com tempos de resposta muito melhores face ao que actualmente tem.&lt;br /&gt;
As melhorias são evidentes e esta é uma ferramenta de eleição para todos os que pretendem devolver à sua máquina rapidez na execução de tarefas e comportamentos mais estáveis.&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://multimediaengineering.blogspot.com/feeds/8003987286734643208/comments/default' title='Enviar feedback'/><link rel='replies' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/advanced-systemcare-520-o-acelerador-do.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/8003987286734643208'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/8003987286734643208'/><link rel='alternate' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/advanced-systemcare-520-o-acelerador-do.html' title='Advanced SystemCare 5.2.0 – O acelerador do seu Windows'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSm0dBNL7x7ifIIxlNHWASS7Lxt_UzE0mczYiArVHdEw15nYXiz83YdQ_uyOXgaW7SvWp2-j0Fcwm7JASqBEkHrrs9tQ4AubI8YRp3cQA-CJYyOm7-kT2Ft54oD9vOnvZUW9Y6UeuHuGqM/s72-c/asc_520_1_small.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-830140711410188808.post-4192628274272323505</id><published>2012-04-21T13:43:00.002+01:00</published><updated>2012-04-21T13:47:04.916+01:00</updated><title type='text'>Deeper 1.4.6 – Ajuste o Lion à sua preferência</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnRY2LrEjbNl0F3PybBM2DTLqCk5LLgvZGXvwBbPIdLY2dPTlIQGk53qmeuSvl4PpaAtnrORw-xaa2-XvEUtIWpcL8Xi0y-P-BG4ausuGg-G3pimuS9CuG5EPmGQB57NEPzIZS9Maw_DFH/s1600/imagem_deeper01_small.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnRY2LrEjbNl0F3PybBM2DTLqCk5LLgvZGXvwBbPIdLY2dPTlIQGk53qmeuSvl4PpaAtnrORw-xaa2-XvEUtIWpcL8Xi0y-P-BG4ausuGg-G3pimuS9CuG5EPmGQB57NEPzIZS9Maw_DFH/s1600/imagem_deeper01_small.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;O Mac OS X permite, através de algumas ferramentas nativas, alterar e modificar funções que sejam necessárias e que intervenham no desempenho das nossas necessidades. &lt;/p&gt;O Lion, para o Snow Leopard, tem dezenas de funcionalidades que somente através da linha de comandos são acessíveis. &lt;/p&gt;Claro que para o utilizador comum, mexer na consola não simples e requer algum conhecimento muito especifico, por isso foram desenvolvidas aplicações que usam o modo gráfico para executar essas tarefas.&lt;br /&gt;
Uma dessas aplicações é o Deeper, um pouco à semelhança do OnyX.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://multimediaengineering.blogspot.com/feeds/4192628274272323505/comments/default' title='Enviar feedback'/><link rel='replies' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/deeper-146-ajuste-o-lion-sua.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/4192628274272323505'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/4192628274272323505'/><link rel='alternate' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/deeper-146-ajuste-o-lion-sua.html' title='Deeper 1.4.6 – Ajuste o Lion à sua preferência'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnRY2LrEjbNl0F3PybBM2DTLqCk5LLgvZGXvwBbPIdLY2dPTlIQGk53qmeuSvl4PpaAtnrORw-xaa2-XvEUtIWpcL8Xi0y-P-BG4ausuGg-G3pimuS9CuG5EPmGQB57NEPzIZS9Maw_DFH/s72-c/imagem_deeper01_small.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-830140711410188808.post-6208751469781456590</id><published>2012-04-20T16:13:00.001+01:00</published><updated>2012-04-21T15:54:49.563+01:00</updated><title type='text'>Microsoft irá lançar 32 tablets com Windows 8 a baixo preço</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;/div&gt;
&lt;/div&gt;
A Microsoft não irá deixar o mercado dos tablets por mais tempo nas mãos dos seus principais concorrentes. Urge uma resposta e os seus clientes assim o exigem.
A empresa de Redmond irá lançar até o final do ano 32 modelos de tablets com o Windows 8. O mais interessante desses futuros Gadgets será o seu preço. Os tablets apresentados terão um preço que ronda os 300 dólares (cerca de 230 €).&lt;br /&gt;
O alvo será ombrear com o mercado do iPad e dos tablets Android que estão competitivos ao ponto de já estarem na corrente sanguinia do mais precioso segmento até hoje dominado pela Microsoft, o mercado empresarial. A Microsoft conta claramente com os principais fabricantes como a Asus, Acer, HP, Dell, Toshiba ou Lenovo. Destas empresas sairão os 32 tablets para o mercado com Windows 8.&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://multimediaengineering.blogspot.com/feeds/6208751469781456590/comments/default' title='Enviar feedback'/><link rel='replies' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/microsoft-ira-lancar-32-tablets-com.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/6208751469781456590'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/6208751469781456590'/><link rel='alternate' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/microsoft-ira-lancar-32-tablets-com.html' title='Microsoft irá lançar 32 tablets com Windows 8 a baixo preço'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhs8uOnS5aiKsGAWeSlMNsid2bUbzUsey4dkMnR5U9swxZEFbC5VFfPsoSI4YOiCaGX0I7u9U6FpstuHeaTml4dPV11Hy5M-bgp14T4O5YJ7MSb1XJpFrEMj8tSEV1k4yqPQ694TC-x2_rB/s72-c/imagem_windows8_tablet00_small.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-830140711410188808.post-5506682846474349451</id><published>2012-04-20T14:53:00.000+01:00</published><updated>2012-04-21T16:00:10.792+01:00</updated><title type='text'>Unity3D com licenças gratuitas para iOS e Android…</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzMJi96WgH5ZMNYsJ4WZHV7PKlRwVssZpT_Q3oV4nRmkiV-fwFQgIGWgBAsHlquf61Y7THtg77JZCI76Eqe4jK5tZm35fDo0m0p9l-nbL3eilxwwshoCNcpy9s7m_3ub3C3tSdweiihk5g/s1600/unity3d_0.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzMJi96WgH5ZMNYsJ4WZHV7PKlRwVssZpT_Q3oV4nRmkiV-fwFQgIGWgBAsHlquf61Y7THtg77JZCI76Eqe4jK5tZm35fDo0m0p9l-nbL3eilxwwshoCNcpy9s7m_3ub3C3tSdweiihk5g/s1600/unity3d_0.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Gostava de desenvolver um jogo para iOS/Android, mas não tem tempo (ou não se quer dar ao trabalho) de aprender uma linguagem como Objective-C ou Java e fazer um motor de jogos do zero? Pois então há boas notícias.&lt;/div&gt;
A Unity Technologies, responsável pelo motor de jogo Unity3D que é cada vez mais um sucesso em várias plataformas, está a oferecer (até 8 de Abril) licenças para iOS e Android, no valor de 400 dólares cada. Uma poupança imediata de 800 dólares que podem ajudar muito quem sempre sonhou desenvolver o próximo Angry Birds.&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://multimediaengineering.blogspot.com/feeds/5506682846474349451/comments/default' title='Enviar feedback'/><link rel='replies' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/unity3d-com-licencas-gratuitas-para-ios.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/5506682846474349451'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/5506682846474349451'/><link rel='alternate' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/unity3d-com-licencas-gratuitas-para-ios.html' title='Unity3D com licenças gratuitas para iOS e Android…'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzMJi96WgH5ZMNYsJ4WZHV7PKlRwVssZpT_Q3oV4nRmkiV-fwFQgIGWgBAsHlquf61Y7THtg77JZCI76Eqe4jK5tZm35fDo0m0p9l-nbL3eilxwwshoCNcpy9s7m_3ub3C3tSdweiihk5g/s72-c/unity3d_0.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-830140711410188808.post-3930828277191172392</id><published>2012-04-18T15:08:00.001+01:00</published><updated>2012-04-18T15:08:55.850+01:00</updated><title type='text'>Lightbox Photos</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQwO98f5cBC8TfaHUM4j50ABrBNzWemAcwW4SdubVs5vfwbIUOXt1JDygEzrIor6Y9oTYZTSJhwi9PVi1kCWz2GtnPJHYbmv0-NDyoZDbO4h1LEFx6ke65Fd35H4_9NuNbRnmSjXq18JGL/s1600/imagem_insta_alter_android01_small.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQwO98f5cBC8TfaHUM4j50ABrBNzWemAcwW4SdubVs5vfwbIUOXt1JDygEzrIor6Y9oTYZTSJhwi9PVi1kCWz2GtnPJHYbmv0-NDyoZDbO4h1LEFx6ke65Fd35H4_9NuNbRnmSjXq18JGL/s1600/imagem_insta_alter_android01_small.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;/div&gt;
Desenvolvida por um ex trabalhador da Google, o Lightbox Photo foi desenvolvido especificamente para a plataforma Android o que faz com que a aplicação aproveite dos pontos fortes deste sistema operativo.
O Lightbox tem incluído 18 filtros de edição de imagem que podem ser aplicados às imagens na galeria de imagens ou a imagens tiradas a partir do QuickSnap Lightbox.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://multimediaengineering.blogspot.com/feeds/3930828277191172392/comments/default' title='Enviar feedback'/><link rel='replies' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/lightbox-photos.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/3930828277191172392'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/3930828277191172392'/><link rel='alternate' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/lightbox-photos.html' title='Lightbox Photos'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQwO98f5cBC8TfaHUM4j50ABrBNzWemAcwW4SdubVs5vfwbIUOXt1JDygEzrIor6Y9oTYZTSJhwi9PVi1kCWz2GtnPJHYbmv0-NDyoZDbO4h1LEFx6ke65Fd35H4_9NuNbRnmSjXq18JGL/s72-c/imagem_insta_alter_android01_small.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-830140711410188808.post-9027400968993969280</id><published>2012-04-17T23:02:00.001+01:00</published><updated>2012-04-17T23:30:07.634+01:00</updated><title type='text'>Devolo Portugal baixa preços dos equipamentos powerline</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUvHbV9HY3l595_X0D626AAdgeZDIcOI1dMMZV0NAZ03scdfwCFKJUnA5TaPQZFhmxs62nkMkEz6al9whJAwQJ2HiifPtIk5U4dmewmFUNEie-WWdSm5QqE4fOMbeHw9cgtrA0xCFbGQAW/s1600/devolo_1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;300&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUvHbV9HY3l595_X0D626AAdgeZDIcOI1dMMZV0NAZ03scdfwCFKJUnA5TaPQZFhmxs62nkMkEz6al9whJAwQJ2HiifPtIk5U4dmewmFUNEie-WWdSm5QqE4fOMbeHw9cgtrA0xCFbGQAW/s320/devolo_1.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
A devolo Portugal, filial da devolo AG, empresa alemã líder mundial no desenvolvimento de soluções para redes domésticas baseadas em tecnologia powerline, anunciou uma baixa significativa de preços em praticamente toda a sua linha de produtos.&lt;br /&gt;&lt;/p&gt;
Esta redução de preços abrange quase toda a linha de produtos da marca, incluindo os adaptadores powerline devolo dLAN de nova geração, capazes de criar redes de dados ultra-rápidas através da instalação elétrica, com velocidades máximas teóricas de até 500 Mbps.&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://multimediaengineering.blogspot.com/feeds/9027400968993969280/comments/default' title='Enviar feedback'/><link rel='replies' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/devolo-portugal-baixa-precos-dos.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/9027400968993969280'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/9027400968993969280'/><link rel='alternate' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/devolo-portugal-baixa-precos-dos.html' title='Devolo Portugal baixa preços dos equipamentos powerline'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUvHbV9HY3l595_X0D626AAdgeZDIcOI1dMMZV0NAZ03scdfwCFKJUnA5TaPQZFhmxs62nkMkEz6al9whJAwQJ2HiifPtIk5U4dmewmFUNEie-WWdSm5QqE4fOMbeHw9cgtrA0xCFbGQAW/s72-c/devolo_1.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-830140711410188808.post-1067511001820825907</id><published>2012-04-17T22:53:00.001+01:00</published><updated>2012-04-17T23:31:07.662+01:00</updated><title type='text'>Collusion – Agora pode ver no Chrome quem o segue</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimc93-T5SWnZ7HIvUTBPMd4jfhBf9Yrr7V81ubYrah66cCP2sWW49SOKvHtiYg3OWGCtswIaWak_S8W-dxw2J6uORAQ5z7E3nyQ9cZCpfJIfoN-CeZq9Zgxy5ANqrKBIjVI38bysBfKuuq/s1600/collusion_chrome_1_small.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; display: inline !important; float: right; margin-bottom: 1em; margin-left: 1em; text-align: center;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;300&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimc93-T5SWnZ7HIvUTBPMd4jfhBf9Yrr7V81ubYrah66cCP2sWW49SOKvHtiYg3OWGCtswIaWak_S8W-dxw2J6uORAQ5z7E3nyQ9cZCpfJIfoN-CeZq9Zgxy5ANqrKBIjVI38bysBfKuuq/s400/collusion_chrome_1_small.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;/div&gt;
As razões pelas quais os diferentes sites seguem os utilizadores dos seus serviços prendem-se na maior parte dos casos com questões de marketing e para que conheçam bem os seus movimentos. Desta forma conseguem oferecer publicidade dirigida e assente em hábitos de navegação dos utilizadores.
&lt;/p&gt;
Cada vez mais estamos conscientes destas situações e nem todos concordam com ela. Tínhamos já apresentado o Collusion para o Firefox, mas agora está disponível mais uma versão, a dirigida ao browser da Google, o Chrome.&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://multimediaengineering.blogspot.com/feeds/1067511001820825907/comments/default' title='Enviar feedback'/><link rel='replies' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/collusion-agora-pode-ver-no-chrome-quem.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/1067511001820825907'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/1067511001820825907'/><link rel='alternate' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/collusion-agora-pode-ver-no-chrome-quem.html' title='Collusion – Agora pode ver no Chrome quem o segue'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimc93-T5SWnZ7HIvUTBPMd4jfhBf9Yrr7V81ubYrah66cCP2sWW49SOKvHtiYg3OWGCtswIaWak_S8W-dxw2J6uORAQ5z7E3nyQ9cZCpfJIfoN-CeZq9Zgxy5ANqrKBIjVI38bysBfKuuq/s72-c/collusion_chrome_1_small.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-830140711410188808.post-7582916824952435267</id><published>2012-04-17T22:44:00.001+01:00</published><updated>2012-04-17T22:50:05.925+01:00</updated><title type='text'>Google Drive na próxima semana e com 5GB gratuitos</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiU2wiGXcOiyI5i4Z0Zdy9SXGM-eHk3dAul6S5laGOtYWUsgG2HEktSaxwizi1ZD8Vz2KEnaAa7nXVpw16MbNSlwlFeOGzWVsuL4zSE4_avRdkc5C4097xo1qpT_0yysme9VCwu09ugpZ8D/s1600/google_drive_1_small.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiU2wiGXcOiyI5i4Z0Zdy9SXGM-eHk3dAul6S5laGOtYWUsgG2HEktSaxwizi1ZD8Vz2KEnaAa7nXVpw16MbNSlwlFeOGzWVsuL4zSE4_avRdkc5C4097xo1qpT_0yysme9VCwu09ugpZ8D/s1600/google_drive_1_small.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Este é um dos serviços da Google que mais vezes veio a publico como sendo certo e que sempre acabou por não surgir de forma concreta. O Google Drive, um espaço de alojamento de ficheiros nos servidores da Google, está para muito breve e desta vez as provas são mais que evidentes que se vai concretizar.
A noticia tem vindo a tomar forma e a ganhar bases sólidas no últimos dias e ontem vieram a público mais algumas evidencias que tornam eminente a apresentação deste serviço.
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://multimediaengineering.blogspot.com/feeds/7582916824952435267/comments/default' title='Enviar feedback'/><link rel='replies' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/google-drive-na-proxima-semana-e-com.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/7582916824952435267'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/7582916824952435267'/><link rel='alternate' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/google-drive-na-proxima-semana-e-com.html' title='Google Drive na próxima semana e com 5GB gratuitos'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiU2wiGXcOiyI5i4Z0Zdy9SXGM-eHk3dAul6S5laGOtYWUsgG2HEktSaxwizi1ZD8Vz2KEnaAa7nXVpw16MbNSlwlFeOGzWVsuL4zSE4_avRdkc5C4097xo1qpT_0yysme9VCwu09ugpZ8D/s72-c/google_drive_1_small.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-830140711410188808.post-4924987972978790844</id><published>2012-04-17T15:23:00.000+01:00</published><updated>2012-04-21T15:48:28.276+01:00</updated><title type='text'>Redes</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 17px;&quot;&gt;Arquitetura de Redes&lt;/div&gt;&lt;br /&gt;
» Uma Arquitetura de Rede é um modelo abstrato que permite descrever a organização e o comportamento dos sistemas que constituem a rede&lt;br /&gt;
– um modelo arquitetónico baseia-se num conjunto de princípios gerais e define regras de comportamento&lt;br /&gt;
– o carácter abstrato permite descrever de forma clara e concisa conceitos e relações essenciais entre os componentes da rede&lt;br /&gt;
&lt;br /&gt;
» O modelo deve ser essencialmente funcional e permitir&lt;br /&gt;
– identificar as funções necessárias à comunicação&lt;br /&gt;
– organizar as funções em componentes (decompor / agrupar funções de acordo com diferenças / semelhanças ou por se basearem em mecanismos comuns)&lt;br /&gt;
– relacionar (estruturar) os componentes funcionais&lt;br /&gt;
– definir regras de comportamento e relações entre os sistemas e os seus componentes para efeitos de comunicação e cooperação&lt;br /&gt;
» A partir dum modelo geral e universal é possível especificar e desenvolver soluções particulares e concretas baseadas no modelo&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 17px;&quot;&gt;Necessidade e objetivos&lt;/div&gt;&lt;br /&gt;
» As funções a realizar numa rede têm um elevado grau de complexidade devido a vários fatores&lt;br /&gt;
&lt;br /&gt;
– grande diversidade de funções a realizar&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;as funções são de natureza e complexidade muito diferentes (do nível físico ao nível de aplicação) e podem ser realizadas de formas muito diversas, dependendo dos sistemas, das tecnologias e dos serviços disponíveis em cada momento&lt;/li&gt;
&lt;/ul&gt;– grande diversidade de aplicações a suportar, com caraterísticas (tipo e volume de informação, padrões de tráfego) e requisitos (desempenho) muito diferentes&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;para garantir flexibilidade e adaptabilidade a um ambiente em permanente evolução, uma rede não pode (ou não deve) ser projetada e otimizada tendo em conta serviços ou aplicações particulares&lt;/li&gt;
&lt;/ul&gt;– evolução tecnológica&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;novas soluções tecnológicas devem poder ser exploradas para evitar obsolescência, melhorar o desempenho e / ou reduzir custos e devem poder ser incorporadas sem necessidade de introduzir alterações radicais (e com custos elevados) nos sistemas&lt;/li&gt;
&lt;/ul&gt;– ambiente de comunicação&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;caraterizado por sistemas heterogéneos e dispersos, que geram tráfego assíncrono (bursty), e que são ligados por sistemas de transmissão não totalmente fiáveis&lt;/li&gt;
&lt;/ul&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 17px;&quot;&gt;Arquitetura em Camadas&lt;/div&gt;&lt;br /&gt;
» Uma arquitetura de rede não poder ser baseada num modelo monolítico, por várias razões&lt;br /&gt;
&lt;br /&gt;
– dificuldade de conceção e de desenvolvimento&lt;br /&gt;
– dificuldade de manutenção e de alteração (evolução tecnológica)&lt;br /&gt;
– inflexibilidade (dificuldade de aplicar a situações diferentes ou a novas situações)&lt;br /&gt;
&lt;br /&gt;
» A solução consiste em decompor o problema global e complexo num conjunto de problemas mais simples e tratáveis (modularidade), permitindo assim uma abordagem sistemática, com elevado grau de flexibilidade e adaptabilidade&lt;br /&gt;
&lt;br /&gt;
» Os modelos arquitetónicos que têm sido adoptados em redes baseiam-se na organização das funções em módulos e na sua estruturação hierárquica, de que resultam Arquiteturas em Camadas (Layered Architectures)&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 17px;&quot;&gt;Arquitetura em Camadas – Princípios&lt;/div&gt;&lt;br /&gt;
Arquiteturas em Camadas baseiam-se em três princípios&lt;br /&gt;
&lt;br /&gt;
» Independência entre camadas – uma camada encapsula as funções que realiza, não sendo visível do exterior da camada a forma como essas funções são realizadas (mas apenas o serviço que oferece)&lt;br /&gt;
&lt;br /&gt;
» Camadas adjacentes comunicam através duma interface – a camada inferior oferece um serviço à camada superior através da interface&lt;br /&gt;
&lt;br /&gt;
