<?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-533745627793809499</id><updated>2026-10-13T06:56:52.485-03:00</updated><category term="Vídeo-aula"/><category term="Idade Contemporânea"/><category term="Idade Média"/><category term="Opinião"/><category term="Idade Antiga"/><category term="América"/><category term="Brasil República"/><category term="Idade Moderna"/><category term="Mapa Histórico"/><category term="Humor"/><category term="Educação"/><category term="Música"/><category term="Brasil Colônia"/><category term="Brasil Império"/><category term="História da Arte"/><category term="Filmes"/><category term="Pré-História"/><category term="Política"/><title type='text'>Histórias e Estórias</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://thiagohmlopes.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://thiagohmlopes.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><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><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>116</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-533745627793809499.post-3469238824974501003</id><published>2017-02-25T11:28:00.000-03:00</published><updated>2017-02-25T11:28:07.823-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Brasil República"/><category scheme="http://www.blogger.com/atom/ns#" term="Idade Contemporânea"/><category scheme="http://www.blogger.com/atom/ns#" term="Música"/><title type='text'>Música e História: Sabaton - Smoking Snakes.</title><content type='html'>&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;315&quot; src=&quot;https://www.youtube.com/embed/1M7sUCElJK0?rel=0&quot; width=&quot;560&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;b&gt;Banda sueca Sabaton,homenageando os três soldados brasileiros (FEB) que resistiram até a morte uma investida nazista na Itália durante a II Guerra Mundial. Ficaram conhecidos, pelos próprios alemães, como &quot;Drei Brasilianische helden&quot; (Três heróis brasileiros). Eram eles: Geraldo Baêta da Cruz, Arlindo Lúcio da Silva e Geraldo Rodrigues de Souza.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://thiagohmlopes.blogspot.com/feeds/3469238824974501003/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://thiagohmlopes.blogspot.com/2017/02/musica-e-historia-sabaton-smoking-snakes.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/3469238824974501003'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/3469238824974501003'/><link rel='alternate' type='text/html' href='http://thiagohmlopes.blogspot.com/2017/02/musica-e-historia-sabaton-smoking-snakes.html' title='Música e História: Sabaton - Smoking Snakes.'/><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/1M7sUCElJK0/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-533745627793809499.post-1848373416807456166</id><published>2017-02-10T13:05:00.002-03:00</published><updated>2017-02-10T13:06:43.960-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Música"/><title type='text'>Música e História: Therion - Son of The Sun.</title><content type='html'>&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;315&quot; src=&quot;https://www.youtube.com/embed/T-TpT6miDJ8&quot; width=&quot;560&quot;&gt;&lt;/iframe&gt;

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&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;b&gt;Banda sueca, Therion, abordando o tema da Reforma Religiosa do Faraó Amenófis IV (Akhnaton, Aquenáton), quando o politeísmo foi substituído, temporariamente, pelo monoteísmo.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://thiagohmlopes.blogspot.com/feeds/1848373416807456166/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://thiagohmlopes.blogspot.com/2017/02/musica-e-historia-therion-son-of-sun.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/1848373416807456166'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/1848373416807456166'/><link rel='alternate' type='text/html' href='http://thiagohmlopes.blogspot.com/2017/02/musica-e-historia-therion-son-of-sun.html' title='Música e História: Therion - Son of The Sun.'/><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/T-TpT6miDJ8/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-533745627793809499.post-3245973992241115562</id><published>2017-01-26T21:23:00.004-03:00</published><updated>2017-01-26T21:23:34.935-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Música"/><title type='text'>Música e História: Iron Maiden - Aces High.</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Aborda a Guerra Aérea sobre a Inglaterra (Londres), entre a Real Air Force (RAF) e a Luftwaffe, durante a II Guerra Mundial:&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;315&quot; src=&quot;https://www.youtube.com/embed/vmwyGn_RGns?rel=0&quot; width=&quot;560&quot;&gt;&lt;/iframe&gt;
</content><link rel='replies' type='application/atom+xml' href='http://thiagohmlopes.blogspot.com/feeds/3245973992241115562/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://thiagohmlopes.blogspot.com/2017/01/musica-e-historia-iron-maiden-aces-high.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/3245973992241115562'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/3245973992241115562'/><link rel='alternate' type='text/html' href='http://thiagohmlopes.blogspot.com/2017/01/musica-e-historia-iron-maiden-aces-high.html' title='Música e História: Iron Maiden - Aces High.'/><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/vmwyGn_RGns/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-533745627793809499.post-7973570315502025475</id><published>2015-04-17T11:12:00.004-03:00</published><updated>2017-01-26T21:26:20.319-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Música"/><title type='text'>Música e História: Iron Maiden - Alexander the Great.</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Faz uma pequena biografia da vida do conquistador macedônio Alexandre &#39;o Grande&#39;:&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;480&quot; src=&quot;https://www.youtube.com/embed/FZPrm4KD0CU?rel=0&quot; width=&quot;520&quot;&gt;&lt;/iframe&gt;</content><link rel='replies' type='application/atom+xml' href='http://thiagohmlopes.blogspot.com/feeds/7973570315502025475/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://thiagohmlopes.blogspot.com/2015/04/musica-e-historia-iron-maiden-alexander.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/7973570315502025475'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/7973570315502025475'/><link rel='alternate' type='text/html' href='http://thiagohmlopes.blogspot.com/2015/04/musica-e-historia-iron-maiden-alexander.html' title='Música e História: Iron Maiden - Alexander the Great.'/><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/FZPrm4KD0CU/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-533745627793809499.post-4043476251357129733</id><published>2014-07-10T18:43:00.001-03:00</published><updated>2014-07-10T18:45:40.117-03:00</updated><title type='text'>Muito Além do Cidadão Kane - Documentário sobre o tema da Indústria Cultural.</title><content type='html'>&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;360&quot; src=&quot;//www.youtube.com/embed/MtQTejGeL4M?rel=0&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;</content><link rel='replies' type='application/atom+xml' href='http://thiagohmlopes.blogspot.com/feeds/4043476251357129733/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://thiagohmlopes.blogspot.com/2014/07/muito-alem-do-cidadao-kane-documentario.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/4043476251357129733'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/4043476251357129733'/><link rel='alternate' type='text/html' href='http://thiagohmlopes.blogspot.com/2014/07/muito-alem-do-cidadao-kane-documentario.html' title='Muito Além do Cidadão Kane - Documentário sobre o tema da Indústria Cultural.'/><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-533745627793809499.post-5474422625653883252</id><published>2012-11-27T18:10:00.002-03:00</published><updated>2012-11-27T18:10:25.342-03:00</updated><title type='text'>Chaves de Respostas - UFRN 2013 - História Geral e RN.</title><content type='html'>&lt;iframe allowfullscreen=&quot;allowfullscreen&quot; frameborder=&quot;0&quot; height=&quot;511&quot; marginheight=&quot;0&quot; marginwidth=&quot;0&quot; mozallowfullscreen=&quot;mozallowfullscreen&quot; scrolling=&quot;no&quot; src=&quot;http://www.slideshare.net/slideshow/embed_code/15375465&quot; style=&quot;border-width: 1px 1px 0; border: 1px solid #CCC; margin-bottom: 5px;&quot; webkitallowfullscreen=&quot;webkitallowfullscreen&quot; width=&quot;479&quot;&gt; &lt;/iframe&gt; &lt;br /&gt;
&lt;div style=&quot;margin-bottom: 5px;&quot;&gt;
&lt;b&gt; &lt;/b&gt;&lt;b&gt;&lt;a href=&quot;http://www.slideshare.net/thiagohmlopes&quot; target=&quot;_blank&quot;&gt;&lt;/a&gt;&lt;/b&gt; &lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://thiagohmlopes.blogspot.com/feeds/5474422625653883252/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://thiagohmlopes.blogspot.com/2012/11/chaves-de-respostas-ufrn-2013-historia.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/5474422625653883252'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/5474422625653883252'/><link rel='alternate' type='text/html' href='http://thiagohmlopes.blogspot.com/2012/11/chaves-de-respostas-ufrn-2013-historia.html' title='Chaves de Respostas - UFRN 2013 - História Geral e RN.'/><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-533745627793809499.post-97511851919051563</id><published>2012-03-30T16:08:00.004-03:00</published><updated>2012-03-30T16:51:59.935-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="América"/><category scheme="http://www.blogger.com/atom/ns#" term="Filmes"/><category scheme="http://www.blogger.com/atom/ns#" term="Idade Moderna"/><title type='text'>Rip Van Winkle - Lenda sobre a Independência dos EUA.</title><content type='html'>&lt;div style=&quot;text-align: justify; font-weight: bold;&quot;&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;Publicado por Washington Irving (escritor, historiador, também autor de &lt;span style=&quot;font-style: italic;&quot;&gt;&quot;A Lenda do Cavaleiro Sem Cabeça&quot;&lt;/span&gt;, ambos partes da publicação &lt;span style=&quot;font-style: italic;&quot;&gt;&quot;Sleepy Hollow&quot;&lt;/span&gt;), em 1819, &lt;span style=&quot;font-style: italic;&quot;&gt;Rip Van Winkle&lt;/span&gt; é um conto infanto-juvenil que narra as transformações promovidas pela &lt;span style=&quot;font-style: italic;&quot;&gt;Independência dos EUA&lt;/span&gt; de 1776, percebidas por um personagem que passou vinte anos em profundo sono durante o processo da &lt;span style=&quot;font-style: italic;&quot;&gt;Revolução Americana&lt;/span&gt;.&lt;/span&gt;&lt;br  style=&quot;font-family:arial;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify; font-weight: bold;&quot;&gt;&lt;br  style=&quot;font-family:arial;&quot;&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;A estória se resume da seguinte forma: &lt;/span&gt;&lt;br  style=&quot;font-family:arial;&quot;&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;&quot;&lt;span style=&quot;font-style: italic;&quot;&gt;Rip Van Winkle&lt;/span&gt; não  gostava de trabalhar e vivia no bar. Um dia, para não ouvir as  reclamações da sua esposa, resolveu ir para as montanhas (&lt;span style=&quot;font-style: italic;&quot;&gt;Catskill&lt;/span&gt;, em Nova York), passou lá o dia todo  com seu cachorro (Lobo). Quando pensava em voltar, ele viu um senhor (classificado em algumas publicações como um anão) de barbas  brancas subindo a montanha carregando um barril. &lt;span style=&quot;font-style: italic;&quot;&gt;Rip&lt;/span&gt; ofereceu ajuda ao  homem e subiu com o barril de bebida alcoólica nas costas (cerveja holandesa), até um prédio onde havia vários  outros anões. Todos beberam do barril até tarde, quando &lt;span style=&quot;font-style: italic;&quot;&gt;Winkle&lt;/span&gt; decidiu  dormir.&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5jxivrsaR30T6Bxyy6LxruPzetk4RlAzG2onIsNdc-ZntPzMzchS8byF_9xOdRAhgtp4RSh1XBD4i6fdNJ7dirJKZz4mHxa8aFjVm-bnFgdboOQELXPtMDabZ-eyW2HgaSaQ9iT8UpQkS/s1600/ripvanwinkle.jpeg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 226px; height: 192px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5jxivrsaR30T6Bxyy6LxruPzetk4RlAzG2onIsNdc-ZntPzMzchS8byF_9xOdRAhgtp4RSh1XBD4i6fdNJ7dirJKZz4mHxa8aFjVm-bnFgdboOQELXPtMDabZ-eyW2HgaSaQ9iT8UpQkS/s200/ripvanwinkle.jpeg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5725778363658461058&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;Após acordar, &lt;span style=&quot;font-style: italic;&quot;&gt;Rip&lt;/span&gt; procurou o cachorro, porém não o encontrou, desceu a  montanha de volta à cidade. Ele vai até a sua casa e está toda  destruída, depois foi até o bar, procura os amigos, mas descobre  que houve uma guerra e que muitos morreram. Uma jovem o encontra e diz  que seu pai nunca voltou das montanhas e que sua mãe morreu e com isso,  passaram-se 20 anos. Ela também não o reconhece devido a sua grande  barba, mas tratava-se de sua filha. Ele volta então para casa de sua  filha e não trabalha mais, por ser muito velho, da maneira como queria antes. &lt;/span&gt;&lt;br  style=&quot;font-family:arial;&quot;&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;Passou 20 anos dormindo, deixou de ser um fiel súdito do rei &lt;span style=&quot;font-style: italic;&quot;&gt;George III&lt;/span&gt; da Inglaterra e um amável membro da colônia inglesa de Nova York. Agora, via-se um cidadão livre, americano da recém-formada federação dos Estados Unidos da América. Em vez de prestar homenagem a um rei, ele agora tinha o direito de agir, de se expressar e de rezar, conforme estipulavam os direitos que por lei haviam sido decretados pelo Congresso. E, de quatro em quatro anos, ele poderia votar para um novo presidente que, como o de então, &lt;span style=&quot;font-style: italic;&quot;&gt;George Washington&lt;/span&gt;, exercia poderes delimitados por uma Constituição respaldada no consenso dos governados, os cidadãos. O fim de sua vida foi resumido a se divertir entretendo crianças e visitantes de Nova York que formavam fila para ouvir suas estórias&quot;.&lt;/span&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_HF0nuTldYXPFMVPdqT9aRheS0OupWq6y4_aBhHxzD9xa982aWCCJPQawynOabX-p5DkBm-_6LFxs6Yw39jjznHnpU9BZRwn6oaS7hMjNxMwUCZPKp_98iYGqghwQ52hHbQS6jMXoZTPY/s1600/ripreturn.jpeg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 232px; height: 190px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_HF0nuTldYXPFMVPdqT9aRheS0OupWq6y4_aBhHxzD9xa982aWCCJPQawynOabX-p5DkBm-_6LFxs6Yw39jjznHnpU9BZRwn6oaS7hMjNxMwUCZPKp_98iYGqghwQ52hHbQS6jMXoZTPY/s200/ripreturn.jpeg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5725778367855344562&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br face=&quot;arial&quot;&gt;&lt;/div&gt;&lt;br face=&quot;arial&quot;&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;Na sequência, posto um vídeo (preto e branco, e mudo, obviamente) produzido em 1896, mas exibido em 1902, preservado pela Biblioteca do Congresso dos EUA, dirigido por &lt;span style=&quot;font-style: italic;&quot;&gt;W.K.L. Dickson&lt;/span&gt; e protagonizado por &lt;span style=&quot;font-style: italic;&quot;&gt;Joseph Jefferson&lt;/span&gt;. Devido a idade, esse vídeo hoje encontra-se sob Domínio Público.&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;460&#39; height=&#39;294&#39; src=&#39;https://www.blogger.com/video.g?token=AD6v5dymca9vpqI2-ZUyvUJYQcDciyNf17qc3nhy1OzRpZWGAh6ovAD997ewYW4gu6w8X3fl3C9PS0nyAyT6v_VFUg&#39; class=&#39;b-hbp-video b-uploaded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;/div&gt;</content><link rel='enclosure' type='video/mp4' href='http://www.blogger.com/video-play.mp4?contentId=7c13b1f70af6539a&amp;type=video/mp4' length='0'/><link rel='replies' type='application/atom+xml' href='http://thiagohmlopes.blogspot.com/feeds/97511851919051563/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://thiagohmlopes.blogspot.com/2012/03/rip-van-winkle-lenda-sobre.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/97511851919051563'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/97511851919051563'/><link rel='alternate' type='text/html' href='http://thiagohmlopes.blogspot.com/2012/03/rip-van-winkle-lenda-sobre.html' title='Rip Van Winkle - Lenda sobre a Independência dos EUA.'/><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/AVvXsEh5jxivrsaR30T6Bxyy6LxruPzetk4RlAzG2onIsNdc-ZntPzMzchS8byF_9xOdRAhgtp4RSh1XBD4i6fdNJ7dirJKZz4mHxa8aFjVm-bnFgdboOQELXPtMDabZ-eyW2HgaSaQ9iT8UpQkS/s72-c/ripvanwinkle.jpeg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-533745627793809499.post-7623178238729091303</id><published>2012-01-03T19:06:00.006-03:00</published><updated>2012-01-04T12:09:18.988-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Idade Antiga"/><category scheme="http://www.blogger.com/atom/ns#" term="Idade Contemporânea"/><title type='text'>Origens da festividade do Natal.</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot; font-weight: bold;font-family:arial;&quot;&gt;Ao contrário do que a maioria dos ocidentais pensam, o Natal não é uma data totalmente cristã. Suas origens remontam a culturas milênios mais velhas que a cristã, confirmada por fontes da instituição mais velha do cristianismo, a Igreja Católica:&lt;/span&gt;&lt;br style=&quot; font-weight: bold;font-family:arial;&quot;&gt;&lt;br style=&quot; font-weight: bold;font-family:arial;&quot;&gt;&lt;span style=&quot; font-weight: bold;font-family:arial;&quot;&gt;Enciclopédia Católica (edição de 1911): &lt;/span&gt;&lt;span style=&quot;font-style: italic;  font-weight: bold;font-family:arial;&quot;&gt;&quot;A festa do Natal não estava incluída entre as primeiras festividades da Igreja... os primeiros indícios dela são provenientes do Egito... os costumes pagãos relacionados com o princípio do ano se concentravam na festa do Natal&quot;&lt;/span&gt;&lt;span style=&quot; font-weight: bold;font-family:arial;&quot;&gt;.&lt;/span&gt;&lt;br style=&quot; font-weight: bold;font-family:arial;&quot;&gt;&lt;span style=&quot; font-weight: bold;font-family:arial;&quot;&gt; &lt;/span&gt;&lt;br style=&quot; font-weight: bold;font-family:arial;&quot;&gt;&lt;span style=&quot; font-weight: bold;font-family:arial;&quot;&gt; Orígenes, um dos chamados pais da Igreja, um dos filósofos da patrística: &lt;/span&gt;&lt;span style=&quot;font-style: italic;  font-weight: bold;font-family:arial;&quot;&gt;&quot;... não vemos nas Escrituras ninguém que haja celebrado uma festa ou celebrado um grande banquete no dia do seu natalício. Somente os pecadores (como Faraó e Herodes) celebraram com grande regozijo o dia em que nasceram neste mundo&quot;.&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;  font-weight: bold;font-family:arial;&quot;&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;  font-weight: bold;font-family:arial;&quot;&gt;&lt;/span&gt;&lt;span style=&quot; font-weight: bold;font-family:arial;&quot;&gt;As civilizações pagãs, como egípcios, persas e romanos, cultuavam outras divindades na referida data, especialmente por coincidir com o solstício de inverno naquelas regiões (hemisfério norte), simbolicamente um inconsciente coletivo, um pedido, de ressurreição do sol para o bem dos campos agrícolas. Por costume e transformação das festividades em tradição durante inúmeros anos, os velhos cultos em honra a Hórus, Mitra, Saturno, Apolo e o Sol Invictus, sinônimos para o próprio astro supremo que rege as estações do ano, serviram aos interesses imperiais, romanos e bizantinos, para consolidar certos valores à nova religião que se tornara alicerce político, facilitando a conversão de pagãos, visto que o cristianismo cresceu absurdamente durante 4 séculos da história romana, convertendo a maioria dos plebeus e escravos, ameaçando a governabilidade dos césares.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;     &lt;img style=&quot;width: 201px; height: 180px;&quot; 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&quot; alt=&quot;&quot; /&gt;      &lt;img style=&quot;width: 92px; height: 182px;&quot; 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&quot; alt=&quot;&quot; /&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Mitra e Hórus, deuses que também eram celebrados no dia 25/12. O primeiro é de origem persa, o segundo egípcia.&lt;/span&gt;&lt;br style=&quot;font-style: italic;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;br style=&quot; font-weight: bold;font-family:arial;&quot;&gt;&lt;span style=&quot; font-weight: bold;font-family:arial;&quot;&gt;Antes mesmo da unificação do cristianismo em Roma, diversos patriarcas já estabeleciam a data como celebração do suposto nascimento de Jesus, considerando-o como o próprio Sol ou superior a ele, como mostram os seguintes registros:&lt;/span&gt;&lt;br style=&quot; font-weight: bold;font-family:arial;&quot;&gt;&lt;br style=&quot; font-weight: bold;font-family:arial;&quot;&gt;&lt;span style=&quot; font-weight: bold;font-family:arial;&quot;&gt;&quot;&lt;/span&gt;&lt;span style=&quot;font-style: italic;  font-weight: bold;font-family:arial;&quot;&gt;Ó, quão maravilhosamente agiu Providência que naquele dia em que o sol nasceu... Cristo deveria nascer&lt;/span&gt;&lt;span style=&quot; font-weight: bold;font-family:arial;&quot;&gt;&quot;, Cipriano (de Antioquia) escreveu.&lt;/span&gt;&lt;sup style=&quot;font-family: arial; font-weight: bold;&quot; id=&quot;cite_ref-CathChrit_6-2&quot; class=&quot;reference&quot;&gt;&lt;a href=&quot;http://pt.wikipedia.org/wiki/Natal#cite_note-CathChrit-6&quot;&gt;&lt;/a&gt;&lt;/sup&gt;&lt;span style=&quot; font-weight: bold;font-family:arial;&quot;&gt; &lt;/span&gt;&lt;br style=&quot; font-weight: bold;font-family:arial;&quot;&gt;&lt;br style=&quot; font-weight: bold;font-family:arial;&quot;&gt;&lt;span style=&quot; font-weight: bold;font-family:arial;&quot;&gt;João Crisóstomo&lt;/span&gt;&lt;span style=&quot; font-weight: bold;font-family:arial;&quot;&gt;  (de Constantinopla) também comentou sobre a conexão: &lt;/span&gt;&lt;span style=&quot;font-style: italic;  font-weight: bold;font-family:arial;&quot;&gt;&quot;Eles [os pagãos] chamam isso de &#39;aniversário do  invicto&#39;. Quem de fato é tão invencível como Nosso Senhor...?&quot;&lt;/span&gt;&lt;span style=&quot; font-weight: bold;font-family:arial;&quot;&gt;.&lt;/span&gt;&lt;br style=&quot; font-weight: bold;font-family:arial;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img style=&quot;width: 161px; height: 172px;&quot; 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&quot; alt=&quot;&quot; /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Cristo representado como o Sol em um mausoléu cristão do século IV (Roma)&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br style=&quot; font-weight: bold;font-family:arial;&quot;&gt;&lt;span style=&quot; font-weight: bold;font-family:arial;&quot;&gt;O papa Júlio I, percebendo a importância estratégica da data para arrebanhar novos fiéis estabeleceu a data como dia oficial do nascimento de Cristo, no ano 350, ordenando o fim do culto ao Sol. O imperador bizantino (basileu) Justiniano, transformou a data em feriado oficial em todo o Império.&lt;/span&gt;&lt;br style=&quot; font-weight: bold;font-family:arial;&quot;&gt;&lt;br style=&quot; font-weight: bold;font-family:arial;&quot;&gt;&lt;span style=&quot; font-weight: bold;font-family:arial;&quot;&gt;Na Idade Média, diversos povos ainda não cristianizados, sincretizaram essa festividade romana com outras simbologias que já praticavam, dando origem às práticas de troca/doação de presentes, ornamentação de árvores (símbolo de vida e prosperidade para alguns povos antigos), presépios, entre outros.&lt;/span&gt; &lt;span style=&quot;font-weight: bold; font-family:arial;&quot;&gt;O quase monopólio cultural exercido pelo catolicismo, através de calendários (gregoriano) inclusive, também contribuiu para a consolidação dessa interpretação cristã para o dia 25/12.&lt;/span&gt;&lt;br style=&quot; font-weight: bold;font-family:arial;&quot;&gt;&lt;br  style=&quot; font-weight: bold;&quot;&gt;&lt;span style=&quot; font-weight: bold;font-family:arial;&quot;&gt;Mesmo com todo o significado de boas intenções do cristianismo, de solidariedade, de culto ao símbolo maior dessa religião, atualmente, a data é mais lembrada como uma celebração ao consumismo capitalista. O próprio Papai Noel, por exemplo, fruto do exemplo de São Nicolau (século III), é uma deturpação materialismo consumista, sendo representado mais por inspiração de uma bem sucedida campanha publicitária de refrigerantes nos anos 30 do século XX.&lt;/span&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img style=&quot;width: 138px; height: 196px;&quot; 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&quot; alt=&quot;&quot; /&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;São Nicolau, a primeira inspiração do Papai Noel.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;font-size:85%;&quot;&gt;&lt;span style=&quot;font-weight: bold; font-style: italic;&quot;&gt;PARA COMPLEMENTAR A POLÊMICA, CONFIRAM PARTE DO DOCUMENTÁRIO &quot;ZEITGEIST&quot;, DE PETER JOSEPH, SOBRE AS ORIGENS PAGÃS DO CRISTIANISMO:&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe src=&quot;http://www.youtube.com/embed/zB-XL3UwFKI?rel=0&quot; allowfullscreen=&quot;&quot; width=&quot;480&quot; frameborder=&quot;0&quot; height=&quot;292&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe src=&quot;http://www.youtube.com/embed/Qw4TDnb3skw?rel=0&quot; allowfullscreen=&quot;&quot; width=&quot;480&quot; frameborder=&quot;0&quot; height=&quot;292&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe src=&quot;http://www.youtube.com/embed/FYUem8LmO70?rel=0&quot; allowfullscreen=&quot;&quot; width=&quot;480&quot; frameborder=&quot;0&quot; height=&quot;292&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Considerem esse post como um complemento a outro post do ano passado de mesmo temática: &lt;a href=&quot;http://www.thiagohmlopes.blogspot.com/2012/01/origem-da-festividade-do-natal.html&quot;&gt;http://www.thiagohmlopes.blogspot.com/2012/01/origem-da-festividade-do-natal.html&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://thiagohmlopes.blogspot.com/feeds/7623178238729091303/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://thiagohmlopes.blogspot.com/2012/01/origem-da-festividade-do-natal.html#comment-form' title='2 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/7623178238729091303'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/7623178238729091303'/><link rel='alternate' type='text/html' href='http://thiagohmlopes.blogspot.com/2012/01/origem-da-festividade-do-natal.html' title='Origens da festividade do Natal.'/><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/zB-XL3UwFKI/default.jpg" height="72" width="72"/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-533745627793809499.post-2130709498304400974</id><published>2011-11-27T11:07:00.006-03:00</published><updated>2011-11-27T11:40:26.262-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Idade Contemporânea"/><title type='text'>O fim da URSS.</title><content type='html'>&lt;span&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;font-family: arial; &quot;&gt;FRACASSO DO PLANEJAMENTO:&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;font-family: arial; &quot;&gt;Na União Soviética, partir da década de 1970, o planejamento econômico, pilar do regime socialista (por oposição ao livre-mercado) começou a dar sinais de esgotamento. O controle rígido da economia pela burocracia estatal gerou estagnação em vez de crescimento. O Estado determinava o que e quanto produzir, onde comprar matérias-primas, qual o preço das mercadorias e o salário dos trabalhadores.&lt;/b&gt;&lt;/div&gt;&lt;span&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;font-family: arial; &quot;&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;font-family: arial; &quot;&gt;Os burocratas do partido só se preocupavam em cumprir as metas estabelecidas. A falta de concorrência levava ao desinteresse por um aprimoramento da qualidade dos produtos, bem como não havia motivo para oferecer à população uma grande variedade de bens de consumo - considerados luxos burgueses. Os grandes investimentos se destinavam à indústria bélica, para fazer frente aos Estados Unidos.&lt;/b&gt;&lt;/div&gt;&lt;span class=&quot;Apple-style-span&quot;  style=&quot;font-family:arial;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Aos poucos, o desabastecimento até de mercadorias de primeira necessidade tornou-se a regra da economia soviética. Ficaram mundialmente famosas as longas filas e os cartões de racionamento para a compra de pão ou leite. Paralelamente, desenvolveu-se um mercado negro e a corrupção começou a se generalizar no governo do país, cujas lideranças gozavam de privilégios e mordomias.&lt;/b&gt;&lt;/div&gt;&lt;b&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;PERESTROIKA E GLASNOST:&lt;/b&gt;&lt;/div&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span&gt;&lt;span&gt;&lt;span class=&quot;Apple-style-span&quot;  style=&quot;font-family:arial;&quot;&gt;&lt;b&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLyTSSdyNDzMopZmd6jFSgNsVRKYXKATSqJqWCHtAG3cpUzOt3IZTFanuyK0nhMKyNddiOHGmMyvCbVmSzVdkT3cNNesc9mFySIL1wilxSPoePiQ2thOeyLo6DFaGCQiV2PQ4nKXUj94Vd/s1600/gorby.gif&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 152px; height: 181px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLyTSSdyNDzMopZmd6jFSgNsVRKYXKATSqJqWCHtAG3cpUzOt3IZTFanuyK0nhMKyNddiOHGmMyvCbVmSzVdkT3cNNesc9mFySIL1wilxSPoePiQ2thOeyLo6DFaGCQiV2PQ4nKXUj94Vd/s200/gorby.gif&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5679680500847611218&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Gorbatchev, criador da Glasnost e da Perestroika.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span&gt;&lt;span&gt;&lt;span class=&quot;Apple-style-span&quot;  style=&quot;font-family:arial;&quot;&gt;&lt;b&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Nesse pano de fundo, em 1985, subiu ao poder Mikhail Gorbatchev, aos 54 anos de idade. Tratava-se de um governante muito jovem pelos padrões da burocracia soviética. Tratava-se também de um político que via necessidades de reformas para evitar o colapso de seu país.&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Gorbatchev procurou promover uma reestruturação (&quot;perestroika&quot;, em russo) da economia, desmilitarizando-a e descentralizando-a. Introduziu elementos da economia de mercado na União Soviética, abrindo-a ao capital estrangeiro, promovendo privatizações e fechando empresas deficitárias. Nesse sentido, talvez tentasse repetir a Nova Política Econômica (NEP), com que Lênin, nos anos 1920, reintroduziu elementos capitalistas na economia soviética para preservar o regime.&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Ao contrário de seu ilustre antecessor, Gorbatchev promoveu simultaneamente uma abertura política, a que chamou de &quot;glasnost&quot; (transparência, em português). Com ela, restabeleceu-se o pluripartidarismo, aboliu-se a censura, e libertaram-se presos políticos, além de se incentivar a liberalização dos regimes dos países do Leste Europeu, onde a economia planejada também fracassava e a insatisfação popular aumentava dia a dia. Países como Tchecoslováquia, Alemanha Oriental e Romênia aproveitaram tal liberalização para saírem do jugo comunista.&lt;br /&gt;&lt;/b&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqP6bq-TFlLd3LHiFCzGxRrlNgIn2XWVg98MGpGTlBRpc7URW8cbFgJtyKa1FzoS4V2Hv-rsoTyg9SkM-XLMbpSu3aduIKxLLrpRSYhaaWWTk2nwQJaPdNM-iFkSWQx5b31YsLQxmV9G5B/s1600/berlin_wall_germany_fall3.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 235px; height: 178px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqP6bq-TFlLd3LHiFCzGxRrlNgIn2XWVg98MGpGTlBRpc7URW8cbFgJtyKa1FzoS4V2Hv-rsoTyg9SkM-XLMbpSu3aduIKxLLrpRSYhaaWWTk2nwQJaPdNM-iFkSWQx5b31YsLQxmV9G5B/s200/berlin_wall_germany_fall3.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5679680503548040402&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;    &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhla4oLAZ-_BqMZqkrPQtJNKUEvTvSBjipmgChyphenhyphenhTiD5Ykcd5ILnQXqc6RBmpSCZP_GBq4Wi_XOz1Fh2h-yVnWBACc7mzWoZgeM-qFyZs6SYRET9gZ4N-rfTLnt1NCz8tdTPH9Z8F0phS3j/s1600/MuroBerlim05.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 264px; height: 173px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhla4oLAZ-_BqMZqkrPQtJNKUEvTvSBjipmgChyphenhyphenhTiD5Ykcd5ILnQXqc6RBmpSCZP_GBq4Wi_XOz1Fh2h-yVnWBACc7mzWoZgeM-qFyZs6SYRET9gZ4N-rfTLnt1NCz8tdTPH9Z8F0phS3j/s200/MuroBerlim05.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5679680505451956354&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Jovens alemães iniciam a depredação do Muro de Berlim, comemorando a reunificação da Alemanha, enquanto soldados do lado comunista observam, passivamente, as manifestações.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;No entanto, as medidas não foram suficientes para reverter a crise econômica do país e Gorbatchev começou a perder popularidade. Aproveitando-se disso, antigas lideranças do Partido Comunista aliados a chefes militares tentaram dar um golpe de Estado em agosto de 1991.&lt;/b&gt;&lt;/div&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span&gt;&lt;span&gt;&lt;span class=&quot;Apple-style-span&quot;  style=&quot;font-family:arial;&quot;&gt;&lt;b&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span&gt;&lt;span&gt;&lt;span class=&quot;Apple-style-span&quot;  style=&quot;font-family:arial;&quot;&gt;&lt;b&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj19LOU9PsfJsbfX0TGtDiMNPfwL_yQ5Hs_FKdJDkkEfuWzLmJ3Bygr7eNUR4CEjIbHwTH6Wb57t-v3eozE-DimRbAu7DpZIzAIhl3YCjh_egUcNai9q-760RybvrpUa3PVunmkGrv0G2hW/s1600/sem_futuro_russia_gorbachev_preso.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 279px; height: 155px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj19LOU9PsfJsbfX0TGtDiMNPfwL_yQ5Hs_FKdJDkkEfuWzLmJ3Bygr7eNUR4CEjIbHwTH6Wb57t-v3eozE-DimRbAu7DpZIzAIhl3YCjh_egUcNai9q-760RybvrpUa3PVunmkGrv0G2hW/s200/sem_futuro_russia_gorbachev_preso.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5679680562446838498&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span&gt;&lt;span class=&quot;Apple-style-span&quot;  style=&quot;font-family:arial;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Tanques contra o Kremlim, a tentativa de golpe dos comunistas tradicionalistas contra Gorbatchev.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span&gt;&lt;span&gt;&lt;span class=&quot;Apple-style-span&quot;  style=&quot;font-family:arial;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span&gt;&lt;span&gt;&lt;span class=&quot;Apple-style-span&quot;  style=&quot;font-family:arial;&quot;&gt;&lt;b&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;YELTSIN E RESISTÊNCIA:&lt;br /&gt;&lt;/b&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiocaed_koLNCsWBflzk23FgIuyy9LGgZ_DTxhJ17_VkD5ib2FiKST7-ovFVZQDyzQSzyINTAIPLvPwXRPA2GXlMkD6Oun_ZDNr1q0SGdW2veBJDVv6NK6kXU8kt_X11vb7ZJ1g14gkgRRt/s1600/boris-yeltsin.