» Valorização dos serviços – o serviço oferecido por uma camada à camada superior acrescenta valor ao serviço recebido da camada inferior&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 17px;&quot;&gt;Arquitetura em Camadas – Vantagens&lt;/div&gt;&lt;br /&gt;
» Redução da complexidade de concepção, desenvolvimento e manutenção&lt;br /&gt;
&lt;br /&gt;
» Possibilidade de desenvolvimentos independentes das várias camadas, o que pressupõe a definição das interfaces entre camadas (e os serviços associados)&lt;br /&gt;
&lt;br /&gt;
» Flexibilidade de implementação, visto ser possível escolher as tecnologias e os algoritmos de controlo mais adequados a cada função ou grupo de funções&lt;br /&gt;
&lt;br /&gt;
» Possibilidade de introduzir alterações numa camada, para explorar novas tecnologias entretanto disponíveis ou algoritmos de controlo mais eficientes&lt;br /&gt;
&lt;br /&gt;
» Possibilidade de suportar diferentes aplicações com base num número reduzido de interfaces (serviços) comuns&lt;br /&gt;
&lt;br /&gt;
» Conceção e análise de sistemas complexos com diferentes graus de abstracção&lt;br /&gt;
&lt;br /&gt;
» Adoção de standards, o que permite a produção em massa (com a consequente redução de custos) e o suporte de produtos por diferentes fabricantes (o que aumenta a diversidade de escolha e a flexibilidade das soluções)&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 17px;&quot;&gt;Regras de Comunicação – Protocolos&lt;/div&gt;&lt;br /&gt;
» Numa arquitetura em camadas os sistemas que constituem a rede aparecem funcionalmente organizados e estruturados em camadas – uma camada atravessa transversalmente todos os sistemas&lt;br /&gt;
&lt;br /&gt;
» Uma camada é constituída por entidades (processos, recursos) responsáveis pela realização das funções específicas dessa camada&lt;br /&gt;
&lt;br /&gt;
» Entidades de uma mesma camada (peer entities) residentes em sistemas diferentes cooperam para construir o serviço oferecido pela camada – o que requer a troca de mensagens de controlo e de sincronização, para além de mensagens que contêm dados (de camadas superiores)&lt;br /&gt;
&lt;br /&gt;
» Esta comunicação pressupõe regras, isto é, um Protocolo&lt;br /&gt;
&lt;br /&gt;
» Numa arquitetura em camadas, os Protocolos aparecem igualmente estruturados em camadas – a comunicação entre dois sistemas pode então ser decomposta e descrita com base na comunicação que ocorre em cada camada&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 17px;&quot;&gt;Protocolos, Interfaces e Serviços&lt;/div&gt;&lt;br /&gt;
» Um Protocolo é um conjunto de regras de comunicação entre entidades residentes na mesma camada (peer entities), em sistemas diferentes; com excepção da camada protocolar mais baixa, esta comunicação (horizontal) é lógica (ou virtual), pois as entidades de uma camada comunicam usando o serviço da camada inferior (e este princípio é aplicado recursivamente).&lt;br /&gt;
&lt;br /&gt;
» Um Protocolo contém três tipos de elementos:&lt;br /&gt;
– Sintaxe (formato dos dados, códigos, níveis de sinal, etc.);&lt;br /&gt;
– Semântica (conjunto de procedimentos e mecanismos suportados em informação de controlo);&lt;br /&gt;
– Temporizações (adaptação de velocidades, sincronização, etc.).&lt;br /&gt;
&lt;br /&gt;
» Um serviço é disponibilizado através de uma interface e requer a interação&lt;br /&gt;
entre entidades residentes em camadas adjacentes no mesmo sistema; esta comunicação (vertical) corresponde ao fluxo real da informação no sistema.&lt;br /&gt;
&lt;br /&gt;
» Uma arquitetura fica caraterizada pelo tipo de estruturação e pela definição das funções, dos protocolos e dos serviços de cada camada.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 17px;&quot;&gt;Fluxo de dados e comunicação protocolar&lt;/div&gt;&lt;br /&gt;
Tomando como referência um modelo em camadas (OSI), a figura ilustra o fluxo real dos dados na comunicação entre dois sistemas (através de um sistema intermédio) e a comunicação lógica entre entidades das várias camadas:&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;272&quot; 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&quot; width=&quot;400&quot; /&gt;&lt;br /&gt;
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&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 17px;&quot;&gt;Serviço&lt;/div&gt;&lt;br /&gt;
» Entidades (N+1) comunicam por meio dum protocolo (N+1) usando o serviço disponibilizado pela camada (N) através da interface entre as camadas&lt;br /&gt;
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» A forma como o serviço é realizado não é visível do exterior da camada&lt;br /&gt;
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» Os serviços são usados recursivamente pelas várias camadas&lt;br /&gt;
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&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 17px;&quot;&gt;Modelo de Referência – necessidade&lt;/div&gt;&lt;br /&gt;
» Os fabricantes de computadores desenvolveram arquiteturas próprias com o objectivo de permitir a ligação em rede dos seus sistemas&lt;br /&gt;
– embora baseadas em princípios e conceitos semelhantes caraterizavam-se por diferenças irreconciliáveis, no que se refere ao número de camadas, funções e protocolos de cada camada, tipo de controlo e serviços disponibilizados&lt;br /&gt;
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» Por outro lado, começaram a implantar-se redes públicas de comunicação de dados, baseadas em diferentes tecnologias, protocolos de acesso e serviços&lt;br /&gt;
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» Esta situação tornava os utilizadores muito dependentes das soluções de um único fabricante e tornava difícil explorar os serviços entretanto oferecidos pelos operadores de redes (em alternativa ao aluguer de circuitos)&lt;br /&gt;
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» Alternativas a soluções específicas de cada fabricante (fechadas) exigiam&lt;br /&gt;
– recurso a redes públicas de dados, usando protocolos e interfaces (serviços) normalizados&lt;br /&gt;
– interligação de equipamentos de diferentes fabricantes usando protocolos universais&lt;br /&gt;
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» Surgiu assim naturalmente a necessidade de um Modelo Arquitetónico de Referência – papel que veio a ser desempenhado pelo Modelo de Referência de Sistemas Abertos (Modelo OSI) desenvolvido pela ISO&lt;br /&gt;
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&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 17px;&quot;&gt;Modelo de Referência OSI&lt;/div&gt;&lt;br /&gt;
» O Modelo de Referência de Sistemas Abertos (Open Systems Interconnection Reference Model) define regras gerais de interacção entre sistemas abertos, isto é, sistemas que obedecem a normas universais de comunicação (por oposição a sistemas fechados) e cujo comportamento externo está de acordo com o prescrito pelo modelo (princípio da visibilidade restrita)&lt;br /&gt;
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» O Modelo OSI cria as bases para a especificação e aprovação de standards por organizações de normalização reconhecidas internacionalmente – embora os standards não façam parte do modelo&lt;br /&gt;
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» O Modelo OSI define princípios, conceitos e relações entre componentes – é um modelo abstracto da descrição da comunicação entre sistemas (e não um modelo de implementação)&lt;br /&gt;
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» O Modelo OSI é geral e flexível – embora definido no contexto das redes de computadores que se desenvolveram durante a década de 70, continua a ser usado como modelo de descrição de redes e serviços que se desenvolveram desde então&lt;br /&gt;
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&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 17px;&quot;&gt;Modelo de Referência OSI&lt;/div&gt;&lt;br /&gt;
» O Modelo OSI propõe uma organização funcional em sete camadas, de acordo com os seguintes princípios&lt;br /&gt;
– As funções são decompostas e organizadas em camadas&lt;br /&gt;
– Cada camada realiza um conjunto de funções relacionadas, suportadas num protocolo&lt;br /&gt;
– Cada camada fornece serviços à camada superior escondendo-lhe os detalhes de implementação&lt;br /&gt;
– Cada camada usa serviços da camada inferior&lt;br /&gt;
– Mudanças internas numa camada não implicam mudanças nas outras camadas&lt;br /&gt;
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» O Modelo OSI não se pode reduzir a esta visão simplificada de sete camadas protocolares – pois inclui um conjunto extremamente rico de conceitos e princípios, nomeadamente&lt;br /&gt;
– Princípios de estruturação em camadas&lt;br /&gt;
– Modelo e Tipos de Serviço&lt;br /&gt;
– Descrição das Funções a suportar pelos Protocolos das diferentes camadas&lt;br /&gt;
– Princípios de Endereçamento&lt;br /&gt;
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&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 17px;&quot;&gt;Camadas OSI&lt;/div&gt;&lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;287&quot; 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q9EzKtdlmiDCxu9bj63mQ4NEgX620J9PS1el2m2VXfQnz/j4Y9ENEJXrMvVlNPhBnRQdHc1gdQZ9+hGu+l0toyeSKR3N7KeeDm9Gd5psb+bPpzx3IvnzaeKe2H2fsr03+gWp+Cv73s5ZGKlB/gVqgomlUsP/q37bbHcB269EsV/WPPAi/Tbhrg/ZcTfvBUAoA2lA8gUKgrtaQCFBKANpQPIFCqJtIbpEAKQA4hhIAzIvUBDIBygkiGMgDci8QFkQ+aBgIKDPBT1ipmx/7cP3P6AgCHhQMBDQ54KOMFMgHwBEkA9lUCe5KXGQmaJOrIgC8gEAAl4R1EluShxkpqgTK5wcGKsoAKJrF0iA6CDNFtG1W3DUqefiH2HWKBIonAjKh5dDdAWDvCM6QjNHdAUXGaXqufhHmDWKBAoP8ZZjvVspLtsZMN3983+66DoGuSa7+LxwzKMJCEGpei7+EWaNIoHyK5maQU7MAycaHCDT+BQoH2gCl2H7K5boEmVLwQ/vAqgQJb9yATMQIh+qpQNwMheI/4uF/c4mwNZF13RhUS3bFPzwLoAKUXKYy2jB5eUj8Yk40WAfl9fiCzeB+H9FV3ZhgXyA41AhSg5wMScQax7IvGAfipgHmkCmbJtH4Wu7yMd2GQofIgfY12CKBDIvOIDY4LwA2zoiusqLyb76F12uDCnysV2GwofIAS6R/ISCzAsOIDY4L8DOsRDRtV5MDpwF0UXLisIe2MUodnwcho49LBzIvIATNAGQCqqZRwT5OJ/Ch8gBkHmB4qAJgHRRp5KVOMhMUSdWtkHmBYqDJgDSRZ1KVuIgM0WdWNkGmRcoDpoASBd1KlmJg8wUdWJlG2ReoDhoAiBd1KlkJQ4yU9SJlW2QeYHioAmAdFGnkpU4yExRJ1a2QeYFioMmANJFnUpW4iAzRZ1Y2QaZFygOmgBIF3UqWYmDzBR1YmUbZF6gOGgCIF3UqWQlDjJT1ImVbZB5geKgCYB0UaeSlTjITFEnVrZB5gWKgyYA0kWdSlbiIDNFnVjZBpkXKA6aAEgXdSpZiYPMFHViZRtkXqA4aAIgXdSpZCUOMgu0/Ygu2uVA5gWKgyYA0kWdSlbiILMA8hEh8wLlQRMA6aJOJStxkFkA84gOZN6l3AsyL+BkRxMQHb1oAlKjTiUrcZAZAfmAfADFgXyAdFGnkpU4yIyAfEA+gOJAPkC6qFPJShxkRihuHhHkAygP5AOkizqVrMRBZgfkA/IBVAbyAdJFnUpW4iCzQ2XziCAfQHkgHyBd1KlkJQ4yOyAfkA+gMpAPkC7qVLISB5kpkA8e+QgWgfB8iswLUodHPuQKfjQBsahTyUocZKaoEyvb8MtH7bZ2VO6bzia125o38sJl2HnuuEP3qLdXb6rh8vSMj8wLOOGRj/pd/aho9Od+86HZ/7LDZWj0DPvz45LBjyYgFnUqWYmDzBpFYmUbTvnof9mlq5IzcI5Kf437BsmHP/c538LS9HQ2QeYFF+BX+fBGXumqZL1bR0Vg57lD8hEsAk6TYB9xZvCjCYhFnUpW4iBBRnDKR/ela76ZzYcme8Uduv0vW3/VW4+t8feYBMUZ9NtP7c5zh7Itkw9n0HcGfXqjM3CcQd/oGSQlzqDf/7JpXMTo6c2H5vh7HCwCo2fQWPd0NnEGTv/LJvUJFoH5ZjoDh+0cmRecw6/yob/q/S+7elON64j9+WH0jOZDMx7hnedO+6lNqs3kwx26TKmdgeMOXf1VD5dhuAwoqmkz+/NjM1IYWO8WtalgEdCeaZtwGRg9wxt5zYcma1BoAnlDnUpW4iBBRvDIx/h7bH9+BItA0zTKieEyaD+1W48tljT9uV+9qZpvZrgM209tSq/kB8EiaD+1yTa6L13aZ/WmGiyC1mOLcnfpqkT60nnu0CeWrkqUxNtP7TA2juIM+uVyeTqbeCPvwJUgZF7AyWH5IA+mEGUjf/qrThdi3KFbLpf9ud+4b1BsGz2d2sVGPgL9VaeoNno6+XTjvjH+HpPThMuwcl0Jl4E38hr3DbLt6k2V2gXtiu3NG3nUBv25T00G8gEEUthI0rgJN7+ipDLnVPJh+dBfdRrJaD22Nl/aQqNnUFKmvBwsAjYUMf4e09dE9spm44DSK1tIL9yhq2laXD4oI/tz3xk47BXr3dJfdX/uV64r9F5aQeYF57CjCcQCyXwz6SIIDfLRi/FApeEKNs4RLgMKZvYK2zjhyiQiTF+YfLCGM/4es1ecgUOfTjuPr6AJbHOZlFsMwjA8vZ5TPGe5QuNuJCQfO3rQw5x9VVXwEoO/rrYreXfVxT6o+9L1Rp438vpftqZpJCJx+aCvbvEZHpRnE/LBXmeLN/JosETbKx/9eMaHfIDU2dEEdgU/KTKJSDxQaRgjJh9/h/G25SMxVjH+HpORU6hvy0d8bM8beZAPfviP8ZSOo0B9B+RjN5APzgAKs5QP692KT3+r3dZoWlxcPihpMtXwRp7R08MdIx9huVymV6azCQ0v0873yUewCMrlMr1i9Axn4EA+QLockA+aosH+y0b+4oFav6uHMdXw5z5dKNyWj/pdnSZq+HN//D1uPjRp5/tGPuhPNEDS/7Kp3UE+eIB8cPYdkI/dXEo+AvPNbNw32AXd/pfN5iIctUxnk/ZT2+jpNDWB5klcIIDCzOTDn/vxqvDnfvel23ps+XPf6Bmtx5Y7dJmdNO4bdOzkGdPZpPXYst4tf+7rr7r+qgeLwB26letK67FFWdjo6dWbqv35QfNFSEecgUNT6ih30+xUmuJH/6VJqf0vu/nQ3HdfgMqZFxzFPvkIFkHnucPmdQaLgE2I7n/Z9bs6zSRlN5N3njs0khcsAn/ud547NNpn9IzOc4eEo3JdaT40KZLtz49yuWy9W5v5IkHluuIM+uPvMTWccBl6I09/1b2Rx/5LXuIO3cMTrhVvApeRDzod8anxrcfWsbdVsz6IJi87A4cF1QX6DsjHbi428uGNvMR3aDaz4diFMg6tU67ZzNBMLimEV4xML7vsXOIjH7T8mg0vuaicecFRHL7ssnOJj3ywhs8uu+RkUbkJXGzko3JdiSc9GvE9YUn0Qc2HZiK7xrdMITxiHUcI+dgmEUD6q04r65917bbqjbwoirovHaNnhGnLBzvx7tClof5wGdKMdCa2wSKYziaJ4Y24fITL0Hq3NldtA3foOoN+uAzoVhGjp7Ppls7A2ecoPAEUipEPPaFo9bv6sQ8CyW5ROfOCozhBPuzPDzYViZb2U/vYB4GgCWRH/Bj9+dQZ9GndG3m12+r6Z71ahaWrkj+fpi0f/33zpAEq+i9NmGPDtPSn+BsTfVD81kIaDqF1Z9BnT26cziabPuX48Ih1HCHkY5t4AE1nk8Z93Z9P6b/Nh8ZqFUZRZL2b7tAJs5EP9vyJzTUCI1yG5pvZee4Ei6B6U+2+dOmKAHtjQj6ms4mmaeEyaD40/bnvDl26H499TzLfTFqJP0Xg2AAKBchHQBPi2NPD6KI1PaVAbM4Nlc+84ChOkA8KddaXBIu/zSFXT2FXuQnEj9EZ9Bv3dVpfrcLmQ4PWqzeVKP2Rj7/JnwbG2BNcgkUQLAK6K7D91G7cN+zPj/gFmu0+qH5Xt94t9kgk6iDYxCB6hG64DI2efop/xDqOEPKxTSKAprNJ96VL/20+NLyRS69kKh+N+wYlFHbxlWaEhHsGWhPy4c99TdPoSUFsh/H3Uv9N0yr5HwOaCKBQxMhHzheVMy84ihPkQ4pF5SYQO8a1N3L1V306m0RRtFqF9bsazXavXJejzOSjXC6zYQ+azEH3K1EPkrhmF+7qgxr3DfPNHH+P6aGLW7OSAxpmTvQ4vEus4wghH9uwAFr/rD/+WNPZhEbMokuNfITL0OjpmqbRUwjpplC28MiHM3Boz3S9xhn0E/IRLgOaXkQ3d5wWQCHkA5kXnArko3iwY3SHzvh7TE9eji448uGNvHK5TPc9JUa1OeWjdFWigeR4BxG/JYoefWv0dMhH+sQDiK18/LGitOWDPRcoHh/h5hcW6G77+D33dPmNRz4a9w2a58EUJCEf7ac2CTLkI91F5cwLjgLyUTy2+47mQ4OmeqQrH63HVrwXoCspm1/z+fvoo/htB3Sr1K/yYX9+0FWVRAfBehB36JLZbE/851piHUcI+dhmE0Br+9OmAY/pbPLxxwoWAQ2ERFHkDPppyEdId9vS1B42j5JGvegByeEyrN/Vmw9No6c7AydYBPW7evelG7/KS7/j2n5q0622Rk9nI2+lq5L+qhs9o3JdcYcu3X03/h53X7qN+4b1blWuK0fPlI4B+UDmBacB+SgedIzT2YTJhzPo05X6jz8WWYj1bp4/4ZSe5uwM+vSIAfaURUrm9Gxo690ql8vsKc/dl279rv7vMwICo6fTUAc9vID5RKKD8Oc+PSqJfuzQfDNpBsnRv0QY6zhCyMc2/I0kTOMhYzRrLHEW6TdE2H9PnlNGt8aEsRulEis08+O0AAohH8i84FQgH8WD/xjPlA9aNnPt4y8G8dn309nklPsZNzsPYx3EdDZJrJxzpyTkYzcXlg/5lhiQj8SicuYFRwH5KB4Xlg/5lljHEUI+toF8cAZQCPnYWlTOvOAoIB/FA/LxyxLrOELIxzaQD84ACiEfW4vKmRccBeSjeEA+flliHUcI+dhG44YqUXHOqeTitS46LjUzLziKHU1AdPSiCZzJ5dKu/EA+dqAp0EjS4uS6YvFXMOi41My84CjQBIqHCseYCmdWVGFrGQHED+QjgcqZFxwFmkDxUOEYUwHysZuLBVABGiTkI4HKmRccBZpA8RB7jBJVMuRjN5APfiAfCVTOvOAo0ASKB+SDE8jHbiAf/EA+EqicecFRoAkUD8gHJ5CP3UA++IF8JFA584KjQBMoHgKPUYshqgz8QD52A/ngB/KRQOXMC45CnSYgUad4JpAPTiAfu4F88AP5SKBy5gVHoUgTkKtTPBPIByeQj91APviBfCRQOfOCo1ChCWj/IrrKM0fUMWpbCCkGP5CP3UA++IF8JFA584KjKHwTkK5HPB/IByeQD8FIESUZoU7mxZwPsJNiN4E4aAJZs13nxa7tIh/bZSh8iBxAkcyLCadgH2gCIBV2mkexa7vIx3YZCh8iB1Ah8+JuF3AANAGQCpCP4nCx01aAEDm5/PsaTGHArbbgMGLj8wIo2ASEHOOBU3D5wnByZtnye2BncrFzlvP44OHk8mea9YSD53yAXxEbolmjZhMQdYzb9S+kGPycWcK8H97JXOzMSRElhzm5/HTsokeI00flzAuOAk2geIg9RokqGfKxG8gHP5CPBCpnXnAUaALFA/LBCeRjN5APfiAfCVTOvOAo0ASKB+SDE8jHbiAf/EA+EqicecFRoAkUD8gHJ5CP3UA++IF8JFA584KjQBMoHpAPTiAfu4F88AP5SKBy5gVHgSZQPCAfnEA+dgP54AfykUDlzAuOAk2geEA+OIF87AbywQ/kI4HKmRccBZpA8YB8cAL52A3kgx/IRwKVMy84CjSB4gH54ATyIRiJYiV1kHmB4qAJgHRRp5KVOMhMUSdWtkHmBYqDJgDSRZ1KVuIgM0LbQnSJLg0yL1AcNAGQLupUcmEPMuvzt20e8irIyWVG5gWKgyZQPMQeo0SVfGY55TjIE4B88AP5SKBy5gVHgSZQPCAfnEA+diNKPjL90IxIUz6WRVhUzrzgKP5pAqLjFk0gFSAfnEA+dnOB8wf5gHwAxYF8FA/IByeQj90IkY+sPzEjIB/IvOA0IB/FA/LBCeRjN5APfiAfyLzgNCAfxQPywQnkYzeXOX+QD8gHUBnIR/GAfHAC+djN5eXjAh+XEZAPZF5wGpCP4gH54ATysZuLnT/IB+QDKAvko3hAPjiBfOwG8sEP5AOZF5wG5KN4QD44gXzs5sLycZnPyojU5cMdupS5nEG//dR2Bs6FU2fjvjGdTZB5QdZsy4c38srlstHTnYHTee7Ynx8XDv7Oc8cdupCPk4F8cAL5EI8ssZI6B7g2ukEAACAASURBVEY+KtcVb+RRLtY0LdX0GvS/7J1/st4tWjnHPBTPvOAodo58NO4bFKLBItA0zZ/7Kcb/PpthwZ/Kx6EJiEKdSlbiIEFG8MjHdDah/Nv/sp2B03psBYvAG3neyOu+dMNlEC5DZ9D3Rh7Lnu7Q7X/Z9N9gEZhvpjNwGvcN2mHnudN57pBe0D4p0dufH7XbmjfywmVgvVvj7zG93Rn0nUF/4yuB0TO8kdd8aDqDPjIvOJPD8kGx5I08Z9B3Bk77qT3+Ho+/x97I0191sgR36LpD13wzWfA7A8fo6TvD1ejpzYcmxXb/y3aHLjUTd+iWy2VqIPQ6vZ0+l7Us691yh27rscVeQRMAokAkgdPhkY/2U7vz3PHnfvWman9+OANnOptQ7jN6Rue5Ey6D9lM7XIa0vfVuBYuA7cEZ9Mvl8nQ28UZe7bZG7zJ6Bm1JK5XrSrgMvJHXuG+Q7lRvqrS31mOLytN57vS/bBqGGX+P/blfuioh84IzOSwf+qveuG8Ei6Bx3zB6ujfyprMJBW3/y6ZwbT40WfA7A4dWaA/b4dr/sjvPHdqSVhr3Ddqgcl2hYQ/26dSsWJOZzialq5IzcMJlULoqkfejCQBRSBZJGsiGc07HPvmw3i1v5LFBYDZ0QYmMxILGkCvXFaOnUzZsPjRpXIS9nWVVWmHyES6DcBnQdz5/7jP5YJ81/h6zV2jQhbIqS6/IvOBM/mkCMflgqhF3X4pD+pMzcGi0o3Hf6Dx3SLhbjy0Kfvvzg0YvEuHK5ING9cjI480k9lkBe2X8PSZxr1xXqD2yFXWaAGcmDDc/qgd4CMPw9DOS4tm9ABp36GtZ/9RkSldwM1844K/V7UpO1vPWyEc8I9MrRs9IXLcOFkHzoVm9qYZ/hzH++9MB+Rh/j42eQUl2p3ywwZJwGXojD/IBUuefJrA18sEWJh/9L3tzSYUtQee5Uy6XaYAkMV1J2yMf/tw3ejq9Zad8BIuAje35cx/ywVlyyofp9hU7M2TeFw4gH3u3zDCAdsUQfXfJ3cIXQyefjhPkwxk4zAmcQd+f+5QHO88dUoTN9e/AHboH5KP50KRvh/tGPuhPdF7YJBLIB0iRY+Vj/D0ul8ubqU5OuLngYvQMZ9DXX/XuS3fTNJztcGXy0X3pksHX7+p7Rj7CzRSokKaYhJAPDsKLy4fUHUcI+di5ZYYBtBVD4+8xu8KaWGgKAvWs+quuv+o0I1LTNDbXjE03o6u8+qtOEUnv/XV22PkxdPLp2Ckf7tBt3DfMN5O1K3/ub6a5BeEybD+1K9eV7kvXn/vBIqCBaFKK6WxSua7Q28Nl6Az6NMOu/2U3H5ps8gcNTZfLZevdatw3aO5q5briDPrj7zGbUkd1zmazkqB4I49KmNCjAmdekBHb8kHzQ42eznr3YBF0njtGz6DmYPT0crncee7QvNHuS9cbedRYgkVQu63VbmvUFrbDlRKCM3CcgVMul42e0X5qt5/a4TKgOVXj7zF9VrgMxt9j2jkF//h7TBNX6XLk4Rvgi9cEcisf9bv6nvk3gf6q0zxi882kmXMkr5TT+l+2/qrTUJk/92nwmIKK3tt8aJ5+6xMHisrHdDahJYqi9c96Opv48yl7Pbq4fOivuqZp+xx2kw7CcBlWb6r9L9uf+/Fv3kbPqN/VaT0xZsDeKJF8yL4UL/OCjNg58lGApXhNgEpOncV0NgkWQfRff7EOFsF0Nlmt/ubDVLuKf/m3nr2RV7oq7ft66Y08NqDVfemyKcZsXI0mEZNwbObv/30v3WB4egxwoKh8kNSvf9atx1YUrRv3dQom8810Bv3o0vIR0C1wbAAjscTlo35XN9/MhHyEy7B0VaKLCJAP4UvxMi/ICMiHLLCSN+7rq1VIQ63j73H3pUOvV67L0cVHPvRXvf9l03S37SUuH9TFhFsX9bovXRp0h3xkS3zko/vSjaKo+9KdzibNh8ZqFUZRZL2b7tCJLisf1rs1nU3optCdJ5LJB20TLIJt+WAXGiAfwpfiZV6QEZAPWWAlZ51F7bbK+pEoiqo3leiy8hEsAkrvm1ugk2eByQddjKZvpwn5YO4C+ciWuHzQbWnkrc2HhjdyKZIuLx/slJfL5U0M/X2OFl2Qo+di0SssMhLyUb+r0+Ab5EP4UrzMCzIC8iELcfnwRq71btqfNvUjdPHl8vJhvpnUQeivOnsiEXUTbKYwzfmI9wgJ+aCHK4aQj6zZHvkgBI58sCdS0NxGmrrhz326KYNcJH7ZhUVGQj40TaNLd+wBWSxAz8ojfDF08umAfACVgXzIwvbIR/RvP3J5+aDpwDShWNM0EhF6diKbcZx49EC4JR+d5w7dykSTUtnr/tw/8BDn3xcOFJWP+LW6KIoEzvlgt8aFm59y2Mw3/m/5VT66L122QWLjs2514Y6hk08H5AOoDORDFuJzPqiziP7tRy4858MZOPHf/2s9tsgh4suv8uGNPHazjDfy4nNHnEH/rJt4OVBUPmigbP2zjoTe7ULPpWC3M9HNbHQzLTuLNLLHfo6EFvvzo3HfoFttaeAkduKD9lObdMToGef+TBRfDJ18OiAfQGUgH7Kg/Xu3C70o6m4XuvuajUzQ4wbYr/ZslsDoGdRNsBepizHfTLrVNvG0Ruvdaj22jJ5BX8LPigEOFJUPni0zDKDwjJN64YUvhk4+HZAPoDKQD1ngLHmIJ5zSwgHkY++WGQZQ4WLo5NMB+QAqA/mQBcjHcQsHkI+9W2YYQIWLoZNPB+QDqAzkQxYgH8ctHEA+9m6ZYQAVLoZOPh2QD6AykA9ZgHwct3CgnHyALDjndEjZtBTLvCAj/mkCouMWTeAAnJmQ+lTAiVryIboIBeTkWmXxVzDouIqUeUFGoAnIgrwlzy1nVqlk5yOHASR1gyQgHwmKl3lBRqAJyIK8Jc8tkA/BSN0gCchHguJlXpARaAKyIEvJJapkyIdgJIqVfUA+EhQv84KMQBOQBVlKLlElQz4EI1Gs7APykaB4mRdkBJqALMhScm2D6IL8DuRDMLIEygEgHwmKl3lBRqAJyIIUJddiiC7L70A+BCNLoBwA8pGgeJkXZASagCxIUXLIR37J4SmRJVAOAPlIsJ15JcoI4JKgCciCFCXX/kV0cX4B8iEYKaLkMJCPBInMK1E6ABcGTUAW8l9ybQvRJfoFyIdgpIiSw0A+EsQzr1zpAFwYNAFZyH/JIR/gOKSIkowofOaVLh2AC6NOE5B9zkfO2U41ha/tIh/bZSh8iByg2Jk3DjIv2IkiTaAAE05zDuQDHE3hQ+QAyLxAcVRoAsW42yXnQD7yTg5PRgFC5OTy72swRQKZFxxAbHBeANxqexkOnALRRdvLmWXL74HtJIdnIufxwcPJ5c806+WBwmRekBFi4zNr8JyPyyNRJZ9ZTjkOkpHDsyJRrOzj5PLTsYseIU6f4mVekBFoArIgS8klqmTIh2AkipV9QD4SFC/zgoxAE5AFWUouUSVDPgQjUazsA/KRoHiZF2QEmoAsyFJyiSoZ8iEYiWJlH5CPBMXLvCAj0ARkQZaSS1TJkA/BSBQr+4B8JChe5gUZgSYgC7KUXKJKhnwIRqJY2QfkI0HxMi/ICDQBWZCl5BJVMuRDMBLFyj4gHwmKl3lBRqAJyIIsJZeokiEfgpEoVvYB+UhQvMwLMgJNQBZkKblElQz5EIxEsbIPyEeC4mVekBFoArIgS8klqmS15COHSBQrqYPMCxQHTQCkizqVrMRBZoo6sbINMi9QHDQBkC7qVLISB5kF2h5El+uiIPMCxUETAOmiTiVLdpD5OSv75CM/JeTn5DIj8wLFQROQBVlKLlEln1lOOQ6SkZ+zUhjziITIxzLXS/EyL8iIU5qA6PBWswnIUnKJKhnyIQzIB+QDKA7kQxZkKblElQz5EAbkA/IBFAfyIQuylFyiSoZ8CKMY5hFBPhTIvCAjIB+yIEvJJapkyIdIIB+QD6AykA9ZkKXkElUy5EMkkA/IB1AZyIcsyFJyiSoZ8iGSAphHBPlQIPOCjIB8yIIsJZeokiEfgoF8QD6AskA+ZEGWkktUyZAPwUgUK/sQKh+BM+i7Q9cZONPZ5MgUGQSLAJkXCORM+Tgj+EN/7kM++JGl5BJVMuRDMBLFyj4Eykf9rk4C4Qwco2cclR/7X7bR05F5gUDOkY/2U9sbeeEydIfuscHvjbz2UxvywY8sJZeoktWSD5ArzpcPTdPG32Nadwb97JKp4pkXZMQ58lG9qbpDN2/BjyYgFnUqWYmDBBlxvny0HluV6wp9/6PFG3nu0NVfdfPNpKTsDBzr3SJHMXqGO3TpT+abyb782Z8f9C536IbLwOgZ+qvefelWrisnDGgj8wJOzpEP/VUvXZWYf4TLcDqbOAPHfDO7L11qC/0vu/9l0zZGz/BGHo322Z8fjfsGvct6t2jshAzGere6L139VU+0LDQBkCsQSeB0Upnz0XnuaJrGLqDor7QSaJoWLoPWY4uubU9nk/H3uPPcofVwGbpDl/Kv9W45A4feXroqhcvQ6Om0H6P3V2KQeUEWnDnnQ3/VNU0j1YgFf1i6Ko2/x/qrTvYwnU3CZUDRTsE/nU0q15VN8P8dNSmXy/7ctz8/Wo8tEhS2ZzQBkDdyEUkaEM05J+48+QjDZegMnNJVyejpwSJo3De8kUcLTUctXZXszw/asnZbaz40SUe8kUfpuPnQZN/w6nd1b+QZPYMuorMVZF6QBac0gX+DzR26FPwU3iz4g0XgjbzSVYkFcPOhWb+r0xCgP/dJPuLB335qO4N+/8smR2crBZYPzvwWbn6nF6RLGIann7sU4+BkNO6A1oT8evVJrTfDJW3463/7dJx4RpYh2UO4DDb+0a/eVINFUL2pxg42oM2qN1Xr3aIXjZ5eLpfj8tF6bPW/bPpr474xnU0gH+AynNIEliHZA7sgSMEfLkMK7HjwT2eT+l2djYiYb2bpqhQsAiYf8eDvPHfcoauafPBsRlnulEx1JsI7iyz7DshH9mzOnDPo05wDdhU2vtAXbpqjsEkHQf/Lpiu1zsCJv4Vu7uh/2ax/ZZdsLxxAoTj5mM4mbFjYGfRprJh5hjPoB4uA6mQ6m9AQNN0a035qh8uAyYczcOi94TJsPjTDmHMYPR3yAbLjZPkgb0gEf/OhSZ7hDt3pbMISAl18pBEOo6ePv8dMPraDnzmH/fkB+SBCofJBX4eo17A/P9g3LlqCRUDV6408691iw7rUI3gjjzIh25X5ZppvJpkrey/vQwdSBfKRPf+2SQqO7kt3+1a3+l2dtMMZ9Ck1uEOXViieaFiV7So+F/KIG+fSRpR8UDX2v2xqddQmx9/j1mOr/dSm4WVqsc6g7899up5NrTH8e6utQXXoDPqkfcEiCJd/G6Q/92mlqJkXCOcc+TB6OsWz0TMo+P25335qtx5blCWcgUPL+HtMUU1TUMPNF6HNZn1qJpSa7M8P882kxmK+mYmurmBNQAr5oPRO34LoUlrCFWLTh4NyuUxfU8vl8qazCFqPLTYrrv3Ujj9igPKekL6jUPLhz6feyPVG7nQ28efT1mNrtQrXP+vuS2f8PY7yJB/eyNM0LXFqG/cNNgSqaRpdu2XyQdmEjayyXW0yEfcX9LQRKB/5XGTJvEA458hHnhdZmgArjzt0prPJxx8riqKPP5b5ZkZRNP4ed1866591KFo+Os8dluEr15XEIHf/y2b3LnWeOzQenLhZqVwuk2TEdxUuw830OL4zmyqFkg/9VV//rKMoms4mURRVbyr0evOhsVqFUZ7kw3q3are1xKll8jH+HmuaRlPG4vIRLkN2cx3kI7eLLJkXCAfyIRZWnvZTO9p0HO7Qsd7NKIpWq7D50IhyMPLBjCFYBFrs4Ua0xOWjdlujwdqEfOivOo2OQz7ShAXQdDap39VokCPKq3zQMJf+qm8/QKJx3zB6ujfyNg+cCLflo3JdIUGBfOR2kSXzAuFAPsQS/+JKgxxRXuWj89yhx7Rsz+3rf9l0Rd58M9ll4oR8GD2DBAXykSbxgA4WQeO+Tv5RuS5PZxMykvzIR9wY6FETbMAjftmFRUZCPuhyzPauIB/5WWTJvEA4kA+xxMvjDp36XY1Wui/d6Wzijdz8yEciw1PHQYMZ8ZEPtiTkg12OgXykCQsgb+RGURQsAv1Vj/I68nHg95x+lQ9n0K/f1VlsxQffjpgXmTaQD0kzLxAO5EMsVJ5gEfjzaRRFdBtIPkc+Dny95JCPgPUX9PhmtpkzcI74icFUKZR8OIM+hc5qFeZwwqk/99m4xc6lelNNPE/TGfQ3M0yDzZ1vf+c5m29m86FJ/6VJ70ICKIR8SJt5gXAgH2Jh5fn4Y9HNyVEuJ5w27hsHnjZr9Ix/n28UhrHZgfQjgqyDoIfb0n/H3+PjnuCcKoWSD54tU64/HjZnLv7kze3zOv4e019jHhqwt+x8F91lx27aFhJAIeRD2swLhAP5EAtneULRz/mgLmBnnqf7EhJXT+Idx/a76PEeRs844iZbWlIF8pE9ohNBpgEUQj6kzbxAOJAPsUghHzlaUgXykT3CIybLAAohH1uLLJkXCAfyIRbIx3FLqkA+skd4xGQZQCHkY2uRJfMC4UA+xAL5OG5JlYLIBxDLOSeuCG1SzswLhHNKExAd3kVqApz5LcSv2mZDEeSDc8tT+rnzEZ0Ikkva8Nf/9onTIB9AYU5pAqLDu0hNgLM8p+SoVBB9HpNLqqglHyALIB+SZl4gHMiHWPJWHqU4s/JzceakDqAcNshjESAf+UaWzAuEgyYglryVRykgH4LJYYM8FshHAlkyLxAOmoBY8lae88lhJe8D8iEYiWJlH5CPBLJkXiAcNAGx5K0855PDSt4H5EMwEsXKPiAfCWTJvEA4aAJiyVt5zkfbILogvwP5EIwsgXIAyEcCWTIvEA6agFjyVp4z0WKILsvvQD4EI0ugHADykUCWzAuEgyYglryV50wgH5dGiorehyyBcgDIRwJZMi8QDpqAWPJWnnPQthBdol+AfAhGiig5DOQjwXbmlSUdgAuDJiCWvJXnHCAf4DikiJKMUCTzSpQOwIVBEwBpIZ18nEnBD+8CqBAl+1Ah8yqVDsCxoAmAVNg2j8LXdpGP7TIUPkQOUPjMq1QuACegThPI55yPwgD5EIPUVVyAEDm5/MXOvHGQecFOFGkCmHCaNTLKx5nFy8Wx5byKD5P/EPkVyEcCWTIvEI4KTQB3u1yAffKR5wOEfAgm5/HBw5nyUWzynHmBcMQG5wXArbYXJoeVvI8zy5mLg5SlrnciUazs4+TyXz4VXpicZ14gHLHxmTV4zsflyWEl7+PMcubiIGWp651IFCv7OLn8dOyiR4jTR5bMC4SDJiCWvJXnfHJYyfuAfAhGoljZB+QjgSyZFwgHTUAseSvP+eSwkvcB+RCMRLGyD8hHAlkyLxAOmoBY8lae88lhJe8D8iEYiWJlH5CPBLJkXiAcNAGx5K0855PDSt4H5EMwEsXKPiAfCWTJvEA4aAJiyVt5zieHlbwPyIdgJIqVfUA+EsiSeYFw0ATEkrfynE8OK3kfkA/BSBQr+4B8JJAl8wLhoAmIJW/lOZ8cVvI+iiAfUiNRrKQOMi9QHDQBkC7qVLISB5kp6sTKNsi8QHHQBEC6qFPJShxkpqgTK9sg8wLFQRMA6aJOJefiIGWsa20/oot2NCeXGZkXKA6agFjyVp7zyWEl7+PMcubiIGWp6ziQjwiZFygPmoBY8lae88lhJe8D8iGGwphHlKl8LKVcZMm8QDiHmoDoMFahCeStPOeTw0reB+RDGJAPyAdQHMiHWPJWnvPJYSXvA/IhDMgH5AMoDuRDLHkrz/nksJL3AfkQRjHMI4J8SJt5gXAgH2LJW3nOJ4eVvA/Ih0ggH5APoDKQD7HkrTznk8NK3gfkQyQFMI8I8iFt5gXCgXyIJW/lOZ8cVvI+IB8igXxAPoDKQD7EkrfynE8OK3kfkA/BQD4gH0BZIB9iyVt5zieHlbwPyIdgJIqVfVxAPlqPLW/k9b9sWnEGffPNFJ5hZc+8QDg88iFX8MvVBPJWnvPJYSXvowjyITuyxErq8MtH/8sOl6E38irXlfgrl1mms0mwCIqXeYFweORDbPAHi2A6mxRVPoqHOpWsxEGCjDj2sks8/7JX3KHrjbxwGbpD1xn0mSV4I88beda7xXKoO3SdgcP+Ov4eGz3Dn/vx7d2hG8+59ueHN/KqN1Vn0A+XvP6BzAs44b/ssjP4WcRS8MeDefw9Nt9MCtrt4PfnvtEzxt9jemX8PfZGHtuABf/4e9y4b1jv1lHyjSYgEHUqWYmDBBlxpny0n9qN+4b9+WF/fnRfut7Im84mzYdmuAw7z53GfcMZOO2nttEzaGOWdvVXvXJdcQZ9690ql8vhMrQ/PyjzWu9W96UbLILqTbX70jV6Bn0oS+vIvCBFTpYP/VUnJzZ6BgV/uAyrN9VwGRo9+pOjv+qd504i+K13q3RV6n/Z/S+7dFUiLyFHdwZO86GZCP7GfYN2DvkAuSIXkfRLB3Zh0hvwTGfJngvM+diZf/tfNuVWypvhMmAbsD+xlcZ9g10pp5RK6+Qo8d2WrkqkL2xwG/IBMuJk+YjHMAW/P/c1TYv/ia3Eg9+f+2w/neeO9W417hssvCnU48FfYPmg3JVBRjwJ4T2FiI4jDMOTT1+GkaQBeTjnFPM3yAPyMZ1NrHfrgHz4c79+V6/d1oJFEE/cneeOM+hrmsZ2W7muBIsA8gEuwKEmwC0fwSKw3q3x91jbIx/x4I/Lh9EzzDezcl1hszpINaSWD/6sFW5+fReIIr/ywb9l6lJ2OsKNVYTAnnyKfzl33PJBV09YYt2WD0qv+qtuvpnxxN16bFFqZhmWxq4hH+ACHGoC3PJRv6tTeGt75CMe/HH50F91b+S1n9os1Ot39XAZyC4fnFuGGPkQ3XGEkI80iWUHmklAvV38vPpz33wzaTKj/flBHZszcIye4QwcupuOTW+keZHWu0Wbsffyzn/MnsvIR7AI9Fdd0zQ2La770mVpt3pTpTFkup5Nf6IBZJZPw2XY/7Jpmh4Nb1Dd0slqPbbCZegM+u7QDRZB/a5Okz8o/7L6z3nmBXLBKR/bwW/0jMp1hWaMNh+arccWBb/9+UF/8ue+0dPZMB4Lfn/ul65K09mEJj+RmjTuG3TVsv9lJ4K/89wxevqxN7xAPo7mv9oLqMuw3i378yNRsf0vm+bi0Nmk08d6E2fQZ2cqWAQUDKz3offynsrsgXykzebksa8XFCiJU2v0/s4FCxZBuVymKeuaplEPFywC6vBo4/pdPR6F5pvJpqnnJIZOPsVHjXwcXAKqkwM1Q5k33HwjHH+P/22HgTfy9ihdcESFQz4AN/wjH4cX1g/t+07Cgp9GPqazSSKkvZG375YWjHxcgv+6BoNle7LD+DKdTbTNNeLOc4emErNp9fT25kOTwsD+/Kjf1dl7SWF5T2L25F0+/PnUHTr2p229m97I80au/qq7QyeKoo8/lvlmRnmVj9JVKX5vW+LUGj2DXTLoPHe6L90wJh8UKJqmUYJo3Dfi+tL/so+4CpA9+ZCP4zI1G7LOYoF8AE7Skg/+JX7ZpZBNgH0EDQPQrUDWuzn+HndfOuuf9WpFF1unYS7lQ3/VaRQ23NVxsGnF9Fda7zx3mHyEy7D12CLJ6H/ZiUQX3+yXJXvyLh/rn3UURe7Qsd5N+m/3pTudTeIv5iiAwvhp1jVN2/cswrh81G5rNMgRlw+KIaOnh5CPtBe6QfGowQxZMi+Qi8vLhzt040PxxWsC7COo72g+NFarkJyj+dCgP1VvKlFeRz5o4jDd87xdsXH5sN6t2m0t3JIPZ+DQHDjIx6m7joUp84woimSRj3AZ2p8fFEbbp5YGx7yRR/M5WIuNW0XnucNuE4V8SLRAPgAnl5ePwjeBxEeQfERRJIt8hMtwOptUb6qlq9L2FySSD5reob/+nYuTkA82IgL5OHXX++XD/rRplk3O5YPCqHJdMXo6TeNo3DdoQCw+8hFvsXGrYHfnQz7kWiAfgBPIRxZVGv9vXD7qd7XpbDKdTSrX5SjH8kFL57lDAxj6q059B90pzUY+4lvGraL/ZdMte5CPU3ct88iHO3SZH9ifH9szDH6VD3/ul8tlNuGcjY7QDo9IBNkD+chP5gVyAfnIokrj/5Vu5COe3hNfR8N/L7uwJSEfzYcm7cQbeXRdZrMER/wqUPbIIR+buaXrKFpLMeGUxjloXX/Vt3WBnv8df4VmmNIwGj0XnI250c+L0J/o7twjEkH2QD7yk3mBXEA+sqhStr5ahd2XjjfyoiiSZcJp67HFbtyL36tCC11SSRhJ86FJswOns4n+qse/qdZua9RfBIuAtuFdskcO+fh1y0tUFSebk+cM+vTQCPZbZWzx5z49bSJ+SY9eoWX7qgo93uOUmWLZA/nIT+YFcgH5yKJKObcMcykfNJ8j8bSn+F9pYa9MZ5N437F9LujxHv0vm/+nMcPlJY4Y8pE2opu9kBg6+RRDPoDKQD6yqFLOLcNcykdeluyBfKSN8KAREUMnn2LIB1AZyEcWVcq5ZQj5OLBkD+QjbYQHjYgYOvkUQz6AykA+sqhSzi1DyMeBJXtyLR9AFs45xTI1yNxnXiAXh5qA6DCWtAnwZ60Qv2ormvzKR3Y7Byly8pli8Vcw6LggH+BX0ASyqNKsPwKkwplnCvIBIB9JIB+AEzSBLKo0648AqQD5EEwB+iTIRwLIB+AETSCLKs36I3KOLDUA+RBMAfokyEcCyAfgBE0giyrN+iPyjER5BvIhGIliZR+QjwSQD8AJmkAWVZr1R+QZifIM5EMwEsXKPiAfCSAfgBM0gSyqNOuPyC1aDNFl+R3Ih2BkCZQDQD4SQD4AJ2gCWVRp1h+RWyAf6SBF9Z2PLIFyAMhHAsgH4ARNIIsqzfoj2aij0AAAIABJREFUcgvkIx2kqL7zkSVQDgD5SAD5AJygCWRRpVl/RD7RthBdol+AfAhGiig5DOQjAeQDcKJOE7hYj6hsK4N8gOOQIkoyApkXKI4iTUCiHlFetuWj2LVd5GO7DIUPkQMg8wLFUaEJqNMdCmSneRS7tot8bJeh8CFyAGReoDiFbwJKdYcCgXykuutCVxyjACFycvnVybyY8wF2UuwmEAcTTjNln3zkuTbOLBvk41xyHh88QD4SbKddyAfYCZpAFlWa9UfkE7nMI4J8CCf/IfIrkI8E22kX8gF2giaQRZVm/RF5RqI8A/kQjESxso8z5aPA4FZbcBix8XkB8JyPC3OZSk6FM8sJ+TgXiWJlHyeX//Kp8JLgOR/gV8SGaNbgIWOX5zKVnApnlhPycS4Sxco+Ti4/HbvoEeL0EZh5gVygCWRRpVl/RJ6RKM9APgQjUazsA/KRAPIBOEETyKJKs/6IPCNRnoF8CEaiWNkH5CMB5ANwgiaQRZVm/RF5RqI8A/kQjESxsg/IRwLIB+AETSCLKs36I/KMRHkG8iEYiWJlH5CPBJAPwAmaQBZVmvVH5BmJ8gzkQzASxco+IB8JIB+AEzSBLKo064/IMxLlmfzKhyJIFCupg8wLFAdNAKSLOpWsxEFmijqxsg0yL1AcNAGQLupUshIHmRHaLkQX6qIg8wLFQRMA6aJOJWPOx4nsNA9J4+bkMiPzAsVBE8iiSrP+iDwjUZ45s5yQjxMpjHlEkI8tIB+AEzSBLKo064/IMxLlGciHGCAf0bGZdynJAvkA3PA2AeFRzR38kA+xSJRnIB/CgHxAPoDiQD6yqNKsPyLPSJRnIB/CKIZ5RJAPyAc4FchHFlWa9UfkGYnyDORDJJAPyAdQGchHFlWa9UfkGYnyDORDJJAPyAdQGchHFlWa9UfkGYnyDORDJAUwjwjyAfkApwL5yKJKs/6IPCNRnoF8CAbyAfkAygL5yKJKs/6IPCNRnoF8CAbyAfkAygL5yKJKs/6IPCNRnoF8CEaiWNnHZeUjMHp66ao0nU3oFWfgVK4r3shLN416I690VYJ8gEw5Vj4okFi0eyOvcl1xh266wT/+HleuK/7ch3xIh0R5Jr/yoQ6yxErqnDby4c/9ynWlelNlrxg9Y2cqtN6tc1KwpmmQD5ApJ4x8VK4r5XI5WASZBr+88qE46lSyEgcJMuJk+bA/P+p39fZTO5F/3aHb/7Ip7dqfH7XbmjfyvJFn9Ax/7juDPq2Ey2CTmgNn0HcGDvuv9W65Q7f12GLy4Y08881kAy2QD5AiJ8iH0TNaj63GfWM7+J2BY/R0Wi+Xy97IG3+PjZ4x/h67Q5dWNl4ShMvQGfTdoWu+mbSH/pftDJzWYytYBCQf7O2QD5A3EEngdE6Wj/6X7c/90lWJpIHyr/Vu0ddBugrjjTyWoOkCCqVUeoUSblxfjJ4xnU1KVyV36DqDPpMPtlvIB0id0+QjXAaV64r+qrPgdwYOXYtp3DeodbBQZ2MY5XI5Hvz6q06v97/sznPHn/vVm6r9+eEMHNo/Wf4R2g35ABfk6EjSQBE5MXo0TTtVPmhMQtM0GtgIl2HzoUnOYb1bCfnovnTJJ+jrIH0jpAxLG4y/x7XbWvjvaLOmae2nNn1HhHyALOBtAkn5CKeziaZpNJgXLsPWY4sC2/78cIduXD7MN5Nso3Zb63/ZwSJwBg4z8nAZhsuA1hv3DTabpHJdaT40j77ykpl8XCiRgcsShuHpbeeEGOLfkrdbEsJRbfICizj4z+n2KT7iLG/JByXicrlMXwFZtqUlLh+0bn9+0Jc8Gi8JFgHLv/7c3ykfRs/ovnQhHyAjeJvAlnyEy7D/ZWua1nnukDfEhyji8kEDfs7AcQZ9agUsvJlY75QPo2c0H5r5kQ/+LY/PYRdEeE+Rmw4F8nEqwoPj4rGyjwvLx3Q2YQk0XIbNhybl39Zja3P1OnCHblw+wmVYvanSXyvXFfZ2mhQSLkNv5DGDictHuAzj+ZrzREA+ACcnyYfO1rsvXQpy/VVnluwMnLh8UBuhv9bv6sxdWo8tGg705z5NckrIhz/3O8+d+MfxZyHIx16E9xS56VAgH6eyDMNl2P+yjZ7ujTzqAr2R133pxm/79Od+475BVwT0V516OGfQ1zSt/2XTNQKjp9NXkPH3uFwut5/a1P/Re9lfhcfKPi4rH4H1brHL1fQKG4iuXFca9w2mIJXrCqXXcBla7xbNm6NL5vTi+HtM54vGQsbf4+ZDk4ZV3KFLuZgkhkaqORst5ANwcqx80NBdfJCD5CBYBLXbWu22xtyCJnBsJpY6FMDxORz+3O++dN2ha39+BIuAFITmolJCcwb96WxynHzHcgLkYzebuqJvPta7RdeCnUE/MchqvpmaptGltPZTe/w9pg5Cf9Vpe1qhs9957tB+KPXpr/opV80gH2zLS1TAySzDcBkyz+g8dzbNPkhMDjd6Bn01p4xAfZumaSwy+l82+5pC88XiuYY3gMRx4ZGPvC+QD8DNCSMfuV5iOQHysZtNXbExV5b8Ew8r8ue+trnb33wzaYgr3kHQ+Ba9q/9lxwd649emzzyV2SFGPqx3s/nQiKIoitbtp7Y/nxo9o/vSiaLIG3m12+r6Zy1LDNESk4/kEpeP+l2dvpfH5SP872sK5GM/whMrd6OFfABOIB/8FRVF0fpn3bivu0MniiJ/PqW+o3RV8ufTKFo3Hxr2py1XxxGXj8QSlw/784OebJToIMw3s35XDyEf/DE0nU26Lx2jZ0RRRJHkDh3r3YyiaLUKyUvkiiEe+XAGDns6UEI+Os8dGnODfOxFeGLlbrSQD8AJ5IO/omjF/rTrd7XpbBJt+o7qTYX+1H3p0k1Ax+ewC/JvjfHIR7AI2JB5ooOgO/5CyAd/DE1nk9Xq7+1hTD4odLyRWwD5iN3PGdKkcXqFbZCQj/ZTm6aDQD72IjyxcjdayAfgBPLBX1G04g6dYBHU72pRtGbyMZ1NprNJ67Elu3yMv8espyD52Pz37zS1RAfhDl26UwnywRtDJB9RtK7f1cw3MyrayEdAD62i0x+/7MKWhHzQvXDhMmQTHmmh+/JzEiv7gHwkTgTkA3AC+eCvKFoh4Rh/j5sPjeKNfPS/bOo7wmUQv+zCloR8GD2DnpRI91Gz1+mBzqmcyuwQIx/j73GwCKIoWq3C+l0tKpp8/LP8Kh/mm8k2SGxs8f9AgzggH4kTAfkAnEA++CuKVuxPm61Ql1Ek+Ygvv8oHPRqR3RoZ/yFMZ9A/7rnM+09ldoiRD3foeCOPXvHnU3rFGfSjKJrOJh9/LLkmnI6/x63HVuIWOBZAnecO3SgVj4zGfcMZ9OlWq8RtnN2XLqnMab+qcHkgH4kTAfkAnEA++CsqiqL1z/rjj7Va/e2x/Pl0tQqtd5MmnNqf9t85EHkmVl3BIjB6xr47+a13i7oJ9go9C8B8M+lWW2vzGz20OIN+67Fl9AzzzTzi0QC/ncrsECMfnFteogJORng7v3is7APykTgRkA/ACeSDv6L4tzw+h10Q4efoyFOZHZCPUxEeHBePlX1APhInAvIBOIF88FcU/5bH57ALIvwcHXkqswPycSrCg+PisbIPyEfiREA+ACeQD/6K4t/y+Bx2QYSfoyNPZXYIkA9QPE6MHk3TIB9AYXibgPCoPrLHSr0JXC6XgQtyafng3PJYjbo0wtv5nmZ/efjP6XYwaJAPoDC8TUB4VB+ZhVJvAug4RJ3K7MivfABZuJB8yAPkA3CCJsBfUenWPBDOmecU8gEgH0kgH4ATNAH+ikq35oFwIB+CKUCfBPlIAPkAnKAJ8FdUujVfVCTKM5APwUgUK/uAfCSAfABO0AT4Kyrdmi8qEuUZyIdgJIqVfUA+EkA+ACdoAvwVlW7NFxWJ8gzkQzASxco+IB8JIB+AEzQB/opKt+YLiRZDdFl+B/IhGFkC5QCQjwSQD8AJmgB/RaVb84UE8pHh5xUPWQLlAJCPBJAPwAmaAH9FpVvzhUT7F9HF+QXIh2CkiJLDQD4SQD4AJ2gC/BWVbs0XD20L0SX6hUvLB0ggRZRkBDIvUBw0AZAW0snHmRT88C6AClGyD3UyryLpABwLmgBIhW3zKHxtF/nYLkPhQ+QAimReRXIBOAE0AZAKkA+ONxS6Ok6gACFycvlVyLzq5AJwAmgC/BWVbs0XDBnl48ziQT7OJf8h8iuQjwQs88qVC8DlUacJYMJppuyTjzzXG+RDMDmPDx4gHwm22z9m24GdKNIEcLfLZZDCORiQD8HIEigHgHwkSD3zgqKiQhPArbaXRKI8A/kQjESxso8z5aPY4D5DcACxwXkB8JyPC3NOJV+YM8sJ+TgXiWJlH+cklGKDhxyAw4iNz6zBQ8YuzzmVfGHOLCfk41wkipV9nJNQtOKOOeMJS+BX0AT4Kyrdmi8qEuUZyIdgJIqVfUA+EkA+ACdoAvwVlW7NFxWJ8gzkQzASxco+IB8JIB+AEzQB/opKt+aLikR5BvIhGIliZR+QjwSQD8AJmgB/RaVb80VFojwD+RCMRLGyD8hHAsgH4ARNgL+i0q35oiJRnrm0fIAEEsVK6iDzAsVBEwDpok4lK3GQmaJOrGyDzAsUB00ApIs6lazEQWaKOrGyDTIvUBw0AZAu6lQy5nycjrYL0YU6hXOu4yLzApVBE+CvqHRrvqhIlGfOLCfk40R2modEcRMH8pEA8gE4QRPgr6h0a76oSJRnIB9iKIx5RFnLx1K+BfIBOPmlCYiO5Pw0AbQdTiTKM5APMUA+IsgHUB7IB39FpVvzRUWiPAP5EAbkA/IBFAfywV9R6dZ8UZEoz0A+hFEM84ggH5APcCqQD/6KSrfmi4pEeQbyIRLIB+QDqAzkg7+i0q35oiJRnoF8iATyAfkAKgP54K+odGu+qEiUZyAfIimAeUSQD8gHOBXIB39FpVvzRUWiPAP5EAzkA/IBlAXywV9R6dZ8UZEoz0A+BAP54JEPb+QZPcMZ9L2R5wz6/tw/NS0G9ueH0TOcgRN/fTqbeCNve/tgETgDZ+efIB/gfHjkY/w9NnpG/8um4J/OJic7Qf/LpnaUCHJ36O5sLO7QTbQUyEfOkSjPXFo+QAKJYiV1jhr5KJfLTAI6z53uS3efXoTL4EBadIduuVzeftH+/Ni5vdHTjZ4B+QBZwDnyUb+r979sFpCtx9a+2AsWh4J/OptompZ4keRm5/b250fnuZMH+QCcqFPJShxk1igSK9scJR+V60p8BKJ2W7PeLVr3Rh4bC2k9ttj6zvEMb+RVrisHs3ZAm21yvQH5ABnBKR+N+waTDwpy/VVn8czGQvRXncWtP/e3g9+f+9vycSD4+1825EMu1KlkJQ4SZMTfzMty1jHyYb1b9bt6uAybD81wGXaeO6Qg5XLZGfTDZWC9W3TFJDFGslM+9Fe9cd8Il6H5ZlZvquab2bhvkHNs5CNoPjQT49XIvOBMTpMPZ+DQ6F3rsRUuA7qSEiwCMvJgQcHf9+c+tY7D8mG+mdQi+l925bpivpmtxxY5B5OP1mOr/2UfHlNEEwCX5LhIoqA8FLX55HjxF7MI4tw5HyfJByXKcBnQV0A2PlG5rtDIh9Ez/Lnvz/2EauyUD2/kkXxsrxg9w+jp1ruFzAtS5zT58EYeNZyEIjTuG9RGKPi38+1O+WBtZHuF9mx/fhw7yyqLOR/5zH6HEN4j5L7jCJfh6W0n3oR+hQUlUJYdmfck+TB6Bl35ns4mzqDffmon5INS58ZRzpKP2m3twFX2C2ReUFT+NoF97JGP/pddu62FyzBYBP0vW3/VE/IRLkNn0HcGjna2fNRuazTEeNTC2QQulXVATuFXgh1th8UQT0sLMfJRUIHlT7U7Mu9J8lG7rblDd/w9Ji3YHvmo39WDRcAz8jH+Hv828mF0njv8Mz/ouCAf4Ff+NoF97JGP5kPT/vwIFgFpwfbIR/upTSvab/JBFysPj3xQ/B+VizibwFGpI5/Z7xDCe4Tcdxwh38iH6vLhjbx450eTGRNTuqgbo2Xz/TtgryQ2jr0YxN8rYwzxZ5DEf/nlo3RVohsCvZHXfmrT9Atn4FRvqt7Io6vU/tyv3da8kRcsgtJVqf9l258f8dtkwmXY/7Jjd7sE3ZeuP/edgUNfJWMrfVrRX3Wjp4fLsHpT3XdHTGKBfABOOOWDxd50Nuk8d2iq9fh7XC6X3aHbfek2H5rT2aT12GKTP8w30xn0NU2LBz+7XkOL0TO8kUf7YTukzWjFerfaT+1wGTbuG9QKOBfIRxj+LRjN/I1dtwr+7SDCcBkGix3dRPyV+Ma0QzbRmL338I1OOaw6yAcHm6CpXFfiw+/tp/b4e5w4hOpNlb6jGD2Dvjo7g/6mtwvsz4/47RjUQbL30pf1EwOo0PIRb4eJ5xzYnx/OwPHnPmVkb+T9uxJY71bsLf80ctbU2Z5ZU6cVZoTsFZ4TBPkAnPDIR/wrTSLhOIM+zQM138xwGUxnk/gKXZRJyMe+4GefwlrBdvDzz/yAfIThf2XTX/XSVYnVnjt02c1KbGH9hTfy6BtU+O83LjJL2rj70qWNaTHfTHbrn1wdR5iWfPjzqfVuBouAXqT/rlbh+mf98edvByCzfITdl265XGaneec4fHyAtFwu0w0X8XF+Z9Bn/92ex3B6AImWj8TZpyxmf9rj77Ez6O+MoaNGPiRaIB+AE86RD+mWY+XDHTrOoB9F63//G01nk48/1vpnLbV89L/sxn2DTZ3x5378O2d8G1pnj3L5t4MIaKArXIaJC2HyDpmHy3Dr7K/doUPP0xt/j6ezScQ58lG9qcT/zP7bfGisVn+DMoe18Aub4tEoJRvJ/FU+yFu3JxlUrivksEWSj8TZ9+dTdt5pfTuGIB8FQDsS0eXNF5APWnGHjvVustfZf1ersPnQiCQf+eh/2dPZpHpTpdv+f5WP7kuXrnZtdxB073Tx5IOd/fXPev2zns4m3ZdutOlHIB9/5cB8M8vlcrAI9smH0dO9kceewrktH+wZEgWWj/h53841/2Tew+UXnUZPWFSQj2OdAyKyE8gHrRRePvy5P51N6Dr7Pvmgqy3Wu0UzeMK9zxcosnwQTD4ScfJP8CT+luh+Ktfl6WwynU3qd7XCyEe4DFuPrfpdnWZg+XOfboigH0FIzEsPd8lH7bZG20A+IB/ScY5DwEISQD5oZVs+ui/d6WzijdzCyEe4DOnm581MndB6t9htevGRD7ZsP1mR3YIH+TggH+uooCMf4TKkyaelqxKtxydC/iofwSLQNI3mLdL9ouxP5pt5VpsXxL6zH0E+iiUf6RoDFCSCfOyWj3UhRz5onSafUh8Rn/bLIx/NhybNOGR3IdFCDx04/XwJYo98rKMT5MOfT9lQh/lm+vNp6apEE05rt9Wd953npBZ+YVO8uGyOv8c7j6V+V0/ckOkOXSYf/txv3DeYcBg9gz3825/7nE/vzlvt7Tz7lDhqt1Vv5O6LIciHLGRqCSpbCOSDVigT0lCHN3KNntF96URR5I282m1V9gmn1rsVl4PtL6jhMrQ/P7Yf5hZ/TIDR01lnMZ1N6PnO9F95v7WGy3D77EdR9PHHaj401j/rRJz8EzwH/rZNKLN8eCOPJpyy0m67Am1jvVvxu7rpZ6y9kbf5fep/7tW0Pz+6L136yexz27wg+HsLyAdnReWKy2iBmgoC+eCvqF8+NIcsw3AZ0lMA4r+MQ0/miBeefo4n0b9Qb+IM+nTrR+IRA97Io46D7qk+63wJgskHz9nf8eJRMRTKLB8SLIKAfCSWIsnHhW1gW0FkrDR+IB/8FfXLh+YQ0WeBdxEE5IMD4cGR+xjizyCJ/0I+8ozA7n+nhRTPSyAf/BX1y4fmENFngXcRBOSDA+HBkfsY4s8gif9CPnJLTjr4YlsI5IO/on750Bwi+izwLoJITT54YEEJlGVH5j3cBoS3zMwyb57Zeb7yxuHokoK/TWAfoiM56yaQQYIBMsGvBDvaDoshnpb2e9TmE9EtmXcRVz/8qXZH5j1cfuG1evxCxyWvfBxo8Pnk1zyVW/42gf0tS9KFswnwn6zfPzSHiD4LvIvQKuJsJjtePDaGgMpAPkTVPD8yduGEjP4B+RBV80AiIB+ZIFeuPJNT5ENC5JUP6TrvBNL5xy/yIS2QD5AikI9MkChRng/kQ1TN8yBXt70PufwD8iGq5ouKLJF/FJCPTChkrOwD8iGq5g8jV4fNgyyHA/kQVfNFRYqwPxbIRyYUMlb2AfkQVfOJOt+H6NKliRQHBfkQVfNFRYqwPxbIRyYUL1AOAPkQWPPqaAcj/0cH+RBV84WkqC0a8pEJxQuUA+yWj8KRK/lQxDP2kfOjVrwJ5Pa8SEpRmznkIxOKFygHgHxcuLaLmoyOIs81oHgTyOdJkZQCf82AfGRCwaLkMJCPS1Z18XLQyeS2KhRvAjk8I/KiqHyAkylYlByF4pk364pVObS2yWeFoAmAtCiwfOyk4Id3AVSIkn0g82ZXq8oG1QFyWDPqNIEcVn6R2DaPwtd2kY/tMhQ+RA6AzJtRlSobUb+St/pRpAko0h0KRF35KPZBZkrhQySOpuScj0vmAqXC6TRylZdVaAIHusOcnIUCsE8+ilHDO48C8nEuhYkPHhSUj0smgiKlm0zJT0UVvgkc7gvzcAqKAeQDHE1h4oMH1eSDtf/LzPlQKpbOJCepudhNIA7udrkMeYjq1IF8ZEIhY2UfSslHPO1eQD5y0ptKRB6+HSreBBCuqVPIJAD5yIRCxso+FJSPi93tolQgpYVw/1C8CSBiU6eQeQDykQmFjJV97JSPAnPJW22z3n9RiZ8vsZ9eSPCQsQuzXckFYOcRQT7OpZCxso/t1FNgLvycj6z3X2DiZ03gRxcPPOH08mxXcgHYeUSQj3MpZKzsYzv1aMUdc4Z8yEW817zwh4oO2PSBfIiikHkA8pEJhYyVfUA+sqtYpQIpIy7vH4o3AURs6hQyD0A+MqGQsbIPyEd2FatOFGXKhf1D8SaAoE2dQqYCyEcmFDJW9gH5yK5i1YmiC3Ax/1C8CSBoU6eQqeCQfICTKWSscKJ45k29JjPauZpcZggETQCkizqVrMRBZoo6sbINMm+6NZnRzpXlAv6BJgDSRZ1KVuIgM0WdWNkGmTfdmsxo5yoD+TgNyIco1KlkzPk4EW0/oouWIRrmfGRWscWOHIFk2jAVbwII2tQpZCrYeUSQjxOBfETKZ950K7bYkSOW7Nqm4k0AQZs6hUwFkI80UdA8ovPlYynHAvkoHhm10COagOio5l0gH0IpZCqAfKQM5APykWLFFj54hJNFI4V8pFiZICpoKoB8pAzkA/KRYsUWPniEA/mAfOSfQqYCyEfKqGYeEeQD8iE5qTdVyEdaNQmIQqYCyEf6QD4gH2lVrArxkwfSba2Qj1SqETAKmQogH+mjlHlEkA/Ih/xAPiAfeaaQqQDykT6QD8hHWhWrSAjlgRTbLOTj/DoEcQqZCiAfmQD5gHykUrGKhFAegHxAPnJLIVMB5CMTChkr+0hFPoJFQLnMG3n258d0NgmXoTfy+l/2UVmSZ/tgETiDvjfyCiMf/nxqvpnWu/nxx/r4Y1nvZkZF4mT9s+6+dE57r/1peyM33fJwIk4+Avvzw3wzKfjH32MKfvvzI/XgD5eBM3CcgQP5kIhCdiiH5AOcQ/FihZOTRz7sz4/GfYPyY+22Zn9+uEN38wrv0n5q82xm9HSjZxRDPj7+WPW72vpnTf/1Rl7lupxRkfixP+3T3jj+HvvzabqF4UTgyIc7dCvXFVpvPjSNnj6dTdgrnEvnuRMug183sz8/Os+d7OQDpI46lazEQYKMOFk++l82Uw2jZzQfmt7Ia9w3wmVweJTCG3nB4m/OZSvhMhx/j+lLJNvMn/ts/8WQj/H3uHSlMfMgjJ6RUZEyYrUKP/5YokuR2pWXE+TDG3lMNfpfdvWm6s99euXX4GdRHTeP6WwSf6M38mg0kfYP+ZALdSpZiYMEGZGKfLQeW/qr7o286k3VGfSNnkHpsv3Ubj40w2UQLILWYytcht2XbrgMjZ5Oe9A0jfZgvpnhMui+dEkymg9N+mpIGbkw8tF96TTu64kXmYuMv8fWu2n0DHYhwxt5zqDvjdzWY8v+tNc/a/PNbD22aLBhtQqtd9OfT/VXvf3UXq1Cb+S1n9rmmxlFUbAI6K9RtHYG/c3Yxtr+tKezidEz6C20pflmxgZjXPvTNt9M+uv6Z/3xxzLfTNrDahVWbyrNhwb91xu5zqBPb5zOJlR+9grteTqbsFJFUeTPp3S96fwhkzzIh/6qtx5b/twvXZWcQZ+NCOqveu22FiyCcEnBH+ivOl2y8ee+O3RLVyUSEfPNpIqiVkMbUzVCPkCe0aIoolA7oguRgqPam8BFKrav+J4sH7XbmjfyrHfL6Bk04EFpl30L9Od+uVwOl+H4e+wO3XAZVm+q09mEDXiQfNifH3RV25/73sjbpOn/nONk+bg8h9tq7bbafenu/NP4e6y/6rTefGg4gz5NxWjc11ercP2zLl1pNN7gDPrNh0YURdPZRNM06umNnlG/qwWLIIqi6k1lOptEUdS4r7tDh7as3lSiKPLn09JViWaZ6K86FWb8PdY0jVSDXCeKIuvdJE9q3NfZ3mil+9KlPaxWYfelQzvx59P2U5vK333pkGp8/LFKV6XpbBJF68p1me2HNmOOcjIpnrijgt8beeVymSY56a96sAhYzLOoDpdh6aoULIJgEdD0jvpdfTO8EYTLsHJdIQux3i16kVoBqQZzjqzlg/fYJUJ4j1DEDoXiJNkAo418AMDDdvo+IgZj8pGY4bEtH+EybD22nEF/k17D/pdduioxk9A0LYyNcLBlOps4g377qV0w+ajeVPbJR/OhMf4e07o38sgVrHeTbc+UgpkEnT6SBnfokJHQrsg52Er8LWw//28/iZdBAAAU5ElEQVTvbGGT56I4XleBQCImhiSZGJJkZpNLHjHkkleQSjKxIJsZUkkmCJK8gqSSCZLKIieZIEEW8YhKxETlzSvOw33v0wJroR+3vf9fKhgrl/b0nnv+3I9zxY/wclo3TX5JJGWof2KzXrVvW1QaFx/iFRo9g4uJzXql17TQ9/KLaVzV0xq1SfHBJar8Ys8HHQfFR/+lb76Z038npDaot4OEtb8XH4PXQWjmKYmV/ks/N/EBQBxOiY9EQqYEFK5AyyxUj6HlKz7cpUvTUXnDuvr6bN20qCNE0zTeRvNG3F26NEZTup6PH4Nl96nbvm0d/FfzusHFx2735zHlLD52Oz86+5UGd4LvgJd2UHxQb41Yr3Y7/6D42KxXrZtm66aZ1rBLKiSq/DHFh7f1GlcNrrypF6Rz1yF3IPFhDS0ai6RCvK3Xvm376Pm4hMIjQhUDiqag+Fh9fZpv5mQ8ovFvPieRVnsOXgfHZnht1hv+QRpn9X/79swevA7smU2l8Tlf7tIdvA6soUWn8c/GmY5eLqJNT7Kas7/rweuged0U7WDPbHqHOqX5+w/3D3z2HIkMeij+b0/TNP+35y7der1uz6a0pJbKcRbO46/H53+eN+tN/6XPfy/GPGK2vGkRs2Rn4WiaRj0KIR7uOzyie1uPNEr+PR+apnFNQNfJR3NOiw+jZ4idOnpNZ0d6PuiLzDfz8mU+8WXfj4UkqvzUgSc2Du7S1Ws6tUtUq+l9o2eQzuaVf/4xp66Oer3uLl1v69XrdRp5tGc2+cL8Y270DHIca2iRFk8avZQXH9703wkFCHtm86fg//ZpXhrvkYoe/IP7liochniD5m29yXgkhiH6LD8B4qOc7B8G736nuNW+bVOl2b8++hQHr3+6LsnD+a9tUhj0K4T/LmnftsWV+uabKS6+KF1dOUYq4sPbes7CoYPbgf6keRuhtSr8nPnHnH9KLIHEHy+N2mL6XcgLFJfGlFR8MMaMniEutQ2+A2toMha4S7dxVWcsYIyN3i1n4TDGzLf/xUfjqk5dI+7SjYoPezblcyn4VI/uU5fmkVhDU6/ppCr43AvxI1wSGb3n9m3LWTjOYk6F6DXNWcx3O79107RnU8YC0oJcQ1COEJpNQm/SlNXQpXbu2nx6Cr1zrBMoEUWIj6OVf/X16S5dca0K79Kjc+Yfc2qF6DQqgQZfeDIPezaluGi+mVFvgvj4GaG14d1RzsKhOWq8fTihD2g2Fb2mpdShMETr+w6GIW/rJf2lVIqAoqj4eP7nWQxgNL3cP9TzHzr4sgsqhLo3ufjw9z9TSGR07jri4Ov030lchy8VafV8xDkm45E9myZOkZTGIa34YIw5C4c6D0IZukiBjd4tEhnBdzAZT0bvFo1fWEOTZqHOP2xraFKcs4ams5jTehZ6kxa5kErwtl73qWv0jM16Nf+wGQuonPmHTYVbQ5PWyOzLYYwx883ki1nYvoOEtIjRew6+A1q7NP+wdzufrpCECy2iGb1bvCh+qZv1an9VbPRu2bPp6N0KLTnOwfInSki98lPNT5p5LJ1j7+mKi4/Q6Jg9s3mPrBgFosdmveHig5ZS+5EwREv8/ENhKOkY8cHHJxsQH77/26fJ+QefeugQxUfrpkWdHKFq9/jrkYQtxEcsknhR/6VPts3/kFl8gBS5fOQlI/FBvVaFVH7u6RAfoak5ek0P9X8fPETxwX/rhsIQlzIQHwqJD6oZm/Umjvig5Fc0n4OHJbHaPf/zTAIF4iMWhTSmyQ+ID3WQU3wUeew9HeIjJD4aVw1q5OOID5reQUup/UgYovlbPsSHr5L4cBYOze2KPnWaxtG56/BEEdGJ4qFq17nr0LgsxEcsCm9Y4x15io/Lf3yDS7jQ/hAfiRsRydnbISo+SFL4h8RH/6VPsYOytvCeD36EwhAfjoH4UEh8GD2Dp8gUnzpVmlAlOC0+KAsWF7a8d8T/7ScYrC0VEB/nhagfo1fqxYL4QHxEWySIj8icjymfGRoSH6Elk3HEx8P9A8UImsoqnOkl3V/z4OOTDUXFB59vTKsu+TSCweuAVyaaWxetLtGuEW0/z9me2d2nLl/SQtnB+QatEB+HKbxhjXdUUXzEmZ6ZwhTO8wi+gwK//ZLOD4iPxI2I5OztYM+m+xmm3n5/Ps/fawu+2mUyHoXkAl8SL77Jw9Dq67P/0hd/qfJURt7WS2GWm5SoKD5oy6Xo2jZxtScdoZWxfJVaaLsyfkRHVSi9x4ncISWqK8eA+DgjPsWJXjFPXn19Nq7q7duWNTRpT5Yfc23RKlxaH3uc4OydaVPB6BkF7jYH8RFtkZQXH97fgeN/JREKHNHWPvr+sTDED0rvcSJ3SNLHJxsqio8SHKUC4uOM+BQnesU//+G+w7N30O4nx/oMuODgmcGOwfeFkZafxNOlQHyEWiTlxUdpDymB+JDyKBUQH2fEpx9D19nig9IZUWAOvgMxQltDkycSJfFBCT+iBU7GE0oIxll9fR7PohEk0gFUTrRAup7omfSSMbbb+TyXK6XMj/+lZ3B25wfER+JGRHIKt38aj082ID6kPEoFxEfyuPZz6Er0kVDPB2UZp5Rf7tKl/Ke7nd++bfFkX83rxuB1YL6Z7dsW35ue07pp8jBPib9WX598HzgRygk2/7BbN83B6+DHER9Kgk5jkXpNp7yrm/XK6D1TSjHaydbbevymnMVcr+mjd4vSqlLCNKP33LxuUC7XRLZKBMSH2CJBfJT1kJIfxAcAcTiz5SUK98x4B92XtOKDz/l4/PXI96nnW6hQhlBxC5XmdYMCv7t0xY1nGWOMBeIF0BxqUgaRzVP+PzPmFA2aoUKvJ+MJJURv37Z4n8fjr0eSR+I2NNo+Wbv5ZtJ4kLiPTHac93wTuEDRtTpR9IrpAhk3NqA6HBYfAJwHr1UVg+5LWvEh7sHGcZcu9XxE9287uKscwbfAFc/kx9/fEOi1P0M85pspbkJ7DPHraKVY8P2X1pmMJzSeEhIfpE74m6L4oOEkyuz+4wUkgreSZ3yq6AqbPrm5AFAW1CRwPmh5UzFgoo8cFB/9lz6NUBzcPPaE+KBr4K/1mvb35IzwRI3WTXP0bkXHbg4ift1u5zeu6iQ+uG6Yf9g08hJffAjCKP0hGIgPDsQHyBrUpBRQ1iHR8l5uvcvFh9idcIb44LveM8Y6d22+bSxtIMcY4/+djCfRkM9nfkT/K36ds5hTye3bFl/WS9vUsSTiI1MgPjgQH0WhjpGVuMmsUaSuREHLe7n1En2EZlG0bpqhMZHGVb371B29Ww/3ncdfj97Wm4wn1Eux+vrUa9rgdcBYMHgd6DUtNFF0Mp7wMZTV16de02myKnWlTMYTvabTf5vXjc5d++G+83DfoTkflE+JtsDVa1poyS599WQ8cZeu0XsmabJZr1o3TWcxdxZz6kHZ7fzHX4+kgahA2oCXZrcE38FmvdJrGt//NjvOkINwAZAi5/0gKSlK3GTWKFJXoqDlvdx6KRUW8AW3PELHXxPLezvEojj7AoPJeELrdVdfnyRrmNDzwRiLLtltXjdCa4D5vxJN2vC23vHVv2kC8UFAfOSMJlD0teSEKveZKepUlxBoeS+3XooFXkDw4wRS8+3/xCGMMWcxDw2y0IIakYOjPJID8UFAfOSJ9jdFX05OqHKfmaJOdQmBlvdy66VY4MWc6lrYrFedu3b7ttV96lpDM84IiPlm6jWNhm/KAsQHAfGRG1qEoq8oJ1S5z6xRp8aIoOW93HopFgguB+KDgPjIgajsUMq8Ct1qpihVaThoeS+3XooFgstJGgPgAuA8DioPpcyr0K1mjVL1hkDLe7n1UiwwI7ytdzCt2WnmHzafR2L0nk9MF3UW8zgpy3ID4sOH+MiYY8pDKfMqdKs5oFTVYWh507BeigVmRPAdRPd5Oc1u5xu9Zy5ZeGKPH8+UAYgPH+IjeyA+FLrVfFCr9qDlvcx0qdeW1ddnUqFwOaN3K7puVswbdpr4Z+YDxIcP8ZE9iisPBvGRBerUIXVa3tRbhyzams16pdf07lOX9Ie39ayhOXgdHOl4COYftrOY0wZ1fE3K6uuTPsWHQjbrFc8e5i5dezZ1FnO+g938w9Y0bfA6CCXz4JJit/NH7xalA/G2nvlmrr4+u09dnqOdn+kuXWtoxk9PkhEQH34uLgCYqotsCbXuNjcUqUmKtLxZtA4Z1RCeXp0yhNKb5ptp9J5DZ3pbr3XT3G9k7+g1zdt6m/WKNlthjBm9Z9IHJC+oTKP33LlrU6oxvabxeznR80FZU0lSjN6t/eugcVWnN/mZOeQwjQPEh3/cBTK1vFJwe0J8gPSpfGVSoeXNqGnIWnxYQ1PY/u2v7dyiJ9PryXhi9Ayxw4Pkhbjz7cFNWE6LD3ZkcxnxUvcdIXnkMP0RiA//iAtkanalgDEZxEfWVNtpK9/yZvejJGvxYfQMce9ZCv+D1wHtzELniOLD6Bm0NYy48IRURQ7io3PX1mt6aNOZooD48A+5QKY2VwcYkwMr5EFVK1y1W95Mu0Nz6PkQd4JtXNWj/Qqi+Og+dd2la/QMce4nbSmXg/gwesb8w25eNwrv/Ej6xBVxgUxtrgiwZAjYIj+qV/nQ8l5outSLffz1SDMngu+Az7SgPo/oyQ/3HdquhU8QoSmrpCScxZxmqnpbj1+q+faX+KApGnpNW319hqZriBNNGld1mtDqLl0uPjp3bepl4TKl/9Kny/C2nl7TaUJrziR9Liq4QHbWVgGY8RiwSN5UqSJGewiqR6amS73Y1dfnw32HIr239QavA2toHlt8+3DfMXqGNaQd4wJewuB1MHq3eOx3FnNraDoLJ/gOJuMJLax1Fg69yRizZ9PuU1cUH7TChWQQLZ+Zf9iUL4TWs2zWK2to2rOpt/VCZ9qzKWPB6N0Sh41yI+lzKa5i5kR2pq48MOBpYJpiqEa9LK5JzIkcTJfdV/yIOOwiG9GulBw446EUUSvzIztTVxhYLyYwUJGgmspJPg+l8EfPBz4kJDqJJAcKfyLyADskBY15UmApKUCtVZBiHzqlILNn00LCvIQgeIAzQLU5G5hMIlCPlQLPWh7geiARqDCXA9vJCGq2CijyiKOLViTJ58HBLAcQE9STFIERpQbNYoVR4bGab2b0HjfrVSHLaA8CFwOnQQ3JCFizNMABKobMT3OzXqWywZuYoEzEnk0L30COwafAESA4cgCWLR9wjGpQ1BN0l27wHYzeLTH8046ytLp1t/Ob143JeEJbzdGqV9pMjj4SfAe0ORzbp/SwZ9Pg+0+mEDrTXbrOwuHiQ/h4QCW0b1v537sInAiIoF3NGVi53MBhyksRTy0wes+tm+b8w55/2HpNIylgDc3gO9jtfNpgxdt6jas6Fx+appGw6Ny1KSMqY4xSka6+PvnWtc3rhrf1aLPc7lN3/mH3X/qi+Oi/9LlAYYw1rxsFLrSB1wDtb4q+HOWAxasDHKlcFPKw5h823/OFtlzxtl77tkV5TpvXjf5Lnwm7sTDGHn89Up71yXjSuWszYdJG567NZ49awz/51ClrKr1J4mOzXkUTijzcdyhBaiHATRQEakMq8ACqCdysFMggPpzFPLrziyg+nMWchkhInVCCEPqXJmwpx/dtiYqP1k0zqjMKzK8Kv1AENIMyg+ehBPBAOZFDfDjUn0HQtA9RfDDGaBSG9nMZvA74rit6TeeqgraVYYfEx+rrU6/poXTpnbs27UGTP3CESqJFKPqKwCnweJQDLioPMoiP4DvQaxoNrPDxkeZ1w126fLe5weuABArtcMtlxOB10H3q0uvRu0U9GVHxwRibjCfN6wYvkDHWuKpnf7uHQbWvAGjHyg4eGEDnZGHkbvPAfDNpB1rqqBi9W4wxZzFvXNX1ms67NKyhKY6VbNYrUieMsdAYTf+l33/p04IXxpi39bpPXaNnkECxZ1Oa2xF8B/Q+DdPQ3rl53XUY1PPSAalRPfAIQZion8PVs0NN8xauPBS0eVlA+6MIeKggFmgOMkJBe9qzqTj+kjOqWVtaDooMPBp1wJMGZ4K2Iy1gujyBqfPkWCuBRwBQA0DKoK1JCqyUJ7Bz6kBhgDNA5QA5gRbqBLBGbsDISTnhuTAmOBvUG1A8FW7d4t9FZW5ZcmBezo9+B1uB7EDFAiUgZispYUOZ9CJlvpdqUG3bxveUChsBlALUP1ApEjW+OTTBZ3w1IkSmyG/VM+owagsoHaisQHUuaetT4cTFFGWTCvOjzQunKMsAkCeo6ABkSNJggwiUNTAvADIAJwQgQ5L+wEVozBpYGAAZgBMCkCGJ+tXR7ZEDsDAAMgAnBCBDEo3lIy7mAIwMgAzACQGQBcTFHICRAZABOCEAUoAxlxyAkQGQBDghAFKAoJgDEB8ASAKcEAApQFDMARgZAEmAHwIgBYiLWYNuDwDkAX4IgBQgLmYKlAcAUgFXBKB4EBczJdGCZwBADsAVASgehMbsgPIAQELgjQBIAaJjFkB5ACAncEgApAABMnWgPACQFvgkAFKAGHkC7W8SnZ/D5QEAkgLPBEAKECmPoZ3k9JlFXTMA4DRwTgCkAPHyICGznBYikB0AlAW4KACygKgZ5bRNoDkAKCnwVQBkAeEzBCQFAFUFXg2ALCDWhoA1AKgqcGwAZAHiQwTWAKDCwLEBkAiEWw7EBwAVBo4NgEQg4nJgBwAqDHwbALlA0GUQYQBUHfg2AHKBuMugwACoOnBvAKRDcf2h+O0DoAJwbwBkRNnEWWreNQCqAQ8HQFKi6TujUTnOOeWiArcAAPgReDgAUnNMXsSh6GtPTHmvHACQCDg5AGUijsIoqf4o4zUDAM4Dfg5ANSldLC/dBQMAzgZ+DkBlKVE4L9GlAgAuB64OQGUpS0Qvy3UCANIC3g5AlZE8rpd0egoA4ELg8ABUGZlDO5QHAMoCnweg4qQe4KMrbpIWfslnAQAVAG4PQPVJK8wflB3xC79QsgAAKgOcHwAluDDenxANP+qJy3tKAAAVA00AAKqQyihJnHMu7CABAFQeNAQAKERSHXDh+RAcAICDoFEAQC3iKAOoBwBApqBNAUBFMEoCACgQtCwAKA00BwAgf9DEAAAAACBXID4AAAAAkCsQHwAAAADIFYgPAAAAAOQKxAcAAAAAcuU/eYealiHLQ3AAAAAASUVORK5CYII=&quot; width=&quot;400&quot; /&gt;&lt;br /&gt;
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&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 17px;&quot;&gt;Comunicação em ambiente OSI&lt;/div&gt;&lt;br /&gt;
A comunicação entre uma Aplicação X e uma Aplicação Y em sistemas diferentes pode ser descrita pela seguinte sequência&lt;br /&gt;
&lt;br /&gt;
» Para comunicar com a Aplicação Y, a Aplicação X usa os serviços da camada 7&lt;br /&gt;
&lt;br /&gt;
» As entidades da camada 7 de X comunicam com as entidades da camada 7 de Y usando um protocolo da camada 7&lt;br /&gt;
&lt;br /&gt;
» O protocolo da camada 7 usa os serviços da camada 6&lt;br /&gt;
&lt;br /&gt;
» … e assim sucessivamente&lt;br /&gt;
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&amp;nbsp;&lt;img alt=&quot;&quot; height=&quot;287&quot; 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width=&quot;400&quot; /&gt;&lt;br /&gt;
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&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 17px;&quot;&gt;Camadas OSI (1-7)&lt;/div&gt;&lt;br /&gt;
♦ Física&lt;br /&gt;
» Características mecânicas, eléctricas e funcionais da interface física entre sistemas (conectores, níveis de sinal, códigos de transmissão, sincronização, etc.)&lt;br /&gt;
» Exemplos: RS-232, V.24, X.21&lt;br /&gt;
&lt;br /&gt;
♦ Ligação de dados&lt;br /&gt;
» Estabelecimento, manutenção e terminação de uma ligação de dados&lt;br /&gt;
» Encapsulamento de dados em tramas para transmissão&lt;br /&gt;
» Controlo de Fluxo e Controlo de Erros (no caso de ligação fiável)&lt;br /&gt;
» Exemplos: HDLC, LAPB (X.25), LAPD (Canal D / RDIS), LAPF (Frame Relay), PPP (IP), LLC (LANs)&lt;br /&gt;
&lt;br /&gt;
♦ Rede&lt;br /&gt;
» Transferência de informação (multiplexagem e comutação) entre nós da rede&lt;br /&gt;
» Encaminhamento de pacotes através da rede&lt;br /&gt;
» Serviço independente da tecnologia e dos serviços nativos de subredes físicas&lt;br /&gt;
» Exemplos: X.25, IP (internetworking)&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;♦ Transporte&lt;br /&gt;
» Transferência de informação extremo a extremo entre equipamentos terminais&lt;br /&gt;
» Serviço independente do serviço de Rede (ou dos serviços nativos de subredes)&lt;br /&gt;
» Adaptação ao serviço de Rede (fragmentação, multiplexagem de fluxos de dados)&lt;br /&gt;
» Eventualmente Controlo de Erro (serviço fiável) e Controlo de Fluxo&lt;br /&gt;
» Exemplos: TCP (fiável), UDP (não fiável)&lt;br /&gt;
&lt;br /&gt;
♦ Sessão&lt;br /&gt;
» Controlo do diálogo entre processos e mecanismos de sincronização&lt;br /&gt;
&lt;br /&gt;
♦ Apresentação&lt;br /&gt;
» Representação de informação (formatos, códigos) independente do conteúdo&lt;br /&gt;
» Resolução de diferenças sintáticas e negociação da sintaxe de transferência&lt;br /&gt;
&lt;br /&gt;
♦ Aplicação&lt;br /&gt;
» Criação do ambiente para comunicação entre aplicações (aspectos semânticos)&lt;br /&gt;
» Aplicações genéricas (transferência de ficheiros, correio electrónico, etc.)&lt;br /&gt;
» Funções de gestão&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 17px;&quot;&gt;Protocolos em ambiente OSI&lt;/div&gt;&lt;br /&gt;
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&quot; width=&quot;400&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 17px;&quot;&gt;Modelo de Serviço&lt;/div&gt;&lt;br /&gt;
» Um serviço é definido de forma abstrata como um conjunto de capacidades disponibilizadas por uma camada (fornecedora do serviço) à camada adjacente superior (utilizadora do serviço)&lt;br /&gt;
&lt;br /&gt;
– a descrição do serviço inclui apenas os aspectos semânticos do serviço e não a&lt;br /&gt;
forma como é realizado&lt;br /&gt;
&lt;br /&gt;
» Um serviço é descrito por um conjunto de atributos e a sua descrição inclui&lt;br /&gt;
– a interacção através da interface&lt;br /&gt;
– os dados associados à interação&lt;br /&gt;
– a relação entre eventuais interações nos vários sistemas envolvidos no serviço&lt;br /&gt;
&lt;br /&gt;
» A interação entre Utilizadores e Fornecedores de um serviço é descrita por meio de Primitivas de Serviço (operações elementares e indivisíveis) que&lt;br /&gt;
– indicam uma acção (realizada ou a realizar) ou o seu resultado&lt;br /&gt;
– fornecem parâmetros (endereços, Qualidade de Serviço, controlo de fluxo, negociação de facilidades, etc.)&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 17px;&quot;&gt;Primitivas de Serviço&lt;/div&gt;&lt;br /&gt;
Request (Pedido)&lt;br /&gt;
» Invocada pelo utilizador do serviço&lt;br /&gt;
» Invoca um serviço (ação, procedimento) especificado por meio de parâmetros&lt;br /&gt;
&lt;br /&gt;
Indication (Indicação)&lt;br /&gt;
» Invocada pelo fornecedor do serviço&lt;br /&gt;
» Indica que um serviço foi invocado pelo utilizador remoto (peer) ou notifica o&lt;br /&gt;
utilizador de um acontecimento ou de uma acção iniciada pelo fornecedor do serviço&lt;br /&gt;
&lt;br /&gt;
Response (Resposta)&lt;br /&gt;
» Invocada pelo utilizador do serviço&lt;br /&gt;
» Resposta a uma Primitiva Indication&lt;br /&gt;
&lt;br /&gt;
Confirmation (Confirmação)&lt;br /&gt;
» Invocada pelo fornecedor do serviço&lt;br /&gt;
» Indica que foi accionado ou se completou um serviço invocado pelo utilizador (Request)&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&lt;img alt=&quot;&quot; height=&quot;400&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;314&quot; /&gt;&lt;br /&gt;
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&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 17px;&quot;&gt;Pontos de Acesso ao Serviço (SAPs)&lt;/div&gt;&lt;br /&gt;
» Os serviços da camada N são oferecidos a Entidades (N+1) em Pontos de Acesso ao Serviço – (N)-SAPs (Service Access Points)&lt;br /&gt;
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» Um (N)-SAP constitui a interface lógica entre Entidades (N) e (N+1)&lt;br /&gt;
– um (N)-SAP é servido por uma e uma só Entidade (N) e é usado por uma e uma só Entidade (N+1)&lt;br /&gt;
– uma Entidade (N) pode servir vários (N)-SAPs e uma Entidade (N+1) pode usar vários (N)-SAPs&lt;br /&gt;
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» Um (N)-SAP é identificado por um endereço-(N) – (N)-address – que o identifica univocamente na interface entre as camadas (N) e (N+1)&lt;br /&gt;
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&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 17px;&quot;&gt;Tipos de Serviço&lt;/div&gt;&lt;br /&gt;
» O modelo OSI define dois tipos de serviço&lt;br /&gt;
– Serviços orientados à conexão (CO – Connection Oriented)&lt;br /&gt;
– Serviços sem conexão (CL – Connectionless)&lt;br /&gt;
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» Uma conexão-(N) – (N)-connection – é um associação estabelecida pela camada (N) para a transferência de dados entre duas ou mais Entidades (N+1); uma conexão pode ser descrita como uma associação lógica entre (N)-SAPs&lt;br /&gt;
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» Um conexão-(N) é estabelecida, mantida e terminada por meio de um&lt;br /&gt;
protocolo da camada (N)&lt;br /&gt;
– a conexão tem um identificador único atribuído, que tem de estar presente nas mensagens trocadas pelas entidades protocolares da camada&lt;br /&gt;
– uma conexão é terminada localmente num SAP – essa terminação designa-se por Connection End Point (CEP); várias conexões podem terminar no mesmo SAP&lt;br /&gt;
– uma conexão é univocamente identificada na interface entre camadas por um par de identificadores (SAPI, CEPI)&lt;br /&gt;
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&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 17px;&quot;&gt;Modelo OSI – Protocolos e Serviços&lt;/div&gt;&lt;br /&gt;
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Xe5AS45w+UFgroALv8Px53gy+WrUr5RSQb8nud6+873CTwf+0gj/eB/JD47u81P0Djc4hYqMORblNxGOvArl1LL5p3wd5Iy1dIAH/d5k8iVx/vE+Cr9Dr+DJYbQ8QZYw25EuF7tVL6rSlz56G1YvqvJfXsH7eB9VTssSw3JlnF4hwouHB62blhzWc+26w6jImCMhwklx5FDQ78nV4NN/BtKj3nnsSLjKtejtO//+od157MgzP95Htcta7bLWe+n6t37QD8Lvn2Fe7h/a0iUu5HryRr0hd4vJkls3raDf01rLMqeDxmi5Ir19548/x2Zp4Xcoz+k+P+np6XnD9PnDMZRjzEGEA9k1/hxXL6qD14EchbduWuawHo6hHGMOIhzIrtHbsHRUNP3n5mge7qEcYz7yG8iuj/fR/UNb+tVjQ8XBJVRkLEFyA0A6UZqxBBGODDLXYIfmkuw1L8xef1jy9B8Nx0aNTcRV7qlAacYSRDiyRYYn01rfP7Qb9avR27Dz2KmcltebnXMDk4Odn1V2O0paKDezKaX8W79Rvzr+V7p/aC96ttyGPngdJC9UfoiMP8dy6Tv2i9KMJYhwZMj9Q1ticvw5VtZ4KXLz1TpLXnOKbhmWNXpz+dZNJl/291eGnVkUvUE/qF3Wknsaus9P5kMYf47tgeKxF5RmLEGEIyvGn2MzYlrvpauik5HYk3zLeGexl08mX/a92suEsUPqj/dRwsvvH9peITKyesKiwu8lC7ee8LO02D9FLMJlvHQzMNxk8rW0V8D+TAavg+lQ7T/OzyoJU6djByjNWIIIR1b4t765AXr8OZZZQYuHB/bAJoPXwfG/0uB1UDktB/2eDLumlKpeVOX5o7dh+eRYTcdGbd20ZKgWZY2oKv3SvZeuV/Dk10DltHz/0PZv/UXH2e07X95IFmuvc3RRulFvtG5a9w/t4uHBZPI1u/Cg35M++cppefQ2HH+OpUWz/QRzj8IldGuXtUb9Kuj3iocHMpZc5bQszZ9MvmTM19ZNSz4KWays//lZxUxd2rxu2sPMYfcozViCCEdWVE7L9tjjQb8ns4NI+kqnevHwQFLHv/Xl3LaMS9q8bk4mXxL2QT9Q0zFQTeKaCJfj+4/3kZwg7710ZfpRPe29nz2d3H1+Gn+OzRRk5vHZRcnKaB3KoszcpvbCj/+Vzs8qWoeTydfH+6h53SweHkznHY8cE5sIlx8Q5ZNj6UWXd5GL18onx7JK9pxmEvbyBKXU8b+SWVv7V0L7zl/z+gCsidKMJYhwZEXpqGhHuNY6/A79W18Or+XSNgmk9p3fqDckCO2hxY3i4YFXUCbUtRXhcjBqX14uo5n6t75/65+fVWbHUald1mSgNBlB3bzX7KLkqNd+7ezCJWu9gidpKsk67SFP6kiPvYu8r0nr2QiXJ8R+u8QinOKwX3z6WIIIR1bYR+H2pdcy+0jpqCgRLrNwGnMjXKb7rJyWzalrk2TVi6qKzsAtKbvoRPjH+0jGVzczgsvcJwmLmv19EFt4+86XDoZpt0FPur5j3fg7iHCOwveL0owliHBkhX0uXCb/MP9VOS3LpW3m8FprLT3ecyM8/A69QiQRTZKZicXk8fHnWPq6p28XvxKtddOy71OXL5T0US9alLkKb+7CWzct+Xv55Lh53TRd/Y16Q3q8jUURLr8klnakL4pw8wuDc+F7R2nGEkQ4suLjfWSuOGvf+eWTYzn8vX9oS5+51jroB15BeQVvelnWz+VsjXojdq147bJmzmrL4btX8ORoWF5y/K/UqF/JkC9yXBs7GS9vVzw8MKeoB68DOXo+P6vI28UWJRevyZG6dIzPLrx8ciz3zlVOy3L03Lxujt6Gclmc9eY/5wjUz41k8dY16o3Zy9nuH9rmcjaZqtw0XO6LKx4emAPx87PK0vvIsVWUZixBhCNDzJSgZkQ2ucQ6+qz/h2xLkPwEuZTMfmT0Nlw0ulnyl2h2UePPcazn3F64rJi5L87887ejv61yU1nCqk4mX9wXvneUZixBhCNbzOhsKaGm9r0im8TobCnh1F6FbXCv+iAHUjSCt5MRnqpPOM8c26uweS5WH2BHHM1vpAU7FpagAAF/oyz7Xhe4iR0LS1CAgL8hv7Ft7FtYghoE/AH5jR1g98ISlCHgD4hw7AC7F5agDAG/RX5jN9jDsASVCPgV8hs7w06GJShGwK8Q4dgZdjIsQTECVkd+Y5fYz7AE9QhYETeCY8fYz7AE9QhYEfmNHWNXwxKUJGAV5Dd2j70NS1CVgFUQ4dg99jYsQVUCliK/sRfscFiCwgQkI7+xL+xzWILaBCQjwrEv7HNYgtoEJCC/sUfsdliC8gQswo3g2C92OyxBeQIWIb+xX+x5WIIKBcxFfmPv2PmwBEUKmIsIx96x82EJihQwi/xGGrD/YQnqFBBDfiMl2AWxBKUKiCHCkRLsgliCUgXYyG+kB3shlqBaAQY3giNV2AuxBNUKMMhvpAo7IpagYAGC/EbasC9iCWoWoOlCRyqxL2IJahagOQRHKrE7YgnKFkB+I53YI7EElQsgwpFO7JFYgsqFnCO/kVrslFiC4oU84yo2pBk7JZageCHPyG+kGfsllqB+IbfIb6QcuyaWoIQhn+hCR/qxa2IJShjyifxG+rF3YgmqGHKI/EYmsINiCQoZcogIRyawg2IJChnyhvxGVrCPYglqGXKFq9iQIS7vowoAELXvwoxNcnZz7vtrAgBptO/ajE1yc3Oyy24QnyFywtWiQT10mIObk/11s/gYkRNOFg2Owt3m2uZkZ904PknkgZNFg4505zm1OdlTt4EPE3ngXt2YrYeONRDapQgnv7eEzxPOc69uzK2HjrUR2pkIJ7+3h48UbnOvdCyqhy61EcKFzUl+bxWfKtzmWOlIqIcuNRMi85uT/N42Plg4zLHSkVwPXWopRLY3J/m9A3y2cJVj1WNpPXSmpTAyvDnJ793g44WrXKoeq9RDZxoLI6ubk/zeGT5hOMml6rFiPXSmvTAyuTnJ713iQ4aTnCkgq9dDN9oLW/Y2J/m9Y3zOcI8zBeRX9dCNJsOWsc1Jfu8eHzUc40wB+W09dKPVsGVpc5Lfe8GnDQfY+7AbNeQP9dCBViMmM5uT/N4XPnA4QM3Y9xqt5W9tcaDhiMnG5nTpu5c5fObIutn8zvQu/eeGZL3hmJWBzenMFy+j+NiRdXMjPKN79TpNyG6rsUjaN6cDX7ms45NH1i2K8Mzt2GuufBabjGSp3pyZ/rI5gw8fWedGhK+/5plrMpZK7+bM7jfNDQ6UPEA4sCdvZOWz2HAkS+nmzPSXzQEJRy1sDmSLA/vwplY+i21HsjRuzkx/2dxAhMMZWd+BN7jyWWw+kqVuc2b6y+YMIhzOyPTeu9mVz+IngGTp2pyZ/rK5hAiHM7K73278e5fRzwEJUrQ5058TycG2e3tp7FbfdLN2uS1Wse/PI+32vX3iUvVpbHCZG1kUUiItmzNVX565dlEzfmkv7d3qm27QLjfEivb9kaTavjfOHOn5NDa72E0tDWmQis2Znm/OIrsoGL+3+1Zv+x03ZffbYhX7/lTSa99bZr6UfBobX/IGF4i92//mTMnXJsHcr3f7rr3jP7svMekpar+S2+2VUWyvhE9jGwvf7DKxXw6e79msufVl9yVmL/UlJUXtV/K8vbKI7ZXwaWxp+RtfLPbIwfM9G7Sovuy4xOyxvqR8A8WwvbKF7ZXwaWzvLbaxZOyLg+d7NmVuWdl9idlvfUn5NrKxvbKF7ZXwaWz1Xba0cOyFy/vrOubWl92XmL3Xl5RvJoPtlS1sr4RPY9tvtL3lY/f2sDnT8J1Jtqi+7LjEpKq+7OWtV8T2yha2V8KnsYP32upbYMf2eVSXzp0pob7sssSkpL7o1H/t2V7ZwvZK+DR283bbfhfs0t5OrKZzT0quLzsrMSmpL+Yz2eO7J2N7ZQvbK+HT2Nk77uCNsDP7ubY5nbvR0vqymxKTkvqSfmyvbGF7JXwau3zT3bwXdmOnu06aa9wq9WUHJSYl9SX92F7ZwvZK+DR2/L47ezvswB5GCNnBO/7WivVl2yUmJfUl/dhe2cL2Svg0dv/Wu3xHbNuuB+nc9tv9wer1ZaslJiX1Jf3YXtnC9kr4NPby7jt+U2zVTme72up7/c2v6sv2SkxK6kv6sb2yhe2V8GnsawV2/77Ynq0PI5DmGvfb+rKlEpOS+pJ+bK9sYXslfBp7XIe9vDW2ZLsj+aW5xv2hvmyjxKSkvqQf2ytb2F4Jn8Ze1kET4S7a4mD6e99fE/ytvmy8xKSkvqQf2ytb2F4Jn8Ze1sFekz2uADZuW/PZpWF/XeTP9WWzJSYl9SX92F7ZwvZK+DT2sg6xldnvOmCztjKlfEr217nWqS8bLDEpqS/px/bKFrZXwqexl3WYXZ99rwU2aZObM23766w168umSkxK6kv6sb2yhe2V8GnsZR1i0rMm2JSNbc4U7q8xaxaXTZWYlNSX9GN7ZQvbK+HT2Ms6zErVymAjNrM507m/2jZSX9YvMSmpL+nH9soWtlfCp7GXdZgrbeuD9W1gc6Z2fzU2VV/WLDEpqS/px/bKFrZXwqexl3VYJIWrhDWtuznTvL+KDdaXdUpMSupL+rG9soXtlfBp7GUdEqRzrbCOtTZnyvdXven68ucSk5L6kn5sr2xheyV8GntZh2SpXTH82d83Z/r3Vz3vEtk02Penkl773jLz7ftTSa99b5n50vBR7GUdlkrzuuFv/rg5M7G/6lSWmH1/JKm2740zx74/klTb98aZIw2fw17WYRUpXz38wV82Z1b2VwDYtgzVw/SvIX7r15szQ/srAGxVtuphJlYSv/K7zZmt/RUAtidz9TAr64nV/WJzZm5/BYAtyWI9zNCqYkWrbs4s7q8AsA0ZrYfZWlusYqXNmdH9FQA2Lrv1MHMrjKWWb87s7q8AsFmZrodZXGckW7I5M72/AsAGZb0eZnS1kSBpc2Z9fwWATXGgHmZ3zbHIws3pwP4KABvhRj3M9Mpjrvmb0439FQDW50w9zPr6Y9aczenM/goAa3KpHjrQBMTEN6dL+ysArMOxeuhGK2CLbE7H9lcA+DP36qEzDYHx/+Z0b38FgL9xsh661BaIn83p5P4KAH/gaj10rDnQiyIcAKDcCjz3WgQiHADm22913jgnG5VzkQjf76oAQBq4Wg9dbVeeEeEAEOFqPXS1XXlGhANAhKv10NV25RkRDgARrtZDV9uVZ0Q4AES4Wg9dbVeeEeEAEOFqPXS1XXlGhANAhKv10NV25RkRDgARrtZDV9uVZ0Q4AES4Wg9dbVeeEeEAEOFqPXS1XXlGhANAhKv10NV25RkRDgARrtZDV9uVZ0Q4AES4Wg9dbVeeEeEAEOFqPXS1XXlGhANAhKv10NV25RkRDgARrtZDV9uVZ0Q4AES4Wg9dbVeeEeEAEOFqPXS1XXlGhANAhKv10NV25RkRDgARrtZDV9uVZ0Q4AES4Wg9dbVeeEeEAEOFqPXS1XXlGhANAhKv10NV25RkRDgARrtZDV9uVZ0Q4AES4Wg9dbVeeEeEAEOFqPXS1XXlGhANAhKv10NV25RkRDgARrtZDV9uVZ0Q4AES4Wg9dbVeeEeEAEOFqPXS1XXlGhANAhKv10NV25RkRDgARrtZDV9uVZ0Q4AES4Wg9dbVeeEeEAEOFqPXS1XXlGhANAhKv10NV25RkRDgARrtZDV9uVZ0Q4AES4Wg9dbVeeEeEAEOFqPXS1XXlGhANAhKv10NV25RkRDgARrtZDV9uVZ0Q4AES4Wg9dbVeeEeEAEOFqPXS1XXlGhANAhKv10NV25RkRDgARrtZDV9uVZ0Q4AES4Wg9dbVeeEeEAEOFqPXS1XXlGhANAhKv10NV25RkRDgARrtZDV9uVZ0Q4AES4Wg9dbVeeEeEAEOFqPXS1XXlGhANAhKv10NV25RkRDgARrtZDV9uVZ0Q4AES4Wg9dbVeeEeEAEOFqPXS1XXlGhANAhKv10NV25RkRDgARrkDgJl8AABk/SURBVNZDV9uVZ0Q4AES4Wg9dbVeeEeEAEOFqPXS1XXlGhANAhKv10NV25RkRDgARrtZDV9uVZ0Q4AES4Wg9dbVeeEeEAEOFqPXS1XXlGhANAhKv10NV25RkRDgARrtZDV9uVZ0Q4AES4Wg9dbVeeEeEAEOFqPXS1XXlGhANARNrqoZrayHI2skq7samGO4wIB4CIlNRDNc/6C9zU6m3bxpvvJCIcACL2Ww/nRhcRTpbPRYQDQMRe6mFyYhHhZPlcRDgAROy4Hq6YVUiws42VNkQ4AETssh7uL/WcspuNlUJEOABE7KUe7iCrslXnCe9VEOEAELHfekiEC5J7FUQ4AESkpB4S4ST3UkQ4AESkqh5uMMBS1a5VEN5LEeEAEOFqPXS1XXlGhDvu/KySfEpJKTV6G+57NVOhfefPfji9l+7cJ8/9YNt3/o7XGdvgaj10tV15RoTnQqPemM2bRr2x7/VKo1iQl46Ki545mXyZD7Z0VOSXkDNcrYeutivPiPC8KB0VV0wmxD6rRQfiQp4zmXztbPWwba7WQ1fblWdEeF7EOn7Pzyr7XqP0+tXPHX4PucfVeuhqu/KMCM8LInxFk8nX7EmHRQfio7eh4hS4c1yth662K8+I8LwgwlfUe+lKZq9yIC5PoxfdMa7WQ1fblWdEeF4Q4Ss6P6vIhxPrTp+b0416g15097haD11tV54R4XmxkQifTL7ad35sUY16Y7YnefQ2bN/5c//IE3ovXfvB2cu5ey9d+41mnyMrM3fho7ehXCteOiomX4w2y3Sbxw7E517Av+hxZJqr9dDVduUZEZ4X60e4iTQTpaO3oX2oakfs6G04e+f0+VnFjnBzR9b5WcV+7WTyJYstHRXl2Nfc6GX/VrDv6TL0vNu7V+/olnPb5vnJB+LyZO4lc4+r9dDVduUZEZ4Xa0a4xJWaOSscu/jLDrnZ68Jm0+78rDK7QBOc9gH03Af1zC3vsUPn2eBPFusYjy08dsAtvxVWXDIyxNV66Gq78owIz4s1I9wOs1iIJoRccgRqq9d67kvsyLcHUbGfP3vMLa+yD6BX70svHRXtlZz9FWL/RjFnzeEYV+uhq+3KMyI8L9aMcPvlsdcmLHY2Au3/nb2cO/Z8+8l2VNvRHotwE8CTyZes8+rnquXdY10Fi36FyJO5ncxJrtZDV9uVZ0R4XqwZ4XYHdcJR+OxiZzu67f+K5WusG9z+Lzuq7eCMRfg6Z6bndowvOhDndjKHuVoPXW1XnhHhebGRy9nad34sv2OhO7vYWASabvBVDnkXsYN/gxG+qGM8tlbyA4LbyRzmaj10tV15RoTnxWbvCzfXk6+y2LnXdfdeurMROPd2tdk/9s+ITUV4Qsf43F8hsbPmcImr9fC37YrdGnr/0P54H21v9RYJ+r32nR/0g9jj48+xf/uzbkE/GLwO1nmX8DusXdbMuwT9oFFvtG5ak8lX87q5zimzRv2q+/y0zrolIMLz4g8RPnobzt6KPXsn2NLFzr3B2r7BbNFKrpLHm4rw5I7x2TPi6jdXySFbXK2Hf2hX7bKmlPJvfa1166allGrdtH61hPuH9q+eP2vwOlAzF7WE36FX8KZf2PD4X2nN7+P0Xa601h/vI6VU9/mpclqunJa9gioeHvxqaR/vI/lJMf4cK6Uqp+V11i0BEZ4Xf4jw2LgodhLbX6dVFmsfiMvd3nPzMuHE+SKbivDkjvG5A6f/7Y2Qfq5u3z+0S76S8mtb0kgppXW44ss7j531zzfJHa2xCO88duwa8vE+Wv8nteljuH9oS/0J+r3R23Ay+Qq/V22y1lrr0C6e48/x6p/YbxHhefHbCI8dlSZcaLbKYmPZXDoqzn1mLI9X6bzaVITP1ogYRqjND1fr4UYi3Cuo8ef4/qEtAyY26lfN66Y8+f6h7d/6rZuWBF73+Ukp5RW89p0vGdZ9fmrdtPzbyEiLncdO+85vXjenMRlK97h/+/OqhAgvHh6YpAy/Q61DWVrQDxr1q9plzR6HqnXTat20zCPhd9i+81s3LeknkGt9gn5gbmaRl8vZhM5jR141/hzL2pq+cXnHRr0R9Huy2PLJsbw86AdBP7DP/Q1eB/IJmCfLJ/nxPmpeN+0VXhERnhe/SiBz0GkeSXjtKoudPYqd+5PZDCBjkn7R0szfNxLh8r7Jv+JjP2K4ncxhrtbDNSNcOtIl8OTxymm5dlmTTubaZe34X0meVjoqSh7b3+LWTcsreFrroN/zCj9f1cppWX4BlI6KtcuaPFK9qMoCyyfHekGEy5GutKh4eGACVQqCPLl8cuwVvPA7/HgfyTuO3oZeQYXf4WTy5RW8oN+T0tR57NjvIgsxBcG0Ql4uy1FKBf3Av/Xlv+T3ipxKt18uy5fCGPQDqVHhdxj7JJvXzcHrwCv8euZiIjwvfhXh8mTznIRkjWVzwmJjK7DoabFr32ZjNXbd+EYiXL5FS19rrxu3kznM1Xr45wiXK1c6j53x59h+3FxBJiePJf/kx64ctlrlIjT1QYqGHKSa77h0Wcsj8otBvtpBP1gQ4VrrsHXT8go/X0lJcTs+/VtfHpe1Dfq9oN+TR+TniHyL7x/ak8nXKhEuVwbIg9K10HvpynluabW95rMRLkfn8vLSUVF+0NjFRyrMrzYQEZ4XsWhMOFw2WWu+M7EIN3tqbIz05AhfdCo9ZtF76em462bgdLF+hJtfIUtfa5rA7WRuc7Ue/jnCZ/ucYr965athR7j8XVnHr7EILx0V5ctrX60tj9hBKN31s0XD7g9vXjeVUnLIbsenWYLUNDnUlnPb8oj5RaKjx/qLInxuxAb9XvO6aX9QiyLc/vxlUeYCYSIcSebebx1LLHveETF3iPLZfI39l5wWmrsa5pnJYTk7ZqoRy297QHXx21PU9k+W87PK0mNreTtuJ3Obq/XwD+1aMcL/dhQuz5T+c7H6Ubh17lxrreXScT3vKDzo92ZvIZFHzBluvVqES62wb2+Ttxi9DTkKx1bMThe2urmzh9lhKU9YZVJOIXv2Koewctd4bH0a9YYdsbPH6/a6rfLhLFpC8oopbidz3dLdIKP+0C77pjJbrCNda129qMr3zj4X7hWUV/AkhpvXzdlz4fI1v39oj96GcjhePjmWGmLOhdu3e9krUL2oTq/0DouHB7IyUmTk/Hr55FjO08svjNJRcfA6kGNxOTsup8PlnvLZCDfdA6ZqyZqUjopBP5Ce/+N/JaVU57Fj/dYJ5YL21k2r89iJngvvqQXnwolw7IKZ5Ht22s25j8f8dlxxe2SJv6/0pqVqZbANrtbD37br431kvoD2oC7mOureS9e+XSp2RbrWuvfSPT+rmCzsPj/5t759RXr4HbZuWudnFeuAOH5Fugztcv/Qtt9L7vhq3bTkmWaBpvO8Ub9q1K9MV/nobVi7rMWuUW/UG7XLmlwcLsVNzovLRebd5yc5Ry6fgCxq8DqQJcsvhtHbsHpR9W/98ee4dlmT3zrhdyjPmUy+5Ir09p0vn8ngdSCfQOyK9KDfk2vd5cTB6tuICMfuLLodHEgVV+uhq+2yxfrAnUeEY1smk6/ZwVC5nRrp52o9dLVdNjk5vf6QcFlBhGMr7JvNTIrHhnsD0snVeuhquyw//dL3D+1fjqeWVUQ4tsK+qtxcIcK9WMgEV+uhq+3KMyIcW2Ffpm5uAOUQHJngaj3cQrs2f6T7+wHJc40Ix7bE7mfjQm5khav1cLPt6r10ZaQUuRWqclqWnrZG/WqNDA7/MC3Y+nZ8ja2MxrqRC4OIcGzRopvQgDRztR5usF1yJ7f83R7+Rbrf1plbc83Juf9g8DrY8WBN9s3iayLCASDC1Xq4qXaNP8f2dS12hJvhkuznf7yPzHF5+B3O3vcso53Meyvz5J//lRu1567Vx/toMvlapW9fJj4xr/IKnh3h8ha/6kgYf44XrVXscWk+EQ4A2+JqPdxUu/xbXyYTE7NH4bXLmhnPUcZ3k8i/f2ifn1UGr4PSUVFGSgn6vcppefQ29Ape9/lJfgGYYdXLJ8cyJItcRtO8bjbqV0G/d/yvFIvY6kX1/qEt/6V1WL2oqumAbvcPbRltpnJaVko1r5vyF4ltM766jC1Tu6zJlKPFw4PWTUtPx3xVSo0/x53Hzuxpgsppufv81HvpegUlA7bIpT/nZ5XaZc0reMXDA3mJfDjN66a8KREOAJvnaj3cVLsqp2X7sNXMZta6aR3/KzXqDTkUno4oLlOQ9WSUUxmprXJalqHTvMLPQOVmmSbCqxdVE9WD14FEqYyJVjw8sMd8leCX5cgA5vasKp3HjqzPdL6yQJbgFZSODo0u455KcsvKy7vLvebN6+bsQLP2WyulZLpVeVDGfjfjtIffoVf4OcUgM68T4QCwea7Ww021q3RUnI3w2RPYkoLmOhgZObx6UW3f+bXLWqPe6Dx21MyNKibC5VjWK/xkqhy5NupX7TtfxjS1XhR6BU8Opk3HtcwpMpl8mWfOHY08NofK4HXw8T7qvXTNy+VxGQvdnuDECPqBvERFp2WLzZgiP0HkQTrSAWBbXK2HWz0KXzHC7eiVR2IvVNZMSJ3HTvHwQI6MJcLtmUltMkS5RL4cOstV3zIrub2eyRHu3/rFw4Px5zi28jK/uBxkxzTqjfLJsUzFlhDh9hysRDgAbIur9XAH58JtsRSUjnSZfExPD16VklvIQq21nB03QSgH31rr6kW1elGVo1jzvvYB8ehtaPefmwNxmYsstp6LIjz8DmUmMTmDLufLZeWDfhD0A3l5bOhW+aEgv0uSI9yObTrSAWBbXK2Hm2rXx/vIHCjL35VSldOyPZuZuZzNnpNbTgyXjornZxV5shyIFw8Papc1M+OnV/DGn2PpLZepwOQUeKN+JYfC1YtqbN7h8slx0A9kYjTzuFw4Jn83l7PdP7THn2PpeJcrzyXpm9fN6QykqlG/kt8fcoXd8b/SZPIlAe8VlN1MmX7UK3hy+O4VPJnZTD6Q8DuUvgFZDXm8ddOSXwOV0/L6d9sS4QAQ4Wo93GC7fjsnpjHvrrA5t5lpraU/PHZ/14Lbt8K5S5Yr6Zaukn2fm/33FRs4mXxJ/4F9r9oi1vpvZgQ6IhwAIlyth5ttl4zOtqmlbVD4HRYPDwavgzyMCEmEA0CEq/VwC+1K52Dm4fG/ktxuvu812ToiHAAiXK2HrrYrz4hwAIhwtR662q48I8IBIMLVeuhqu5LJKOh/OC8+mXxVTsvN6+b5WSWtpwyIcACIcrUeutquucxcan+OcLmHTW5el8HPU4gIB4AIV+uhq+2aJbdrr3k5mz38y4bWa/OIcACIcLUe7rFdH+8jGR1dphrTWgf9Xu2yZuYOGb0Nz88qjfrV/UPbK3jlk+OP95EMqirzhWit/Vvfv/Wb100zFnrQ78n0Kq2blldQ52eV8DuUuVCVUo16Y/Q27Dx2zs8qZlQ1mbhM3lpr3Xvpyrjr52cVe6CVoB/I8C/tO1960f1bv1G/atQb0zFiw9ZNS5Z8/K9kpiPbMSIcACJcrYd7bJcZVn38Oe69dKe904EMLS7Do6rpuGwyDpqcgZYUD/qBDNwmc6KUjorFwwM9HWy8dFQMv0MZ6E0Gg7PHUo0NdyoTlMlbjN6GXuFnmd3np9hYaeYoXE8HVptMvuQdJcXNpKK9l27tsraX8+VEOABEuFoP99guGa/0/KwisSqzhjTqDTPmqF42xri8avw5Hn+OZe4THZ0vROYRkXPeiyK8dFQ0Q8PK/3oFJf87O9apHeH231V0LrXYTGs7RoQDQISr9XCP7ZpMviTFlVKD14FE7KJpRhdFuMwBGvQDE6i/jXA50LffdPQ2lKV5BS/WE27HtiS9WU85lCfCASB1XK2He2yX5NzobVg8PGjUGzLBl5mDJDZHWcJ829KD/ecIl5lOzCxnk8mXTKAi6xMLYzvC5feH/N28IxEOAKnjaj3cY7uO/5UkUM/PKpKgx/9KajoR+Mf7SE6KyxluSWu5ik263LvPT5Kyx/9KMieYJLQ9gWnnsWP65GVKtEb9qvPYsZcmJ79lYjGZBu34Xyn8DrUOZ69Hk3eRB+XOtNHbcPA68AqeTGci6xabfnTHiHAAiHC1Hu6xXRJ+0fnNwu7z0/1DW05Cf7yPRm/D0dtQJhyTPzJvmPzRWvdeup3Hjjx4/9CWKc7mPlPrsPPYMYf+08d/JjSb/lcoSwj6vfadHzsXLlOKWQvU4XfYeezICsgD9rvv4kOchwgHgAhX66Gr7cozIhwAIlyth662K8+IcACIcLUeutquPCPCASDC1XroarvyjAgHgAhX6+H22xXeP7T3eG3XH5jL1mKPy3BvWofmQjl5POj35D60pXYzsjoRDgARrtbDbbfLvq0rwYoRuDMyFnrsQblhTIZrlfvfJpMvufPNHhwmsS3hH6ZH+y0iHAAiXK2HaTgKl4lJtrkOv2YP4WKYo3A9HddF7jqzj8LvH9oyYswi48+xmaNlS4hwAIhwtR5uu13mxm6r8zkM+r3OY0eyMOgHXkGZecbkJeZmcftV3ecnM0X3x/uofefb/5SnyeN2f/X4c9y+86eDr4Xmpu2g3+s+P8lz5C7w6X3hWk8jXJY2jefQvuHbRLh5az0d0K16UY3dyy6vlbFftNblk+Ot9joQ4QAQ4Wo93E1HuvQe1y5rSqlG/UoGSquclvV02DUT4TJNp9a6fHIsESuvKp8cmyPj+4d28fBAZvYsnxzLeCzSm919fpLubhnCJej3vIKndVi7rMk4rPK/x/9K0hM+/hxXTsuyeudnFTPfibxX9/lJVlVGW7OXbB2Fh2o6Cqw0ViJcmqCmQ7f6t/8PFFO7rCUfqa+JCAeACFfr4bbbtWiU8rlDmmsdeoWfocsb9YZkubwq6Pe0DsefY3l+o36ltR68DszCTY5Kpspri4cHZuhyexoSiWQ5LC4eHsjS5q6e1lqGX9XR8c/tjnQ1byB303YZ9X06obiWN5LxX7eECAeACFfrYaoiXCKwdFRs3/nyJ/YqPZ3VW2JSnl+9qOpIhP80SpbsFTxraeG8aUhCGedVUnk2wuXvk8nXbyNca108PJDh002fv7TIrOo2EOEAEOFqPUxVhNszlBixCLdjMjZnqB3h0tOuZiYSnY3w2mVNnrzoKLx0VJydSHTFCJe+dzllYLdIfnZsCREOABFO1kM1tb23WDHCK6flyeRr/DmW88dytZd0d8ciXF5rzyUqTzZpLTkqt7HJeXQ5py5Li0W4PFl63RcchYdq3jzliRF+ZSZQGX+OY6Eur5U707aECAeACPfqobJs712kg7p105pMvhr1xvlZpfv8NP4cVy+q52cVycvqRdWErlxfZkI9/A7lVeZuLq31ZPIll6fVLmumg1qOvNt3fvHwoHZZkyeH36Es/PhfSWYvbd20zs8q/q1v7nOTMJZJSK1fG1edx077zq9d1qZTmP+8tn3ny2LPzypBvzd6G56fVaoXVZngvHxy7BUik42aZhqlo+JWx7ohwgEgwrF6qKL2vTobYHekp4SEemwsl95Ld9vj2BDhABDhUj10L7/1/+e/00I6+UdvQ3P3udZ68DrYwRirRDgARDhTD53M76AfnJ9VpGd73+vyQ3r7p53wO0WEA0CEG/XQyfxGDBEOABEO1EPyOyeIcACIyHo9JL/zgwgHgIhM10PyO1eIcACIyG49JL/zhggHgIiM1kPyO4eIcACIyGI9JL/ziQgHgIjM1UPyO7eIcACIyFY9JL/zjAgHgIgM1UPyO+eIcACIyEo9JL9BhANARCbqIfkNTYQDQEz66yH5DUGEA0BEyush+Q2DCAeAiDTXQ/IbNiIcACJSWw/Jb8QQ4QAQkc56SH5jFhEOABEprIfkN+YiwgEgIm31kPzGIkQ4AESkqh6S30hAhANARHrqIfmNZEQ4AESkpB6S31iKCAeAiDTUQ/IbqyDCASBi7/WQ/MaKiHAAiNhvPSS/sToiHAAi9lgPyW/8ChEOABH7qofkN36LCAeAiL3UQ/Ibf0CEA0DE7ush+Y2/IcIBIGLH9ZD8xp8R4QAQsct6SH5jHUQ4AETsrB6S31gTEQ4AEbuph+Q31keEA0DEDuoh+Y2NIMIBIGLb9ZD8xqYQ4QAQsdV6SH5jg4hwAIjYXj0kv7FZRDgARGypHpLf2DgiHAAitlEPyW9sAxEOABEbr4fkN7aECAeAiM3WQ/Ib20OEA0DEBush+Y2tIsIBIGJT9ZD8xrYR4QAQsZF6SH5jB4hwAIhYvx6S39gNIhwAItash+Q3doYIB4CIdeoh+Y1dIsIBIOLP9ZD8xo4R4QAQ8bd6SH5j94hwAIj4Qz0kv7EXRDgARPy2HpLf2BciHAAiflUPyW/sEREOABGr10PyG/tFhANAxIr1kPzG3hHhABCxSj0kv5EGRDgARCyth+Q3UoIIB4CI5HpIfiM9iHAAiEioh+Q3UoUIB4CIRfWQ/EbaEOEAEDG3HpLfSCEiHAAiZush+Y10IsIBICJWD8lvpBYRDgARdj0kv5FmRDgARJh6SH4j5YhwAIhQ8+x7pYA5iHAAiCC/kRVEOABEkN/IivmXbAAAFPmNdCPCAWC+/VZnYCn2UQAAMokIBwAgk4hwAAAyiQgHACCTiHAAADKJCAcAIJP+A5VUi4S1zAoeAAAAAElFTkSuQmCC&quot; 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&quot; width=&quot;400&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 17px;&quot;&gt;Funções Protocolares&lt;/div&gt;&lt;br /&gt;
As Funções a realizar pelos Protocolos são naturalmente diferentes de camada para camada, podendo no entanto haver funções idênticas realizadas em mais do que uma camada, embora em contextos e com objetivos diferentes&lt;br /&gt;
&lt;br /&gt;
Funções típicas&lt;br /&gt;
» Encapsulamento de dados&lt;br /&gt;
» Segmentação e reassemblagem de dados&lt;br /&gt;
» Controlo de ligações (conexões)&lt;br /&gt;
» Entrega ordenada de dados&lt;br /&gt;
» Controlo de fluxo&lt;br /&gt;
» Controlo de erros&lt;br /&gt;
» Endereçamento&lt;br /&gt;
» Multiplexagem&lt;br /&gt;
&lt;br /&gt;
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&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 17px;&quot;&gt;Unidades de Dados&lt;/div&gt;&lt;br /&gt;
» As unidades de dados transferidas através da interface entre a camada (N+1) e a camada (N) designam-se por Unidades de Dados de Serviço-(N) e estão relacionadas com as necessidades dos utilizadores do serviço&lt;br /&gt;
&lt;br /&gt;
(N)-SDU – Service Data Unit&lt;br /&gt;
&lt;br /&gt;
» As unidades de dados trocadas entre entidades protocolares na camada (N) designam-se por Unidades Protocolares de Dados-(N) e estão relacionadas com a operação do protocolo&lt;br /&gt;
&lt;br /&gt;
(N)-PDU – Protocol Data Unit&lt;br /&gt;
&lt;br /&gt;
» No caso mais simples a um (N)-SDU corresponde um (N)-PDU – o protocolo da camada (N) forma um (N)-PDU encapsulando o (N)-SDU com informação adicional, que pode incluir&lt;br /&gt;
– informação de controlo do protocolo (PCI – Protocol Control Information)&lt;br /&gt;
– endereços (ou outros identificadores)&lt;br /&gt;
– código para detecção de erros&lt;br /&gt;
&lt;br /&gt;
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&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 17px;&quot;&gt;Encapsulamento&lt;/div&gt;&lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;198&quot; 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&quot; 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&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 17px;&quot;&gt;Segmentação e Reassemblagem&lt;/div&gt;&lt;br /&gt;
» Uma camada protocolar pode ter necessidade de fragmentar (segmentar) as unidades de dados (SDUs) recebidas da camada superior, transportando-as, após encapsulamento, em vários PDUs&lt;br /&gt;
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» Para ser possível reconstituir no destino as unidades de dados iniciais (SDUs) é necessário que a informação de controlo (PCI) acrescentada pelo protocolo permita relacionar os segmentos (por exemplo, por meio de números de sequência e indicação do último segmento)&lt;br /&gt;
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» Razões para segmentar&lt;br /&gt;
– Controlo de erro mais eficiente&lt;br /&gt;
– Acessos mais equilibrados à rede&lt;br /&gt;
– Atrasos menores na rede&lt;br /&gt;
– Buffers mais pequenos nos nós da rede&lt;br /&gt;
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» Desvantagens&lt;br /&gt;
– Overheads adicionais (maior número de PDUs e mais informação de controlo por PDU)&lt;br /&gt;
– Mais interrupções nos processadores (tipicamente uma por segmento)&lt;br /&gt;
– Tempos de processamento superiores (funções adicionais a realizar)&lt;br /&gt;
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&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 17px;&quot;&gt;Segmentação e Reassemblagem&lt;/div&gt;&lt;br /&gt;
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hG3pbq/n1WvVeq3qD/1gGbhdp16rNm4aUi7IooXduvOH/uxrVjw/q15XvJ5nFSypSwZv/eL5Wfu+LSeW/twqPIc0vLsskEP5THz5/NQwDXGYJPoaSF9us15uPziMQhwmho4GUpbzfJfzjw/kCrMdSFnOv3Rz/vGBXEl0tnM5IOAnJgWAnEg62RlVdpjTEuQZcQiYwKivp1OVQv+aM66GNAOAOWkBeUYQHls6/WtIfjGhDQAE8xEmIA6PKs2LcaU+tKk3AEAUUxKpIwiPKs3OTb3sILZgAuIwit5A6lL/bjph6a80cOFz5BxxGEVvACcs/emdVtlBJQsTEIQrmJjACTNibqtvaTcESBphDyA/DMp3lB3IIWIeMBbTM3ZmdahKUMJvB2yQ9szbVdr9BKQj7Zl3OszqyrTjCkhH2jNvV2n3E5COtGfe6TCrK5McY3mXOZCqbGW0JFvLDIUJYox5u2WXLorOoyP7dB6d0kXRbtmx7Hxvnx8TrYPE3s6sZBeObgKpjYwGE1BzbH6vtMcHeRdjzLfv2/LtHu4zWAbt+3YsO99XULooLhbzxN7PrGQXHd1jZzcyGkxAzbH5vdIeH+RdjDH/+TGJxnb44GQ6druOP/TdrmO37rTWk+n46dm1W3b/9UVrHSwDt+t4Pa//+lKvVQdvfa211oHz6Lhdx3l0Fou51/NkJ/Va1e06svNgGTw9u/7Ql/1oHTw9u27XmUzHjZvGZDquXJWVUp2HTmJlh1nJbmV0j5rgyGgwATXH5vdKe3yQd8eI+Z/7VEqVLopez7MK1mIxtwrKH/qzr5lSSsqFeq1qFazZ16x931ZKaR3YLdt5dLTWT8/uYjF3u45SavDWl62k7ChdFOUf5cuSvNhu2Uopr+eVLoqDt75sxTrHpkfifa+04xl5R82x+b3SHh/kXWI1R/TEDrt1N5mOJ9NxWD3Ua9XSRVFrHVYJdutOtpKKIVo9FM/PKldlf+hLFaK/Sxb9XXOEb0TNsWZ0fxvyA+OAjAYTUHNsfq+0xwd5l0rN4Q/95m2z//qyoebQOmjeNpVSsjQSrR5KF8XyZWnw1o/WHPKO1Bx/2VBerF3/OCQUyGgwATXH5vdKe3yQd8nXHLK8MXofLRbzDTWHP/S11p8fk+L5mT8cRKsHq6Ds1l300Ez1ulK9rmhqjhUbRjf6lIo48L3SjmfkHTXH5vdKe3yQd7HHvCw/hCsQ+rvIqFyV5btf/rdx05CCoF6rLhbz0kVRzueQtQ1/6Lfv20/P7uh9VL2uyEmmSqnOQ6d52yyen82+ZlprORFV66B8WZLfxFavK7K5vLUspbTv25PpOMbPuIFZyW7z6Kp1DnyvtOMZeUfNsfm90h4f5F0qM3T2NZOi4fNj8vsiRKC1DmuFcMVipXoIlsHmemIyHbPOseUF1Bw4GdQcm98r7fFB3mVlhkrNIZWKyczqyj3WOfaOBjIaTJCVjCaoOZA3WZmhcn2O8HiNsczqyg2j+1vBQc2BTMtKRhM7/lUQ43ulPT7Iu2zNUPOZ1ZW/je6GgoOaA5mWrYy2Y83BDMXJyNYMNZ9ZXblfzbFfQJDRYIJsZbStrY1xnjJDYYJszVDzmdWVO44uNQdORrYyGjUH8ibdGTr7mv1+lkYgFy9P5lcno/dR87Z5+H7MSnZ7J6a93yvteEbe5afm2O+90h4f5N3hM1Ru2Lb35qWLYr1WXfuUXOpjw09h5Y5xsQjvBaMP+0RmJbsk8y8ZDSY4sZpD/1J27P1eaY8P8u5nAIcXz1h5UC6YobX+/JiEL5DLeYU3el15NnwkvOWs/nFFjV9qjuDzY7JSc8y+ZtEN7ZYtly5d++wuFot5tGFrP9HW63+sMCvZUXMgb/JQcxzyXmmPD/IujGF/OFBK1WtV59GxCpbcplXu8mq3bKugGjcNudDn6H00eOvLkQi50Ge9VvWH/s9n5ZHJdGy37mRN4unZtVt3kSuHrqk5JtOxVbDkkqNhzSH3Z3l6duUipLOvmVy6VIqDlWfDXc2+ZlbBqteq4d1bFot5+Ek7Dx2llCxphM9GP5E/HDRvm6P3UXgR1e3zer90cCTUHMibPNQcrHMgu8IAlrufRO8IL2dUKKX84UBuA+s8OvLi8F4n0Xum/HzW7TrF8zOt9eCt33norL1Dys+ao3pdkQWMcJ0jWAZKKa/nrb1Fy9pnQ+H+wyuZRl+2+dnGTaN6XVks5tFlni3zeo9ccDzUHMib0645dt/qt/2kPT7Iu5WaQ75r5Qt4Mh2vHN0Ib98qL5YbzUeLgJVnGzeN6OGPtXeC/VlzWAUlj0TfffY184cDKWtWao61z4YOqTlkRUQp1Xno7Dqv/yUJHB01B/Lm9GqOtS/b42MyQ2GCtTWHfHnPvmYrNYccgAhf3HnoRLf6+ez3I39WCPyhH605rIKl19ccliyBRN49qFyV5Tcs62qONc+GDqk5gmXw+TEJbzu307z+pyxwbNQcyJtTrTn23nbl9WmPD/JupeaQsy4qV+XKVVl/f+uP3kcStKP3kVJKTqu0Ckru0KaUch6d0fvo57NSZMgigXxnly6Kcv5E+bIkx3F+1hx2y7YKltaBnE0yeh/JeoM/HMhbyIb1WrV4frZYzKVcWHk2VLkqly9LWmu7dSeF1C41h3wi59GRgqlyVd7xTFKzkh01B/LmJGuOzZvvuAdmKEywUnO079t2685u2cEy0FrLORnR62fIKaJezwu/g9v37cZNQ04I/fmsPxzUa1W7ZcupncEyeHp2/aHv9Tz9fX0Ot+vI230LOg8du3Unp4XKOoechSpX0Wjft7XW/tCv16pez1v7bGgyHddr1fZ9u//60n99+fyYjN5Hbtfxep68+9Ozu1jM5X4u0uzwE/nDgdfznEdHzkHZaV7v+LpkUHMgb3JVc/zTTpihMMHaYyvYm1nJjpoDeZPDmmPH/TBDYYIwVsNfkCZz3c9TZVayU0AupT3zdpV2PwHpSHvmnQ6zujLtuALSkfbM21Xa/QSkI+2ZdzrM6kqGFjmUobCPvakkdBiO+IyXWb3J6CKHMhT2x2gqZQdMRnDGy6zeZHSRQxkK+yM1lbIDxiIy42VWbzK6yKEMhf3xmkrZATMRlvEyqzcZXeRQhsL+qE2l7ICBiMl40ZtAykhqIcoO4LQxvQEYhLIDOGHMbQBmoewATpVZE5tEA5gssRlK2QFDEIfxMqs3GV3kUIbCPsmmcglImIAIjJdZvcnoIocyFPbJN5WyA+ki/OJlVm8yusihDIV9Kk3NUP/g9BB+8TKrNxld5FCGwj5DTQViQczHy6zeZHSRQxkK+ww1FYgFMR8vs3qT0UUOZSjsM9RUIBbEfLzoTSBlJDUAOUGyAwAASaDmAAAASTCr5mCRGTAZMxR5Q8zHy6zeZHSRQxkK+ww1FYgFMR8vs3qT0UUOZSjsM9RUIBbEfLzM6k1GFzmUobDPUFOBWBDz8TKrNxld5FCGwj7he7w1bhrN26ZSqnJVtlu2VVCT6TixBqyVegOQsAxNz0wwqzcZXeRQhsI+yabarTut9eCtr5SyW7bW2ut56X7lT6bj8mUpxQYgeRmanplgVm8yusihDIV9kk39/Jjov2sOrYPFYt5/fXG7zmQ6tlt3/dcXeY3bdeyWLRXJ6H3kdh1/6Nstu3nbnH3NtNaT6dh5dNyu4/W8YBnIP7yeV69V/eFA3nH0PvJ6Xv/1ZfQ+kk1kP27XsVt3nx8Tq2BZBcvtOol1AlKXoemZCfQmkDKS2gZ/1xz/P9K+bzduGnbL7r++FM/PtNbOo2MVlNQlSqnmbVPrwCpYzdum1toqKCk+Og8drXW9VpVH+q8vSqnJdDyZjpVSi8VcNpeyQylVuih6Pc8qWFoH9Vq1dFFMpyOAk0CyA2Cu32qO8CCLLHhore2WHS0aZDWidFGs16paB1ZBFc/PvJ4nW4XVw+xrppTqPHTkxBF59rtk0StvTc0BHIiaA4C5ttYcWuvOQ6fz0NlYc+jJdFy6KIbFRFg9yIvb9+16rRqtOWQrag4gXmbVHCwyAyZLfoZurTna9205tuJ2nQ01hz/0tdZPz65VUDpSPcghlf7ri/PoRGsO59HR1BzgWyluZvUmo4scylDYJ9zUxWJut+6UUuXLkpxSqrVu37fDmkB/H1Jxu07jpiHVgz8cyHrG7GtmFazyZSlYBuXLkj/0n57d9n1b/zmfw3K7TuWqXL2uaK21DqrXFX/oj95H1euK1oGUI5Wr8mIx/36vO6ug3K4TPoKTl6HpmQlm9SajixzKUNib2dTJdKx1oLdcPCNYLOZh4fK9YhGsbPL5MQlfs/m9kBNmxnx2mdWbjC5yKENhn6GmblavVeWIDLDZycS8IczqTUYXOZShsM9QUzeQ63O4XUd+EAtscBoxbw6zepPRRQ5lKOwz1FQgFsR8vMzqTUYXOZShsM9QU4FYEPPxojeBlJHUAOQEyQ5AZsg9UNyu0399CZaB3AzF7TqDt/6/7CaQW7Twk1cgYdQcALKkel0J74eitS6enyn1514qu/t5MVMACTCr5mCRGTCZCTNULlIelgtyRfNwxWL2NYtWEsEy+HFFjeDzY7JSc6xsFT7IpThgQsyfErN6k9FFDmUo7E1o6oaao33flrvPN24aWmuv57Xv2/7QtwqW3LB+Mh1bBSu8o5vsZGUruc6p3bKtgpJHkGcmxPwpMas3GV3kUIbC3oSmSs1ht2w5k8MqWFJzyB1iJ9Ox3G/l82NSvizJHd3Cu65Urytyw5RwnePnVvKUPxzIDe5T/rRImwkxf0rM6k1GFzmUobA3oam/rXNIrdC8bUot8vkxkQMrUpdIzWEV/twwNqw5fm7FqR6IMiHmT4lZvcnoIocyFPYmNPW3msMf+kopr+eFr5RbuOnIOodVsOSObmFh8XMrag5EmRDzp8Ss3mR0kUMZCnsTmrrhdytWwapcleXObbOv2fcJGUG4zmG3bKtgaR3ISRuyk5WtpObgsugQJsT8KTGrNxld5FCGwj71pm6+PsdkOm7eNhs3DakYvJ5Xr1X7ry/Oo9O8bS4Wc62DzkPHbt31X1+enl1ZzFjZqv/68u8X/MDJSj3mTwy9CaSMpAYgJ0h2AAAgCdQcAAAgCWbVHCwyAyZjhiJviPl4mdWbjC5yKENhn6GmArEg5uNlVm8yusihDIV9hpoKxIKYj5dZvcnoIocyFPYZaioQC2I+Xmb1JqOLHMpQ2GeoqUAsiPl4mdWbjC5yKENhn6GmArEg5uNlVm8yusihDIV9hpoKxIKYjxe9CaSMpAYgJ0h2AAAgCdQcAAAgCWbVHCwyAyZjhiJviPl4mdWbjC5yKENhn6GmArEg5uNlVm8yusihDIV9hpoKxIKYj5dZvcnoIocyFPYZaioQC2I+Xmb1JqOLHMpQ2GeoqUAsiPl4mdWbjC5yKENhn6GmArEg5uNlVm8yusihDIV9hpoKxIKYjxe9CaSMpAYgJ0h2AAAgCdQcAAAgCWbVHCwyAyZjhiJviPl4mdWbjC5yKENhn6GmArEg5uNlVm8yusihDIV9hpoKxIKYj5dZvcnoIocyFPYZaioQC2I+Xmb1JqOLHMpQ2GeoqUAsiPl4mdWbjC5yKENhn6GmArEg5uNlVm8yusihDIV9hpoKxIKYjxe9CaSMpAYgJ0h2AAAgCdQcAAAgCWbVHCwyAyZjhiJviPl4mdWbjC5yKENhn6GmArEg5uNlVm8yusihDIV9hpoKxIKYj5dZvcnoIocyFPYZaioQC2I+Xmb1JqOLHMpQ2GeoqUAsiPl4mdWbjC5yKENhn6GmArEg5uNlVm8yusihDIV9hpoKxIKYjxe9CaSMpAYgJ0h2AAAgCdQcAAAgCWbVHCwyAyZjhiJviPl4mdWbjC5yKENhn6GmArEg5uNlVm8yusihDIV9hpoKxIKYj5dZvcnoIocyFPYZaioQC2I+Xmb1JqOLHMpQ2GeoqUAsiPl4mdWbjC5yKENhn6GmArEg5uNlVm8yusihDIV9hpoKxIKYjxe9CaSMpAYgJ76QktsAAA8oSURBVEh2AAAgCdQcAAAgCWbVHCwyAyZjhiJviPl4mdWbjC5yKENhn6GmArEg5uNlVm8yusihDIV9hpoKxIKYj5dZvcnoIocyFPYZaioQC2I+Xmb1JqOLHMpQ2GeoqUAsiPl4mdWbjC5yKENhn6GmArEg5uNlVm8yusihDIV9hpoKxIKYjxe9CaSMpAYgJ0h2AAAgCdQcAAAgCWbVHCwyAyZjhiJviPl4mdWbjC5yKENhn6GmArEg5uNlVm8yusihDIV9hpoKxIKYj5dZvcnoIocyFPYZaioQC2I+Xmb1JqOLHMpQ2GeoqUAsiPl4mdWbjC5yKENhn6GmArEg5uNlVm8yusihDIV9hpoKxIKYj9eW3lQAju+gOQzgyA6ZoYii5gDSd9AcBnBkh8xQRO1UcyTUFKWUUnMgTw6fYkxS4HiONL8+PyaT6XgyHYePyP8GyyD290pm/zui5gDSRM0BmOxI82uxmBfPz5RS/nAgj8y+ZnbLXvviYBmEL9ubP/SVUoO3/oH7ORA1B5Amag7AZMebX3brziooq6DC1Q6366x9Zb1W/e2p3U2mY2qONe+VdoABiaLmAEx2vPnldp3+64tSyipYi8Vcf9cci8W8edv0h37ztql18PTsKqXqtao/9L2eV69VvZ73+TGp16rt+/ZiMe88dIJlEG5lt+6kiHG7Tr1WfXp2i+dn7ft2WHMsFvPGTePwhZP9UHMAaaLmAEx21JpDa9156CilypclrQN5pHnbtFt3WuvqdcXtOovFXCkVliNKqfZ9W2tduihWrspa66dnV17cvG1qrb2eZxVUsAwGb32llNfznp5dr+eFNYc/HPhD/xifaBfUHECaqDkAkx275tBaN24aSqnGTUMesQqqfFlyu07ztuk8/lVzyIuL52efH5PqdUUpNXofyZmhSik5HURKDX84kH+EB26k5rBbd8XzM1lWSQU1B5Amag7AZAnUHFoH5ctSWFhYBVW9roQvW6k5/OFACpTZ10z+obXeveboPHSsgqrXqsf4RLug5gDSRM0BmCyRmkMvFnOrYMkjjZuGHBzRWk+m47DmmH3N5MXF8zN5ZfmyJAdWtNaVq/LaYysrNcfgrS+PH35S6n6oOYA0UXMAJjvS/JpMx83b5uh9FH1ECojZ16xyVS6en3UeOnIQpHxZKl0Uw5Mw5KRRrbXbdcLrbcg5pKP3kd2yV84hlRf0X1/kf4NlUK9VGzeNVI6wUHMAaaLmAEyW5PzKA2oOIE3UHIDJqDniRc0BpImaAzAZNUe8qDmANFFzACaj5ogXNQeQJmoOwGTUHPGi5gDSRM0BmIyaI17x1xx7jxDpDDl01Joj9nTJJEXexDKJ9r6D/Oxr1rhpdB46a/f69OzWa9XPj0ns7/uT1/OsghXucO89H6vmWLH7hmkHGJCoBGqOPSbj5vdKu8+A5Bw+awZv/UMuwFW6KP522dCVq36tCJZB9HqmBxq9j+Sec/qwT5RQzbFLyiOdIYeSrzkOqT+YpMibcKZ8fkzkqqD915f+64vMiMl0LLc76b++yHd/sAz8oe8Pffl6Hr2PrIKyW7ZcRXTl2fCRwVs/XDmQF4RXHV1bc0ymY6/neT0vUnME/deXyOVKA7mw2C/P/rFYzCfT8efHROtAPkv0kw7e+l7Pk6aGz658In84eHp2R++j8BNtySG7pJhddvRzK2oOYKuj1hx7T0YmKSCiNYdSqnpdGb2PwjpAvvXt1l3poij3QLEK1ufHRF4TLIPR+0ipP9/QP5+VR4JlYLdsWZMIj6QUz8/kdvM/a47+64tSyh/6dssOa47SRVHKAqXU6H0ULP+qOVaeje6teH4m+5c73C4Wc/mk9VrVH/pW4c9tbMNno5/I7TrSWrt1t+NVTZOuObZulXaAAYlKsebY+73S7jMgOeFkid5rLfwClqMb8h0vpcPKi6Nb/Xy289ApXRS11pPp2B8OwluiaK3rtao89bPmKF+W5C72kWMrgdQo0bcL97D22VC4f7fryIeKvmzzs3KT28Fbf8dFDp1wzbHLVmkHGJCotGqOQ94r7T4DkrO25pAv4Ml0vHJGRb1Wjb7YbtkrRcDKs/VatXh+Fs4v2VtYc8iLf9YcSv25MWz03ReLeeeh4zw662qONc+GDqk5Pj8mxfMzpVTlqpzmsRW9LtPtuEnaAQYk6tg1x36TcfOu0u4zIDlraw5Z5/h579Z/XeeQR8KjEjuuc5QuiivrHHJb2t/WOdY+G93bITWH/r6TrRwJ2p5Ddkkxu+xo7Yb/lOlIZ8ihVGqOvd+RSYq8Wak56rXq6H1UPD+zW3f6+3yO8OtWzs+Yfc3CMzaCZaCUslt3/deXn89+fkysgqrXqnJOqNa6cdNwHh0dOZ+jeH4mFUbI7TpWQflDv3HTUEo9Pbv+cKCUch6dp2dX3k52JaWGlAsrz4ZkrWUyHcvKij/05XyO8LQSOdFEyqzPj0n0E7Xv21JvVa7KK2en/ppDdkkxu+xo7YbRzXfMjGkHGJCohGuOHTfZvKu0+wxIzkrN4Xad/uuLLEXo719zRH+t+v3LlEF4rEF+2SH/+/PZxWLudp1wh/r7dyuyhCC/K5GfxkRnoj/0+68v8gMTeeT71zSB1/OkWJFzPOUFP5+NNtjtOv5w8PkxkbpBdivLJyv/iP5WRetAzod1u86Ga4Ss5pBdUsyO+/q54cq2m/dGOkMOJVlz/NNWG3aVdp8ByflZc/zrrEHUTjUHgKM6aA4DODKttT/067WqnBZ6yITNOWoOIH0HzWEAR3bIDEVUOl3JKAKGYDICSExquYZMBxiCyQggGWkmGjIdYAgmI5C8327PtlV4S5S9N99vw8OlnGXIdIAhmIxAktyus/slw1fIJTS2/ogmWAZrL9Ull1rf760PlH6KIdMBhmAyAslwHp29Fzn0zj/crdeqv73GbtmprHYYkV84NxgwBJMROLZgGViFP1NMfoLbeeg0b5vF8zN/6GutJ9Nx56HTeehUryvflUFgt2x/6FeuynJURWqOYBnIJUG11ovFvHnb9Id+87apdSBXHZXbw35+TOzW3dOzKxcV1Vr3X1+at83kP7tBmYVMBxiCyQgcjz8cRO++ptSf+8U3b5tSi5QvS3KF8tJFsXHT0FrbrTspEarXFefx/9u4jN5H4TVMm7dN2ap6XVm51Uv4VPQKqmHdkySz0gqZDjAEkxE4ErfrrNQcK7erHb2P5JQLq2DJLdasgmW37HAPspUsjYTHaKyCKl+W3K7TvG1G6xL9fbeUylV59D6SF8v95JK/vplxOYVMBxiCyQgcg9fzNtQcchOTylX582MS3tZVbgUX7kG2slt28fysfFmSB62CCg+d6B/nfDw9u8XzM6vwp86QmiORj/sXExMKmQ4wBJMRiN3saxYe15DKQO4l27hpFM/P9J9VjTutdfH8TEoNOewi5cLsaxbWE1I6yBJI46ZhFZTcDS56zsfsa/b07GqttQ6sgiUniPjDQbRASYyh2YRMBxiCyQjErnnbDO8cq5Rq3DSat83SRVEOlEiFIad8li6KUmTUa1WrYHUeOp8fEznz1Hl0gmXQvG3Wa1W5K2zlqlw8P+s8dKQ6KV+WShdFf+i379tPz66clyoN6Dx05HzVhJmbSsh0gCGYjEC85Bb2OqXb1cr965N8x5DReYRMBxiCyQjEK1gGk+lYru4VPT80AeGvV5JnehIh0wGGYDICsZOrmB9yIfNsyUAGIdMBhmAyAjhENtIHmQ4wBJMRwN7IHQAAIAnUHAAAIAnUHAAAIAnUHAAAIAnUHAAAIAnUHAAAIAnUHAAAIAlG1Bz915d6rRpe/DVYBs6js+Fq8HLfvEO4XUduinPgfoATw2QEcDxG1Bxa6+L5mVKqfd+W/5Vrwa59pdt1Dr9W/OCtr5T67S2APGMyAjgSU2qO9n27dFFUSnk9T/+d5vzhwB/68meQpCfn0Vks5vKaz49J9Hr1k+lY60BrPXofjd5H4U7kBcEy8Hre7GsWprnZ12xDSgVyiMkI4EhMqTncrvP5MbEKSikl6UlSj/PoyDKvVbA+Pyb915cwzXk9TynlDwfBMgj/LHMeHa11+77dvG1qravXladnV2vdeejIa6yC1b5vR9Nc87YpmRGAZjICOBqDag6ttT/0lVJWwRq89SXNWQVlt+zJdFw8P3O7zmQ6VkrJcm6wDORZ+UflqrxYzP2hv1jMlVKyQ7tlWwUl+1dKzb5mi8Vc60DSnD/0JRsCCDEZARyJWTWH1tp5dJRSVkHJ8qxSqnHTkL+0ZOk1THNaa7t1ZxWU1/Mki8nfVfKaMM0ppRaLubwgvFmwpLnKVVn+kkvjEwOGYjICOBLjag6tdfO2GZ5TZhVUvVYNn1pJc6P3kVKq89CRhChpbsOfVitpbvQ+Kl+Wiudnh597D5wMJiOAIzGk5ghWllXLlyVJc+37tlKq//riDwdyaFnyWpjpShdFOaOtel2Zfc3kwfZ9227d6R+HkMPT0+Twc7jDxk0jqU8KGI7JCOBYjKg5wpPew0cWi3n0zyA5qU3+t//6IqfTh9uu/EOsPVX+5/+Gp9xz5hqgmYwAjsmImgMAAJw8ag4AAJAEag4AAJAEag4AAJAEag4AAJAEs2qO8IYL0ZPY9ziVPdzD8ZoKnDYmI4DYmVVzaK3rtWp4ESGtdfmyFL3u0I4+PybRnQDYA5MRQLyMqznkAslhXpOs96+3moxe/RDAfpiMAOKVpZrj82PSvG36Q18ua7hYzDsPHbfrVK7K/nCgtZZLKJYvS3KfCElzK1v5Q79eq8pW5ctSSp8SyAAmI4B4GVpzNG+bbtdxu07pohimucpVWW7iUDw/G7z12/ft4vmZjtzHQa6pHCyD6HLuylbyV1fztjl6H8mNuQGsxWQEEC9Da46ff1oFy0ApVb2uuF2ncdPwet7sa+YPB5PpWO5IqbWuXJVLF0UdWc79uRUrvcCOmIwA4pWxmkOWZMXnx6R8WZK/kCTNlS9La9NcdCvSHLAjJiOAeGWm5tBay62u5XH5i6p6XdFa2607SXPf67qB3KBSctnKVqQ5YEdMRgDxMqvmmH3NmrfNeq3aeejIJQEaNw05y0ySV+miWLooOo+O1oEcMHa7jqS50ftI66Beq8ox4+p1xet5P7eS09ba9+1gyb0rgV8xGQHEzqyaAwAAnCpqDgAAkIT/AGVgBQKZJQMRAAAAAElFTkSuQmCC&quot; width=&quot;400&quot; /&gt;&lt;br /&gt;