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 125px; height: 186px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiocaed_koLNCsWBflzk23FgIuyy9LGgZ_DTxhJ17_VkD5ib2FiKST7-ovFVZQDyzQSzyINTAIPLvPwXRPA2GXlMkD6Oun_ZDNr1q0SGdW2veBJDVv6NK6kXU8kt_X11vb7ZJ1g14gkgRRt/s200/boris-yeltsin.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5679680558891458690&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Boris Yeltsin, presidente da República Socialista Russa, depois Federação Russa, líder da resistência contra o golpe dos comunistas.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Foi justamente Boris Yeltsin quem assumiu a liderança da população contra o golpe, entrincheirando-se no Parlamento soviético e mostrando-se determinado a resistir da maneira que fosse necessária. Diante dessa inesperada reação popular, os golpistas acabaram por libertar Gorbatchev que retomou o comando da União. Yeltsin, por sua vez, foi eleito presidente da Rússia, a principal das repúblicas soviéticas.&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Em momentos de ruptura, o ritmo dos acontecimentos históricos se aceleram: em setembro de 91, a Lituânia, a Estônia e a Letônia se proclamaram independentes da União Soviética. Em dezembro do mesmo ano, a Rússia, a Ucrânia e a Bielo-Rússia (atual Belarus) se reuniram numa Comunidade de Estados Independentes (CEI). Diante disso, na prática a União Soviética não existia mais. Gorbatchev renunciou e declarou a extinção da URSS no último dia do ano.&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;PRESIDÊNCIA DE YELTSIN:&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Yeltsin conseguiu manter-se à frente do governo russo até 1999, mas sua gestão destruiu a imagem heróica de estadista que adquirira com os acontecimentos que puseram fim a URSS. Exerceu o poder de maneira autoritária e populista, não conseguindo resolver os problemas da Rússia: pelo contrário, o país mergulhou no caos econômico e o crime organizado se desenvolveu intensamente.&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Enfraquecido no plano político e com a saúde abalada (também devido aos seus excessos alcoólicos que se tornaram notórios), Yeltsin renunciou em 31 de dezembro de 1999, nomeando para seu lugar Vladimir Putin, que governa a Rússia autocraticamente até hoje. Com a garantia de que não seria processado por seus desmandos, o líder da resistência de 1991, desapareceu de cena para entrar na história.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;*Adaptação do texto do jornalista Antônio Carlos Olivieri.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;Apple-style-span&quot;   style=&quot;font-family:arial;font-size:100%;&quot;&gt;&lt;b&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;background-color: rgb(255, 255, 255); &quot;&gt;&lt;div style=&quot;text-align: justify; &quot;&gt;&lt;b style=&quot;text-align: left; &quot;&gt;&lt;/b&gt;&lt;/div&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://thiagohmlopes.blogspot.com/feeds/2130709498304400974/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://thiagohmlopes.blogspot.com/2011/11/o-fim-da-urss.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/2130709498304400974'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/2130709498304400974'/><link rel='alternate' type='text/html' href='http://thiagohmlopes.blogspot.com/2011/11/o-fim-da-urss.html' title='O fim da URSS.'/><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/AVvXsEjLyTSSdyNDzMopZmd6jFSgNsVRKYXKATSqJqWCHtAG3cpUzOt3IZTFanuyK0nhMKyNddiOHGmMyvCbVmSzVdkT3cNNesc9mFySIL1wilxSPoePiQ2thOeyLo6DFaGCQiV2PQ4nKXUj94Vd/s72-c/gorby.gif" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-533745627793809499.post-2233201575760671240</id><published>2011-09-08T16:44:00.006-03:00</published><updated>2015-09-24T06:57:13.743-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Brasil República"/><category scheme="http://www.blogger.com/atom/ns#" term="Idade Contemporânea"/><category scheme="http://www.blogger.com/atom/ns#" term="Vídeo-aula"/><title type='text'>Plano americano para invadir o Brasil na Segunda Guerra.</title><content type='html'>&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;480&#39; height=&#39;292&#39; src=&#39;https://www.blogger.com/video.g?token=AD6v5dyP1RxazVWKlndW4FJJsys-cfBmcQuTIpRZ8-yB3oTn8Hn8zj0t2uWoq22nUa2mQU-lWx9aIz60cZkOM1POog&#39; class=&#39;b-hbp-video b-uploaded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;</content><link rel='enclosure' type='video/mp4' href='http://www.blogger.com/video-play.mp4?contentId=a52edb59de920f67&amp;type=video/mp4' length='0'/><link rel='replies' type='application/atom+xml' href='http://thiagohmlopes.blogspot.com/feeds/2233201575760671240/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://thiagohmlopes.blogspot.com/2011/09/plano-americano-para-invadir-o-brasil.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/2233201575760671240'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/2233201575760671240'/><link rel='alternate' type='text/html' href='http://thiagohmlopes.blogspot.com/2011/09/plano-americano-para-invadir-o-brasil.html' title='Plano americano para invadir o Brasil na Segunda Guerra.'/><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-533745627793809499.post-446886066030770130</id><published>2011-06-05T10:51:00.006-03:00</published><updated>2011-06-05T11:34:51.712-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Idade Contemporânea"/><title type='text'>Revolução Meiji</title><content type='html'>&lt;div style=&quot;text-align: justify; font-weight: bold; font-family: arial;&quot;&gt;Historicamente, o Japão esteve isolado do Ocidente até a chegada das  primeiras embarcações mercantilistas portuguesas, em 1542. Esse primeiro  contato não teve efeitos positivos, principalmente por causa dos  interesses lusitanos em propagar o cristianismo entre os japoneses pela  ação dos jesuítas. Na primeira metade do século XVII, o governo nipônico  realizou a execução de milhares de cristãos japoneses e determinou o  fechamento dos portos.&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify; font-weight: bold; font-family: arial;&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;br /&gt;Entre os séculos XVII e XIX, o Japão era controlado pelo xogum (shogun), uma  espécie de primeiro-ministro de poder hereditário que tinha amplos  poderes. Além disso, observamos a presença de uma ampla aristocracia  (damaios) que exercia o poder local (fragmentado em pequenos feudos chamados &quot;damiôs&quot;) através dos samurais (aqueles que servem), uma classe de  guerreiros &lt;/span&gt;&lt;span style=&quot;font-size:100%;&quot;&gt; profissionais, durante muito tempo guardas pessoais do imperador. Inicialmente eram meros coletores de impostos, mas precisaram impor força para enfrentar resistências camponesas, com isso, viraram uma espécie de casta militar japonesa.  Os samurais eram extremamente orgulhosos, durante a repressão da dinastia Meiji, muitos praticaram o &quot;seppuku&quot;, ou &quot;arakiri&quot;, o suicídio honrado, pois não toleravam viver carregando vergonha no caráter. Ao longo do tempo, o domínio da família Tokugawa sob o xogunato (shogunato) acabou  desenvolvendo uma frequente disputa de poder com os grandes  proprietários.&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj553Bm8p0aK21zoSa5M_z1VIwS8iOLIA9d2FNayHqQNkzY-8J7fyiHVipmZ2ZJKCPn-kuTe5m4YLXg_kkgQ3LakRAE9Qp1XZRe6D9mYIbCXa-7ZBERevbRdqqy36pHoYEti0hXd9a38xm5/s1600/samurai.jpg&quot;&gt;&lt;img style=&quot;cursor:pointer; cursor:hand;width: 150px; height: 200px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj553Bm8p0aK21zoSa5M_z1VIwS8iOLIA9d2FNayHqQNkzY-8J7fyiHVipmZ2ZJKCPn-kuTe5m4YLXg_kkgQ3LakRAE9Qp1XZRe6D9mYIbCXa-7ZBERevbRdqqy36pHoYEti0hXd9a38xm5/s200/samurai.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5614740573806242786&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;  &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwTb6JCjRguiC9gmQDOeGlJWfbuieP5Wk0L_IZULejH0OYI0J_HkqAirFdC_jHt7IDAz8xg2pxSrCpXf7kb9ZDknYxCv3tA355HnPsZVi7nxabQm-gu2yqotYllRv5UhF8SN1o-J8w4Hx2/s1600/samurais.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 222px; height: 189px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwTb6JCjRguiC9gmQDOeGlJWfbuieP5Wk0L_IZULejH0OYI0J_HkqAirFdC_jHt7IDAz8xg2pxSrCpXf7kb9ZDknYxCv3tA355HnPsZVi7nxabQm-gu2yqotYllRv5UhF8SN1o-J8w4Hx2/s200/samurais.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5614740576344021890&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Representação dos samurais japoneses.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgx9h2voX410ckm_bxNX9NkY4mvrPUX9uMzUVUDPqUT8kdxsu9RsF8jgvx_Y96UtDnVU1STpXk64IAT7qbW8JkrUb63MT55wl6r8qrAYcX_Th9SkpApCtKu366GpcTeyfCeyGktKofIyoXG/s1600/Tokugawa_yoshinobu.jpg&quot;&gt;&lt;img style=&quot;cursor:pointer; cursor:hand;width: 162px; height: 200px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgx9h2voX410ckm_bxNX9NkY4mvrPUX9uMzUVUDPqUT8kdxsu9RsF8jgvx_Y96UtDnVU1STpXk64IAT7qbW8JkrUb63MT55wl6r8qrAYcX_Th9SkpApCtKu366GpcTeyfCeyGktKofIyoXG/s200/Tokugawa_yoshinobu.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5614742142354108994&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Yoshinaba Tokugawa, o último shogun&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;br /&gt;A Restauração Meiji tinha como um dos principais objetivos a queda  do Shogunato – que mantinha o país em uma forma de governo sob o comando  ditatorial e praticamente mergulhado em um sistema feudal – para a concentração de poderes nas mãos do imperador e completar a ocidentalização japonesa sem resistências do conservadorismo aristocrata. O extermínio dos samurais e a vitória sobre os últimos damaios e shoguns, foi representado (com a licença poética típica de Hollywood) no filme &quot;O Último Samurai&quot; de 2003.&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhloMqEQRT0HogZ8zDLouj6e2NqHwxsJBlgpY5claN8C6Rebd61w8wqRLZckF8OrscgjYmL989ZAKt_3Q93wb0ed7RDDK73ApFGA_nYO3B89KlGZUMHXEftaH8Wg6SvlYy0lgiuLfnYnUdd/s1600/MeijiEmp4.jpg&quot;&gt;&lt;img style=&quot;cursor:pointer; cursor:hand;width: 151px; height: 200px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhloMqEQRT0HogZ8zDLouj6e2NqHwxsJBlgpY5claN8C6Rebd61w8wqRLZckF8OrscgjYmL989ZAKt_3Q93wb0ed7RDDK73ApFGA_nYO3B89KlGZUMHXEftaH8Wg6SvlYy0lgiuLfnYnUdd/s200/MeijiEmp4.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5614740563356404146&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;O imperador Meiji&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0ZsvUpYMdIYffaE9u7IV2Lu8WZmBd2Ay33svwTea1XHPuLkEpmBAKMguab514cg3qiD1yyQ915n1o8CeOObdiBgomrJ3vQ4dVtLLk6PZOAzMqnWBrLcsqPlZGNOy8PvBgVJj6o5SUuogP/s1600/o+ultimo+samurai.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 145px; height: 225px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0ZsvUpYMdIYffaE9u7IV2Lu8WZmBd2Ay33svwTea1XHPuLkEpmBAKMguab514cg3qiD1yyQ915n1o8CeOObdiBgomrJ3vQ4dVtLLk6PZOAzMqnWBrLcsqPlZGNOy8PvBgVJj6o5SUuogP/s200/o+ultimo+samurai.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5614740568797911282&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Cartaz  do filme &quot;O Último Samurai&quot; de 2003.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;br /&gt;Porém, com isso, a  classe dos samurais, que havia ganhado grandes privilégios e um do  status mais invejável dentro da sociedade, perderam tudo o que tinham e  muitos se tornaram vagabundos andantes, os chamados &quot;Rurouni&quot;.&lt;/span&gt;&lt;/div&gt;&lt;p style=&quot;text-align: justify; font-weight: bold; font-family: arial;&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;A partir de 1850, as nações ocidentais passaram a desenvolver  estratégias políticas que pressionavam a abertura política e econômica  japonesa. Em 1854, sob o comando do almirante Perry, uma esquadra  norte-americana impôs a abertura dos portos nipônicos ao mercado  mundial. Por meio de sérias ameaças militares, os japoneses foram  obrigados a assinar tratados comerciais com diferentes países.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: justify; font-weight: bold; font-family: arial;&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;br /&gt;Buscando reagir ao processo de dominação, os japoneses permitiram que  seus jovens fossem enviados à Europa e os Estados Unidos para estudarem  em universidades voltadas para os campos de ciência e tecnologia. Com o passar do tempo,  a população japonesa começou a dominar o conhecimento necessário para a  criação de suas primeiras indústrias. Em pouco tempo, esse projeto de modernização também foi seguido pelo campo político, com a chamada Revolução Meiji.&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfbBwmbwp-_hEBjFHplwI5ZnyoSN6bA6-Xpy2bZQ0NymQLZH4t1s6kfhu9i8WXjyJvLnbWnVQZAVxemraJIgtBV5NGV2O-nZ06f3M2Nw4B12rd66Jh1fuhG8dt5UuwCGD52oJpwJvymvZt/s1600/soldados_meiji.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 212px; height: 185px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfbBwmbwp-_hEBjFHplwI5ZnyoSN6bA6-Xpy2bZQ0NymQLZH4t1s6kfhu9i8WXjyJvLnbWnVQZAVxemraJIgtBV5NGV2O-nZ06f3M2Nw4B12rd66Jh1fuhG8dt5UuwCGD52oJpwJvymvZt/s200/soldados_meiji.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5614740946535849442&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Soldados modernizados (armas de fogo).&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;br /&gt;Manifestações de cunho nacionalista passaram a se opor ao domínio  absoluto do xogunato. Dessa forma, com o apoio do Exército e da Marinha,  Mitsuhito, o imperador Meiji, empreendeu uma série de reformas que  deram uma nova feição política ao Japão. O antigo poder político dos  donos de terra foi substituído por um sistema de prefeituras locais  subordinadas ao poder central. Além disso, houve a instalação de um  Poder Legislativo formado por um parlamento bicameral. &lt;/span&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;br /&gt;&lt;br /&gt;A partir desse novo momento, as atividades econômicas se voltaram para o  desenvolvimento agrícola e a formação de uma consistente indústria de  base. Paralelamente, um novo sistema de cobrança tributário permitiu que  o governo arrecadasse impostos que ampliaram a realização de  investimentos na economia e o incremento de suas forças armadas. A Revolução Meiji está inserida dentro do contexto da Segunda Revolução Industrial, que ampliou a modernização tecnológica comercial, iniciada na Inglaterra no século XVIII, para outras&lt;/span&gt;&lt;span style=&quot;font-size:100%;&quot;&gt; nações, como Alemanha, França, Itália, Bélgica, EUA e Japão, além de inovar com máquinas de transformação, novas fontes de energia (fósseis, elétrica) e progresso dos transportes e comunicações.&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmHLCn3s9MF87GMxDeu-6VgOfQ9X2Y1lP8Yo5BVS6SN_zKkIR0AT9-yvNeqvi6o1OIwgomPsrb6ikf_mudIf-kNem48e_Bl6uSF7wspyXY35J-tsqIjVW_0hyphenhyphen2fSIPSkpfkwP0nbleNkiH/s1600/emperor_meiji6.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 259px; height: 129px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmHLCn3s9MF87GMxDeu-6VgOfQ9X2Y1lP8Yo5BVS6SN_zKkIR0AT9-yvNeqvi6o1OIwgomPsrb6ikf_mudIf-kNem48e_Bl6uSF7wspyXY35J-tsqIjVW_0hyphenhyphen2fSIPSkpfkwP0nbleNkiH/s200/emperor_meiji6.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5614740560058803026&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;O imperador Meiji recebe o czar russo.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;br /&gt;Em pouco tempo, o Japão se transformou em um belo exemplo de  modernização nos campos político e industrial para todo o Oriente. Já  nos fins do século XIX, os japoneses passaram a integrar o movimento  imperialista realizando a dominação de territórios na China, na Coreia e  na Ilha de Formosa (atual Taiwan). No início do século XX, a vitória  militar contra os russos consolidou o Japão enquanto potência  imperialista e principal rival econômica dos Estados Unidos na região do  Pacífico.&lt;/span&gt; &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://thiagohmlopes.blogspot.com/feeds/446886066030770130/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://thiagohmlopes.blogspot.com/2011/06/revolucao-meiji.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/446886066030770130'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/446886066030770130'/><link rel='alternate' type='text/html' href='http://thiagohmlopes.blogspot.com/2011/06/revolucao-meiji.html' title='Revolução Meiji'/><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/AVvXsEj553Bm8p0aK21zoSa5M_z1VIwS8iOLIA9d2FNayHqQNkzY-8J7fyiHVipmZ2ZJKCPn-kuTe5m4YLXg_kkgQ3LakRAE9Qp1XZRe6D9mYIbCXa-7ZBERevbRdqqy36pHoYEti0hXd9a38xm5/s72-c/samurai.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-533745627793809499.post-637305413162009224</id><published>2011-05-22T15:46:00.006-03:00</published><updated>2011-05-22T17:03:37.736-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Idade Média"/><title type='text'>Cruzadas.</title><content type='html'>&lt;div style=&quot;text-align: justify; font-weight: bold; font-family: arial;&quot;&gt;Entender o que foram as &lt;strong&gt;Cruzadas&lt;/strong&gt; não é difícil se  partirmos inicialmente do entendimento de seu próprio nome. Seu nome  deriva da palavra &quot;cruz&quot;, que indica o martírio de Jesus Cristo carregando-a e sendo nela pregado, até morrer de maneira lenta e dolorosa. Durante a Idade Média,  a Igreja transformou a cruz no símbolo do cristianismo. Assim, as  Cruzadas foram expedições organizadas pela Igreja para levar o  cristianismo para outros povos, que não seguiam essa religião.&lt;br /&gt;&lt;/div&gt;&lt;div  style=&quot;text-align: justify; font-family: arial; font-weight: bold;font-family:arial;&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlB_JcFoQrhaS-6xiWQtXVXFUaj84eji7Ac6UMV3VbuMBIcHhSZHBCCEqaSIGBhyY9fT33AGM0Ja7Ofx7prHP8kLKpb6ajzgL6ccLMjZ633djyfxJHLgyhvCzyGsYFMXn_Pta_skUjKp3b/s1600/cruzados.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 174px; height: 232px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlB_JcFoQrhaS-6xiWQtXVXFUaj84eji7Ac6UMV3VbuMBIcHhSZHBCCEqaSIGBhyY9fT33AGM0Ja7Ofx7prHP8kLKpb6ajzgL6ccLMjZ633djyfxJHLgyhvCzyGsYFMXn_Pta_skUjKp3b/s200/cruzados.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5609629066996987458&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Indumentárias típicas dos cruzados. O da direita é um &quot;hospitalar&quot;, padre que lutava e tratava feridos.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;No  entanto, para impor essa cruz, ou a fé em Cristo, para ou praticantes  de outras religiões, não adiantava usar somente a palavra. Para povos  que oferecessem resistência, a palavra seria de pouca serventia. Assim, a  força armada era o principal elemento dessas expedições, que se  denominavam também de &quot;Guerra Santa&quot;.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwbL5k7gvQlqIhDrIZPvcJC0EIKiZPb8JRunGdcFc5BcCWwantud-pLGygSjOP-9YAPotnoKNmbi1al3lYCTmV6fz75D48p2KQqqaPV3P17rkWUUBuYn-CJjX3GwJAJcWH5R_y2Nd_Ovd8/s1600/cruzadas4.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 197px; height: 210px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwbL5k7gvQlqIhDrIZPvcJC0EIKiZPb8JRunGdcFc5BcCWwantud-pLGygSjOP-9YAPotnoKNmbi1al3lYCTmV6fz75D48p2KQqqaPV3P17rkWUUBuYn-CJjX3GwJAJcWH5R_y2Nd_Ovd8/s200/cruzadas4.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5609622821805705554&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Soldados cruzados executando &quot;infiéis&quot;. Percebam Cristo em detalhe, ao lado dos guerreiros.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;br /&gt;A principal justificativa  das Cruzadas foi reconquistar territórios perdidos para os inimigos da  fé católica, ao mesmo tempo trazendo novos povos e regiões ao domínio da  Igreja. Assim, a primeira Cruzada partiu em 1096, convocada pelo papa Urbano II, para Jerusalém, no  Oriente Médio, região do nascimento de Jesus, considerado lugar sagrado  pelos cristãos.&lt;/span&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&quot;INFIEIS&quot; NA TERRA SANTA:&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div  style=&quot;text-align: justify; font-family: arial; font-weight: bold;font-family:arial;&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;br /&gt;Jerusalém estava sob domínio árabe desde o século VIII, ainda pelos califas &quot;rashidun&quot;. Porém, quando foi dominada pelos turcos, o cristianismo foi proibido na chamada &quot;Terra Santa&quot;. Essa primeira  Cruzada durou três anos: percorreu grande parte do continente europeu e,  atravessando parte do mar Mediterrâneo, chegou a Jerusalém por terra.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh02WIu0olgdx9PYo4ox8BOiFShmBXJGyhrczv2VQ0XhFomJqQFPY8fagP9TUe5or6JGAgDEBOgxlBbwUyBs6FCYQwsvzslJt0etKmSV2xOtlmFUj5jzydzg1ZV4LwBOiSSIg0FNS0669Oi/s1600/cruzada.JPG&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 230px; height: 217px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh02WIu0olgdx9PYo4ox8BOiFShmBXJGyhrczv2VQ0XhFomJqQFPY8fagP9TUe5or6JGAgDEBOgxlBbwUyBs6FCYQwsvzslJt0etKmSV2xOtlmFUj5jzydzg1ZV4LwBOiSSIg0FNS0669Oi/s200/cruzada.JPG&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5609622822114932226&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;br /&gt;Ao  longo de mais de 200 anos, entre os séculos XI e XII, foram realizadas  oito Cruzadas. A mais longa durou seis anos e a mais curta, apenas um.  No decorrer desse período, as Cruzadas foram desfazendo o isolamento em  que a Europa se metera na Alta Idade Média, e reativando cada vez mais o  trânsito por mar, chegando, inclusive, a retomar o contato com o  continente africano.&lt;br /&gt;&lt;br /&gt;Essas expedições em busca de novas terras  atraíam milhares de pessoas. Havia um forte elemento religioso que  motivava essas pessoas a virarem os &quot;soldados de Deus&quot;. Ao atribuir às  Cruzadas o caráter de &quot;Guerra Santa&quot; e considerá-las sagradas, a Igreja  católica prometia aos seus soldados um lugar no Paraíso, depois de sua  morte. Mas, além da justificativa religiosa, o interesse econômico de  atacar outros povos, invadir suas cidades e saquear suas riquezas, era  certamente algo interessante para os cavaleiros que marchavam nas  Cruzadas.&lt;/span&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEir6F-flUnLsc5ml3BZ_0al5EMYHyVj51NYPkkZ2p1GMUFP0hW2ypmd0awnALrR2ES5EN8dUTa3hCcsY2RYrDl48EGAR5XLQBKdvLeb_ZztQL9bl_cYOizR0nt5N7yjkbSlx4yeTcrA0vW6/s1600/c_croisade2-1.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 211px; height: 173px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEir6F-flUnLsc5ml3BZ_0al5EMYHyVj51NYPkkZ2p1GMUFP0hW2ypmd0awnALrR2ES5EN8dUTa3hCcsY2RYrDl48EGAR5XLQBKdvLeb_ZztQL9bl_cYOizR0nt5N7yjkbSlx4yeTcrA0vW6/s200/c_croisade2-1.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5609622818689848466&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Comitiva nobre bizantina em visita ao castelo de Balduíno, rei cristão de Jerusálem.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;UMA CRUZADA PARALELA (DOS MENDIGOS):&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div  style=&quot;text-align: justify; font-family: arial; font-weight: bold;font-family:arial;&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;br /&gt;Assim, mais do que  empreendimentos exclusivamente espirituais, as Cruzadas foram  financiadas tanto pela Igreja, como pelos nobres e por ricos  comerciantes, como um negócio ou investimento. Por outro lado, uma  legião de miseráveis acabou se juntando à primeira delas, e compôs uma  Cruzada paralela, não oficial, que chegou a ser condenada pelo Papa.&lt;br /&gt;&lt;br /&gt;Isso  ocorreu entre 1096 e 1099. Assim, essa primeira expedição oficial que  rumava para Jerusalém, a fim de reconquistar a terra ocupada pelos  turcos, foi copiada por uma expedição de pobres e miseráveis, que também  queria seu lugar no céu, bem como riquezas na Terra. No entanto, essa  &quot;Cruzada paralela&quot;, organizada por Pedro, o Eremita, que conseguiu  juntar 50 mil fiéis, foi aniquilada ao chegar em Constantinopla. A Cruzada dos Miseráveis é sarcasticamente retratada nos filmes de &quot;Brancaleone&quot;, um ícone do humor histórico.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQXORuqAj1aNX2vg6KEdP1YdaCKRzM_dKhJvCiVhBMbD5n_96HOe_82FWlF8oLJEfKlrUIv1ARcQQvbEUVMge_Qw0N3LNphiXKFr2nl5GEgQ6jE9kW84hDk9SunGnZu_GYUHlVd-z_OgRp/s1600/mendigosBrancaleon.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 224px; height: 132px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQXORuqAj1aNX2vg6KEdP1YdaCKRzM_dKhJvCiVhBMbD5n_96HOe_82FWlF8oLJEfKlrUIv1ARcQQvbEUVMge_Qw0N3LNphiXKFr2nl5GEgQ6jE9kW84hDk9SunGnZu_GYUHlVd-z_OgRp/s200/mendigosBrancaleon.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5609630174951158002&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Representação da Cruzada dos Mendigos em Brancaleone.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfhZfygKyHhINPreZhm9cLVsaWWmC-Nqm7OPBQAbMx-qX6vSkxDvmaRCszrJNkifXiZ_xc6KOgqgHRgMUiPDGX5IDDitYqM0kpbTPNsh_fJEEFLkWwejm0Ud7WgZrc31bhXHQu-pTlnBvW/s1600/brancaleone.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 151px; height: 215px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfhZfygKyHhINPreZhm9cLVsaWWmC-Nqm7OPBQAbMx-qX6vSkxDvmaRCszrJNkifXiZ_xc6KOgqgHRgMUiPDGX5IDDitYqM0kpbTPNsh_fJEEFLkWwejm0Ud7WgZrc31bhXHQu-pTlnBvW/s200/brancaleone.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5609629057625689746&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwxOmBMAzsiZgDqYId4P91I77yg09v3vYY4uApzso-aYCVHi-JajW_4lLR66bDD3lJF7uNjxYks2XhSRDH6mi5ssnoPzP8eq-K6QGmP7s4UIN87sY6PKez6UBwnwDFLaoWQw22Ndq_NKyr/s1600/brancaleone2.JPG&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 150px; height: 214px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwxOmBMAzsiZgDqYId4P91I77yg09v3vYY4uApzso-aYCVHi-JajW_4lLR66bDD3lJF7uNjxYks2XhSRDH6mi5ssnoPzP8eq-K6QGmP7s4UIN87sY6PKez6UBwnwDFLaoWQw22Ndq_NKyr/s200/brancaleone2.JPG&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5609629065582872850&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Capas dos dois geniais filmes italianos do pseudo-cavaleiro Brancaleone (1966).&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;br /&gt;Já  a Cruzada oficial, financiada pela nobreza e comandada por Godofredo de  Bouillon, contou com 100 mil homens soldados e terminou com um final  feliz para os cruzados: eles conseguiram não só reconquistar Jerusalém,  como também a tomar a terra dos turcos.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeqwHEziKEaIXqHN5MPpO2eFjkk4nqWczM0A02xkHOg1w-JrEfrPRKCXMavIR8l_7sJ7BGyTQK8F0xl0TnrkSz82v7O9DsH4NrnUiZDy2vLHRcSZIgkLNx8rxxJ4CaHmAtR0w6nfTDLvdS/s1600/Godofredo%252Bde%252BBouillon%252Bentra%252Bem%252BJerusal%25C3%25A9m.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 178px; height: 222px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeqwHEziKEaIXqHN5MPpO2eFjkk4nqWczM0A02xkHOg1w-JrEfrPRKCXMavIR8l_7sJ7BGyTQK8F0xl0TnrkSz82v7O9DsH4NrnUiZDy2vLHRcSZIgkLNx8rxxJ4CaHmAtR0w6nfTDLvdS/s200/Godofredo%252Bde%252BBouillon%252Bentra%252Bem%252BJerusal%25C3%25A9m.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5609622827592882162&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Godofredo de Bouillon chegando em Jerusálem&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;br /&gt;Recomendo o filme &quot;Cruzada&quot; (Kingdom of Heaven) para melhor compreensão do fato, especialmente o fim da primeira cruzada e a reconquista turca através do sultão Saladino.&lt;/span&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMFaaYX_GgUpMNHdPJv3HOcR0Htz2jbD3RuOk0-yeEKjbWjgNYziC4gyKlqe899PdcbKK4bFXaQJZZQodfloZZAb9BTYyRYK-LuUgE6ggLXiTcSyqjZZCnCUtYp8aAX2bJpSG-zPVTbfhX/s1600/kingdom-of-heaven-2005.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 152px; height: 216px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMFaaYX_GgUpMNHdPJv3HOcR0Htz2jbD3RuOk0-yeEKjbWjgNYziC4gyKlqe899PdcbKK4bFXaQJZZQodfloZZAb9BTYyRYK-LuUgE6ggLXiTcSyqjZZCnCUtYp8aAX2bJpSG-zPVTbfhX/s200/kingdom-of-heaven-2005.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5609629066084838130&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Capa original do filme Cruzada (2005).&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;SALADINO E RICARDO CORAÇÃO DE LEÃO:&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div  style=&quot;text-align: justify; font-family: arial; font-weight: bold;font-family:arial;&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;br /&gt;Quase  50 anos depois, Jerusalém foi reconquistada pelos turcos e a Igreja  teve nova justificativa para empreender uma outra Cruzada. Assim, entre  1147 e 1149, ocorreu a Segunda Cruzada, financiada por nobres franceses e  germânicos. No entanto, essa campanha resultou num grande fracasso para  os europeus.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizv4iMD3po66I4adecXqiTfNnrKcfbPJxr0pqgbHiDYg9p_Z8pPatCn5SMiVhg8hanU1ZjaFY8v-jYY9oGyvDqKMDjiyiLnS-tfapV_53BBH0hQIrNXvsGQNoz77-jYK2hx9KPchgTrHZS/s1600/440px-Benjamin-Constant-The_Entry_of_Mahomet_II_into_Constantinople-1876.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 188px; height: 257px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizv4iMD3po66I4adecXqiTfNnrKcfbPJxr0pqgbHiDYg9p_Z8pPatCn5SMiVhg8hanU1ZjaFY8v-jYY9oGyvDqKMDjiyiLnS-tfapV_53BBH0hQIrNXvsGQNoz77-jYK2hx9KPchgTrHZS/s200/440px-Benjamin-Constant-The_Entry_of_Mahomet_II_into_Constantinople-1876.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5609622814523589570&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;A vitória de Saladino.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;br /&gt;Quatro décadas se passaram, quando se resolveu  empreender mais uma expedição militar à Terra Santa. Essa Terceira  Cruzada, ocorrida entre 1189 e 1192, mais do que ter financiamento dos  nobres, teve a presença dos reis de três dos principais reinos daquele  período: da França, com Felipe Augusto; da Inglaterra, com Ricardo  Coração de Leão, e do reino germânico, com Frederico Barba Ruiva.&lt;br /&gt;&lt;br /&gt;Apesar  disso, a expedição também foi derrotada militarmente. O Barba Ruiva  morreu antes de chegar ao campo de combate, ainda que Ricardo Coração de  Leão tenha conseguido um acordo com Saladino, o que permitiu aos  cristãos pelo menos o direito de rezarem desarmados em Jerusalém. &lt;/span&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;VENEZIANOS E CRIANÇAS (A CRUZADA DAS CRIANÇAS OU DOS INOCENTES):&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div  style=&quot;text-align: justify; font-family: arial; font-weight: bold;font-family:arial;&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;br /&gt;As  demais Cruzadas não foram expressivas pelo sucesso de sua missão  religiosa, mas por outros motivos. Assim, a Quarta Cruzada, realizada  entre 1201 e 1204, que foi financiada pelos comerciantes de Veneza,  trouxe grandes benefícios a seus organizadores, pois submeteu povos da  Grécia e os bizantinos aos tratados comerciais venezianos.&lt;br /&gt;&lt;br /&gt;Em  1212, houve uma Cruzada bastante curiosa, não reconhecida pela Igreja  católica, organizada por um menino de 12 anos, chamado Estevão de  Cloyes. Este garoto conseguiu juntar com ele mais 30 mil jovens, que  acreditavam que o Mar Mediterrâneo se abriria para eles chegarem até o  Oriente Médio. Muitos comerciantes e proprietários de navios se  interessaram por essa Cruzada, prometendo transportar as crianças para a  Terra Santa. Na verdade, o que fizeram foi vendê-los como escravos nas  cidades pelas quais passavam. Podemos interpretar também que essa cruzada foi uma estratégia para reduzir a crise de fome que assolava parte da Europa, enviando crianças das classes baixas, muitas órfãs, as principais vítimas da crise.&lt;/span&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2KAKvMZUyRusVlTF1-Y6JA1Uw0P1AA7VwBjfkJzzm3It0jtDfndFzAitg3KSdcz7Xbo6i9X_lq8ouqHdGC_P0J4QW85kZ0jriU79KXwtQuI_fuk5FqUby2wxYn4QfJWi0szG8pb3XXll7/s1600/cruzada-das-crian%25C3%25A7as.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 173px; height: 217px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2KAKvMZUyRusVlTF1-Y6JA1Uw0P1AA7VwBjfkJzzm3It0jtDfndFzAitg3KSdcz7Xbo6i9X_lq8ouqHdGC_P0J4QW85kZ0jriU79KXwtQuI_fuk5FqUby2wxYn4QfJWi0szG8pb3XXll7/s200/cruzada-das-crian%25C3%25A7as.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5609633200471372642&quot; border=&quot;0&quot; /&gt;&lt;/a&gt; &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4AmuBksj7yRgY47riz0mhxN2gC5dmS-xnlsXKGJ3_slQvQLH0WnEqoYPJxHP1qYvTDMkFOTx8Z4ndfFLiQS4IidmAY4gny_FOlCxWEA5WrKt18vbyIYqmscfR8g15n9yKnUS-pvkZoU2D/s1600/hamelin4.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 227px; height: 171px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4AmuBksj7yRgY47riz0mhxN2gC5dmS-xnlsXKGJ3_slQvQLH0WnEqoYPJxHP1qYvTDMkFOTx8Z4ndfFLiQS4IidmAY4gny_FOlCxWEA5WrKt18vbyIYqmscfR8g15n9yKnUS-pvkZoU2D/s200/hamelin4.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5609633203779791314&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Representações da Cruzada das Crianças (dos Inocentes).&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;&lt;br /&gt;ÚLTIMAS CRUZADAS:&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div  style=&quot;text-align: justify; font-weight: bold; font-family:arial;&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt; &lt;span style=&quot; font-weight: bold;font-family:arial;&quot; &gt;&lt;br /&gt;Todas  as outras Cruzadas foram fracassos militares: tanto a Quinta, organizada  entre 1217 e 1221, quanto a Sexta, realizada entre 1228 e 1229. Esta  última foi condenada pelo Papa, pois seu líder, Frederico II, Imperador  do Sacro Império Germânico passou por cima da autoridade papal, fazendo  acordos diplomáticos com os egípcios.&lt;/span&gt;  &lt;span style=&quot; font-weight: bold;font-family:arial;&quot; &gt;Finalmente, com quase 30  anos de distância uma da outra, a Sétima e a Oitava Cruzadas foram  realizadas pelo rei francês Luiz 9º. Este rei, tratado com um santo pela  Igreja católica, foi feito prisioneiro pelos seus inimigos durante a  Sétima Cruzada (que durou 6 anos, entre 1248 a 1254). Na Oitava e última  Cruzada, que durou apenas um ano, em 1270, o final da expedição foi  ainda pior. A maior parte dos cruzados, inclusive Luiz IX, acabou  morrendo de peste antes de chegar à Terra Santa.&lt;/span&gt;  &lt;span style=&quot; font-weight: bold;font-family:arial;&quot; &gt;Como pudemos  ver, as Cruzadas envolveram interesses e crenças de diversos grupos  sociais da Idade Média. Pobres, vagabundos, crianças sem perspectiva;  nobres poderosos, influentes reis em busca de expansão de seus poderes;  ricos comerciantes dispostos a estabelecerem novas rotas de comércio.  Todos essas pessoas, com seus projetos e intenções fizeram parte das  expedições religiosas e armadas, idealizadas pela Igreja católica para  ampliar o domínio do cristianismo no mundo.&lt;/span&gt;   &lt;span style=&quot;font-style: italic;  font-weight: bold;font-family:arial;&quot; &gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;CONSEQUÊNCIAS DAS CRUZADAS:&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot; font-weight: bold;font-family:arial;&quot; &gt;Os objetivos militares iniciais das Cruzadas não foram conquistados, mas esse evento provocou uma séria mudança no contexto econômico e cultural europeu. O contato dos cruzados com certos produtos orientais, como raízes medicinais, perfumes, temperos, as chamadas &quot;especiarias&quot;, estimulou o renascimento do comércio na Europa, reativando antigas rotas comerciais do Mediterrâneo e proporcionando o surgimento de núcleos comerciais e vilarejos de comerciantes, os chamados burgos, base da burguesia, classe responsável pelas grandes alterações políticas e econômicas da Idade Moderna para a Idade Contemporânea.&lt;/span&gt;  &lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt;As cidades-estado italianas de Gênova, Veneza e Florença foram muito beneficiadas com o comércio de produtos orientais. O enriquecimento da burguesia dessas cidades favoreceu o Renascimento Cultural e Científico delas, que tornaram-se os grandes centros irradiadores dessas novas ideias.&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;CONFIRA ESSA PRODUÇÃO DO HISTORY CHANNEL:&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;PRIMEIRA CRUZADA:&lt;/span&gt;&lt;br /&gt;PARTE 1:&lt;br /&gt;&lt;iframe src=&quot;http://www.youtube.com/embed/BNXRfPi0zEI?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;295&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;PARTE 2:&lt;br /&gt;&lt;iframe src=&quot;http://www.youtube.com/embed/_fBx3dIR7mM?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;295&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;PARTE 3:&lt;br /&gt;&lt;iframe src=&quot;http://www.youtube.com/embed/LDU5aLG47Ug?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;295&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;PARTE 4:&lt;br /&gt;&lt;iframe src=&quot;http://www.youtube.com/embed/-C8Hju35yMw?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;295&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;PARTE 5:&lt;br /&gt;&lt;iframe src=&quot;http://www.youtube.com/embed/KYt0Fqdr-U4?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;295&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;PARTE 6:&lt;br /&gt;&lt;iframe src=&quot;http://www.youtube.com/embed/PrxbRX5TzG4?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;295&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;PARTE 7:&lt;br /&gt;&lt;iframe src=&quot;http://www.youtube.com/embed/3yqx_lTBItU?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;295&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;SEGUNDA CRUZADA:&lt;/span&gt;&lt;br /&gt;PARTE 1:&lt;br /&gt;&lt;iframe src=&quot;http://www.youtube.com/embed/zQqony1UPxw?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;295&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;PARTE 2:&lt;br /&gt;&lt;iframe src=&quot;http://www.youtube.com/embed/CinzFekHjy4?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;295&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;PARTE 3:&lt;br /&gt;&lt;iframe src=&quot;http://www.youtube.com/embed/2ICopLMFZgs?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;295&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;PARTE 4:&lt;br /&gt;&lt;iframe src=&quot;http://www.youtube.com/embed/i6Ik3bYtbU8?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;295&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;PARTE 5:&lt;br /&gt;&lt;iframe src=&quot;http://www.youtube.com/embed/paDC_GtnIDM?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;295&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;PARTE 6:&lt;br /&gt;&lt;iframe src=&quot;http://www.youtube.com/embed/Ai6Y0aa5i_w?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;295&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;PARTE 7:&lt;br /&gt;&lt;iframe src=&quot;http://www.youtube.com/embed/At-CVetTRD4?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;295&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://thiagohmlopes.blogspot.com/feeds/637305413162009224/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://thiagohmlopes.blogspot.com/2011/05/cruzadas.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/637305413162009224'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/637305413162009224'/><link rel='alternate' type='text/html' href='http://thiagohmlopes.blogspot.com/2011/05/cruzadas.html' title='Cruzadas.'/><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/AVvXsEjlB_JcFoQrhaS-6xiWQtXVXFUaj84eji7Ac6UMV3VbuMBIcHhSZHBCCEqaSIGBhyY9fT33AGM0Ja7Ofx7prHP8kLKpb6ajzgL6ccLMjZ633djyfxJHLgyhvCzyGsYFMXn_Pta_skUjKp3b/s72-c/cruzados.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-533745627793809499.post-629731236507589547</id><published>2011-05-15T11:19:00.006-03:00</published><updated>2011-05-15T12:04:19.173-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Idade Média"/><title type='text'>Feudalismo</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot; font-weight: bold;font-family:arial;&quot; &gt;Estudar o &lt;/span&gt;&lt;strong style=&quot;font-family: arial; font-weight: bold;&quot;&gt;feudalismo&lt;/strong&gt;&lt;span style=&quot; font-weight: bold;font-family:arial;&quot; &gt; é conhecer a fundo o modo como viviam as pessoas no período medieval&lt;/span&gt;&lt;span style=&quot; font-weight: bold;font-family:arial;&quot; &gt;.  O feudalismo pode ser definido como um modo de produção, ou seja, a  forma pela qual as pessoas faziam produtos necessários à sua  sobrevivência. Também é entendido como um sistema de organização social,  estabelecendo como as pessoas se relacionavam entre si e o lugar que  cada uma delas deveria ocupar na comunidade. &lt;/span&gt;  &lt;span style=&quot; font-weight: bold;font-family:arial;&quot; &gt;O feudalismo  consolidou-se a partir do século 8 e teve seu período de maior  desenvolvimento até o século 10, como consequência do fim do Império Carolíngio, ruindo as esperanças de reconstruir a unidade europeia, revivendo a época romana. Depois disso, esse modelo de sociedade  ainda sobreviveu em alguns reinos europeus até o século 15, no final da  Idade Média, como também vestígios dessa organização perduraram até o período absolutista de várias nações.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt; &lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot; font-weight: bold;font-family:arial;&quot; &gt;&lt;br /&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;SERVIDÃO:&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;A  servidão era uma espécie de escravidão mais branda, pois, ainda que os  servos não fossem vendidos, estavam obrigados por toda a vida a  entregarem produtos e prestarem serviços a seus senhores. Além disso,  não eram proprietários das terras em que trabalhavam, pois estas lhes  eram &quot;emprestadas&quot; pelos senhores. A servidão era transmitida dos pais  para os filhos, assim como os títulos de nobreza também eram  hereditários.&lt;/span&gt;  &lt;span style=&quot; font-weight: bold;font-family:arial;&quot; &gt;Por sua vez, os nobres poderosos eram os chamados  senhores feudais. Tinham esse nome em função do tipo de propriedade que  possuíam, os feudos. Estes eram extensas propriedades de terras,  mantidas isoladas para garantir a proteção das pessoas que ali viviam  dos ataques de inimigos externos. Essas unidades eram supridas com uma  produção de alimentos quase auto-suficiente, de subsistência, ou seja, produzida pelos  próprios moradores, na medida de suas necessidades de consumo.&lt;/span&gt;  &lt;span style=&quot; font-weight: bold;font-family:arial;&quot; &gt;No  plano dessas relações servis, havia diversos tipos de impostos que os  servos tinham que pagar aos seus senhores, incluindo também os serviços  que prestavam a eles. Desse modo, no &lt;/span&gt;&lt;i style=&quot;font-family: arial; font-weight: bold;&quot;&gt;manso senhorial&lt;/i&gt;&lt;span style=&quot; font-weight: bold;font-family:arial;&quot; &gt; - que eram  as terras do feudo de uso do senhor e representavam um terço da área  total - os servos tinham que trabalhar vários dias por semana, numa  prática chamada de &lt;/span&gt;&lt;i style=&quot;font-family: arial; font-weight: bold;&quot;&gt;corvéia&lt;/i&gt;&lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt;.&lt;br /&gt;&lt;br /&gt;O feudalismo foi marcado pela divisão estamental da sociedade em três classes sociais básicas: O clero, a nobreza e os servos. A mentalidade da época classificava cada uma como uma parte do corpo humano. O clero seria a cabeça, responsável pela intelectualidade e orar; a nobreza seria os braços, responsável pela defesa; os servos seriam os pés, responsáveis pelo trabalho, fazer a sociedade &quot;andar&quot;.&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzWZZenUPZpCEZsFo_kZBpqoVarCZxbDdXwptQqWPIRyowVK26r9csH6Cw7YVOvToHC2JcoBOwAy9Mm5yZ5CX4VRKETFKCLI0zTn5fSBTvDe3_rijOYcGasilQFy8grMyWLUEZjB6hFpH7/s1600/Cleric-Knight-Workman.jpg&quot;&gt;&lt;img style=&quot;cursor:pointer; cursor:hand;width: 195px; height: 200px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzWZZenUPZpCEZsFo_kZBpqoVarCZxbDdXwptQqWPIRyowVK26r9csH6Cw7YVOvToHC2JcoBOwAy9Mm5yZ5CX4VRKETFKCLI0zTn5fSBTvDe3_rijOYcGasilQFy8grMyWLUEZjB6hFpH7/s200/Cleric-Knight-Workman.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5606952504639075442&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic; font-weight: bold;&quot;&gt;Representação de um clérigo, um nobre e um servo.&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: arial; font-weight: bold;font-family:arial;font-size:100%;&quot;  &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-weight: bold;font-family:arial;font-size:100%;&quot;  &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;IMPOSTOS E TAXAS DO FEUDO:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;h3  style=&quot; font-weight: bold; text-align: justify;font-family:arial;&quot;&gt;&lt;span style=&quot;font-family: arial; font-weight: bold;font-family:arial;font-size:100%;&quot;  &gt;No &lt;/span&gt;&lt;span style=&quot; font-weight: bold;font-family:arial;font-size:100%;&quot;  &gt;&lt;i&gt;manso servil&lt;/i&gt;&lt;/span&gt;&lt;span style=&quot;font-family: arial; font-weight: bold;font-family:arial;font-size:100%;&quot;  &gt;  - que eram as terras pertencentes ao feudo, de uso dos camponeses, mas  não de sua propriedade - parte do que era produzido ia para o senhor  feudal. Essa taxa ficou conhecida como &lt;/span&gt;&lt;span style=&quot; font-weight: bold;font-family:arial;font-size:100%;&quot;  &gt;&lt;i&gt;talha&lt;/i&gt;&lt;/span&gt;&lt;span style=&quot;font-family: arial; font-weight: bold;font-family:arial;font-size:100%;&quot;  &gt;. Como os senhores  feudais não deixavam escapar nenhuma oportunidade de cobrança de taxas  ou impostos, os servos também pagavam a &lt;/span&gt;&lt;span style=&quot; font-weight: bold;font-family:arial;font-size:100%;&quot;  &gt;&lt;i&gt;banalidade&lt;/i&gt;&lt;/span&gt;&lt;span style=&quot;font-family: arial; font-weight: bold;font-family:arial;font-size:100%;&quot;  &gt;, um imposto pelo uso dos fornos e moinhos que o senhor controlava. &lt;/span&gt;  &lt;span style=&quot;font-family: arial; font-weight: bold;font-family:arial;font-size:100%;&quot;  &gt;Havia  também um pagamento relativo ao número de servos que moravam nos  feudos, e era cobrado individualmente, &quot;por cabeça&quot; (ou em latim per  capita): era a &lt;/span&gt;&lt;span style=&quot; font-weight: bold;font-family:arial;font-size:100%;&quot;  &gt;&lt;i&gt;capitação&lt;/i&gt;&lt;/span&gt;&lt;span style=&quot;font-family: arial; font-weight: bold;font-family:arial;font-size:100%;&quot;  &gt;. Por fim, o imposto da &lt;/span&gt;&lt;span style=&quot; font-weight: bold;font-family:arial;font-size:100%;&quot;  &gt;&lt;i&gt;mão morta&lt;/i&gt;&lt;/span&gt;&lt;span style=&quot;font-family: arial; font-weight: bold;font-family:arial;font-size:100%;&quot;  &gt; é  uma demonstração cabal de até onde podia chegar a exploração dos  senhores feudais sobre os servos, pois, além de herdar a servidão dos  pais, quando estes morriam, os filhos ainda deveriam pagar mais essa  taxa, para continuarem servindo ao mesmo senhor.&lt;/span&gt;&lt;span style=&quot; font-weight: bold;font-family:arial;font-size:100%;&quot;  &gt;  Mas não eram  somente servos e senhores feudais que viviam em função dos feudos. Havia  também homens livres e &lt;/span&gt;&lt;span style=&quot;font-style: italic;  font-weight: bold;font-family:arial;font-size:100%;&quot;  &gt;vilões&lt;/span&gt;&lt;span style=&quot; font-weight: bold;font-family:arial;font-size:100%;&quot;  &gt; (moradores de vilas, ou pequenas  povoações). Estes eram pessoas pobres, que, para terem direito de  plantar e colher em suas terras, trabalhavam também no manso senhorial,  pagando ao senhor a corvéia.&lt;/span&gt;&lt;br /&gt;&lt;/h3&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihWIBmf6OQom6snsRr9TP0RW4jYV7EP4B7p8KipidfHF3lSIRxgB1xonbwBH1kM97bsxywzdhjj6InAffoRJgS1xxG9LefYcItZqdYuv0y_Ob642SO5qQqD0Q6QBYbAfGIcJ5eFrT-df3E/s1600/Les_Tr%25C3%25A8s_Riches_Heures_du_duc_de_Berry_mars.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 174px; height: 280px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihWIBmf6OQom6snsRr9TP0RW4jYV7EP4B7p8KipidfHF3lSIRxgB1xonbwBH1kM97bsxywzdhjj6InAffoRJgS1xxG9LefYcItZqdYuv0y_Ob642SO5qQqD0Q6QBYbAfGIcJ5eFrT-df3E/s200/Les_Tr%25C3%25A8s_Riches_Heures_du_duc_de_Berry_mars.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5606952493714568802&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Esquema da divisão de terras dentro do feudo (manso senhorial e servil)&lt;/span&gt;&lt;/span&gt;, &lt;span style=&quot;font-family:arial;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic; font-weight: bold;&quot;&gt;além de calendário para orientação do plantio e colheita.&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family:arial;font-size:100%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-weight: bold;font-family:arial;font-size:100%;&quot;  &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;SUSERANIA E VASSALAGEM:&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot; font-weight: bold;font-family:arial;&quot; &gt;Os vilões e homens livres contribuíam com um outro imposto, o &lt;/span&gt;&lt;i style=&quot;font-family: arial; font-weight: bold;&quot;&gt;censo&lt;/i&gt;&lt;span style=&quot; font-weight: bold;font-family:arial;&quot; &gt;,  baseado no número de indivíduos que compunham essa população livre. A  novidade do censo é que ele era o único pago em dinheiro, já que todos  os outros tributos consistiam em serviços ou produtos agrários. Isso  evidencia o quanto era pequena a circulação de moedas na Europa, durante  esse período.&lt;/span&gt;  &lt;span style=&quot; font-weight: bold;font-family:arial;&quot; &gt;Por fim, além do aspecto econômico dessas relações  sociais, havia também práticas políticas e simbólicas dentro da  sociedade medieval. Assim, os acordos entre os mais e os menos poderosos  chamavam-se &lt;/span&gt;&lt;i style=&quot;font-family: arial; font-weight: bold;&quot;&gt;suserania&lt;/i&gt;&lt;span style=&quot; font-weight: bold;font-family:arial;&quot; &gt; e &lt;/span&gt;&lt;i style=&quot;font-family: arial; font-weight: bold;&quot;&gt;vassalagem&lt;/i&gt;&lt;span style=&quot; font-weight: bold;font-family:arial;&quot; &gt;. Dessa forma, os  pobres tornavam-se vassalos dos senhores, que, por sua vez, eram  chamados de suseranos. Essas relações de proteção e lealdade também  ocorriam dentro da nobreza, quando um nobre mais pobre se tornava  vassalo de um senhor mais rico e de maior prestígio.&lt;/span&gt;  &lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt;Havia vários  ritos entre os nobres para celebrar esse pacto de fidelidade. No  momento da assinatura do termo de doação de terras ou concessão de  favores do suserano (senhor mais rico) ao vassalo (senhor mais pobre) um  beijo entre os dois poderia selar o acordo, além de o vassalo  ajoelhar-se perante o suserano.&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi30rYvvQ9A9kyleCoaAgOCgkC_HorCMSus9Sn_1QKz0JiLjyIBCw4pPbNbYZVuKreid0qx1ybgJDl2Z_aCwzuHZc22mkb3YvHRv4WILh2uSJBydNkTOUivD81yqGTYe3Dk83rA2ao3KY3U/s1600/vassalagem.gif&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 253px; height: 166px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi30rYvvQ9A9kyleCoaAgOCgkC_HorCMSus9Sn_1QKz0JiLjyIBCw4pPbNbYZVuKreid0qx1ybgJDl2Z_aCwzuHZc22mkb3YvHRv4WILh2uSJBydNkTOUivD81yqGTYe3Dk83rA2ao3KY3U/s200/vassalagem.gif&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5606952499196979954&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;   &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisOLy7dw8IqPPC7S1ZmXXfy5PhkhjqMLc-4NfsHvsMi5VK5N4tTYv5x9n9bay24CSxGMc7f5eetEeQ-wJmOAXWsZhPCnt95g-hzkA6TApYiJGEdb7hMsXdrgyWaTJyVr9BAVga_4nEs9l_/s1600/vassalagem_suserania.gif&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 192px; height: 164px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisOLy7dw8IqPPC7S1ZmXXfy5PhkhjqMLc-4NfsHvsMi5VK5N4tTYv5x9n9bay24CSxGMc7f5eetEeQ-wJmOAXWsZhPCnt95g-hzkA6TApYiJGEdb7hMsXdrgyWaTJyVr9BAVga_4nEs9l_/s200/vassalagem_suserania.gif&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5606957985669178770&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic; font-weight: bold;&quot;&gt;Suseranos recebendo homenagens de vassalos.