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&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 17px;&quot;&gt;Modos de operação dos protocolos&lt;/div&gt;&lt;br /&gt;
A comunicação entre entidades protocolares na mesma camada pode ser realizada de dois modos&lt;br /&gt;
&lt;br /&gt;
» Não-orientado à conexão (connectionless) – as unidades de dados (PDUs) são transportadas de forma independente, sem necessidade de estabelecimento prévio de qualquer associação lógica (conexão) entre as entidades protocolares&lt;br /&gt;
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» Orientado à conexão (connection oriented) – a transferência de unidades de dados (PDUs) só é possível após o estabelecimento de uma conexão entre as entidades protocolares&lt;br /&gt;
&lt;br /&gt;
– Uma conexão (N) é estabelecida pelo protocolo da camada (N), usando PDUs de controlo (Connection Request), após invocação de uma Primitiva de Serviço do tipo (N)-Connect Request por uma entidade da camada (N+1)&lt;br /&gt;
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– Fases de uma conexão: estabelecimento, transferência de dados, terminação&lt;br /&gt;
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&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 17px;&quot;&gt;Fases de uma conexão&lt;/div&gt;&lt;br /&gt;
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&quot; width=&quot;400&quot; /&gt;&lt;br /&gt;
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&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 17px;&quot;&gt;Ordenação de PDUs, Controlo de Fluxo e de Erros&lt;/div&gt;&lt;br /&gt;
» Ordenação de PDUs&lt;br /&gt;
– Protocolos orientados à conexão garantem que os PDUs chegam ordenados ao destino&lt;br /&gt;
– Se os PDUs seguirem trajectos diferentes na rede podem chegar ao destino desordenados, podendo ser reordenados, se necessário&lt;br /&gt;
– PDUs são numerados sequencialmente para se poder garantir a sua (re)ordenação&lt;br /&gt;
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» Controlo de Fluxo&lt;br /&gt;
– Objectivo: limitar (controlar) o débito do emissor&lt;br /&gt;
– Pode ser realizado pelo recetor (e.g., window control) ou pelo emissor (e.g., rate control)&lt;br /&gt;
– Pode ser necessário em várias camadas protocolares (nó a nó ou extremo a extremo)&lt;br /&gt;
&lt;br /&gt;
» Controlo de Erros&lt;br /&gt;
– Protecção contra perda ou corrupção de PDUs&lt;br /&gt;
– Implica deteção de erros e retransmissão de PDUs não aceites pelo recetor&lt;br /&gt;
– Pode ser necessário em várias camadas protocolares (nó a nó ou extremo a extremo)&lt;br /&gt;
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&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 17px;&quot;&gt;Endereçamento&lt;/div&gt;&lt;br /&gt;
♦ Numa rede é necessário identificar não só os sistemas que a constituem (hosts, routers, etc.) mas igualmente entidades protocolares, aplicações, etc., o que requer diferentes tipos e níveis de identificação ou endereçamento&lt;br /&gt;
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» Endereços de sistemas&lt;br /&gt;
– Normalmente trata-se de endereços lógicos, definidos na camada de Rede&lt;br /&gt;
– Exemplos: endereços IP, endereços NSAP (Network Service Access Point)&lt;br /&gt;
&lt;br /&gt;
» Endereços de interfaces a subredes (SNPA – Subnetwork Point of Attachment)&lt;br /&gt;
– Endereços físicos que identificam pontos de acesso a uma subrede (interface física)&lt;br /&gt;
– Exemplos: endereços MAC (LANs), endereços X.25&lt;br /&gt;
&lt;br /&gt;
» Identificadores de processos / aplicações&lt;br /&gt;
– Identificadores internos, normalmente concatenados com um endereço do sistema&lt;br /&gt;
– Exemplos: porta TCP, TSAP (Transport Service Access Point)&lt;br /&gt;
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» Identificadores de conexão&lt;br /&gt;
– Em protocolos orientados à conexão, evitam a necessidade de usar endereços nos PDUs&lt;br /&gt;
– Exemplos: identificadores de ligação de dados ou de circuito virtual&lt;br /&gt;
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♦ Modos de endereçamento&lt;br /&gt;
» Unicast, multicast, broadcast&lt;br /&gt;
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&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 17px;&quot;&gt;Exemplo de Endereços&lt;/div&gt;&lt;br /&gt;
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&quot; width=&quot;400&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 17px;&quot;&gt;Multiplexagem&lt;/div&gt;&lt;br /&gt;
♦ Um protocolo orientado à conexão pode suportar múltiplas conexões simultâneas&lt;br /&gt;
&lt;br /&gt;
♦ Um serviço de uma camada (CO ou CL) suporta-se num serviço da camada adjacente inferior (CO ou CL), sendo possíveis as quatro combinações&lt;br /&gt;
&lt;br /&gt;
» CO / CO – exemplo: Circuito Virtual X.25 sobre Ligação de Dados LAPB&lt;br /&gt;
» CO / CL – exemplo: TCP sobre IP&lt;br /&gt;
» CL / CL – exemplos: IP sobre serviço LAN (MAC); UDP sobre IP&lt;br /&gt;
» CL / CO – exemplo: IP sobre ATM; IP sobre Frame Relay&lt;br /&gt;
&lt;br /&gt;
♦ No caso de um serviço CO construído sobre um serviço CO é possível a&lt;br /&gt;
multiplexagem de conexões entre níveis&lt;br /&gt;
&lt;br /&gt;
» Um para um&lt;br /&gt;
» Multiplexagem ascendente – múltiplas conexões numa camada partilham uma conexão na camada inferior&lt;br /&gt;
» Multiplexagem descendente (Inverse Multiplexing ou splitting) – uma conexão numa camada é construída sobre múltiplas conexões na camada inferior&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 17px;&quot;&gt;Arquitetura Protocolar TCP/IP&lt;/div&gt;&lt;br /&gt;
♦ Arquitetura dominante&lt;br /&gt;
» Desenvolvida inicialmente no âmbito da ARPANET, que começou por ser uma rede experimental financiada pelo Departamento de Defesa dos EUA, e que ligava universidades e centros de investigação&lt;br /&gt;
» Os protocolos da família TCP/IP foram especificados e implementados antes da maior parte dos protocolos baseados no modelo OSI&lt;br /&gt;
» Um grande número de serviços e aplicações disponíveis actualmente usam&lt;br /&gt;
TCP/IP&lt;br /&gt;
&lt;br /&gt;
♦ Princípios&lt;br /&gt;
» As funções de comunicação são estruturadas em módulos&lt;br /&gt;
» Entidades comunicam com entidades homólogas (peer) noutros sistemas&lt;br /&gt;
» Num sistema uma entidade&lt;br /&gt;
– Usa serviços de outras entidades&lt;br /&gt;
– Fornece serviços a outras entidades&lt;br /&gt;
– Serviços podem ser fornecidos a camadas não adjacentes (ao contrário do modelo OSI)&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 17px;&quot;&gt;Arquitectura Protocolar TCP/IP&lt;/div&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.blogger.com/page-edit.do?blogID=830140711410188808&amp;amp;pageID=5892445111343161577&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;320&quot; 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&quot; width=&quot;226&quot; /&gt;&lt;/a&gt;» Aplicação – serviços de utilizador&lt;br /&gt;
– Comunicação entre processos ou aplicações&lt;br /&gt;
– Modelo cliente-servidor&lt;br /&gt;
– HTTP, FTP, telnet&lt;br /&gt;
&lt;br /&gt;
» Transporte (TCP/UDP)&lt;br /&gt;
– Transmissão de mensagens extremo a extremo&lt;br /&gt;
– Independente do serviço de sub(redes) físicas&lt;br /&gt;
– Pode incluir transferência fiável (TCP)&lt;br /&gt;
&lt;br /&gt;
» Internet (IP)&lt;br /&gt;
– Encaminhamento através de múltiplas (sub)redes interligadas (internetworking)&lt;br /&gt;
– Implementado em computadores (hosts) e nós intermédios (routers)&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;» Acesso a uma rede (subrede)&lt;/span&gt;&lt;br /&gt;
– Acesso a uma (sub)rede e comunicação entre estações (hosts / routers) ligadas à mesma (sub)rede física&lt;br /&gt;
&lt;br /&gt;
» Físico&lt;br /&gt;
– Características eléctricas e mecânicas do acesso à (sub)rede (níveis de sinal, débitos de transmissão,&lt;br /&gt;
conectores, etc.)&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 17px;&quot;&gt;Algumas Caraterísticas do TCP/IP&lt;/div&gt;&lt;br /&gt;
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&quot; 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♦ O IP (Internet Protocol) é&lt;a 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0+JxtvnseSSmHb6/4Ayehbf2eXbuowi1gW46n575VsrDMu6ePi0id8UhKt3peqZyVcd4fyOh9WD49cb9dJEZKicFeKDSusR9thI9eoPvtWiULb7X9m0ghR92HrjN2rNK/D70aNw1op/oD+84hbfjbKln2o43lWTCYbD/agQKPbe5U+wOXCSHKpyf+zUY79x18LeZZOsYj8HghokS9dlENHDnYB2pENkPbEcvBAi9jK8EU4zXaeITEDTSjc9/BuKiULrQH+iQ2HzJdX9Uh5+g9y41i4cWq+tgJl83mU+gfOqDdhy6WJMM7Y7nZqE1/Z7z8WnriCgzE/Xat0s/MrMHLAHJePj2B6CIvztipnJWr5xV0l2fzKZIKAfbPD9A3ncOgtzN2oK/o0OPNtzN28GUX4sLfEGB981DE5Rda9Oz9ZwAaMTi/+JwhXrQ89EEFJfD9nt1u3XXuO/q2eNdX9aP3N6NGZDO0HbEcI/BSK8ckExpfdEYbj5AEgMJZJQtviNVyofo+Wkp09RvLpycYdlZ9UHUZRFGfIQVxKp+eIFj/u1WMltuPNtITGAh0V5dP99sVQlgloYJFIKhEzdum++2iB4/Y/W8HdIHHAPLTc79z3xG/95jv3Hf8Aq83LHYLvGdoGp1a9dmYns12qz35mMzmU8w81zV724a5qvDVyMehUCOyGdqOWI4UePm7QONLbmKxZDa0HbFQ4EmCuN2HrlUSkDToiudtdKDAow+qZoPrl22GZ//pHPro25crdxs3DXRkdwSC0XjPbLLA+uKMR1BuXKzvNutpWPgFfvj2iqzpAt996IYReORF/Vd/uY7bN7f8fFM+m08nHxMYRRX7nwKv3scfCjUim6HtiOV4gdeDiKNwkzGbiiuzoe2IhQJPkmE2n6JTu16vrJKFyWtCm7qFXwMFHiKnzwZXl0HOrZJQ0/TwrZQKZPIx0aeIQ/8ge3hNGxjIer36rXnuer3C9WiRYKKf+nCredusXVTxGh6RCm2pNQCBx1QDpB9jCWLzuZf6jO0ggcfIgV7OetsC0wjUr2LzwdjgZaAXMkZT1PdyuwW+clZWs/QPhRqRzdB2xBJW4PWAwhd3VOEcEW9mQ9sRCwWeJMNsPsXsNmc8qp5XoDp4FV09rzRvm5BVbVL3rw+39Nlk6jLIzOh9aJWEVbIaNw2or1oI5fqq7plZBum1SqLdakNloWr+QCYfExUIIlp+LdF0uL6qQ9prF1V8eFa/rGE6/fVVffIxeXru+/u4SHP3oYtheZUwTNnDB+sqR0IIq2Qtv5b632idVM7K7reLmYlWyfJ34msXVfXZd+WsjLTN5tPmbRMtm9l8Wj49Ud8CLL+WEHghhDMe6YMQ+vcCG1yrZG3b6v5PqBHZDG1HLNEIvB5chESTy/1SnvEAA6NIsohIsfl5GezpnaMX++fN2/b7UoHrX80BfQk2T1D6MuaHBoIe/88N365+Df5dfM48fXeghujRR/8z/X/iL0yw/Foq1VcpPCL8QAYvgy0fH+4FNSLLAQZGISIUeH/QWTaYJ7UZDzAwirSKi5Ciob+Djxt9QmKEOGMnjLpLakS2AwyMQsQk8LtjTSCWgzDaeISQWJnNp3ip73/7UCioEVkOMDAKCryUhhuPEEISgBqR5QADo0ha4DNoOWm48QghJAGoEVkOMDAKCryU8aQq7pxS4AkhSUKNyH6YnvAp8FIabjxCCEkAakT2w/SET4GX0nDjEUJIAlAjsh+mJ3wKvJSGG48QQhKAGpH9MD3hJyrw2bScNNx4hBCSANSI7IfpCZ8CL2VsCYs1vxR4QnJJZqs2NcKUYFXgFHgpDTceISRniA1pJ+QX1AhTglWBU+ClNNx4hJBckrU6To0wJVgVOAVeSsONRwjJK5nqylMjTAlWBZ6cwGfWctJw4xFC8k1GZJ4aYUqwKnAKvJSGG48QUgRSl3lqhCnBqsAp8FLGmbZYQ85ykRJC4iBFmadGGBcyBV5Kw41HCCkaqVR/aoRxIVPgpTTceISQApJ8V54aYVzICQl8MS0Xa+AUeEJIkjJPjTArcAq8lOYbjxBScJKReWqEWYFT4KWMP20xhU+BJ4ToxC3z1AizwqfAS2m+8QghRBGfZ6BGmBU+BV5K841HCCE6MXXlqRFmhZ+QwGfZctJ84xFCiJ/IZZ4aYVb4FHgpzTceIYRsI0KZp0aYFT4FXspEkhdHFBR4QsieRCLz1AizoqDAS2m+8QghZB9COg1qhFlRUOClNN94hBCyJ2G68tQIs6JIQuAzbjlpvvEIIeQgjpN5aoRZUVDgpTTfeIQQcgSHyjw1wqwoKPBSmm88Qgg5mv09CTXCrCgo8FImlcLIY6HAE0IiYc+uPDXCrFgo8FKabzxCCAnPnzJPjTArltgFPvuWk+YbjxBComKHzFMjzIqFAi+l+cYjhJBoCZR5aoRZsVDgpTTfeIQQEgceJ0ONMCsWCryUCSYy2ogo8ISQuNG78tQIsyKiwEtpvvEIISRWhEbkIUcbYByYrhGxCLwRlpPmG48QQhLgT40/1COZ4sFM1wgKvHkRUeAJIUkifrPt14MCjDSBcWG6RlDgzYuIAk8ISRLd5/j9zxHD+KZ4MNM1ggJvXlwUeEJIknh8ji7nuzv3OwKMJaFRY7pGUODNi4sCTwhJkt0j80dovCkezHSNiF7gTbGcNN94hBCSANt8znECb5D7Ml0jKPDmxUWBJ4QkyUE9+D+9k0Huy3SNoMCbFxcFnhCSJIcK/G4HZZD7Ml0jKPDmxUWBJ4Qkid/n7FZ3Cny6cUUj8H/aOFNSlHxSY4oxU6VKdrNer/o9+/qqfn1VH769ut/uceFMPiZWSYzeh/vfYj/a11f1p+f+cTEmQPW8cn1VTzsV5G/8PmdPb7aPD8yON0s+qTHFqG48XuD3vyV1++2fwahMGGuMmaoS5E9m82l4kw3fXoUQ9qO9/y2j96EQot1qh4k3croP3dl8KqWU0rVKonx6knKCyB5QI464MsUYwwp83NdHSKzPZSoxUuDNIhKBRzgHXZ9BgUczRWVkvV4dPaRBkoQaEf6WJGMMEPiDODRxx8USFcknNYEYD42CpMVuge/37HbrrnPfabfaUkLt3HbrrnnbbN42MbbvjB2M86vx9n7P7tx3mrfNjX677Va737MbN43mbXPxOZPbBX69XrVbbfvRrl/WNmP+brvV7tx32q27fs+WUrrfbrvVxmuF+mVNCNF96EopF5+zxk3j+qo+eh9WzspWyVJvDQYvg+Zts3Pf6dx3AiOazadWyUKSZvPpbD5F7nCxM3YaNw370Vbpd8aj66t6u3X39Ny3SlblrIzzJHmScVBHxBIVySc1gRhl5AK/+6e0SKAok4/x0ChIWuwQ+MHLQAixXq+klOXTk+ZtU0rZvG0KIZZfy8XnTGyG5XW1th9tqySklM54JIRwxk7nvmOVxHq9Wq9XQoj6ZU1uF/jKWRknGzcNq2QhxspZWUq5/FoKIQYvAyllu9VWt1fPK0II6GvlrCyEGL0P3W9XCIEQnLGDlEjpCiGGb6+BEV1f1YXWg1fFgpyirdBu3WHcHnmxSmL5tUROUT4keaJyULt91xGxREUCBZJ8jPK4IfodFx/3U6wcV5RZjvG454OkxQ6Bh1jib4jfer2Cmiq1btw05G+1tkoCeiylC1Gczaft1p2U7uRjIsTPr4ECD6VENx3daMSietLqdgg8wteFGWlGo0Tlq926Q1z9ni2EaN42/RHJ7QKPuHAeIYzeh0gYEoMy5Iy8tIhKI3YHQo2I6pZQAr87ssDQUhSkHBuPGEGgwE8+JugBewR+Np9CGicfE3SL0RtWag3Z889NG7wMGjcNDAnsEHjIpz5Zz6OdHtHdU+AbNw0hhDMe7YhIbhd4/Txu7PdsCnx2iFYjIrk+QnKsEXHNotd/TV2N9s9gVNoZa4wUeLMIFHiMouP1Ns5cX9WtkpDSldLtPnT7Pbvfs5UW/u7BW2IzYA7QgVbd8T978LWLqnbOtUq/BB5pO0jguw9dsemvI8ygiLYKvP1oewR+8jGhwGeHkBrx572pO7S8asTxAq9u1Nl2Mgv4ExZ3UmOKMVOlSv4Ew+ZCQLzl8mvZuGlARNFHh7BZJQsT2a6v6uXTEwj84GUAKdXV+um5L4SoXVQnHxNMXsOo/tNzHz+VT08WnzNMWW+37jzpqV1UhRD4XO3puY/2BN6RQ0edsSMPFPjl19IqCatkOePR8O0Vow7+iNDRRzr129frlVWycFIVDgU+O4R0Vh6PF7fjPZqYPHbyMf4rahmpYGTHVPuQfGojiTFTVYLsZr1eDV4GUGv9gIhKKWfzafeh233oquno6A0rrJKYzafDt9d+z4ZMSimd8ahx02i37iC6s/m0cdPo3HfW6xVm10Pg9Vs0XKyBYz/a6qfR+xDJQIDut/v03O/3bCzOs0nzaPE5w9+Tj8lsPtWHGTAPoHHTUFnzR4RJ+O1W2/12Pbev16vuQ9d+1PPo4AJMssPf/KwuFQ71OTvEySzfZbpGRCzw+0RJQsKSzDft1p39aGNi2uRjUj490d9tE5I8B/kceqfUSUHgk4wo37AY803lrKzmpi0+ZxyXJqnzp8+hU8oU6Qi8J25yHCzAvOOqEenJxyTtxBCyy+fQHWWQNAV+W4LSTYBBZMFehJDiEOhz6IgySxYFPgvJMAIWFCEkSeifzSJzAq/IVGKyCYuIEJIYVHfjyK7AB5L9FCYJS4MQkgD/dII+xygME3jJVqQGy8FoFp+zp+e+++1eX9UbNw1sE3d9Ve8+dNutu+uruppYt/xatlt3WOC9+9B9eu53H7rr9WryMcEt2PwNK9T6PnbPCovPmVWytEXu9uXpuY/ldEgCCI1tvyafKnIc5gn8Ngoo/EXLb55Yfi2xGh02lYEqw6BY76XdusOKN5OPiVUSautVudlMHZqHpeWgmljkbrP9TFZo3jaRVCzk519Qb89AuLJN3OzjT+hzzCI/Ag8KJfPFyWn+qF/WsNDber1SS9fpAo/z7reLBec9XVhsNiN/CzyWdBXaGu+pg7XlVeKP3scde8xHl66ic7SfpM8xi7wJ/DZ2jzsZSs6yUxywoLp/2Nkvz+isY3343/x0Z3WBx2bqVkl4OrtYO9Z+tOuXNdV6aLfuug/d5m0Ty8Wv16vmbfP6qj56H1bPK1ZJYEH42XyKtwCj92H59KR8eqJeHNiPtnpxEBiRMx5ZJSGE6D50F5+zwcsALyBU1pq3TbyPQFGoC7oPXaskahdVVUQoMXbiQxLeB9LnmEVRBF4RmEdDc10Ee+US7ATjP+8X+M59Z/eoOwS+3Wrjfbx/OdvF58wq/WwVY5UE+sG1iyrWxcOwOcYS9LYChg08Lw6gstgXDtvRLj5naFVMPiaBEekb0uj7xOib69QvawgTF5RPT7AAPloGyAUGJ7hS757E15+hzzGLwgl8IOI3aSdnX8xKLVFgfzb/+TACDwH2X4AQ8JMzHq3XK+iomgGgRPfPneL0Xd2wvy162/jDH5HcLvCIC+dRGqoBgQs8W9wi6iMm6OUez4MUt0+gzzELCvwfCB9pp+gfWUsP2ROIov+8X+ChczusrHe7d1ygr3Sra6eu2QcJPPal1ZPqj0huF3j9vNqO9k+BH7wMtpZpYUjXI9HnmAUF/mD0IkpX+GkvQ4F6+b9n8wu83GihtvWqlFJOPibLr6XcQ+DRsVZj3VLK5dfSI/CY2X6QwDdvm2KzSbyUUkrXH5HcLvDt1p1H4Jdfyx0CjxcB2Zk8GDfsVJBIMEzgF58zDOVtO3x3uGozafUrfOWW24+fxRNYerFW0ezbi2zBtUrCP6UcBvV0ghefs8pZuXJW9mzQjl9rF1UhhNp0zs/ya2mVLKskhm+vk48JOsHN22b1vCKlxDw4hHyQwEOMK2dlZ+w8PfedsRMYETr6o/fh4GWg6/dsPrVKP+/Uq+cVvLDfIfDO2CmfnoQt9ezhV/GM1+js+5wsa0TyGCbw8EHdh+5sPoVrE0IMXgaDlwFcknati5BQfJMAACAASURBVIHQfs+GSUbvw8pZWU0vcsaOCqF2UcUyI/AvR3/Ms41AmQ+v/dm3F9lGv2djmjpwv93R+xBeZvAyQO9cZ/Q+bLfa11f1zn1HuaHJxwS39Hv2jocW39xfX9UxYR4M317xBh03rtcrhOOMR8uvpdrCbjafKt+nokPyJh+T5m2zedtU6fFHhEn43YeulP8yiMnwi88ZEqAu1i8Yvr1uisiVUnbuO+bOsPPX9Ax2zfck+8k2VCNiwjyBV+/hUNZC+25Y/5oIhvEMGGItLbWvdr9nIwTVH0KYVslKspm2rbaL32y7MZE0kuixH20u0LYPWPIv7VTsIk8SvpvsZyqXGnE0hgm8vtiFx3hSSjWgp6zid6D41tZzmTKeOpO16TxiS+9/dwuAZBxze6UJ4nrmHyTMjlpWwKqX/fwWViMCMUzgdWP4jbf59Wfxr6DlQaSU0m8q040XeP5Px5RUMgnJKLtrCuuIn+y7DmqEjmECr+M3HsBUHbGZrbMDv/EwNziwWZdBQtprm1Pb3TggJLPweY4bswqQGpFDgVcm2d94WCcE/7VKVrpDgvuTvL12u0s6UxIJBz1XfNKSxKyipkZQ4H+u9HwmYQRm2StM44DthuwTlX3TSDvZF7NsRI1Q9sqPwIcZfjELs+wVLWEaBwn/Gj6nWctR4K+kCJhldGqEsld+BF5utsr4My+5MR7JMoFauKeUJp5YQnZh1mNJjcinwCurBL4p2TFD0izMshchxHTM8jnUiHwKvNwscF05K+vLEWDTa7WAdm6MRwghCWCWz6FGGCnws/kUtgGVs3Jg6Y/eh7WLqlWy2q12v2djEU21xGD3oatGaayS5VnPyAhMsRchJB+Y4nOoEcBIgT8Q18RNAvYhp/YihGSUnPqc/GtEjgU+t9BehJAkoc8xCwq8wdBehJAkoc8xCwq8wdBehJAkoc8xCwq8wdBehJAkoc8xCwq8wdBehJAkoc8xCwq8wdBehJAkoc8xCwq8wdBehJAkoc8xCwq8wdBehJAkoc8xCwq8wdBehJAkoc8xCwq8wdBehJAkoc8xCwq8wdBehJAkoc8xCwq8wdBehJAkoc8xCwq8wdBehJAkoc8xCwq8wdBehJAkoc8xCwq8wdBehJAkoc8xCwq8wdBehJAkoc8xCwq8wdBehJAkoc8xCwq8wdBehJAkoc8xiwCBJ2aR9iNECCkKaXs7cgySAm8uaVd5QkhRSNvbkWOQusAv/9+ShxGHMh4hhCQANcKsgwJv8BGTwLvf7uh92O/Zo/eh++1KKRefMynlbD7Fse3GPy/wX7z8WkaV7PAsv5b7p5+QAkKNMOugwBt8xCHwT899q2SN3odSyvV61W7dVc8r+O9sPhVCVM7K2+5dfM52X+CJSAjRbrXDpNYZO2Fu9+FyUISQHVAjzDoo8AYfkavR4GUghOg+dPWTjZuG0vvd+v3nBTqj92FIgZ/Np1YpYjGmwBOyA2qEWQcF3uAjcjWySkIIMfmY6Cfdbxdn/PrtjEf9nq3GtNUFi8+Zfl5KiTNPz301Jh8o8NoguTt6Hw5eBlK6KiGj9+HTc3+9XskfdbeEELhYezvw72/329XfAnhSu/icqVuGb684r4pU/zWawiXEfKgRZh0UeIOPaAV+8jFBgFBQPx6Br11UO/cd/Q9cgBH+7kNXCDF4GUgpn5771fOKlHL49iqEGL69yu09+PLpiRCic9/p3HeEENdXdSml++1Wzsr9nr34nFklsfxa4nWAEniE1rhpyM3gP8Yh2q02phH4U4sB+fLpSfO2aZVE+fREagLvfru1iyomHxBCADXCrIMCb/ARrcBDI/cUeAzmo2cPLV98zjwtAKskrJIlpWy37qySQH9aafY2ga+clYUQ6HarDNqP9kbLpRJvT/bLpycYsXfGIxVLv2dvS60KAQnD6/xNmG67dce+OyEeqBFmHRR4g49oBR7qq8RPSjn5mFTPK0KI+mXNo9+Nm4ZS3H7PFkJg8FwXeEg1mguLz9nw7bXduttT4HGXyiCia7fu+j0b0/ulT+Ch3MO3V/vRrl/WhBDOeIQUBqbWH4I6U7uoWqWtDR1CCgs1wqyDAm/wEa3Ay83wOOQTtFttIQT6wbp+N2+bHskcvAwCBV5K1xmPMG6/fw/eI/BoGWBs3+Nr1H+XX0vEPnx7xSg9ItqWWn8I6gzSVr+sRVCmhOQIaoRZBwXe4CNygXfGDvqv6sw2gccwOIa1uw9d9Hc9Ai+EaN425Wbunty85j9C4PHyHq/YEbv8PSEO56+v6ngpgJRAxbelVm4XeJVx+9GOpmQJyQXUCLOOXAj8V0pH2hmPXOCllLP5tHZRbd42Z/MphuhrF1X0faGymOMmpew+dK+v6rhGfUdXPa80bhrO2Ok+dKvnFegoBsxrF1W8SrdK1uRjAgWtXVT1V92LzxnmxmN0HRlE7OiFV88rzdumHuz1VV1NjHfGI/WN3/VVHdPrgD+1Knw0F/QzmD+Pvz3fFBBSZKgRhmoEBd5g40XOer3aZ003TE/zn8csd/2M+t4MRXdcqpZfS090/s/YlKj736BvSy0hZE+oEYZqBAXeYOMRQkgCUCMM1QgKvMHGI4SQBKBGGKoRFHiDjUcIIQlAjTBUIyjwBhuPEEISgBphqEZQ4A02HiGEJAA1wlCNoMAbbLy467OHWGMkhGQWaoShGkGBN9h4kVfg+OQc36rpm7wB9WEeF4glJLNQIwzViHwI/MIZjzxH4Emcz43xwtfYJDvo2PrFv4YdFpPHqnmEkAxCjTBUI3Ii8K//e62eV5GR6nn19X+v/pPdhw4WQatf1pyxkwPjHVFFUxxy37ZILVaJp8ATklmoEYZqRD4Efrn8WnYfOshI96Gz4yTsZ5Ws45tpaWd8T3lOXtHdb3f49trv2Vj+XTF8e8WhC7z77Q5eBqP3oS7wahh/vV49Pfc369O52EhGDePP5tN+z1a7xuGCwctg8jHhZq+ERA41wlCNKJzAqzP9Xj8Lxjui5Lepdbp99OXX0ipZs/nU/XatkqX2ZKtf1sqnJ5OPyWbv17aUcr1e4ZrJx6R2UVUCj21v6pc11LF26w7BYks6q2Qtv5ZYWF5KOZtPsQ9N/bI2eh9K6V5f1fkun5DIoUZQ4Gm8I81wvPFSVXQP2DIOO7mpreEwLI+dYPQhemw5g+1ePD14IQT0e/Q+XHzOsGOs2gWu+9Btt9pW6WePOMzOE0I0b5vut7v8WrIHT0jkUCMo8GYYD/1IIcRsPkvReLoqH3dX6oruB91r+9HG1nDr9UqfQKcLPHrt+k7tusCrDd2llNXzihCic9/p9+x+zx69D9GSEEKo/e42Q2rc5pWQWKBGUOAzbby7/5rOeIT/WiXr9X+vR1ouCuP5dfqgKzMo7VLK9XpVv6xhzFz14MMLPMTbs3nrbD69vqpD1HGm3/tpVWBPWEJIhFAjKPCZNl79stZ96HQfOs54dLzZojCeX7P1wt9H+7Mp8J37jhBi+PYqpSyfnkDg8U4doq5PsoPwQ4yxW/w2gcev7dYd/qtv/Y7v7pyxg6F+vPvHOwJCSIRQIyjwmTaefjJF4wWq+5+Kvs14mQL6bZWszn0HHXQocfO2icFz9Lnxstz9dqvnlcpZ2X600Ufv3HekdNGbL5+e6PvK44LaRbV521yvV+1Wu3nbnM2nnftO574zm08rZ2VnPHLGTvW8ojaGJ4REBTWCAk/j7VXox4l6oPGyBspHSimlu/mATUopF5+z5dfSL72YIrePJC8+ZypAXK8tiufKzYp4EeSBEOKDGkGBp/H+LvF8CzwhJJdQIyjwNN6+5R5S4ynwhJAkoUZQ4FMz3mw+a7famEQthLBKVrvVDjyZHeNR4AkhpkCNoMCnZrykjxgsQYEnhGQWagQFnsZL2niEEJIA1AhDNYICb7DxCCEkAagRhmoEBd5g4xFCSAJQIwzVCAq8wcYjhJAEoEYYqhEUeIONRwghCUCNMFQjKPAGG48QQhKAGmGoRlDgDTYeIYQkADXCUI2gwBtsPEIISQBqhKEaQYE32HiEEJIA1AhDNYICb7DxCCEkAagRhmoEBd5g4xFCSAJQIwzVCAq8wcYjhJAEoEYYqhEUeIONRwghCUCNMFQjKPAGG48QQhKAGmGoRlDgDTYeIYQkADXCUI0wWeCLelDgCSFJQo0w66DAG3xQ4AkhSUKNMOugwBt8UOAJIUlCjTDroMAbfFDgCSFJQo0w6wgQeGIWaVd5QkhRSNvbkWOQFHhzSbvKE0KKQtrejhyD1AU+7UeI7AvtRQhJEvocs6DAGwztRQhJEvocs6DAGwztRQhJEvocs6DAGwztRQhJEvocs6DAGwztRQhJEvocs6DAGwztRQhJEvocs6DAGwztRQhJEvocs6DAGwztRQhJEvocs6DAGwztRQhJEvocs6DAGwztRQhJEvocs6DAGwztRQhJEvocs6DAGwztRQhJEvocs6DAGwztRQhJEvocs6DAGwztRQhJEvocs4hR4Dv3neureuOm4X67OLP8WrZbd/ajrc7EzfDt9fqq3n3o7nPx03PfGTtxJylCWNkIIUlCjTBUI6IXePfbRYD1y5o6OXx7nc2n225Zr1fN22ZUCZBSzuZTIcT1VX2fi8unJ3temREo8ISQJKFGGKoRsQzR1y9rVkkIIdqtO5wZvQ+3G8+tnleiLb79jeeMHWR/8TmLMAGxQoEnhCQJNcJQjYhF4NuttiqUp+e+/G28zn2n3Wq3W3fDt1cpZfO2KYSonJX7PRv3Xl/VBy8D99ttt+6ur+qj9yGabxi96ffsdusOgUjpSikHL4Prq/rTc7/70LVKAi1BZbzR+7Bx03DGo8Ck2o82EtC57+jn1+tVu9W2H+36ZW30PsTJ7kO3+9Bt3DTUwI4nL+v1qnHT6Pfszn3HfrSllE/P/Xar3e/ZtYtqVMVLgSeEJAk1wlCNiEvgpZRPz32E7IwdZbzuQ1cIIaUL6y6/lp6W1PDtVRUlLkbZwbSDl4EQYr1eSSnLpycYtEEIVslyxqPKWdl+tPUwuw/dbQ3D9Xr19Nzf3C701z+VszJy0bhpWCVLStlu3VXOyipfi8+ZPy/t1l3jpoEQ7Ed7+bUUQqiMR1W8FHhCSJJQIwzViBgFXkrZbt2hXFQJlk9PhBD9nt1utYUQg5eBf6jEKony6YncNNzarTtnPFp+LaWUlbOySur1VR2G9IegzrRb7R2lpuZ01C6qqiEppXTGIyQSQc3mU7w0QhTut4vnyZ8X5Pf6qo7MwnhWyer3bDQkI4ECTwhJEmqEoRoRr8DLTbmoRgreu+jtIH/Rd+47Qgj70UZra5P5X+mWG+OhcAONVz49qZyVrZLY1jq7vqr3e3a/ZzduGrge5/s9GwnwBKhPCQnMy3q9ql/WkEg8NIOXAS6rnJWjmiBKgSeEJAk1wlCNiF3g1+sVWjEoQdhSK03XX/SLz5kqSvvRFkLg7YWUEkWDv6+v6lZJBIagzuCPylnZ3zhyxqPJx0T9F0WMbyHQOtPfiKB15hmiCcyLlNIZO3hoFp8zKV3320Xzbds7nkOhwBNCkoQaIc3UiFgEXr1jALP5VDWRRu9DlMvkY4IXISjf6nlFn2RRu6iicYR7VVB4k7Fp6FloAfmbTpOPiTInzK8/TyoKT5p1g8EwGDV6eu5L6aLNiAdi+Pa6+Jz589K4aWCm5fDtFTMvVBNPCIERpPBQ4AkhSUKNkGZqROQC747