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot; font-weight: bold;font-family:arial;&quot; &gt;&lt;br /&gt;Essas liturgias são mantidas em algumas atitudes da atualidade, principalmente no aspecto religioso. No cristianismo, por exemplo, o ato de se ajoelhar com as mãos juntas para a reza é herança da suserania e vassalagem. Entre cristãos orientais, o beijo no rosto ainda simboliza fidelidade entre cargos e negócios). Podia-se receber também a &lt;/span&gt;&lt;i style=&quot;font-family: arial; font-weight: bold;&quot;&gt;investidura&lt;/i&gt;&lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt;,  que era um ramo de folhas ou outro objeto entregue pelo suserano ao  vassalo. As investiduras funcionavam como símbolo das terras que a eles  estavam sendo concedidas.&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAjQkyXuWy_ThMgZNKASH8fUkGL6r-1Uge_BtLluwEHyjFr2yhNaTzAjqCo1OccswiJaBoZm5K2d-_2Pd5F7LzmMudrOGZpLaEeyuWZ406mOgX1LPfbfHkVlTvdMZQG2OmSdFMpTsMvpkk/s1600/%25C3%25B3sculoortodoxo.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 145px; height: 186px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAjQkyXuWy_ThMgZNKASH8fUkGL6r-1Uge_BtLluwEHyjFr2yhNaTzAjqCo1OccswiJaBoZm5K2d-_2Pd5F7LzmMudrOGZpLaEeyuWZ406mOgX1LPfbfHkVlTvdMZQG2OmSdFMpTsMvpkk/s200/%25C3%25B3sculoortodoxo.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5606952508393719810&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-family:arial;font-size:78%;&quot;&gt; &lt;span style=&quot;font-style: italic; font-weight: bold;&quot;&gt;&lt;br /&gt;Exemplo da manutenção da homenagem oscular entre sacerdotes ortodoxos.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://thiagohmlopes.blogspot.com/feeds/629731236507589547/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://thiagohmlopes.blogspot.com/2011/05/feudalismo.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/629731236507589547'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/629731236507589547'/><link rel='alternate' type='text/html' href='http://thiagohmlopes.blogspot.com/2011/05/feudalismo.html' title='Feudalismo'/><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/AVvXsEgzWZZenUPZpCEZsFo_kZBpqoVarCZxbDdXwptQqWPIRyowVK26r9csH6Cw7YVOvToHC2JcoBOwAy9Mm5yZ5CX4VRKETFKCLI0zTn5fSBTvDe3_rijOYcGasilQFy8grMyWLUEZjB6hFpH7/s72-c/Cleric-Knight-Workman.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-533745627793809499.post-2057317542368533595</id><published>2011-05-08T14:32:00.007-03:00</published><updated>2011-05-08T15:25:59.677-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Idade Média"/><title type='text'>Reino Franco.</title><content type='html'>&lt;div  style=&quot;text-align: justify; font-weight: bold; font-family: arial;font-family:arial;&quot;&gt;Desde  o final do século III, a historiografia registra ações de pirataria dos  francos na costa do Mar do Norte, adentrando regiões da Gália romana.  Incapaz de detê-los, vivendo um processo de enfraquecimento, o Império  Romano havia estabelecido acordos com eles, admitindo-os dentro de seu  território, chegando mesmo a conceder, a alguns chefes guerreiros  francos, postos de comando no exército, como Merobaudo, ou Meroveu, que se tornou  general do imperador Valentiniano.&lt;br /&gt;&lt;/div&gt;&lt;div  style=&quot;text-align: justify; font-weight: bold; font-family: arial;font-family:arial;&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;br /&gt;A intensificação das invasões  bárbaras e o conseqüente enfraquecimento definitivo do império abriram  espaço para que todas as regiões da Gália fossem sendo ocupadas pelos  francos. Coube a um chefe legendário, chamado Meroveu, impor-se sobre os  demais chefes francos, estendendo sua hegemonia sobre toda a Gália.&lt;br /&gt;&lt;br /&gt;Tal  poder, entretanto, não foi aceito sem reação dos demais chefes. Foi  somente o neto de Meroveu, chamado Clóvis, que conseguiu impor, no final  do século 5, sua autoridade efetiva sobre todos os demais chefes, sendo  reconhecido como o primeiro rei dos francos. Sua origem, enquanto neto  de Meroveu, que teria dado início a esse processo de unificação, deu  nome à dinastia por ele fundada, a mais antiga dinastia monárquica da  França: a &lt;strong&gt;merovíngia&lt;/strong&gt;.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;h3  style=&quot;text-align: justify; font-weight: bold; font-family: arial;font-family:arial;&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;CONVERSÃO DO CRISTIANISMO:&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/h3&gt;&lt;div  style=&quot;text-align: justify; font-weight: bold; font-family: arial;font-family:arial;&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;A  unificação das terras ocupadas pelos francos sob o poder de Clóvis só  foi obtida em função de um dado fundamental para que se compreenda a  própria natureza do reino franco e sua importância ao longo da Idade  Média. O povo franco, notadamente Clóvis, foi o primeiro entre os povos  germânicos a compreender que seria impossível sua fixação nas regiões do  antigo Império Romano sem o apoio - ou ao menos a aceitação - das  populações nativas, majoritárias em termos numéricos. Para obter essa  aceitação, Clóvis viu-se obrigado a compor politicamente com uma das  poucas instituições remanescentes do império, a qual já detinha uma  forte ascendência sobre grande parte de sua população: a Igreja  Católica.&lt;br /&gt;&lt;br /&gt;A mitologia cristã salienta um episódio no qual Clóvis  teria tido um sonho, decisivo para sua conversão ao cristianismo. O que  existe de fato é a certeza de que a conversão de Clóvis ao cristianismo,  em 496, e a conseqüente aliança que ele estabeleceu com a Igreja, foi,  essa sim, decisiva para a afirmação de sua autoridade. Foi a partir do  apoio da Igreja e dos cristãos da Gália que Clóvis pôde derrotar os  demais guerreiros francos, impondo-se como rei.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;h3  style=&quot;text-align: justify; font-weight: bold; font-family: arial;font-family:arial;&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;ORGANIZAÇÃO SOCIAL DOS POVOS GERMÂNICOS:&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/h3&gt;&lt;div  style=&quot;text-align: justify; font-weight: bold; font-family: arial;font-family:arial;&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;Entretanto,  a partir daí, uma série de características dos povos germânicos foram  decisivas para que a monarquia não conseguisse manter um mínimo de  centralização efetiva ao longo das décadas seguintes. Mas para uma  melhor compreensão dessa situação temos de, primeiramente, compreender a  forma original de organização desses povos.&lt;br /&gt;&lt;br /&gt;As sociedades  germânicas haviam evoluído de uma estrutura tribal para a formação de  agrupamentos guerreiros, centrados na figura de um chefe que comanda  guerreiros livres, os quais se submetem por vontade própria à autoridade  daquele que é reconhecido como o indivíduo com maiores condições de  comandá-los. Sendo fundamentalmente guerreiros, seus vínculos eram  basicamente militares.&lt;br /&gt;&lt;br /&gt;Não conhecendo uma estrutura  institucional de Estado, esses vínculos assumiam um caráter estritamente  pessoal, forjado em juramentos de fidelidade e obediência por parte dos  guerreiros, em troca da proteção que lhes era concedida pelo chefe.  Essa forma de organização chamava-se &lt;i&gt;comitatus&lt;/i&gt;, ou grupo de guerra, e teve importante influência na formação da sociedade feudal.&lt;br /&gt;&lt;br /&gt;A  necessidade militar, ligada às conquistas que fazem parte do processo  de destruição do Império Romano, levou a um processo de organização  desses agrupamentos guerreiros. Longe de um Estado, tal como é concebido  atualmente, o que se formou, de um modo geral, foi uma autoridade  central, fundamentalmente militar, caracterizando um poder que, em  termos genéricos, chamamos de &quot;monárquico&quot;. Entretanto, esse poder real  era exercido com fortes limitações, submetido ao prestígio pessoal do  monarca e à Assembléia de Guerreiros, detentora, em última análise, do  poder efetivo.&lt;br /&gt;&lt;br /&gt;A manutenção desse princípio pessoal de  relacionamento faz com que o vínculo entre o rei e os chefes guerreiros  mantenha as mesmas características herdadas do &lt;i&gt;comitatus&lt;/i&gt;. Os  guerreiros submetem-se ao rei pelos mesmos juramentos de fidelidade e  obediência, enquanto o rei se obriga a garantir proteção e comando  militar.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;h3  style=&quot;text-align: justify; font-weight: bold; font-family: arial;font-family:arial;&quot;&gt;&lt;span style=&quot;font-style: italic; font-size:100%;&quot; &gt;BASES DA NOBREZA FEUDAL:&lt;/span&gt;&lt;br /&gt;&lt;/h3&gt;&lt;div  style=&quot;text-align: justify; font-weight: bold; font-family: arial;font-family:arial;&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;Esses traços mesclam-se a  um aspecto econômico comum aos vários povos germânicos: o fato de terem  na agricultura sua atividade básica, sendo o comércio praticamente  desprezível. Assim, a questão militar assumiu um papel de sobrevivência  cotidiana, ligada à defesa da terra geradora do alimento do qual eles  necessitavam.&lt;br /&gt;&lt;br /&gt;Mais que isso, os chefes guerreiros, num processo  de conquista, assumiam uma condição de conquistadores da própria  possibilidade de sobrevivência, o que colocava as massas de  trabalhadores não guerreiros sob sua direta dependência. Com isso,  criou-se uma situação na qual a posse da terra articulou-se  necessariamente à capacidade de defendê-la, relegando a massa de não  guerreiros à condição de trabalhadores braçais, produtores do alimento  em troca da terra e da proteção recebida.&lt;br /&gt;&lt;br /&gt;Essa relação gerou uma  nítida diferenciação social, entre aqueles que trabalham e aqueles que  guerreiam, constituindo estes últimos uma elite social e econômica,  detentores da terra e do que havia de força militar. Estavam lançadas as  bases para a constituição da nobreza feudal.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;h3  style=&quot;text-align: justify; font-weight: bold; font-family: arial;font-family:arial;&quot;&gt;&lt;span style=&quot;font-style: italic;font-size:100%;&quot; &gt;DESCENTRALIZAÇÃO POLÍTICA:&lt;/span&gt;&lt;br /&gt;&lt;/h3&gt;&lt;div face=&quot;arial&quot; style=&quot;text-align: justify; font-weight: bold; font-family: arial;&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;Por  outro lado, as relações entre esses guerreiros e as autoridades  superiores também se fundaram nessas mesmas necessidades e princípios.  Considerando-se o rei como autoridade militar suprema, sua condição, em  última análise, é a de detentor de todas as terras. Para efetivar a  defesa, ele concedia a outros chefes guerreiros o comando de parte  dessas terras, além da proteção, mas exigindo, em troca, um juramento de  fidelidade, obediência e serviço militar às necessidades do rei.&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJ8-cWYUYjKN9z1-EgcoX_TS_4fBh-ZYe6IY72q4wz5UoOBC_4vwwJxkSJOzOhN4DZ-WP6847SbiD8VyoKE2GR24a3dHQD2703szdnptTpoaIIUswO9w6jjGnypehycqxKxTkUkg-Jr-xe/s1600/feudalismo1.jpg&quot;&gt;&lt;img style=&quot;cursor:pointer; cursor:hand;width: 200px; height: 150px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJ8-cWYUYjKN9z1-EgcoX_TS_4fBh-ZYe6IY72q4wz5UoOBC_4vwwJxkSJOzOhN4DZ-WP6847SbiD8VyoKE2GR24a3dHQD2703szdnptTpoaIIUswO9w6jjGnypehycqxKxTkUkg-Jr-xe/s200/feudalismo1.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5604409079266022386&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-style: italic;font-size:78%;&quot; &gt;&lt;br /&gt;Exemplo de juramento de fidelidade entre nobres (suserania e vassalagem)&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;br /&gt;Supondo-se  que esse juramento inclua, apenas como um exemplo, que este chefe  militar apresente-se ao rei com o auxílio de um determinado grupo de  guerreiros armados, ele terá de ter esses guerreiros submissos a ele, da  mesma forma que ele é submisso ao rei. Daí a necessidade de ceder-lhes  parte de suas terras - e assim sucessivamente.&lt;br /&gt;&lt;br /&gt;Com isso, criou-se  uma estrutura de verticalização das relações políticas e militares. No  topo da hierarquia encontra-se o rei, vinculado a chefes guerreiros, os  quais se vinculam a outros e assim por diante, num processo cujo efeito  final é o estabelecimento de inúmeros domínios pessoais sempre  submetidos a uma autoridade superior.&lt;br /&gt;&lt;br /&gt;Foram esses vínculos que  deram origem às relações de suserania e vassalagem, base fundamental das  relações entre a nobreza medieval. O próprio Clóvis dividiu o reino em  províncias às quais ele o deu nome de condados, nomeando nobres  guerreiros, condes, para administrá-las. Com isso, verificou-se uma  tendência à descentralização política, tendência essa que se acentuou  nas décadas seguintes.&lt;br /&gt;&lt;br /&gt;Outro aspecto a ser considerado é que, com  base no velho costume, segundo o qual o rei é o detentor de todas as  terras, o reino passava a ser considerado um bem pessoal, passível de  herança como qualquer outro bem. Assim, era natural que o rei dividisse  seus domínios entre seus filhos, quando se aproximava da morte.&lt;br /&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;h3  style=&quot;text-align: justify; font-weight: bold; font-style: italic; font-family: arial;font-family:arial;&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;OS MAJOR DOMUS E AS INVASÕES ISLÂMICAS:&lt;/span&gt;&lt;/h3&gt;&lt;div style=&quot;text-align: justify; font-weight: bold; font-family: arial;&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;O  hábito franco de que o herdeiro fosse coroado aos 12 anos de idade,  portanto ainda inexperiente para governar, levou ao surgimento dos  Administradores do Palácio, ou Prefeitos do Palácio, os &lt;i&gt;Maires du Palais&lt;/i&gt;,  uma espécie de primeiro-ministro, oriundos de ricas famílias  aristocráticas e homens fortes do poder real. Esse título, já num  momento posterior, em que a herança da influência romana voltou a ser  forte, passou a ser conhecido em sua forma latina: &lt;i&gt;major domus&lt;/i&gt;.&lt;br /&gt;&lt;br /&gt;Dessa forma, tendo seu poder esvaziado pela dispersão entre os chefes locais e pela autoridade crescente dos &lt;i&gt;major domus&lt;/i&gt;,  o poder do rei tendeu a se tornar meramente decorativo, tanto que os  últimos reis merovíngios ficaram conhecidos pela designação de &lt;strong&gt;reis indolentes&lt;/strong&gt;.  Seu poder era meramente formal, como chefe militar supremo, condição  que numa época de paz não lhe granjeava qualquer autoridade efetiva.&lt;br /&gt;&lt;br /&gt;Ao  mesmo tempo, ao manter vínculos com a nobreza guerreira, coletar  tributos e controlar o pouco que havia de administração do reino, o &lt;i&gt;major domus&lt;/i&gt;  passava a ser a autoridade efetiva. Tal situação atingiu seu ponto mais  agudo nas primeiras décadas do século 8, tendo como elemento  impulsionador a invasão árabe sobre o território franco.&lt;br /&gt;&lt;br /&gt;Como  sabemos, impulsionados pela religião islâmica, os árabes haviam  iniciado, desde o século 7, um amplo processo de conquistas. Contando  com a decadência dos impérios Persa e Bizantino, e com a fragilidade dos  reinos bárbaros - descentralizados no sul da Itália, no norte da África  e na península Ibérica -, os muçulmanos conseguiram, num intervalo de  um século após a morte de Maomé, conquistar um gigantesco domínio, que culminou com a conquista da península Ibérica, em 711.&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgX0xIbqrWGca5fv4QVNkZzFtY4e0T-2TcoXCuYbMYHelloKZRA87jyreDiUxzBVKxOHLQIhcV7YF7o-SD39k_S5iX6OmGNFL_lQTtdem3pu-Zc3SQWYQWBzZknfVzQdTKrOvAkEWTBqO3z/s1600/Steuben_-_Bataille_de_Poitiers.png&quot;&gt;&lt;img style=&quot;cursor:pointer; cursor:hand;width: 200px; height: 170px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgX0xIbqrWGca5fv4QVNkZzFtY4e0T-2TcoXCuYbMYHelloKZRA87jyreDiUxzBVKxOHLQIhcV7YF7o-SD39k_S5iX6OmGNFL_lQTtdem3pu-Zc3SQWYQWBzZknfVzQdTKrOvAkEWTBqO3z/s200/Steuben_-_Bataille_de_Poitiers.png&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5604402975245358226&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Batalha de Poitiers - 732&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;br /&gt;A  partir daí, o alvo inevitável seria o reino Franco, situado logo a  norte. A liderança dos exércitos francos contra os árabes coube, no  entanto, não ao rei, mas sim ao &lt;i&gt;major domus&lt;/i&gt; Carlos Martel, que derrotara os islâmicos em 732, na cidade de Poitiers. Essa vitória garantiu enorme prestígio a Carlos, que garantiu a hereditariedade do cargo de Prefeito do Palácio. Seu filho, Pepino &#39;O Breve&#39;, consegue concentrar todos os poderes do reino e destrona a dinastia merovíngia, coroando-se rei e iniciando a dinastia carolíngia (de Carlos). Além do fim dos merovíngios, a batalha de Poitiers foi responsável pela preservação do cristianismo europeu, evitando assim a expansão muçulmana para o ocidente.&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwj_uajX4vu7KWUBFrtRimot44WdwpJN7aL_INb8zyyfEcWoeWYuCK7Q14Ln689otY2wbBXHZU0Ro-HJVhIekUjHrp6DAEND1Sciz5jAx_rJp8AK5zkixhEptcB-ySu019UpwqnIXPuAOf/s1600/Pippin_the_younger.jpg&quot;&gt;&lt;img style=&quot;cursor:pointer; cursor:hand;width: 161px; height: 200px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwj_uajX4vu7KWUBFrtRimot44WdwpJN7aL_INb8zyyfEcWoeWYuCK7Q14Ln689otY2wbBXHZU0Ro-HJVhIekUjHrp6DAEND1Sciz5jAx_rJp8AK5zkixhEptcB-ySu019UpwqnIXPuAOf/s200/Pippin_the_younger.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5604402985771249906&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Pepino - O Breve&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;br /&gt;Além de Pepino, o rei mais importante da dinastia carolíngia foi Carlos Magno. Durante seu reinado, o Império Franco atingiu sua maior extensão territorial, convertendo diversos povos bárbaros ao cristianismo. Com isso, no ano 800, foi coroado pelo papa Leão III Imperador do Sacro Império Romano, garantindo assim poder temporal sobre todos os povos do ocidente, comparando seu poder político e militar aos velhos césares romanos.&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXXAs_LDgT_H7FjMU_jajp7ngU8BmPba24ja9s8dbN0oVv_oDHgVbUDJRxcmiYmpjDYIvMH-F20By4vlQ8tdaWEovQ88QEBLUk7SI9eNDkIUjZJMVMucjO3gI9ZPXqyZV_OSt6jzeHmYL3/s1600/Charlemagne.jpg&quot;&gt; &lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXmnRufN8_YoE_Tk6LDenO1_-X-sWEank1u_DXa-yeUTqu2bmpvtwgeLu_LXHjBxQhVOq5XzvcMteAzIUEJuSXeW6Zt9S4lOpTnJ26s3njT4-_pBVYoz2LL-fvOaIIhcjITP7OTDXgsDiq/s1600/Charlemagne_and_Pope_Adrian_I.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 273px; height: 204px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXmnRufN8_YoE_Tk6LDenO1_-X-sWEank1u_DXa-yeUTqu2bmpvtwgeLu_LXHjBxQhVOq5XzvcMteAzIUEJuSXeW6Zt9S4lOpTnJ26s3njT4-_pBVYoz2LL-fvOaIIhcjITP7OTDXgsDiq/s200/Charlemagne_and_Pope_Adrian_I.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5604409072386781954&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXXAs_LDgT_H7FjMU_jajp7ngU8BmPba24ja9s8dbN0oVv_oDHgVbUDJRxcmiYmpjDYIvMH-F20By4vlQ8tdaWEovQ88QEBLUk7SI9eNDkIUjZJMVMucjO3gI9ZPXqyZV_OSt6jzeHmYL3/s1600/Charlemagne.jpg&quot;&gt;   &lt;img style=&quot;cursor: pointer; width: 117px; height: 254px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXXAs_LDgT_H7FjMU_jajp7ngU8BmPba24ja9s8dbN0oVv_oDHgVbUDJRxcmiYmpjDYIvMH-F20By4vlQ8tdaWEovQ88QEBLUk7SI9eNDkIUjZJMVMucjO3gI9ZPXqyZV_OSt6jzeHmYL3/s200/Charlemagne.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5604402984210104162&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Carlos Magno se apresentando ao Papa Leão III e estátua em sua homenagem.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;br /&gt;Carlos Magno também foi responsável pelo chamado &quot;Renascimento Carolíngio&quot;, incentivando a criação de escolas para as famílias da nobreza européia, além de produção e conservação de obras diversas, desde o classicismo até às hagiografias sagradas.&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzm_NYlamtptpZwP21wMkGWbJUJfL4lZZ9oib9Tpv1XCbZT-y2LV6pZTGGWVIsNfwc3VsXGOdLJiYrG_glKNrPqI49dfXaVzhR3MydbufkIc75Sg7LnCUOwerpODBw8S3s5vsTs3Fr3VOO/s1600/carlomagno.jpg&quot;&gt;&lt;img style=&quot;cursor:pointer; cursor:hand;width: 140px; height: 200px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzm_NYlamtptpZwP21wMkGWbJUJfL4lZZ9oib9Tpv1XCbZT-y2LV6pZTGGWVIsNfwc3VsXGOdLJiYrG_glKNrPqI49dfXaVzhR3MydbufkIc75Sg7LnCUOwerpODBw8S3s5vsTs3Fr3VOO/s200/carlomagno.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5604402979545383842&quot; border=&quot;0&quot; /&gt;&lt;/a&gt; &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZLBdt45d9prdk66BP4ozmoNNm8BL619W7ray3HAIkCy2LoZZP1eHCCnUAh5CdEBP_kHttp6JJpQPasEu3xPYIe18uxdh5w15N270VPtt9NLGdBIoKu75SuX-BzG6dmXJLceAV4ma_x3hl/s1600/Aula+medieval%252C+Idade+Media.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 233px; height: 196px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZLBdt45d9prdk66BP4ozmoNNm8BL619W7ray3HAIkCy2LoZZP1eHCCnUAh5CdEBP_kHttp6JJpQPasEu3xPYIe18uxdh5w15N270VPtt9NLGdBIoKu75SuX-BzG6dmXJLceAV4ma_x3hl/s200/Aula+medieval%252C+Idade+Media.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5604409074952611890&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Busto dourado de Carlos Magno. Representação de escola medieval.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;br /&gt;O Império Franco entrou em declínio com a morte de Carlos Magno (814). Seus netos dividiram o império em três com o Tratado de Verdun em 843. Iniciando os territórios que hoje como França e Alemanha.&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhz_e-BMnjLWuoAORyftEgg3BL7-fyBGTqx_Ua8hZ7w33P8KW-D_-nsH8y5fOz1KbKR-sxSq6dADhad20y2WD9ETs76RMJlbZ3nDX0wl2-YfpJo8Np99cb_WGxh5IEZRT37VqeL4vfCfq48/s1600/Imp%25C3%25A9rioFranco.jpg&quot;&gt;&lt;img style=&quot;cursor:pointer; cursor:hand;width: 200px; height: 168px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhz_e-BMnjLWuoAORyftEgg3BL7-fyBGTqx_Ua8hZ7w33P8KW-D_-nsH8y5fOz1KbKR-sxSq6dADhad20y2WD9ETs76RMJlbZ3nDX0wl2-YfpJo8Np99cb_WGxh5IEZRT37VqeL4vfCfq48/s200/Imp%25C3%25A9rioFranco.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5604409077524351234&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Divisão Franca pelo Tratado de Verdun.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://thiagohmlopes.blogspot.com/feeds/2057317542368533595/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://thiagohmlopes.blogspot.com/2011/05/reino-franco.html#comment-form' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/2057317542368533595'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/2057317542368533595'/><link rel='alternate' type='text/html' href='http://thiagohmlopes.blogspot.com/2011/05/reino-franco.html' title='Reino Franco.'/><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/AVvXsEgJ8-cWYUYjKN9z1-EgcoX_TS_4fBh-ZYe6IY72q4wz5UoOBC_4vwwJxkSJOzOhN4DZ-WP6847SbiD8VyoKE2GR24a3dHQD2703szdnptTpoaIIUswO9w6jjGnypehycqxKxTkUkg-Jr-xe/s72-c/feudalismo1.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-533745627793809499.post-8596381436508616786</id><published>2011-05-01T11:51:00.003-03:00</published><updated>2011-05-01T12:44:07.356-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Idade Média"/><title type='text'>Expansão árabe.</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-weight: bold; font-family:arial;&quot; &gt;No ano de 630, Maomé e seus seguidores ocuparam a cidade de Meca,  retornando do exílio da Hégira em Medina, destruíram os ídolos da Caaba, símbolos do politeísmo, e assim fundou-se  o Islão - Estado Teocrático dos Crentes, unificando as tribos nômades que habitavam a península arábica. Esse fato é considerado como a  unificação política e religiosa dos povos árabes, agora comandados pelo  Califa (substituto, chefe, líder, em árabe).&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div face=&quot;arial&quot; style=&quot;text-align: justify; &quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimpD1Y7u4tq5GmX-YEU-D7ND9lu_rscwuP5MyKhEpK8FUVIFU-7qLYM59A7WHutt6bMZ0_igWtTszSqda-TnTrXgBJVU6KCDbAop2YGw9osfPezpxb-3nlCXnOkOFRSsJRMfbtodNosFlF/s1600/675px-Muslim_Conquest.PNG&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 226px; height: 201px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimpD1Y7u4tq5GmX-YEU-D7ND9lu_rscwuP5MyKhEpK8FUVIFU-7qLYM59A7WHutt6bMZ0_igWtTszSqda-TnTrXgBJVU6KCDbAop2YGw9osfPezpxb-3nlCXnOkOFRSsJRMfbtodNosFlF/s200/675px-Muslim_Conquest.PNG&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5601769612672183522&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-weight: bold;font-size:78%;&quot; &gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic; font-family:arial;&quot; &gt;Avanços árabes, destaque para as incursões maometanas e dos rashidun.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-weight: bold; font-family:arial;&quot; &gt;&lt;br /&gt;O Expansionismo árabe iniciou-se logo após a morte de Maomé, em 632, tanto em  direção ao oriente como ao ocidente. Os primeiros quatro sucessores do profeta ficaram conhecidos como &quot;Rashidun&quot;, ou &quot;califas bem guiados&quot;, iniciando com o governo do sogro de Mohammed, Abu Bakr. Os Rashidun expandiram os domínios árabes até o norte da África, especificamente até o território da atual Líbia, além de várias ilhas do Mediterrâneo. Um dos maiores monumentos do período dos &quot;bem guiados&quot; é a Mesquita de Omar em Jerusalém, símbolo do expansionismo na Palestina.&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi406kwkMRhmq5SLFYhN4l7WE8mB3H4Ip4Ie15T_gviBlOVVr3va28C67iTHIu2GzHrtHlfuxNiAgV7hJoEctakIFr8g_kppmCe34hIxjsUsYUkHM3hIlYewknnjqHQKs1a8R08_ha4VY2C/s1600/800px-Rashidun654wVassal.png&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 236px; height: 144px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi406kwkMRhmq5SLFYhN4l7WE8mB3H4Ip4Ie15T_gviBlOVVr3va28C67iTHIu2GzHrtHlfuxNiAgV7hJoEctakIFr8g_kppmCe34hIxjsUsYUkHM3hIlYewknnjqHQKs1a8R08_ha4VY2C/s200/800px-Rashidun654wVassal.png&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5601769608217050690&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic; font-weight: bold;&quot;&gt;Domínios conquistados pelos rashidun.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgizU3gsksQUodUE9IpjO1VFBxQI3BvSJHCkksgn__KYv6K0ghOQAiR75eXHwYbtUh5Bx1INvAFgiS1wdd3oFv6_whjNIpBBVPcN2hIjFmOWT2HkF5tazd0u5sSksDwTzIa4BWvIiNoULo7/s1600/Dome_of_the_Rock_3.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 236px; height: 175px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgizU3gsksQUodUE9IpjO1VFBxQI3BvSJHCkksgn__KYv6K0ghOQAiR75eXHwYbtUh5Bx1INvAFgiS1wdd3oFv6_whjNIpBBVPcN2hIjFmOWT2HkF5tazd0u5sSksDwTzIa4BWvIiNoULo7/s200/Dome_of_the_Rock_3.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5601769619461556882&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic; font-weight: bold;&quot;&gt;Mesquita de Omar (segundo rashidun), ou Domo da Rocha, em Jerusalém.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-weight: bold; font-family:arial;&quot; &gt;&lt;br /&gt;As conquistas islâmicas se  ampliaram sob os califas Omíadas (661 - 750) e foram preservadas pelos  Abássidas (750 - 1258), apesar das diversas divisões políticas, iniciadas  com a fundação do Emirado de Córdoba, na Espanha (chamada de Al-Andaluz pelos árabes) em 756.&lt;/span&gt;  &lt;span style=&quot;font-weight: bold; font-family:arial;&quot; &gt;O processo expansionista foi fulminante, estimulado por interesses em  dominar rotas de comércio, pela cultura do botim (saques, espólios, de guerra), pela Jihad (&quot;Guerra Santa&quot;) e  também pela fraqueza dos adversários: O império Persa que desapareceu, O  império Bizantino, que foi reduzido, perdendo seus territórios na  Palestina e norte da África, e os Reinos Bárbaros da região do Magreb e  da Península Ibérica, que foram derrotados. Na Europa, o expansionismo  muçulmano na Europa foi contido pelos Francos, na famosa Batalha de Poitiers em  732, liderada pelo Major Domus Carlos Martel, durante a dinastia Merovíngia.&lt;br /&gt;&lt;br /&gt;Durante a Dinastia dos Abássidas o comércio árabe atingiu grande  extensão, destacando-se o comércio de especiarias com as Índias, as  várias rotas de contato com Constantinopla e as várias rotas do norte  africano pelo interior, realizado por caravanas, que traziam ouro para a  cidade de Ceuta, objeto de interesse português no século XV.&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBmTn6LEVCORUc28C3R3-hLNFFWTC2z57waOnoi1KfYGfbD7WRa_mo9MFji9vntXEBh3hvBzNd_1rmv1igApijiC7PoVE76LCmJSRdnlZCSmG-dBIZ7xIw28gJsiwPIQtVnIkNEhvztaBx/s1600/800px-Age-of-caliphs.png&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 263px; height: 128px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBmTn6LEVCORUc28C3R3-hLNFFWTC2z57waOnoi1KfYGfbD7WRa_mo9MFji9vntXEBh3hvBzNd_1rmv1igApijiC7PoVE76LCmJSRdnlZCSmG-dBIZ7xIw28gJsiwPIQtVnIkNEhvztaBx/s200/800px-Age-of-caliphs.png&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5601769609516117842&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic; font-weight: bold;&quot;&gt;Extensão máxima do Império Árabe.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-weight: bold; font-family:arial;&quot; &gt;&lt;br /&gt;Apesar da centralização política e religiosa, a história do império  árabe caracterizou-se por várias disputas pelo poder e consequentemente  por divisões, de onde inclusive nasceram as duas seitas mais importantes  do Islamismo: sunitas (os que seguem, além do alcorão, o conjunto de obras sobre a vida pessoal de Maomé chamado Sunnas) e xiitas&lt;/span&gt; &lt;span style=&quot; font-weight: bold;font-family:arial;&quot; &gt;(os que aceitam apenas o Alcorão como livro sagrado do islamismo, além de só aceitarem líderes, governantes, que possuam laços sanguíneos com Mohammed).&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold; font-family:arial;&quot; &gt;O domínio mourisco na Península Ibérica influenciou consideravelmente a cultura daquela região, refletindo-se, inclusive, nos países que foram colônias luso-espanholas. Muitas palavras dos idiomas ibéricos são resultado de termos arabescos, como álcool, azeite, almoço etc. Praticamente todas as palavras que iniciam com &quot;a&quot; ou &quot;al&quot; são heranças árabes, assim como alguns hábitos alimentares e certas festividades.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;font-size:85%;&quot; &gt;&lt;span style=&quot;font-style: italic; font-family:arial;&quot; &gt;COMPLEMENTE COM ESSE VÍDEO DA FUNDAÇÃO ROBERTO MARINHO:&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold; font-family:arial;&quot; &gt;PARTE 1:&lt;/span&gt;&lt;br /&gt;&lt;iframe src=&quot;http://www.youtube.com/embed/aXyUwCA_HPc?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold; font-family: arial;&quot;&gt;PARTE 2:&lt;/span&gt;&lt;br /&gt;&lt;iframe src=&quot;http://www.youtube.com/embed/RhbgmZzJdUs?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://thiagohmlopes.blogspot.com/feeds/8596381436508616786/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://thiagohmlopes.blogspot.com/2011/05/expansao-arabe.html#comment-form' title='4 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/8596381436508616786'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/8596381436508616786'/><link rel='alternate' type='text/html' href='http://thiagohmlopes.blogspot.com/2011/05/expansao-arabe.html' title='Expansão árabe.'/><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/AVvXsEimpD1Y7u4tq5GmX-YEU-D7ND9lu_rscwuP5MyKhEpK8FUVIFU-7qLYM59A7WHutt6bMZ0_igWtTszSqda-TnTrXgBJVU6KCDbAop2YGw9osfPezpxb-3nlCXnOkOFRSsJRMfbtodNosFlF/s72-c/675px-Muslim_Conquest.PNG" height="72" width="72"/><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-533745627793809499.post-8789113520483580420</id><published>2011-04-24T08:54:00.005-03:00</published><updated>2011-04-24T09:46:29.012-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Idade Média"/><title type='text'>Árabes e o islamismo.</title><content type='html'>&lt;div  style=&quot;text-align: justify; font-family:arial;&quot;&gt;&lt;span style=&quot;font-weight: bold; font-family:arial;&quot; &gt;Os  árabes são um povo que se desenvolveu na península Arábica, uma vasta  região localizada na junção dos continentes africano e asiático. Ao  longo da Idade Média,  porém, os árabes se expandiram e formaram um grande império. Sua  cultura, que tem como principal característica a crença no islamismo,  foi então assimilada por diversos outros povos. Vamos acompanhar o  desenvolvimento dessa história para compreender porque se pode falar,  hoje, na existência de um &quot;mundo árabe&quot;.&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div face=&quot;arial&quot; style=&quot;text-align: justify; font-weight: bold; font-family: arial;&quot;&gt;&lt;br /&gt;A  península Arábica pode ser dividida, mais ou menos, em duas áreas  geográficas: a sudoeste encontra-se uma região montanhosa e fértil,  irrigada por vários riachos, com bons índices de pluviosidade e banhada  pelo mar Vermelho. O restante do território é formado por desertos, onde  existem oásis esparsos. É esse o cenário onde os árabes surgiram e se  desenvolveram há milênios.&lt;br /&gt;&lt;br /&gt;Até  meados do século VII, esse povo não se organizava em um Estado  centralizado, mas se dividia em dezenas de tribos independentes. Cada  uma delas, era composta por clãs (grandes famílias) unidos em torno de  um líder (o sheik), escolhido por seus membros. Cada  tribo tinha o seu próprio deus e o seu próprio código de ética. Para os  árabes, a tribo vinha em primeiro lugar: qualquer ameaça a qualquer um  de seus integrantes eram considerada uma ameaça coletiva. Cada membro da tribo tinha a obrigação de cuidar dos outros. Não existia espaço para o individualismo.&lt;br /&gt;&lt;br /&gt;A  maior parte da população árabe era formada pelos beduínos, pastores e  comerciantes nômades que viviam no deserto. Essas tribos em especial,  devido à grande dificuldade de sobrevivência numa região inóspita, se  enfrentavam constantemente, travando lutas intermináveis pelo controle  dos oásis e praticando as razias, ou seja, os saques às outras tribos.&lt;br /&gt;&lt;br /&gt;Já  os grupos tribais que se estabeleceram na região fértil do sudoeste  puderam desenvolver a agricultura, tornaram-se sedentarios e fundaram  cidades. No final do século VI,  cidade de Meca (na atual Arábia Saudita)  se tornou a mais importante delas. Era controlada pela tribo dos  coraixitas, que desenvolveram um rico comércio. Além disso, Meca era  também um centro de peregrinação religiosa, pois ali se encontrava a Caaba, o mais importante dos templos árabes. Esse templo, em formato de cubo, na época, abrigava os ídolos das várias tribos, em especial a &quot;Pedra Preta&quot;, considerada como um presente divino caído dos céus, provavelmente algum fragmento de meteorito.&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggAwf6cInikr1aRRtxWARvH3XFGM2JfNBl5TuZ2SHMJU95M3VOMl6dDkS1hT3qb8PBgQKaRZ7jZHCX60qIvK-F9p1Uufb4J2IYXIDcoMU4RBPDc83WapdxIwMY2IAD95-mhQ76NL3dChj1/s1600/Caaba2.jpg&quot;&gt;&lt;img style=&quot;cursor:pointer; cursor:hand;width: 200px; height: 164px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggAwf6cInikr1aRRtxWARvH3XFGM2JfNBl5TuZ2SHMJU95M3VOMl6dDkS1hT3qb8PBgQKaRZ7jZHCX60qIvK-F9p1Uufb4J2IYXIDcoMU4RBPDc83WapdxIwMY2IAD95-mhQ76NL3dChj1/s200/Caaba2.