eh/2e7VkWwBmP1DcGznjUuGm0W3fqjP1oX1/V9caLMx5hloSUcvAy0IOazaeYqagmLiLGfs/Wo8CZ9XrljB31twpk8jHRE7n4nD0993HZ5gFykSr78d+rEayN0G61lRk8eRm8DAYvA8yQXK9Xk4/J4GWAqZsRrpNAgSeEJAk1wlCN4FK15kF7EUKShD7HLCjwBkN7EUKShD7HLCjwBkN7EUKShD7HLCjwBkN7EUKShD7HLCjwBkN7EUKShD7HLCjwBkN7EUKShD7HLCjw+7L8WuLbiR1bGSYM7UUISRL6nB1kWSNSE/jl17J527y+qmNrneZt03789RlikuBzRrXOsI7aBUgIoT52dL/dfs/2rEqYGKxshJAkoUYcpBHYMk4IUT2vpKL66Qu83Czni7WE1uuVEGKzdN/+uJFsEoz1hvwrGUkpsQjR8muJ/YLkZuEC8bO6YQpQ4AkhSUKNOEgj0CLBorlYKzd8Ag4icwIvN7sABTaRtnF9VY9EZQONhz2IrJI1eh8OXgaVs7Jqi2nLF6cABZ4QkiTUiP01YvIxUcvR62vsJ0kWBd4qWUIIZ+w449H1Vb370H167lslC0v1OmOncdOwH+3mbRMtOGy1q2+01+/Z7dZd577TbrVVowmLAjZvm8o2w7fX5m2z+9Btt+4w4BNovNH7EE0wPCLl0xOVVAo8IaQ4UCMO1QhQv6wVvQdfu6jO5tPOfccq/ey+p4ZiRu/D2kUVq/gKIbCwcLt1h02EcJlS2cHLQAgBY5RPT5q3TSml/WhjHwJs/uOMHX0rgvplDTsHbBt+mc2n1fOKlLL70PXvDEiBJ4QUAWrEoRohpXS/XaskPOvkJ0PmBF4fxPBYRUqJrfRwDe4avQ89l2H0Bn9jG+D1emWV1AUubK9+0oMNNN7gZdC8bVbOyv2eXT2vNG+bajMACjwhpDhQIw7VCNyrdqlPmAwJvH8GhN94KHHdeNj5R79MzwWuh0nQlFPAxrrxRu/DbcarX9aur+r9nm2VrM59hwJPCCkg1IhDNcIZj9QW9XwH/wu/8bBfr268ycfEcxneheDv66u6VRLut4t3Nvqsy3brzmO85ddy2/CL/v2DmjchKfCEkCJBjThII2bzaf2yhr1lsXFthGWyD5kQeMyA8H9NDqvorar1emWVLEyebNw0cIv77QohrJKFtyb6ixOrZKFMn577GOGZfExG70OM81glgX2FMagipRy+vQoh2q07T0r83z8AxOVp9yUGBZ4QkiTUiP01YvE5Q6NBobalT4z0BX75tUQDp9+zPRvdO2MH5z0vXTCL4em5ryYlDl4G11d1NYthNp+iuaQXKD5bb7fuVGiLzxkuU0Mow7fXfu9XyCp899tdr1f6RInZfPr03N+kfKT37JOBAk8ISRJqxP4a4YxHKtk4kl+cJ32BJ0dDexFCkoQ+xywo8AZDexFCkoQ+xywo8AZDexFCkoQ+xywo8AZDexFCkoQ+xywo8AZDexFCkoQ+xywo8AZDexFCkoQ+xywo8AZDexFCkoQ+xywo8AZDexFCkoQ+xywo8AZDexFCkoQ+xywo8AZDexFCkoQ+xywo8AZDexFCkoQ+xywCBJ6YRdqPECGkKKTt7cgxSAq8uaRd5QkhRSFtb0eOQXKI3kRoL0JIktDnmAUF3mBoL0JIktDnmAUF3mBoL0JIktDnmAUF3mBoL0JIktDnmAUF3mBoL0JIktDnmAUF3mBoL0JIktDnmAUF3mBoL0JIktDnmAUF3mBoL0JIktDnmAUF3mBoL0JIktDnmEWGBL7fs/2HM3akdKWU6/VKnVyvV5HE2H3oNm+bCP9Q4kjPobCyEUKShBqxP5nSiPQFXkq3edtEGpq3zdl82u/ZQgirZI3eh1LKwcsAv87m0/CRzeZThNbv2ceFMHofRpieI0jbXoSQYrGnzxEboo6fGnEYmRJ4CWvpBdputXFmvV6p4o6osNzaRdUqWYvP2XH3R52eg0ndXoSQQrGPz4nVKVEjDiLrAq+fSb2wPKSentTtRQgpFH/6nLg9EjXiIIwR+NH7UC8svN4YvQ/V25HZfKqO9XqF1txsPtVfzwxeBrP5FO9s1MX6+5X1ejV4GeBB0dLljt6HeJWin8+O8QghJAF2+5wE3BE14iCyLvC1i6oQwipZKG782m61MXIihKhdVHFl96GrfoXxmrfNdqutblx8zqR026329VVdSlddr4q++9DFaIwzdhCOlHI2n1olyxk7Ukqcr11UYe/sGI8QQhIggwJPjdhBRgX++qre79nXV3UhRPO2iSmIqrAGLwO5KcqNVaSULszZvG0iNFhOSol5GeoyXOApesyGwE+Lz9nmiZFIAwwpN0WEBGTHeIQQkgCp+xxqxEFkVODbrfZmbOQfnsLyl526fb1eKSPJjfGsktXv2fpwjX47moGqVYiBGimlM3aur+ponUnp4hZclh3jEUJIAgT6nCS9EDXiIDIq8IGfJfxpvPV6pW4fvQ83JS4XnzM03IT2QYXn9h3xSilH70MM5mTTeIQQkgB+n5OwC6JGHESuBF5uPpmonJXVgAlYr1eq6D1va3TjqQadhouGG0Zvsmk8QghJAI/PSd7/UCMOIm8Cr052H7p6sPhj8TmDJTC2o9+u1k/Qlhxy5eZpuL6q41Q2jUeIoegTm8PUo8nHxBmP9r9++bUMGWPcuN/u03P/uDXU4kP3Oak4H2rEQWRL4NWsRb3oFfsYT0pZOSv/toEU/2ZP/EyDlNJV8y9wuxqiqV1UnbHjjB3Mv1DvZpyxo0/CVBMphRBqnCdhUrcXIeGpnleEEO3WXZhArJIQQrjfB8gh6ntaa4huQzmTzn1HCPH03E83PR7+CUZKzocacRAZEvjuQ/f6qq4Oj/3wSQN+wkcO+JgB/9WvHL0PVWMK1C6q7Va737MRxeJz5gkNly0+ZzDVZvTGxUk8Dc3b5uJzphprztjxh5AwFHiSAzAJ+ejVQEG/Z3fuOwfd4vfyqfP03Fe+azafNm4ay69luknyQI0wVCPSF/iocMYOpkjknnzYixSc3QI/m0/7Pdsz/O6MRziJcVT/ePvic+a5C7foy57sEHhcrIsrzqgo1DsF99sdvAyUw1HpWX4tPWue+JPkiQjrqNcuqrP5VK2yopK3Xq+envvDt1ek3/12VQImH5PEtjPJh88poEYYL/C1i2rlrCyl7D50s/biKiaMthchYIfAd+47WKVE/SGlrF1U8Xf1vGKVfj44Lp+eKLVut9qNmwZOYkpU7aKKse7rq7pVsjCSHyjw6/WqclYevQ8nHxM1slq7qGJ4QP2hPoO2H+3GTUOlX4m0/Wjj1QM0/um5j1HfzcoqARH9FvifsWgE64xHVkms1ytnPLJKFhoE6Eo2bhr9nm2VfuaFxWCff4gNscYSH0XWCOMFHm9Hug9dVPgiYLS9CAHbBB4iaj9C4RwhxOBl4IxHYrOoCMZC8epUqTWuHL69Simbt83OfUdK1yr9TH7GLei9BQo8VFNuBHjyMYHuTj4mciO6GL8VQpRPT+TmRS+GfLEWCuYTYDoYvqu2Sj8X4KR6catHpIfz+3ZZPj2pX9aklPjMWs8LcooyjHUml0j11XskFFkjjDceVhLO8rTYyDHaXoSAQIHHHHLxezZy46YB1YeCtlt3SqGVWkODPQOw6/Vq8TmzH21MkN4h8NAA/Qw66HAsEN2n5z4EHt3BIIFvS02hcUH59ETfHdwf0TaB95wXQlglIX83VuIWeKHNnDfX5xRZI4wX+AJCe5Ec4Bd499u1H210nXWBR8/VGY+q55V+z66clVVXTKk1Jp97mgvtVrt8euJ+u3/24DEbXz+JrrYu8IOXwUECv/xaqu7+joi2CTzaNL8F3pIJCrzuZOhzzIICbzC0F8kBfoFv3jZH78P1emWVfr6GwsC7Mx5J6V5f1f2fvCu1xivt8ukJXrIuv5b6sDk6/TsEHheoCfmLzxleCuBlfPehi3fhBwm83EwRgABPPibut+uPSA8Hc/TU7dXzymYKgqvuSkbgPU6GPscsKPAGQ3sR03HGDsSvdlHt92z70Ybu4s366H1YPa9MPibqmyjIrQJT0tQHyhB+jO1jhp0zHi0+Z+gut1t36I7XL2uz+RQnfbOp3fplDSHjUyu5+Tpr8jGpnldwPYQc890QXeWsrMYP6pc19/vnLbvatsQqWXgTvxl18Ebkfru4Blun6LfjQ6zR+xApkdJ1v39u79x33G8XhZbAR/P0OWZBgTcY2osUAXwMpv5bu6iqL6HLpyfV84r/FnxFFvjf2e/tvQNZfM7UsieBAR6HJyP+iHbHgg/wQqYhJPQ5ZkGBNxjaixSNp+e++l5OSom1RFJMT17Z5ljoc8yCAm8wtBcpGhi77tx3+j178DKwH+2Dlqcl+7DDq9DnmAUF3mByZi/P0l2JsV6vNuugUSpI0dntUnLmc3IPBd5g0rZXBG8ldfSluw5F38sBHz0fdLvaP+qIqA8irT0nCNmHP/1J2j6HHEaAwBOzSOvRwRqZEQaofxd0EPoWHVLK2kX10IWmE1gITPrSSUim2MefpOnpyLFICry5RFfB/+1vgR0+9H6wZ88PfMWLLRHVvhfYY0P9jU97cT2+61W6q26R0p18TLDcpr60J371d8TxVZKeNs8WHZBq+1HtFOKO3of+TT4QjkqPEnhn7Dw99/FaV9vCxB29DwcvA4zhD99ekWCVl+Hb6+BlgLuQa9ylX+lZaZwQE0nT05FjkRD4fKOySraBQfLrq7r9aJdPT6ySgEx27jv4GKlx08Di3lhkAwIvN1t6Q7o2a3C6y68lvl1+eu5j4ZGn537lrAwhVJ/54hNe7IglNj347kPX35XHThtSSixmglXKdeF0v10sLAqBx/fBWB2lel7BsiRSyn7Prl1U8SEypmRD4NutO/vRFpsFTORmfZLOfUd932w/2qpxI6Vcfi2tkjV6H+J7bvfbxVIkSIN+JQXeD5pQiUU3+Zj4V8gJj2rR7nOl3jQ8muXXMnA19cnHhPNIjsCjhbkktxlT5N6E4YHEQjjVOllYaFNfnEtK1zOcrq8qqsR++Pbqfrvut2uVftYRw6KbUH2E//Tch/BLrQc/eh8G+kGor9rqw7+OmPy9vBdSjuhUH13fwqT70MW2Y/gVG4roC5zpf6uHR49dLYeOk3C7gVd60kkWn7MEFmbRwco2O2bd49E6NFgsdLPPht96OzgMaMWqxoqeb65RSAAAIABJREFUbPvxsH1j6RKLoO6yCAIv+TT/hS7bSimxdhhW/1ZbZXgEHipePj2Zzafo7KouuL79FwQPgwG6EuuxY76bWsLTw+JzNnofIoo/BV5u+ohqfbTZfKq3RRT6O/iDBB4uG19t9Xs25tBR4PfADVygJlb6PXvbcyWlxHjPEeqrL0+7m+HbK1q6IcHX/2ipeJLtfh9QsHSGBVF3SYEncovAYzx8s1tlwJUAfVlcZpWs8ukJehhYRVwXeIyKbxP47kMXGu+fcD6bT7El1549eCndxk0Do/FKwgP7W0cLPJYLRddfQYH/E/vR9ixQg6kSgQPd6/Vq8DLAPmD7fEipvnuEQdUQujqjfRgpnfHIGY/W6xWeOmwko02kkJ7pIP5ZIDsEXp/qoX+NGTgHRfrmc6j8qnsxJKb+9iQbgdQuqvu8CKAnlEUa1s1/DmWRzHkcgQKP3ayF+Hkfj60y9J2ycC8EDIOu2LxLBWuVLLWktn5NoMAjTKskrJLlGU1FdxlT+QKFc/m1VMFiBFhsRuOhxHD0QghsGSKlXK9XuvzLAwUebw02/UJ3zx586guOpk7lrIxXJ3LTB+33bIwDefrQaq8XFCCWkf8z/E0bcSSlHL694g/MqIA1cUG7dYeTk4+JR+CV4dBCheECZ4FsE3j/VA/9a0z/HJTJxwSL29uPtlUS7rerfziK61Ff1N+BAt+8bf7ZjqQPlAWTg0JkUrITv4t/22PoW1nIH78mrJKltspQe3YpNy2lrF1UIcmTj4l+fvIxqZyVnbHTbt1hiFKF3261lYrjzSJix98eP4VBAoiBVRJWSTjjkb5FByau45qn5z4SaZVEu9WGhKOdMXofIjuNm8bw7XW9Xqm9OjBpDtqgb2ECdRE/M+1HQgirZMGlaluG3GH+v/9KzPjT0xm3LbONK7ThHzSSVOvK07NHq061sfR1ancA0UVQ6lHUm2t4HtB3xyOtN/K2tcwCZ4EECvyOqR6IwjcHxS2fnmAAzBk7mIu6pcH9xz5y7VYbrZAd0AcWSt1l0QS+OHaNDtezVQY+hNOv0MdO/VOZIlmlTqVBX83Gs0XH4nOmusj6Zb97fm6ES9f59yYJJJINS3IA1FEJPBpz7dYd5jF45oej0bn8WqJZsP87DnwGsvic+feMl0G6uI/Ay6BZIIEC/+dUD88IlmfTd3C0wNO/7aaAKlCkrBbMtIRkDav0T/wwMLP9tbHbvG02bhrt1l39sha4NEJgwxHj22pUSUYh8IGzQAIF/s+pHh6BRyzq+0xwtMBvm2dHvycLqe6SAk8ISYzGTUOJH96qqFmco/chpoLjDN7veG4fvAzwgkbNqPBPa4AG67PW9xR4rN2EN1By8zYKAh84CyRQ4P+c6uGfg4LZAOrjN7XT/Oaz1bvdAq+aPtdX9cCPBej0ZFHVXRZQ4AtoY0IygjN29LfpGIevnlcaNw28YcEkCXwHoSrsZkGFn3WWMC/Po4s6jZuGknB9RoWadWE/2uo1Dd6vV88rEE7EW7+sIa7rq/p6vfLPAhm9D3EB5tPpse+Y6hE4B2XxOUNesNKU3CyjhDmq9csahj3W65U+P8aTbCll+fTEP85BdyeL7fmLlefCmpmQjNC57+g65FnVDtMS5WZU/PqqjkNsvsLwDEoHLl9z6JwPzzSRzYQP13ONfxbIdg6e6uGbqqLmbWwNRL8Fay17LqCvk8VWd1lMgS+ssRXiN2knhxSLwcvgT42snlf0aXfN26ZngQRnPOIefcC/FC7rNaCLK1zOi2xvPu7EFJzxqHHTsB9/Jtj712DnogI7YB2XdHdSSgp87slUT939/vn2N/KQ9SXM9Ai3bU9HCMkxmfJ7KVK4zBfE6tnMJj4j/nOvkaM+VXcD86uvR0ZIvslafU8LqruiiPnPseEz/ljP5tPGTWP34CqmEB+xNk5gxrkUPCkIma31CUN11yliEeTM/Ok+0GoMfDaf6ltxSCndbxdvTzdTnV21i4a+cwa2hIeiLz5n+KYIi9F64nLGI+wqq/fv1e2eEhi9DwcvA70Hr20l4g7fXtV4vjN2sKOJnuzh26uaw4V4Jx8TDvWTbJIbbxYSqruHgpZCDp6AjDzHUNDKWXn0PsTnwtDF2XyKHUTUH3Kzypi+i0bjprH5ttiS0l1+LdX3zR6Br11UMbZ/fVVXG9IgwOHbK9YGUaXRvG1aJeGMHfU1s5QSw/jl0xP8ivVMGjcN/Fo+PcEnxdiFU+2/aT/aWMwEO5slVKyE7E3qTiAjUN39FLQgDH0OMvgE62PgWFhb7aCldpazShZO+tfgxOc923Z103A3+7X8W89L32Zeao02JAkXe4bocQ3GD5yxg9XKkJ7rq3rtoorrO/cd9SFy5axcPa+g784l5UnWyJQ3SJes+cYsUNCyMOtRyHJqdQWF4mLLS6GtsA3N3rFN1h4C/7PAiP1oY6PM0fvQM4FOFRE2/EC3O1DgVZjo99cva9jvBAlDAqyShU+zsGSY2Ox3F19JEkKOJstOMkWKWxzZfxqMeGT9Al8+PcFguEfgpQwl8Nhs3v121Y3hBR7LoevrlksppXS7D12rJFSSnPEIqeJkPUIyiBGuMhWKWyLZfCaERtpp2QsoKDYIwd/Qy8ZNQ+1OjXW55fZtsgIFXp/Rhh3WEbLafsP9dq3Sv2aEKjR9C059yxDpE3hsDYIWiZRy9D4cvQ+RDPzkjB21gUfztrnnruSExI0p/iEBzHKYCVPoQsnOY2HuM6r2u+z37NpFtXpeUftoYVrc03O/dlHFtlqYWNe8beo7Z7jfrtqNQ270u35Z0xciXXzO0KVut+4QCJoUqrOO2Xbl0xN9Nl/3oasuXq9XSKr4vUMJQsCy57P5dPQ+rF1UnbGDP6SUtYtq96E7m0/rl7XArU0ISRgTHUVMmOs5k6HQ5ZL6w5F6AsKjjYG7/jloi8/ZEZ+WqY09dDAzTl2gvpSDcuMC/frl13LxOdtnwRw9ZASi74Ci9j7hC3iSOqa7i2jJgf+Mm0IXTSrPh3GD8LvhSjIhcNUKu/qRdqr+ICjBbPokQT48RlTkyYvGR9FLJ7FHJK+Po2dsnByCO3ofYrdyIQQW28E0heuremYX1ZnNp3jxIYSwSpZn3SESH/nzHkeTV3caOUUvoP0flCOep5x11kkcYIKh2MwxlJslgI5brzeQyOcGqtkMHLkhyUOnuj8so72U+6BHis8f2R+/wKMTLzafG4QEXyuED0eHAk/Sgt71IFhMfz8xe3bE+eSRI9gh8L5N0N1Dt76Fuvufyc3MxG1D6wHzJXUo8IlBl6LDMdFDYTFJubMWid/s+DX+ZJIc4hd4nPEM0XcfupWzsjN28AdkHt8iqsdvNp/ig0P81xk76r/XV/XuQ1dKiY8VsSgvdhCQPxsH/EwFUNMCNtcHQIFPBnoVHTrbI2BJSbld4EUQkp11Eh1K4LH3HV7AeybZoU+vOvRWyVLyr7r7+pXb/is3kyKh6/gVDQt1ZbvVRr8fi/kHQoFPALoXHar7cbCwpNwu2IECzyeMRIgSeCWx/ul16FJ7uvjQ+0MFHv/VRR09dc+Vu5cQoMDHDZ2MDn3v0bC8fvA/PVR3kgD6EL1SWV04lZp6BB7XHCTwKqjaRfX6qo4jUOB3Q4GPFfoZD/S9R8Mi+8HzDG1Tdz5nJFo87+DVO3U1IB+HwPum71HgSUah1w0DS+0fFHiSPB6Bx045QL2Gj26I3sV/sdWeOhl05S4o8CQZ6HJDwoL7x7YniQJP4sM/ix7z4IQQaoEanAmcZDd6H2qtAVeFhis12Xa7D10pfzbbtUoWohu8DAIbCoE0b5v6JrwU+GihY/FAfxselt0/9nme+MCRqFivV+o7dSGE+mhNSld93qamsgd+JoeL1aj+9VUdAVbOynizvl6v0PvfrCkr9UaA2Kylo38mh73+/KnV3xTsGOonR0Cv4ofqHgksvl/wkSIZZutCN4vP2UaV/VPfXf+aNn8tdBNM5ayMQQVn7GwGGLgKfVjocPxQ3aOCJfgLPliEbMftPnT7Pbt52xy8DKju4aGr8UMnHCEsRC98tgghyUBX44HqHi0sRy98vIqGIAaS9lNDoofGjRwWpZesPWR0eXETpeyQpEj7qQmF6elXRGivfFg2a7A0A0j9OSu4+0sYlNjy/y0TOr547Dz+KkDTn3CjEy/j8U70XTHB0gwgxUctsD6s9oAyfzQU+GwduRZ4c1MuY/NOdFnxwQINJvmn7Yhqs2d1SjIXJkKBz9aRX4E3NNkyTu9ETxUrLNNgknzmIqw8lPkjoMBn68ipwBud7Li9k4klYwQs1mCSeexiqjw7KlKs2TEUCny2jpwKvHHQO+UAlulW4n7m4q482ypSfDkyFAp8tg4KfAagd8oHLNCtxPrMJVl/WIt2Q4HP1pEjgTcoqTr0TrmBpbmLmB64hCtPYEWKPFPmQoHP1pEXgTcikX7onfIEi3IXcTxwKdYf1qJAKPDZOnIh8NlPYSD0TjmD5biLyJ+21OsPa5EfCny2DvMFPuPJ2wa9U/5gIf5BhI9aRuoPYC1SUOCzdRgu8BlP3jbonXIJS/APonrUMlV/AGsRSFrgTW8opJ1xPrSRQ++UV1h8fxOhwKdda37BKgQo8BT4gkPvlFdYfH8jdnJQCGnXGi+sRZICT4GPgnSTRO9EAmHZbWW3ru9fozJbfwBrEQWeAh+S5NND70T2gQUXwLbqseP521GRWIUyDrKfum5R4A0V+IQTQ+9E9ocF94t9qs0+j6P+UGa5/oCCVyEKPAX+aJJMCb0TORQW3A9hak7gExlhgHFT8GYyBZ4CfxyJpYTeKSMWNw6WWhL7IUYVZnwUuQrlQOCdseOMR78PJ+jkaDafUeANgt5pVWzvFJKil1rcDzqrUPbJh8B3HzrqSe4+dCDwjZsGzlglq/vQufuvKYQon5Zf//dKgc8+9E6gOBaPnEKXmlnN2FhR5ZC2TVIgBwKPQxlRE/4RztQvazij2gHOeESBP/ppSSwieqdVsb1TSIpbZKw/HgpbhQol8OpM46ZBgT/iUUksInonncJ6p5AUtMhYefwUtgpR4Cnwez4niUVE7+ShsN4pJEUsMtafQApbhQol8P1eH2cGLwMK/EEPSWIR0Tv5Kax3Cknhioz1ZxuFrUJFEPjqedUZjwYvA6tkCSG6D50j1Z0CH3Ms9E6BFNY7haRwRcYqtI3CVqEiCHz5tNx96HQfOq//e11+LY5X96IKfDLQO20jx0aPlWIVGevPDgpbhYog8GqIPoIj7Yzn9UGld9pBXo0eNwUqMtaf3RS2ClHgKfA7HowEIpL0Tn9RWO8UkgIVGevPbsR20jZdvFDgKfCBT0XcUXiio3faQWG9U0iKUjpsIP/JjiqU7+pEgafA+x+JWMP3R0fvtJvCeqeQFKVEWH+OJvd1KQcCP3gZ1C9ryjT1y9rgZTB4GZRPy+rk3X/NCBaiL4DAJ/9s0zsdTe69U0gKURBsIEdFLitSDgQ+0SPtjMf64CX/VNM7RUUuvVNIClEErD+Rk6eKRIGnwKcIvVPk5Mk7haQQmWcViol81CIKPAU+xQeY3ikm8uGdQpL/nHMELG5Mr0gU+IILfOrqTu8UH6Z7p5DkP8+sPwlgdC2iwBdZ4NN9YumdEsBo7xSS/GeYVSgZzK1FFPjCCnzqzyq9UzKY651Ckv/csgoliYm1iAJfTIHPwoNK75QkJnqnkOQzq8JH2o9WgTCuFlHgiynwaUHvlCLGeaeQ5Cqf/prD+pM8xo2GUeAp8AlA75QFjPNOIclJJlltMoVZVYgCXyiBT/6xpHfKFGZ5p5AYn8ljas7/8TjqyGktosAXR+ATfiAj0/XU676hh/neKSRm5/DIypP6Y2focSCm1CIKfEEEPkV1P7jy0GXF7LJM8U4hMTh7x9ef1B87Q48DMaUKUeCLIPAGqztdVgwuyxTvFBJTsxeq/qT+2Bl6HI4RtYgCn3uBT/ghjFjd6bLicVlGeKeQGJm3sPUn9cfO0ONwjKhCFPjcC3ySRK/udFnxuCwjvFNIjMxb2PqT+mNn6HEU2a9CFHgKfIREr+50WbG5rIw/S+ExL28R1J/UHztDj6PIfjPZVIEv6rHn45TKUxeLuq/SrvjmHuZ7p5AYlrFo6k/qj52hx7FkvApR4M069nmcUnne4lL3VdoV39zDfO8UEsMyFk39Sf2xM/Q4loxXIQq8Wcefj1NaD1tc6r5Ku+Kbe5jvnUJiUsYiayD/ewKWztjBsfhc6E+GOu+MnfQf099JWv3f8pAbl8O3YWK1ZUcVymwtosCbdex+ltJV97gFfvG52OIH/rmyycckdWelJ3X/9Cw+F92Hbr/X93jjWF1Wxr1TSEzKVWT1R6sVd//dIVirZOlPlTN2qufV6nk1MnUMfXTuO0jqnm2OxecCuatf1hOrLbtrUdpPUDAUeLOOHc9Sio9ZjOq++lWpq+dVxFU9r+qubPg2tEpW46aRHYG3Stb+/uf1fwOh8fq/QWIuK8veKSTG5CrKBvLvh+B3hfnXKHbGTvehu89j1LnvJNDRd8bO/gLffeh2H7q4ngK/G0EMJO2n5hcqVRF4p0B+1cSliu7uvztPrd/HOSw+F42bRtz+avV/q/plXeznf4Zvw/JpufvQbdw0kDWrZCXmsjL4REWFMbmKsgr5nkK0NIUQ+nO/p8Cj4Zk1gT+0gkVYW4yrQvEIEImXtJ+aX6hUReCdAvldE5W/EkL0e311fj+BX1bPq5H5hIj8j95SUaOqEThV871TSIzJVZT1x/cUTj4mqs4oUfcLPN4q6SP5aljp6Gfxz3dU6mUbBT4mspy2MBQnX6lnM151XwXUa31AWzkEv8BPPia/zywxYHm0T/D7QN+xVDHu7388r0eRrwjeNZjvnUJiTK5iFfjV7zdAeP3zW+CXnftO9bzqjJ36Zb1z31n53ochHHWmcdPQL7j7727xuahf1qvnVTzNr/8bWCVr+DbsPnTLp2U8zfot/V6/fFoWm5dtusAvPhd4JV8+Le94WUWB34cspy0MBclXFvKYvMCvtJ6uVbLgPXSBn3xMqufVu//u8G5eXYCejFWy0EoYvg1VIM7Y6ff6+G/5tOyMHXjFzSDBsn5Zr1/W4QPrl3XV8VC9I/g0IQQ8pO5/Xv83gGeDJ9zhZ5Ck8mk5MZeV15oiTRF4Jb3x1ZaVNosN9UEXePwEKcXzh5/8verJx0RvJaj/4oJ+r48/cKN6I2CVLDXLT4VZPa+ivuF1lCeufq/veQNHgT+OLKctDLnPV0YyGLF3CmSLy/LMH9IFHj/BpeAtJPTY7xPw2lsJKv6rLlA+CjeioQC3pmb5qek+d//dodmBu37HtayeV/fplCOEaF56mu+dQmJGriKuP1tqi3q48bijb43zurJCaP296kBZVRegSatqCyJS4eMWtJQ9YS4+Fx7hR8v6T3WnwO9JltMWhnznKztZi13dVztc1hKDfNBUJfDKV+h+AB8E+X2Cx+HgAiEEZuZ7OirqLvxXDQzov04+Jr7GxFKNXO4+EFE0U+gp8BR4j8Crd1RCCKtkebrpGIdXxzaBV6P9GEhHgxRDXmpGDC7wCPyOMPXzKsA/P4inwO9DltMWhnznKztZS1XgV/r8IQyz64qr+yuoZqBPQCsBg+dqIPP1fwPVIfFIuMeD+X/V/Q++Nxa/5wNuO6rn1cjUnQJPgfcJ/L/PN4VvHN7/gG4TY4TQuGnc/XenGr/qrVVIge/cd1T4FPjwZDltYWC+kiFdgV9tXhrqTkMprn9IPNAnqFfvmDmkRukx7hhS4MunZTVdYPcQ/d1/d7q67/mVMgV+B2bkKkmBX2njUZsn7OfD09+j4rtmtqtWMEalVANZXbD/EL1f4J2xo6r07kYxBX4fspy2MDBfyZC6wOsKDaeh/MPv3nDwO3i/i9PHID0u0SPwgUP0gf4Hnfgd4479Xr96XsUCHt2H7t1/dxF8rL8fWXuiIsSMXMUq8J71bXDgEVcCrFqgeI/ljB3UBCW6w7dhv9dX7dPF50KvRah+umCjBirJD5xkt0Pg9STtaBSjUv1e8SoFgRcb0n6Ogsly2sKQv3wJjbTT8o/EBX4ZWKM9c9PUBziLzwU+AtJfscPpqQ66/3ZMs/c7k92T7HYIvHqVECjbnmXsQDI9+Aw+URFiRq5iEni1mGvgx2Z3/93pn8mp+XcbYV7qz73YTKNTR+OmocLEx2/+ZxpT+fA5nP8zOXyV56ktYjOMtm2RXVXl1AVIcARvto4l4/Un48k7mpzlS+Ula/lKUuDxiRpU0zfPfKl7jMnHRM2/w+e4OK8698rn6Nfr3s+3Svffn8nBNamkqthf/zdwxo5Kj8dVquEBD8ksdJO1xylazMhYTAL/5+ERzm2LPASe9N8bGEV2NoeIpLaYWIUynryjyVO+9IxkLV9JCvxfx9IzGOlb6OafH9vt7rb5qz0WusnSYb53CokZGUtL4HkcWlu21Z8sV6GMJ+9ocpMvTy6ylq8sCTyPw1xW9r1TSMzIGAU+E8dRZL/+ZD+Fx5GbfFHg06/7hh7me6eQmJE3CnwmjqPIfhXKfgqPg/lKBgp8dg/zvVNIzMgbBT4Tx+EYMQKW/RQeh+n52pb4rOWLAp/dw3zvFBIz8kaBz8RxOEbUHyMSeQRG52tHyrOWLwp8dg/zvVNIzMgeBT4Tx4GY0kA2IpFHYHS+KPC/SL3uG3qY751CYkb2lDFYW7JZW4yuP6ak81CYr2SI2DsFknrdN/Qw3zuFxJgcUuDTPw7BoPpjUFIPgvlKDAp8Rg/zvVNIjMkkBT79Y2/MaiAblNSDYL4SgwKf0cN87xQSYzIZ5ThY6o+docd+GFd/zErt/jBfiRH7KH3qdd/Qw3zvFBKT8kmBz1ptyUf92T/Bi8/ZbD7FoZ9fr1fq/Hq98t+1+Jz5Q1O36IeU7j4pGb0P/7zGrHzN5tN+zx69D/+8MpsPGAU+i4f53ikkJmU1smZy6o+docdfGFp/9k/zbD5V+2p0H7rq/Hq9GrwMhBD9nu0Xwnar3bxt+kNzxk7t4mdjodpFtd+zr6/qQojrq3qgcEoppXT7PRtpyFO+2q22eniskrU9+4flK0ni7cSnXvcNPcz3TiExKbcU+OzUFj/m1p+Dkq32yBJCeLrR11f1oDtcXOwXSCllv2fj137PVoFA5Pwd2dH7sN+zK2flPRNsSr66D93rq3q/Z6tmQWC74bh8JQYFPouH+d4pJIZlOJpalPpjZ+ixE3Prz0Ep1zu7Qgi9rxkohOgB61Kn4xdCdWbwMghMgLrgz6Qaki9XHzPYp/mS2SctRo1Pve4bepjvnUJiXp4p8KnXlkDMrUKHCmG/Z6shZb1LGiiE11d1CKdVsvy/ZkrgU8qXq/fpcVlgmMflK2Eo8Nk6zPdOITEvzzE2k0kIhOHs+fhBCKV09dfMkCi/EHpU0z8zzi+EzdsmzgQOfcuYBT7FfIHuQ1cI0W61/8xXxkm7OpJfwCh71oU8YWSeWYuyRkpeNEr2fPY2QijX65Ua04Yg+YWw3Wqv16vF5wyX+S9QQthutRGyEMIqWc7Y2ZaAmAU+tXyBylk58D29P1/ZJ+1KSX5QFtmzLuQJU/PMWpQpjK4/ByVeCaGUUimcEGLwMvDpnKvOYIqZ+P1uW2pCiFlm/Z7t+VDNT9wCn1a+pJSDl8GfU+gPzVcq0Dtliuw/MPFhcLZZizKC6Q3ko4VQSjl6H6rse94cD14G3YcuvgLHyLPwDT77h7L/JAGBl2nka71eVc7Kf6q7NEHgJb1TZjDdO4XE7GyzFmUB0+tPGCGUm9fG/kDwCbg61Li3f05ZBgVeJp0v1/OV/I4bTXne6J2ygClPS0wYn3OhkfazVERy0EAOKYRSm0GmX+bp1Cq91G/PssDLBPPVvG02b5uq0XB9Vd/2EYE0R+AlvVPa5MA7hSQPORe/SfuhKhY5qD8HZcEZO/p32xt+Jp+r/zdvm563zrP5FBFVzsqqs3uEwCtBjXZJ1xTzpS9jp9jxzt6sR47eKUXMelTiID+Z9/sIVqe4yUcDef8sjN6HWIkF08j1nxafM/WuGh3f66u6+n5sNp+q3rAQonnbXK9X3YeuGt+2SlaQvnpj12/B/DXT86UWzPEQSb6yA71T8uTDO4Ukb5lnFUqM3NSfqHKx+wvv5GG+sga9U2LkxjuFJLf5ZxWKlTzVn9xkxAPzlVnonWIlT94pJLktAlah+NB7IWnbOQJykxEPzFdmYSc+PnLmnUKS2yJgFYqJ/NWfPOVFh/nKLPROMZE/7xSSPJcCq1Dk5LL+5Cw7CuYry9A7RU4uvVNI8lwQrELRktf6k78cAeYry9A7RUtevVNI8lwWHAeLCvGbtA0bMbnMlGS+sg29U1Tk2zuFJM/FwSoUCbmvPHnNGvOVZeidIiH33ikkOS8UVqEwFKRpnNfcMV8Zh94pDAXxTiHJebmwmXwEwkfaZoyXvOaR+co49E5HUDTvFJL8lw6r0D5+xF9tilN58ppT5iv70DvRO8VK/suo4M3kbXVjN2kbLVHymmXmK/vQO9E7xUohCquwtUivEqw228hr9pkvI6B3kvROsVGIgmMVStsCmSavRcR8GQG9U9oWyDNFKdw4alHG6yTrz57ktZSYL1OgdyIxUaDyjbYWZbzdzfqzP3ktKObLIOidSBwUq4ijeu7FbyJ56CNET1vaRW4AeS0o5sss6J1I5BSuiEM+92IL0daBMLD+HEpey4r5Mg56JxItRSzlox99/9OZtVrE+nMEeS0u5stE6J1IhBS0oA9t4Xqu3xZUApVkz0SmVbAmIoiBpP3UxIgnpwdVfEHvRDQKXdZ+r7Hjodz9aKZbkVh5wvCXlJAskvZTEzv+LNM7kUNhie/r3w8Kh/WHEBIeeicSBhb6P46rOTtCSLLysP4QkmPoncgRsNyjJ4GKxMpDCDkCeqdCwdKPC39zO/Kaw8pDCDlBBOc2AAAAhUlEQVQCeqeCQBvEi/+hP7Q6bQsh7ZwRQsyG3in30BIJsa0mHEra+SCE5A16p7xCk6QAqw0hJJvQO+UJmocQQgjJIRR4QgghJIdQ4AkhhJAcQoEnhBBCcggFnhBCCMkhFHhCCCEkh1DgCSGEkBxCgSeEEEJyCAWeEEIIySEUeEIIISSH/H8LCGCtswtoqwAAAABJRU5ErkJggg==&quot; imageanchor=&quot;1&quot;&gt;&lt;/a&gt; implementado em todos os computadores e routers&lt;br /&gt;
♦ Cada computador tem um endereço IP único em cada subrede a que pertence&lt;br /&gt;
♦ Cada processo num computador tem um endereço único (porta)&lt;br /&gt;
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&quot; 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&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 17px;&quot;&gt;OSI vs TCP/IP&lt;/div&gt;&lt;br /&gt;
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&quot; 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&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 17px;&quot;&gt;Família de Protocolos TCP/IP&lt;/div&gt;&lt;br /&gt;
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&quot; width=&quot;400&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 12px; text-align: left;&quot;&gt;&lt;i&gt;Fonte: FEUP&lt;/i&gt;&lt;/div&gt;&lt;/div&gt;&lt;a href=&quot;http://multimediaengineering.blogspot.pt/p/redes.html&quot;&gt; [voltar...] &lt;/a&gt;&lt;br /&gt;
</content><link rel='replies' type='application/atom+xml' href='http://multimediaengineering.blogspot.com/feeds/4924987972978790844/comments/default' title='Enviar feedback'/><link rel='replies' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/arquitetura-de-redes.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/4924987972978790844'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/4924987972978790844'/><link rel='alternate' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/arquitetura-de-redes.html' title='Redes'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-830140711410188808.post-6120022470088204206</id><published>2012-04-17T13:10:00.000+01:00</published><updated>2012-04-17T13:10:11.357+01:00</updated><title type='text'>28 anos de Computação Gráfica</title><content type='html'>&lt;iframe width=&quot;600&quot; height=&quot;360&quot; src=&quot;http://www.youtube.com/embed/KkWvjREpz9I&quot; frameborder=&quot;0&quot; allowfullscreen&gt;&lt;/iframe&gt;
&lt;/p&gt;
Um projeto comparando e contrastando o primeiro &quot;Tron&quot;, filme lançado em 1982, e a sua continuação, &quot;Tron: Legacy&quot; para visualizar o quão longe fomos com computação gráfica em 28 anos.</content><link rel='replies' type='application/atom+xml' href='http://multimediaengineering.blogspot.com/feeds/6120022470088204206/comments/default' title='Enviar feedback'/><link rel='replies' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/28-anos-de-computacao-grafica.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/6120022470088204206'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/6120022470088204206'/><link rel='alternate' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/28-anos-de-computacao-grafica.html' title='28 anos de Computação Gráfica'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/KkWvjREpz9I/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-830140711410188808.post-6590150358883056146</id><published>2012-04-17T12:57:00.001+01:00</published><updated>2012-04-17T13:14:31.505+01:00</updated><title type='text'>Nova versão de Ubuntu abraça conceito de cloud computing</title><content type='html'>&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8klgmqHkxTm82Q22_t_VOfwENdVhECJEP4Pq2YJlbV38zfNnS7nwiFoD18IA0mNNSiXu9vsGLnMy_HKP-i5bcm3DuFnSYMOClsy_urtYA4p-AZctOC1fleHsL4aKMTlxoaWIrDOCPjB67/s1600/ubuntu-logo-290x300.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8klgmqHkxTm82Q22_t_VOfwENdVhECJEP4Pq2YJlbV38zfNnS7nwiFoD18IA0mNNSiXu9vsGLnMy_HKP-i5bcm3DuFnSYMOClsy_urtYA4p-AZctOC1fleHsL4aKMTlxoaWIrDOCPjB67/s200/ubuntu-logo-290x300.png&quot; width=&quot;193&quot; /&gt;&lt;/a&gt;O conceito de cloud computing está longe de ser estranho ao mundo do open source e das distribuições Linux, mas é uma das fortes apostas da nova versão de servidor do Ubuntu, a 9.10, que estará disponível para download gratuito no próximo dia 29 de Outubro. 
&lt;br /&gt;
Já era conhecido o objectivo da Canonical de ba&lt;br /&gt;
sear o Ubuntu Enterprise Cloud, o ambiente de cloud computing do seu sistema operativo para servidores, nas mesmas APIs da Amazon, o que ajuda a um ambiente aberto, enquanto outras empresas têm forçado a adopção de plataformas fechadas. 
&lt;br /&gt;
Com o Ubuntu Enterprise Cloud as empresas podem tirar partido das vantagens da computação em nuvem, como a gestão mais eficaz de recursos e a virtualização, implementando o cloud computing nas suas próprias máquinas e avançando com &quot;nuvens privadas&quot;, explica a empresa sul-africana. 
&lt;br /&gt;
Nesta estratégia a Canonical conjuga diferentes tecnologias de cloud computing, como o projecto Eucalyptus, uma ferramenta de código aberto que permite que as empresas criem seus ambientes de cloud computing, no estilo do EC2 da Amazon, nos seus próprios data centers. 
&lt;br /&gt;
Para além do conceito de cloud computing, o &quot;Karmic Koala&quot; - nome por que é conhecido o Ubuntu 9.10 - adiciona também o suporte às bases de dados MySQL 5.1 e melhora o suporte a virtualização Xen e KVM.</content><link rel='replies' type='application/atom+xml' href='http://multimediaengineering.blogspot.com/feeds/6590150358883056146/comments/default' title='Enviar feedback'/><link rel='replies' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/nova-versao-de-ubuntu-abraca-conceito.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/6590150358883056146'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/6590150358883056146'/><link rel='alternate' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/nova-versao-de-ubuntu-abraca-conceito.html' title='Nova versão de Ubuntu abraça conceito de cloud computing'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8klgmqHkxTm82Q22_t_VOfwENdVhECJEP4Pq2YJlbV38zfNnS7nwiFoD18IA0mNNSiXu9vsGLnMy_HKP-i5bcm3DuFnSYMOClsy_urtYA4p-AZctOC1fleHsL4aKMTlxoaWIrDOCPjB67/s72-c/ubuntu-logo-290x300.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-830140711410188808.post-4784984753331435157</id><published>2012-04-17T12:38:00.001+01:00</published><updated>2012-04-17T14:06:27.739+01:00</updated><title type='text'>Intel mostra ultrabook a meio caminho entre portátil e tablet</title><content type='html'>&lt;iframe width=&quot;600&quot; height=&quot;360&quot; src=&quot;http://www.youtube.com/embed/zeoecAAkUFQ&quot; frameborder=&quot;0&quot; allowfullscreen&gt;&lt;/iframe&gt;
&lt;/p&gt;
A Intel mostrou este fim de semana na China o protótipo de um ultrabook apresentado como Letexo, nome de código. Com uma aposta forte nesta área dos ultrabooks, a Intel tem centrado muitas das oportunidades para apontar tendências falando no conceito ou mostrando novidades à sua volta. 
&lt;/p&gt;
No caso do Letexo ainda se sabe pouco sobre configurações, mas já é certo que o equipamento integra a última versão do sistema operativo da Microsoft, com data de lançamento marcada para o final do ano, e um design que deu nas vistas no Intel Developer Forum. 
&lt;/p&gt;
Este híbrido pretende conseguir reunir a melhor da experiência de utilização de um tablet, com o melhor da experiência de utilização de um portátil. O ecrã deslizante pode mexer-se para revelar um teclado ou voltar a escondê-lo, se o utilizador preferir o contacto com a superfície tátil. 
&lt;/p&gt;
Sem data de lançamento conhecida ou acordos com fabricantes que garantam a sua produção (pelo menos conhecidos), o Letexo deverá ainda incluir portas USB e HDMI, para além de integrar a nova geração de processadores Ivy Bridge da fabricante.</content><link rel='replies' type='application/atom+xml' href='http://multimediaengineering.blogspot.com/feeds/4784984753331435157/comments/default' title='Enviar feedback'/><link rel='replies' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/intel-mostra-ultrabook-meio-caminho.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/4784984753331435157'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/4784984753331435157'/><link rel='alternate' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/intel-mostra-ultrabook-meio-caminho.html' title='Intel mostra ultrabook a meio caminho entre portátil e tablet'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/zeoecAAkUFQ/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-830140711410188808.post-2004586957790252292</id><published>2012-04-16T14:56:00.000+01:00</published><updated>2012-04-21T15:01:26.053+01:00</updated><title type='text'>iMetroPorto – Aplicação oficial Metro do Porto para Android e iOS</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRM6VMJC2xpH-erGST3bEQ1o0XY94K_75LXAeqb84q9x-5QdqZbxi9bb7qg_NgqywzEBG3foDp30NXK0Z0-O_C4JZIm2XGxJcxbQMN1JDdRkxl5yDl28zhjk1paVN6WxRK7TrjfYxHnG_z/s1600/metro_00_thumb.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRM6VMJC2xpH-erGST3bEQ1o0XY94K_75LXAeqb84q9x-5QdqZbxi9bb7qg_NgqywzEBG3foDp30NXK0Z0-O_C4JZIm2XGxJcxbQMN1JDdRkxl5yDl28zhjk1paVN6WxRK7TrjfYxHnG_z/s1600/metro_00_thumb.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;/div&gt;&lt;strong&gt;Porto… cidade pioneira das inovações tecnológicas nos transportes públicos.&lt;/strong&gt;&lt;br /&gt;
Depois de vos ter anunciado aqui a aplicação sobre os transportes públicos no Porto, em conversa com um amigo meu descobri esta outra aplicação que pode ser interessante para quem anda de Metro na Invicta.&lt;br /&gt;
Vamos então falar sobre a aplicação do Metro do Porto. Apresento-vos o iMetroPorto.</content><link rel='replies' type='application/atom+xml' href='http://multimediaengineering.blogspot.com/feeds/2004586957790252292/comments/default' title='Enviar feedback'/><link rel='replies' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/imetroporto-aplicacao-oficial-metro-do.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/2004586957790252292'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/2004586957790252292'/><link rel='alternate' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/imetroporto-aplicacao-oficial-metro-do.html' title='iMetroPorto – Aplicação oficial Metro do Porto para Android e iOS'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRM6VMJC2xpH-erGST3bEQ1o0XY94K_75LXAeqb84q9x-5QdqZbxi9bb7qg_NgqywzEBG3foDp30NXK0Z0-O_C4JZIm2XGxJcxbQMN1JDdRkxl5yDl28zhjk1paVN6WxRK7TrjfYxHnG_z/s72-c/metro_00_thumb.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-830140711410188808.post-6280032415710818761</id><published>2012-04-13T14:10:00.000+01:00</published><updated>2012-04-13T17:24:26.148+01:00</updated><title type='text'>Google+ muda design e acrescenta funcionalidades</title><content type='html'>&lt;iframe width=&quot;600&quot; height=&quot;360&quot; src=&quot;http://www.youtube.com/embed/A3Atj57r15U?feature=player_embedded&quot; frameborder=&quot;0&quot; allowfullscreen&gt;&lt;/iframe&gt;
&lt;/p&gt;
A Google anunciou hoje uma série de alterações ao serviço que insiste em não classificar como uma rede social embora em tudo se assemelhe a uma. Entre as modificações introduzidas estão alterações ao nível do design das páginas do Google+ e uma aposta ainda mais forte na integração deste com outros serviços da companhia.
&lt;/p&gt;
O objetivo passa por &quot;desenvolver uma experiência social no Google&quot;, escreve o vice-presidente da empresa, Vic Gundotra, numa mensagem publicada no blog oficial. &quot;Uma das peças fundamentais desta camada social é o seu design&quot;, o que justifica a &quot;versão mais funcional e flexível&quot; hoje apresentada, acrescenta.</content><link rel='replies' type='application/atom+xml' href='http://multimediaengineering.blogspot.com/feeds/6280032415710818761/comments/default' title='Enviar feedback'/><link rel='replies' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/google-muda-design-e-acrescenta.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/6280032415710818761'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/6280032415710818761'/><link rel='alternate' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/google-muda-design-e-acrescenta.html' title='Google+ muda design e acrescenta funcionalidades'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/A3Atj57r15U/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-830140711410188808.post-1764598661835735438</id><published>2012-04-06T22:56:00.001+01:00</published><updated>2012-04-21T00:38:01.519+01:00</updated><title type='text'>Music</title><content type='html'>&lt;hr&gt;&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div style=&quot;font-family: arial; font-size: 14px;&quot;&gt;Mission: Impossible - Theme (Tiësto Remix)&lt;/div&gt;&lt;br /&gt;
&lt;object style=&quot;height: 390px; width: 640px;&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/gtVf3okdNXI?version=3&amp;feature=player_detailpage&quot;&gt;&lt;param name=&quot;allowFullScreen&quot; value=&quot;true&quot;&gt;&lt;param name=&quot;allowScriptAccess&quot; value=&quot;always&quot;&gt;&lt;embed src=&quot;http://www.youtube.com/v/gtVf3okdNXI?version=3&amp;feature=player_detailpage&quot; type=&quot;application/x-shockwave-flash&quot; allowfullscreen=&quot;true&quot; allowScriptAccess=&quot;always&quot; width=&quot;600&quot; height=&quot;360&quot;&gt;&lt;/object&gt;&lt;br /&gt;
&lt;br /&gt;
Como apresentado no original Missão Impossível - Protocolo Fantasma.&lt;br /&gt;
&lt;a href=&quot;http://multimediaengineering.blogspot.pt/p/gamming.html&quot;&gt; [voltar...] &lt;/a&gt;&lt;br /&gt;
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&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 14px;&quot;&gt;30 Seconds To Mars - Hurricane&lt;/div&gt;&lt;br /&gt;
&lt;object style=&quot;height: 390px; width: 640px;&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/K-7EtPPIlm8?version=3&amp;feature=player_detailpage&quot;&gt;&lt;param name=&quot;allowFullScreen&quot; value=&quot;true&quot;&gt;&lt;param name=&quot;allowScriptAccess&quot; value=&quot;always&quot;&gt;&lt;embed src=&quot;http://www.youtube.com/v/K-7EtPPIlm8?version=3&amp;feature=player_detailpage&quot; type=&quot;application/x-shockwave-flash&quot; allowfullscreen=&quot;true&quot; allowScriptAccess=&quot;always&quot; width=&quot;600&quot; height=&quot;360&quot;&gt;&lt;/object&gt;&lt;br /&gt;
&lt;br /&gt;
O vocalista Jared Leto disse à Billboard.com que está grato pela banda, pelas três nomeações ao MTV Video Music Award para &quot;Hurricane&quot;. O vídeo de 14 minutos está nomeado para Melhor Fotografia, Melhor Direção e Melhor Edição.&lt;a href=&quot;http://multimediaengineering.blogspot.pt/p/gamming.html&quot;&gt; [voltar...] &lt;/a&gt;&lt;br /&gt;
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&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 14px;&quot;&gt;Placebo - Infra-red &lt;/div&gt;&lt;br /&gt;
&lt;object style=&quot;height: 390px; width: 640px;&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/i5p1fTypyR4?version=3&amp;feature=player_detailpage&quot;&gt;&lt;param name=&quot;allowFullScreen&quot; value=&quot;true&quot;&gt;&lt;param name=&quot;allowScriptAccess&quot; value=&quot;always&quot;&gt;&lt;embed src=&quot;http://www.youtube.com/v/i5p1fTypyR4?version=3&amp;feature=player_detailpage&quot; type=&quot;application/x-shockwave-flash&quot; allowfullscreen=&quot;true&quot; allowScriptAccess=&quot;always&quot; width=&quot;600&quot; height=&quot;360&quot;&gt;&lt;/object&gt;&lt;br /&gt;
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O vídeo está ótimo! não é um daqueles vídeos básicos, este mantém-te concentrado e é muito cool! (:&lt;a href=&quot;http://multimediaengineering.blogspot.pt/p/gamming.html&quot;&gt; [voltar...] &lt;/a&gt;&lt;br /&gt;
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&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 14px;&quot;&gt;Linkin Park - The Catalyst&lt;/div&gt;&lt;br /&gt;
&lt;object style=&quot;height: 390px; width: 640px;&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/51iquRYKPbs?version=3&amp;feature=player_detailpage&quot;&gt;&lt;param name=&quot;allowFullScreen&quot; value=&quot;true&quot;&gt;&lt;param name=&quot;allowScriptAccess&quot; value=&quot;always&quot;&gt;&lt;embed src=&quot;http://www.youtube.com/v/51iquRYKPbs?version=3&amp;feature=player_detailpage&quot; type=&quot;application/x-shockwave-flash&quot; allowfullscreen=&quot;true&quot; allowScriptAccess=&quot;always&quot; width=&quot;600&quot; height=&quot;360&quot;&gt;&lt;/object&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span class=&quot;hps&quot;&gt;&quot;The Catalyst&quot;&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;é&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;do novo álbum&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;A Thousand Suns&lt;/span&gt;&lt;a href=&quot;http://multimediaengineering.blogspot.pt/p/gamming.html&quot;&gt; [voltar...] &lt;/a&gt;&lt;br /&gt;
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&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 14px;&quot;&gt;Muse-Starlight(Live At Wembley Stadium)&lt;/div&gt;&lt;br /&gt;
&lt;object style=&quot;height: 390px; width: 640px;&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/Ms6GhWCA9d8?version=3&amp;feature=player_detailpage&quot;&gt;&lt;param name=&quot;allowFullScreen&quot; value=&quot;true&quot;&gt;&lt;param name=&quot;allowScriptAccess&quot; value=&quot;always&quot;&gt;&lt;embed src=&quot;http://www.youtube.com/v/Ms6GhWCA9d8?version=3&amp;feature=player_detailpage&quot; type=&quot;application/x-shockwave-flash&quot; allowfullscreen=&quot;true&quot; allowScriptAccess=&quot;always&quot; width=&quot;600&quot; height=&quot;360&quot;&gt;&lt;/object&gt;&lt;br /&gt;
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&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;pt&quot;&gt;&lt;span class=&quot;hps&quot;&gt;Esse momento&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;incrível quando&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;se chora&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;ao ouvir&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;esta&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;canção&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;..&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;Felizmente&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;que&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;há uma banda&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;como Muse&lt;/span&gt; &lt;span class=&quot;hps atn&quot;&gt;mantém a &quot;&lt;/span&gt;&lt;span class=&quot;&quot;&gt;MUSEic&lt;/span&gt;&lt;span class=&quot;&quot;&gt;&quot; Clean,&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;Fantástico&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;e&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;Criativo&lt;/span&gt;&lt;span class=&quot;&quot;&gt;!&lt;/span&gt;&lt;/span&gt;&lt;a href=&quot;http://multimediaengineering.blogspot.pt/p/gamming.html&quot;&gt; [voltar...] &lt;/a&gt;&lt;br /&gt;
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&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 14px;&quot;&gt;Paramore: Decode&lt;/div&gt;&lt;br /&gt;
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&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;pt&quot;&gt;&lt;span class=&quot;hps&quot;&gt;Um clipe de&lt;/span&gt; &lt;span class=&quot;hps atn&quot;&gt;&quot;&lt;/span&gt;&lt;span class=&quot;&quot;&gt;Decode&lt;/span&gt;&lt;span class=&quot;&quot;&gt;&quot;&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;do Paramore&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;vídeo&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;da&lt;/span&gt; banda&lt;span class=&quot;hps&quot;&gt; sonora&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;&quot;Twilight&quot;&lt;/span&gt;&lt;span class=&quot;hps&quot;&gt;&lt;/span&gt;&lt;span class=&quot;hps&quot;&gt;&lt;/span&gt;!&lt;/span&gt;&lt;a href=&quot;http://multimediaengineering.blogspot.pt/p/gamming.html&quot;&gt; [voltar...] &lt;/a&gt;&lt;br /&gt;
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&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 14px;&quot;&gt;U2 - Magnificent&lt;/div&gt;&lt;br /&gt;
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&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;pt&quot;&gt;&lt;span class=&quot;hps&quot;&gt;U2&lt;/span&gt; - T&lt;/span&gt;&lt;span class=&quot;short_text&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot;&gt;he&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;Magnificent&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;pt&quot;&gt;&lt;span class=&quot;hps&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;a href=&quot;http://multimediaengineering.blogspot.pt/p/gamming.html&quot;&gt; [voltar...] &lt;/a&gt;&lt;br /&gt;
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&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 14px;&quot;&gt;Evanescence - Sweet Sacrifice &lt;/div&gt;&lt;br /&gt;
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&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;pt&quot;&gt;&lt;span class=&quot;hps&quot;&gt;Evanescence&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;Sweet Sacrifice&lt;/span&gt;&lt;span class=&quot;&quot;&gt;.&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;(C&lt;/span&gt;&lt;span class=&quot;&quot;&gt;) 2006&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;Wind-Up&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;Records.&lt;/span&gt;&lt;span class=&quot;hps&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;a href=&quot;http://multimediaengineering.blogspot.pt/p/gamming.html&quot;&gt; [voltar...] &lt;/a&gt;&lt;br /&gt;
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&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 14px;&quot;&gt;Armin van Buuren ft Sharon den Adel - In and Out of Love&lt;/div&gt;&lt;br /&gt;
&lt;object style=&quot;height: 390px; width: 640px;&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/TxvpctgU_s8?version=3&amp;feature=player_detailpage&quot;&gt;&lt;param name=&quot;allowFullScreen&quot; value=&quot;true&quot;&gt;&lt;param name=&quot;allowScriptAccess&quot; value=&quot;always&quot;&gt;&lt;embed src=&quot;http://www.youtube.com/v/TxvpctgU_s8?version=3&amp;feature=player_detailpage&quot; type=&quot;application/x-shockwave-flash&quot; allowfullscreen=&quot;true&quot; allowScriptAccess=&quot;always&quot; width=&quot;600&quot; height=&quot;360&quot;&gt;&lt;/object&gt;&lt;br /&gt;
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Uma das melhores vozes femininas do mundo... Sharon den Adel.&lt;/div&gt;&lt;a href=&quot;http://multimediaengineering.blogspot.pt/p/gamming.html&quot;&gt; [voltar...] &lt;/a&gt;&lt;br /&gt;
</content><link rel='replies' type='application/atom+xml' href='http://multimediaengineering.blogspot.com/feeds/1764598661835735438/comments/default' title='Enviar feedback'/><link rel='replies' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/music.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/1764598661835735438'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/1764598661835735438'/><link rel='alternate' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/music.html' title='Music'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-830140711410188808.post-4486286496981380238</id><published>2012-04-06T22:56:00.000+01:00</published><updated>2012-04-21T00:36:47.888+01:00</updated><title type='text'>Movies</title><content type='html'>&lt;hr&gt;&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div style=&quot;font-family: arial; font-size: 14px;&quot;&gt;&quot;Battleship - Batalha Naval&quot; - Trailer Oficial 2 Legendado (Portugal)&lt;/div&gt;&lt;br /&gt;
&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;360&quot; src=&quot;http://www.youtube.com/embed/ZtSLXfNFHm4&quot; width=&quot;600&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;
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Peter Berg produz e realiza &quot;Battleship -- Batalha Naval&quot;, um épico filme de ação e aventura que se desenrola entre o mar, o ar e a terra, no momento em que o nosso planeta luta pela sobrevivência contra uma força superior.&lt;br /&gt;
Baseado no clássico jogo de guerra naval da Hasbro, Batalha Naval, o filme conta com um elenco de atores de renome, entre eles Taylor Kitsch, Brooklyn Decker, Alexander Skarsgård, Rihanna e Liam Neeson.&lt;a href=&quot;http://multimediaengineering.blogspot.pt/p/gamming.html&quot;&gt; [voltar...] &lt;/a&gt;&lt;br /&gt;
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&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 14px;&quot;&gt;Missão Impossível: Operação Fantasma&lt;/div&gt;&lt;br /&gt;
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Acusado do atentado terrorista ao Kremlin, o operacional do FMI Ethan Hunt é renegado bem como o resto da agência.&lt;a href=&quot;http://multimediaengineering.blogspot.pt/p/gamming.html&quot;&gt; [voltar...] &lt;/a&gt;&lt;br /&gt;
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&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 14px;&quot;&gt;MS One: Maximum Security (2012) &lt;/div&gt;&lt;br /&gt;
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Um homem injustamente condenado por conspiração para cometer espionagem contra os EUA é lhe oferecida a liberdade se ele resgatar a filha do presidente de uma prisão tomada pelos presos internos e violentos.&lt;a href=&quot;http://multimediaengineering.blogspot.pt/p/gamming.html&quot;&gt; [voltar...] &lt;/a&gt;&lt;br /&gt;
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&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 14px;&quot;&gt;Um Homem no Limite (2012) &lt;/div&gt;&lt;br /&gt;
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A construção do clima de tensão crescente na narrativa, e o uso de um protagonista capaz de cativar o espectador, são elementos importantes para que um filme de ação conclua seus objetivos com louvor. O longa À Beira do Abismo, do diretor Asger Leth, acerta em cheio nestes itens. Infelizmente, há elementos no roteiro que reduzem o potencial da história. Resultado: um filme mediano, porém leve, divertido, explosivo, e com alguma crítica social.&lt;br /&gt;
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União de ação e humor é um dos pontos fortes do filme.&lt;a href=&quot;http://multimediaengineering.blogspot.pt/p/gamming.html&quot;&gt; [voltar...] &lt;/a&gt;&lt;br /&gt;
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&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 14px;&quot;&gt;THE GREY Movie Trailer 2012 Official Teaser [HD]&lt;/div&gt;&lt;br /&gt;
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No Alasca, uma equipa de perfuração de petróleo luta para sobreviver depois de um desastre de avião. Um bando de lobos que os vêem como intrusos querem caça-los...&lt;a href=&quot;http://multimediaengineering.blogspot.pt/p/gamming.html&quot;&gt; [voltar...] &lt;/a&gt;&lt;br /&gt;
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&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 14px;&quot;&gt;The Girl with the Dragon Tattoo HD Trailer - David Fincher Version (2011)&lt;/div&gt;&lt;br /&gt;
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Jornalista Mikael Blomkvist é auxiliado na busca de uma mulher que está desaparecida há quarenta anos (Lisbeth Salander, uma jovem hacker de computador).&lt;a href=&quot;http://multimediaengineering.blogspot.pt/p/gamming.html&quot;&gt; [voltar...] &lt;/a&gt;&lt;br /&gt;
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&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 14px;&quot;&gt;A Árvore da Vida (2011) &lt;/div&gt;&lt;br /&gt;
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A história gira em torno de uma família com três filhos na década de 1950. O filho mais velho testemunha a perda da inocência...&lt;/div&gt;&lt;/div&gt;&lt;a href=&quot;http://multimediaengineering.blogspot.pt/p/gamming.html&quot;&gt; [voltar...] &lt;/a&gt;&lt;br /&gt;
</content><link rel='replies' type='application/atom+xml' href='http://multimediaengineering.blogspot.com/feeds/4486286496981380238/comments/default' title='Enviar feedback'/><link rel='replies' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/movies.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/4486286496981380238'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/4486286496981380238'/><link rel='alternate' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/movies.html' title='Movies'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/ZtSLXfNFHm4/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-830140711410188808.post-5329420352524834548</id><published>2012-04-05T22:55:00.000+01:00</published><updated>2012-04-21T00:40:39.950+01:00</updated><title type='text'>Gaming</title><content type='html'>&lt;hr&gt;&lt;span style=&quot;font-family: arial; font-size: 14px;&quot;&gt;Call of Duty: Modern W...: Walkthrough - Part 1 (Mission 1: Black Tuesday)&lt;/span&gt;&lt;br /&gt;
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&lt;object style=&quot;height: 390px; width: 640px;&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/Jaw5YRAz5YM?version=3&amp;feature=player_detailpage&quot;&gt;&lt;param name=&quot;allowFullScreen&quot; value=&quot;true&quot;&gt;&lt;param name=&quot;allowScriptAccess&quot; value=&quot;always&quot;&gt;&lt;embed src=&quot;http://www.youtube.com/v/Jaw5YRAz5YM?version=3&amp;feature=player_detailpage&quot; type=&quot;application/x-shockwave-flash&quot; allowfullscreen=&quot;true&quot; allowScriptAccess=&quot;always&quot; width=&quot;600&quot; height=&quot;360&quot;&gt;&lt;/object&gt;&lt;br /&gt;
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&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;pt&quot;&gt;&lt;span class=&quot;hps&quot;&gt;Excelente&lt;/span&gt;&lt;span class=&quot;hps&quot;&gt; jogo do tipo 1º Person Shooter: &lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;Call of Duty.&lt;/span&gt;&lt;span class=&quot;hps&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;a href=&quot;http://multimediaengineering.blogspot.pt/p/gamming.html&quot;&gt; [voltar...] &lt;/a&gt;&lt;br /&gt;
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&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 14px;&quot;&gt;Doom 3 Gameplay [HD]&lt;/div&gt;&lt;br /&gt;
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&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;pt&quot;&gt;&lt;span class=&quot;hps&quot;&gt;Um dos melhores jogos do género&lt;/span&gt;: &lt;span class=&quot;hps&quot;&gt;Doom 3.&lt;/span&gt;&lt;/span&gt;&lt;a href=&quot;http://multimediaengineering.blogspot.pt/p/gamming.html&quot;&gt; [voltar...] &lt;/a&gt;&lt;br /&gt;
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&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 14px;&quot;&gt;Resident Evil The Mercenaries 3D: Debut Trailer&lt;/div&gt;&lt;br /&gt;
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Cuidado! Os Zombies andam loucos!!!&lt;br /&gt;
&lt;div class=&quot;almost_half_cell&quot; id=&quot;gt-res-content&quot;&gt;&lt;div dir=&quot;ltr&quot; style=&quot;zoom: 1;&quot;&gt;&lt;br /&gt;
&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;pt&quot;&gt;&lt;span class=&quot;hps&quot;&gt;Jogue&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;alguns dos&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;momentos mais&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;cheios de acção&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;de&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;Resident&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;Evils&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;4 e 5&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;com&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;Resident Evil&lt;/span&gt;.&lt;span class=&quot;hps&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;a href=&quot;http://multimediaengineering.blogspot.pt/p/gamming.html&quot;&gt; [voltar...] &lt;/a&gt;&lt;br /&gt;
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&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 14px;&quot;&gt;Metal Gear Solid Rising 2011 Trailler&lt;/div&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;&lt;object style=&quot;height: 350px; width: 650px;&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/0eqH4mJ-A_I?version=3&amp;feature=player_detailpage&quot;&gt;&lt;param name=&quot;allowFullScreen&quot; value=&quot;true&quot;&gt;&lt;param name=&quot;allowScriptAccess&quot; value=&quot;always&quot;&gt;&lt;embed src=&quot;http://www.youtube.com/v/0eqH4mJ-A_I?version=3&amp;feature=player_detailpage&quot; type=&quot;application/x-shockwave-flash&quot; allowfullscreen=&quot;true&quot; allowScriptAccess=&quot;always&quot; width=&quot;600&quot; height=&quot;360&quot;&gt;&lt;/object&gt; &lt;/div&gt;&lt;br /&gt;
&lt;span class=&quot;hps&quot;&gt;Raiden&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;retorna&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;para obter&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;uma nova fatia&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;de&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;vida &lt;/span&gt;&lt;span class=&quot;hps&quot;&gt;da&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;saga&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;Metal Gear&lt;/span&gt;!&lt;br /&gt;
&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;pt&quot;&gt;&lt;span class=&quot;hps&quot;&gt; &lt;br /&gt;
Veja o&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;ninja&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;cyborg&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;em ação&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;no trailer&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;dos&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;Video Awards&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;Spike&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;Game&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;de&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;2011!&lt;/span&gt;&lt;/span&gt;&lt;a href=&quot;http://multimediaengineering.blogspot.pt/p/gamming.html&quot;&gt; [voltar...] &lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;hr /&gt;&lt;div style=&quot;font-family: arial; font-size: 14px;&quot;&gt;The original intro cinematic for World of Warcraft&lt;/div&gt;&lt;br /&gt;
&lt;object style=&quot;height: 390px; width: 640px;&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/RaHfd451n7E?version=3&amp;feature=player_detailpage&quot;&gt;&lt;param name=&quot;allowFullScreen&quot; value=&quot;true&quot;&gt;&lt;param name=&quot;allowScriptAccess&quot; value=&quot;always&quot;&gt;&lt;embed src=&quot;http://www.youtube.com/v/RaHfd451n7E?version=3&amp;feature=player_detailpage&quot; type=&quot;application/x-shockwave-flash&quot; allowfullscreen=&quot;true&quot; allowScriptAccess=&quot;always&quot; width=&quot;600&quot; height=&quot;360&quot;&gt;&lt;/object&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;pt&quot;&gt;&lt;span class=&quot;hps&quot;&gt;Descubra&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;World of Warcraft&lt;/span&gt;&lt;span class=&quot;&quot;&gt;!&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;Aprenda&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;dicas e guias&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;para melhorar&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;o seu jogo&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;WoW.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;a href=&quot;http://multimediaengineering.blogspot.pt/p/gamming.html&quot;&gt; [voltar...] &lt;/a&gt;&lt;br /&gt;
</content><link rel='replies' type='application/atom+xml' href='http://multimediaengineering.blogspot.com/feeds/5329420352524834548/comments/default' title='Enviar feedback'/><link rel='replies' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/gaming.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/5329420352524834548'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/5329420352524834548'/><link rel='alternate' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/gaming.html' title='Gaming'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-830140711410188808.post-8879019415021808672</id><published>2012-04-04T14:58:00.001+01:00</published><updated>2012-04-04T14:59:36.346+01:00</updated><title type='text'>Primeiro Ultrabook com conexão 4G LTE é lançado na CeBIT</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOeNWePPTJI7B7shFv0YxYyiKasgwGi5Jhy8V2Dqv9bHU-vsKsLAa0NtXSgu93CirMpiB19Vdh4DbT8H_Ztq3OTStBAIoHvwz14QCtNITbh_jFsKe1d2pgETzHyhUBLnNMcWqJftzuTw3h/s1600/2255305-0632-rec.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;239&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOeNWePPTJI7B7shFv0YxYyiKasgwGi5Jhy8V2Dqv9bHU-vsKsLAa0NtXSgu93CirMpiB19Vdh4DbT8H_Ztq3OTStBAIoHvwz14QCtNITbh_jFsKe1d2pgETzHyhUBLnNMcWqJftzuTw3h/s320/2255305-0632-rec.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Apresentado na CeBIT, Lifebook tem espessura de 16mm&lt;br /&gt;
&lt;i&gt;&lt;/i&gt;&lt;br /&gt;
A fabricante japonesa Fujitsu apresentou o Lifebook Ultrabook
 UH571 - o primeiro computador superfino com conexão 4G LTE -, na CeBIT,
 a maior feira de tecnologia da informação e comunicação do mundo, que 
acontece em Hannover, na Alemanha.&lt;br /&gt;
&lt;div class=&quot;page fontsize p1 printing&quot; id=&quot;SearchKey_Text1&quot;&gt;
A espessura do Lifebook é de 16mm, com pedo de 1,5Kg e tem tela de 14
 polegadas. O processador da máquina é Ivy Bridge de baixa voltagem e 
Core i3 a 17. Além disso, ele tem duas portas USB, webcam, entrada HDMI,
 entrada para microSD, entrada de aúdio e tem o teclado retroiluminado.&lt;br /&gt;
O Lifebook também tem um reforço na questão de segurança, uma vez que
 ele foi feito para atender um público executivo que está em constante 
movimento. A fabricante esperar colocar o gadget no mercado europeu em 
julho deste ano a um valor de 699 euros.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://multimediaengineering.blogspot.com/feeds/8879019415021808672/comments/default' title='Enviar feedback'/><link rel='replies' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/primeiro-ultrabook-com-conexao-4g-lte-e.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/8879019415021808672'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/830140711410188808/posts/default/8879019415021808672'/><link rel='alternate' type='text/html' href='http://multimediaengineering.blogspot.com/2012/04/primeiro-ultrabook-com-conexao-4g-lte-e.html' title='Primeiro Ultrabook com conexão 4G LTE é lançado na CeBIT'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOeNWePPTJI7B7shFv0YxYyiKasgwGi5Jhy8V2Dqv9bHU-vsKsLAa0NtXSgu93CirMpiB19Vdh4DbT8H_Ztq3OTStBAIoHvwz14QCtNITbh_jFsKe1d2pgETzHyhUBLnNMcWqJftzuTw3h/s72-c/2255305-0632-rec.jpg" height="72" width="72"/><thr:total>0</thr:total></entry></feed>