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5599121391875921026&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Caaba&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;Segundo  a tradição, foi construído por Abraão e seu filho Ismael num tempo  muito remoto, o que demonstra ser única a origem de árabes e judeus,  sendo ambos os povos semitas. Na Caaba era proibido qualquer tipo de  hostilidade, o que beneficiava as atividades mercantis, características  dos árabes em geral. Tanto os beduínos do deserto quanto os que viviam  nas cidades desenvolveram um intenso comércio com as regiões vizinhas:  os povos do litoral africano, os persas, os bizantinos e os judeus. Em  cada cidade árabe, era comum existir pequenas comunidades de  estrangeiros que viviam do comércio internacional.&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKVzblOp6c81VK82orK_MHnWfC0VuFBWeqX5oNERM8IJItp8ZuD53T7rIyTCbwJJTJ9V6ci15cBw0MqYVjYQXK7bTEEUbFW-V9gmSnBZAo-YAK-va_sBy-wbCORvIQCaslx0JhTJNtli9R/s1600/ATT3.jpg&quot;&gt;&lt;img style=&quot;cursor:pointer; cursor:hand;width: 200px; height: 150px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKVzblOp6c81VK82orK_MHnWfC0VuFBWeqX5oNERM8IJItp8ZuD53T7rIyTCbwJJTJ9V6ci15cBw0MqYVjYQXK7bTEEUbFW-V9gmSnBZAo-YAK-va_sBy-wbCORvIQCaslx0JhTJNtli9R/s200/ATT3.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5599121393608443730&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Mesquita de Meca com a Caaba ao centro, principal ponto de peregrinação do islamismo.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-style: italic;font-size:130%;&quot; &gt;&lt;br /&gt;MAOMÉ E O ISLÃ:&lt;/span&gt;&lt;br /&gt;Maomé  (Muhammad ibn Abdallah) nasceu em Meca, em torno de 570 d.C.. Era  membro da tribo dos coraixitas, mas fazia parte de uma família  empobrecida, os haxemitas. Tornou-se comerciante e, desde pequeno,  conviveu com pessoas de diversas culturas. A tradição diz que somente ao  se casar com uma viúva muito rica (Khadija), Maomé pôde ter um conforto  material. A partir de então, passou a se retirar para as regiões  montanhosas a fim de meditar sobre as diversas culturas e religiões que  conhecia. Conta-se que sempre teve um espírito inquieto, era um grande  observador, além de questionador.&lt;br /&gt;&lt;br /&gt;Em  610, num retiro no Monte Hira, Maomé acordou no meio da noite sentindo  uma presença arrebatadora: na sua frente viu um anjo (que mais tarde se  identificou como o arcanjo Gabriel) que lhe ordenava: “Recita!”. Maomé  pensou que estivesse enlouquecendo. Tentou se livrar daquela presença,  mas, para todos os lados que corria, deparava com o anjo dizendo:  “Recita!”. Porém, ele não compreendia a ordem do anjo, pois não era um  recitador (um tipo comum de adivinho no mundo árabe da época).&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnBcXM3D5h0NdkB3Is7iLWr9IK7irqm_fgYvjfeZXRRYpoPQbLLHhnDTiyZZRVgX5XqXNZdfNk0Wqu86KoKVsqH3hKf6K4IiYVqC1YU4sgVsDSSH7rNSkr19QRg4ZypuZlKvbWY2VUFIg9/s1600/522px-Cave_Hira.jpg&quot;&gt;&lt;img style=&quot;cursor:pointer; cursor:hand;width: 174px; height: 200px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnBcXM3D5h0NdkB3Is7iLWr9IK7irqm_fgYvjfeZXRRYpoPQbLLHhnDTiyZZRVgX5XqXNZdfNk0Wqu86KoKVsqH3hKf6K4IiYVqC1YU4sgVsDSSH7rNSkr19QRg4ZypuZlKvbWY2VUFIg9/s200/522px-Cave_Hira.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5599121377911774690&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Monte Hira, onde supostamente Maomé recebeu as  &quot;revelações&quot; do arcanjo Gabriel.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;O  anjo, então, o abraçou fortemente, de modo que o homem sentiu o ar  sumir de seus pulmões. Mesmo assim, Maomé resistiu a mais dois abraços.  Depois do terceiro, Maomé, embora sem fôlego, abriu seus lábios e  começou a falar de coisas sobrenaturais das quais jamais teve  consciência. Dessa forma surgiram as primeiras palavras divinas na  língua árabe (que se tornou uma língua sagrada, assim como o latim para  os católicos ou o hebraico para os judeus):&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;“Recita em nome do teu Senhor que criou;&lt;br /&gt;Criou o homem de um coágulo.&lt;br /&gt;Recita que teu Senhor é Generosíssimo,&lt;br /&gt;Que ensinou através do cálamo,&lt;br /&gt;Ensinou ao homem o que este não sabia!”&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiX7KoPVnm1SbfnDAfRzqMUXtSImMc7_sF34ymagcy38iZX6c4BHfsqSnbp81TPtERYMGq5DB94qGOWM-X4gNW9QUYeWde3h4UUYGgu7e7VAEoK-3F1vzvRTYXSfuxF8E1ztwCD_cjC0ek/s1600/Muhammad_5.jpg&quot;&gt;&lt;img style=&quot;cursor:pointer; cursor:hand;width: 200px; height: 145px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiX7KoPVnm1SbfnDAfRzqMUXtSImMc7_sF34ymagcy38iZX6c4BHfsqSnbp81TPtERYMGq5DB94qGOWM-X4gNW9QUYeWde3h4UUYGgu7e7VAEoK-3F1vzvRTYXSfuxF8E1ztwCD_cjC0ek/s200/Muhammad_5.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5599123981022309826&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Maomé e o anjo Gabriel&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;A  partir dessa ocasião, Maomé passou a comunicar-se com o arcanjo Gabriel  e, numa espécie de transe, recitava as palavras divinas para os membros  de sua família, que as interpretavam como se Alá (Al-Lá:  “o Deus”) estivesse falando através dele. As palavras ditas por Maomé  eram poéticas, de uma beleza tão envolvente, de uma verdade tão  contundente, que ele passou a ser considerado um profeta e a ter muitos  seguidores seguidores.&lt;br /&gt;&lt;br /&gt;Por  mais de três anos, Maomé relutou em defender a crença no Deus único,  que o arcanjo Gabriel lhe impunha, pois sabia que as tribos não  aceitariam um poder que fosse maior e que pudesse agir além de suas  próprias condutas religiosas e éticas. Mas, a cada aparição, o arcanjo  era mais enfático: era necessário defender e propagar a crença  monoteísta entre os árabes.&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcRKk6BIkwSspvs7my4FenO80ot7OI0w_CyxunNOlUJkVYQAYb5-AjRaJ1IXRU0ydLGz4LnjzRKS8zT8S44DJSB1355GaKypImAQqmYzCG_77msghwxPgp7lGCy4QwnWA1573FwXMiYx9I/s1600/alcorao.jpg&quot;&gt;&lt;img style=&quot;cursor:pointer; cursor:hand;width: 200px; height: 134px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcRKk6BIkwSspvs7my4FenO80ot7OI0w_CyxunNOlUJkVYQAYb5-AjRaJ1IXRU0ydLGz4LnjzRKS8zT8S44DJSB1355GaKypImAQqmYzCG_77msghwxPgp7lGCy4QwnWA1573FwXMiYx9I/s200/alcorao.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5599121381492843266&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Alcorão&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;Dessa  forma surgiu, segundo a tradição, uma nova religião que se chamou Islã  (ou islamismo), que em português significa “submissão”. O seguidor do  Islã se chama muslin (ou muçulmano), “fiel, crente”.  Maomé passou a ser considerado o “selo dos profetas”, ou seja, o que  veio depois de todos os profetas judeus e cristãos (Cristo é visto como um profeta pelos muçulmanos), para finalizar a revelação divina.&lt;br /&gt;&lt;br /&gt;Enquanto  Maomé recitava as palavras de Alá, alguns poucos ouvintes alfabetizados  as escreviam. Daí surgiu o livro sagrado do Islã, o Al – qurãn  (Corão ou Alcorão), que quer dizer “A Recitação”. (O livro sagrado é  considerado de tamanha beleza poética que somente os que compreendem a  língua árabe podem perceber seu encantamento e poder de persuasão).&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmcMKYT1K2BmMOSyHVQ264hWWrabmNXItiQ1jJN1XaQqmjlqiZF0aGtl-bgNV84ToKzH0-65hNc5fLuG47pXsn6L78hOVKpu1rQhip58LSoHvz64KnrkoZj4Pjx8uakJ5TT4V8IA8-LfEQ/s1600/300px-Maome.jpg&quot;&gt;&lt;img style=&quot;cursor:pointer; cursor:hand;width: 200px; height: 120px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmcMKYT1K2BmMOSyHVQ264hWWrabmNXItiQ1jJN1XaQqmjlqiZF0aGtl-bgNV84ToKzH0-65hNc5fLuG47pXsn6L78hOVKpu1rQhip58LSoHvz64KnrkoZj4Pjx8uakJ5TT4V8IA8-LfEQ/s200/300px-Maome.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5599121376989135042&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Maomé recitando as suratas do Alcorão para seguidores (pintura anterior ao movimento radical de omissão da face do profeta).&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;A HÉGIRA E A FORMAÇÃO DO ESTADO ÁRABE:&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;A  partir do momento em que Maomé enfatizou o caráter monoteísta de sua  religião e a necessidade de os muçulmanos divulgarem as palavras  divinas, os coraixitas (elite dominante de Meca) passaram a perseguir  Maomé e seus fieis, pois não viam com bons olhos a crença no Deus único  do islamismo. Temiam a diminuição das peregrinações religiosas a Meca,  assim como dos lucros comerciais que elas proporcionavam.&lt;br /&gt;&lt;br /&gt;Em  622 d.C., Maomé recebeu um convite dos habitantes de Yatrib, cidade que  ficava a 10 dias de viagem a pé de Meca. Lá duas tribos rivais (aws e  khazraj) viviam em conflito há muito tempo, o que as estava destruindo.  As duas decidiram pedir orientação a Maomé, que para lá se dirigiu,  pacificando-as. Esse episódio é conhecido como Hégira  (“emigração”, “fuga”), e marca o início do calendário muçulmano. Em  Yatrib, Maomé organizou a primeira grande comunidade islâmica, e a  cidade passou a se chamar Madinat al Nabî (ou Medina “cidade do profeta”).&lt;br /&gt;&lt;br /&gt;Desse  momento em diante, os muçulmanos de Medina tiveram que enfrentar os  ataques de diversas tribos politeístas. Uma série de batalhas se sucedeu  e várias tribos foram conquistadas e convertidas ao Islã, embora muitas  outras tribos tenham se convertido por vontade própria à nova religião.   Em  630, Maomé, a frente de um poderoso contingente militar, conseguiu  tomar Meca, pondo fim às guerras intertribais e instaurando o Estado  Teocrático Árabe, do qual se tornou o líder político e religioso. O  profeta, com suas próprias mãos, destruiu todos os ídolos tribais da  Caaba, transformando-a no mais importante templo do Islã. Essa série de conflitos causados pela disputa de credos, politeístas X monoteístas, infiéis X muçulmanos, é interpretado como o princípio da doutrina da Jihad (traduzida tradicionalmente como &quot;guerra santa&quot;, devido o terrorismo fundamentalista árabe contemporâneo, mas também confundido com as antigas cruzadas cristãs medievais).&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7K_gUj03fo_pk1on9FNmPCqBpuVCaRB-fd5wUUAetGgDZbUm17-ziCXhcmSLs7H7nqXT8YbqdJ2ahgAIVRL_2W59VrxfiYxbxQvUiMhR5TQraMNEiinfr6vtxkewFiZArIMTPvVRoFThh/s1600/myths-jihad.jpg&quot;&gt;&lt;img style=&quot;cursor:pointer; cursor:hand;width: 150px; height: 200px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7K_gUj03fo_pk1on9FNmPCqBpuVCaRB-fd5wUUAetGgDZbUm17-ziCXhcmSLs7H7nqXT8YbqdJ2ahgAIVRL_2W59VrxfiYxbxQvUiMhR5TQraMNEiinfr6vtxkewFiZArIMTPvVRoFThh/s200/myths-jihad.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5599123985817875922&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Manifestação árabe contemporânea de apologia a Jihad&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;Para  não entrar em atrito com as tradições específicas das diversas tribos,  Maomé permitiu que continuassem a segui-las, desde que se comprometessem  a cumprir as cinco obrigações do islamismo, o que acabou por unificar  todas as tribos em nome de Alá. Assim formou-se a Ummah  (Comunidade Muçulmana), o que de certa forma, manteve o principio  cultural das tribos árabes: a ummah era mais importante do qualquer  indivíduo, todos eram responsáveis uns pelos outros e qualquer um que se  colocasse contra as palavras do profeta era considerado um criminoso.&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;AS CINCO OBRIGAÇÕES ISLÂMICAS:&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;1) crer em Alá como deus único e em Maomé como seu último profeta;&lt;br /&gt;2) orar cinco vezes ao dia com a cabeça voltada em direção a Meca;&lt;br /&gt;3) dar esmolas;&lt;br /&gt;4) jejuar no Ramadã (nono mês do calendário islâmico);&lt;br /&gt;5) toda pessoa saudável deve visitar a Caaba (em Meca) pelo menos uma vez na vida.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;font-size:85%;&quot; &gt;COMPLEMENTE COM ESSE DOCUMENTÁRIO SOBRE O ISLÃ:&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;p style=&quot;margin: 0cm 0cm 0.0001pt; text-indent: 35.4pt; line-height: 150%; text-align: justify;&quot;&gt;&lt;span style=&quot; line-height: 150%; font-family:Arial;font-size:11pt;&quot;  &gt;&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold; font-family: arial;&quot;&gt;PARTE 1:&lt;/span&gt;&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; src=&quot;http://www.youtube.com/embed/j6GKMGX6_PA?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold; font-family: arial;&quot;&gt;PARTE 2:&lt;/span&gt;&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; src=&quot;http://www.youtube.com/embed/4aDSuYWXidc?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold; font-family: arial;&quot;&gt;PARTE 3:&lt;/span&gt;&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; src=&quot;http://www.youtube.com/embed/axQlr-o0Rdw?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold; font-family: arial;&quot;&gt;PARTE 4:&lt;/span&gt;&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; src=&quot;http://www.youtube.com/embed/WSqfwToSvGM?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold; font-family: arial;&quot;&gt;PARTE 5:&lt;/span&gt;&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; src=&quot;http://www.youtube.com/embed/kfCgKfOiV7c?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;</content><link rel='replies' type='application/atom+xml' href='http://thiagohmlopes.blogspot.com/feeds/8789113520483580420/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://thiagohmlopes.blogspot.com/2011/04/arabes-e-o-islamismo.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/8789113520483580420'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/8789113520483580420'/><link rel='alternate' type='text/html' href='http://thiagohmlopes.blogspot.com/2011/04/arabes-e-o-islamismo.html' title='Árabes e o islamismo.'/><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/AVvXsEggAwf6cInikr1aRRtxWARvH3XFGM2JfNBl5TuZ2SHMJU95M3VOMl6dDkS1hT3qb8PBgQKaRZ7jZHCX60qIvK-F9p1Uufb4J2IYXIDcoMU4RBPDc83WapdxIwMY2IAD95-mhQ76NL3dChj1/s72-c/Caaba2.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-533745627793809499.post-7443579910182398303</id><published>2011-04-13T11:32:00.008-03:00</published><updated>2012-04-29T13:12:35.108-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Idade Antiga"/><category scheme="http://www.blogger.com/atom/ns#" term="Idade Média"/><title type='text'>Império Bizantino</title><content type='html'>&lt;span style=&quot;font-family: arial; font-weight: bold;&quot;&gt;O Império Bizantino,  inicialmente conhecido como Império Romano do Oriente, sucedeu o  Império Romano (cerca de 395) como o império dominante do Mar  Mediterrâneo.&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsENd7j49RRn-1AZgX9Iya39luGZnI9x28XOWsT3rslpZTAvmnFs-0D1vmQxCZiO5ZH38_Aj4cXvVoMb3XMT6gpU_GtVP-sOBXg3JnGa_UOZ277aKHMmQq603I7QVkVQ5CEtx9VJbjUTLg/s1600/300px-Theodosius_I%2527s_empire.png&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5595089033993534946&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsENd7j49RRn-1AZgX9Iya39luGZnI9x28XOWsT3rslpZTAvmnFs-0D1vmQxCZiO5ZH38_Aj4cXvVoMb3XMT6gpU_GtVP-sOBXg3JnGa_UOZ277aKHMmQq603I7QVkVQ5CEtx9VJbjUTLg/s200/300px-Theodosius_I%2527s_empire.png&quot; style=&quot;cursor: pointer; height: 206px; width: 287px;&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: arial; font-size: 78%; font-weight: bold;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Divisão do Império Romano em Ocidente e Oriente.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: arial; font-family: arial; font-weight: bold; text-align: justify;&quot;&gt;
&lt;br /&gt;
Sob Justiniano, considerado o último grande  imperador romano, dominava áreas no atual Marrocos, Cartago, sul da  França e da Itália, bem como suas ilhas, Península Balcânica, Anatólia,  Egito, Oriente Próximo e a Península da Criméia, no Mar Negro.&lt;br /&gt;
&lt;br /&gt;
Sob  a perspectiva ocidental, não é errado inserir o Império Bizantino no  estudo da Idade Média, mas, a rigor, ele viveu uma extensão da Idade  Antiga. Os historiadores especializados em Bizâncio em geral concordam  que seu apogeu se deu com Justiniano, mas o imperador da dinastia Macedônica,  Basílio II &quot;Bulgaroctonos&quot; (Mata-Búlgaros), também contribuiu para o crescimento do império, entre os séculos IX e X. A sua  regressão territorial gradual delineou a história da Europa medieval, e  sua queda, em 1453, frente aos turcos otomanos, marcou o fim da Idade  Média.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibgVXlUOWoGA96B07rOdIG4fxfcp4E_Jy2kCVc6mHcMToIEBZ-Ab17mBTX3XxOO_WPB5h5o6h8bgtDbH7kANYS5EUyEhwsaQgLmmK8rbuJDY32iIOnK_Z_UYjKigIEOqlmRTtsOQJ8n_Fs/s1600/Basilio_II-243x300.jpg&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5595097017178205074&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibgVXlUOWoGA96B07rOdIG4fxfcp4E_Jy2kCVc6mHcMToIEBZ-Ab17mBTX3XxOO_WPB5h5o6h8bgtDbH7kANYS5EUyEhwsaQgLmmK8rbuJDY32iIOnK_Z_UYjKigIEOqlmRTtsOQJ8n_Fs/s200/Basilio_II-243x300.jpg&quot; style=&quot;cursor: pointer; height: 268px; width: 218px;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: 78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Afresco do imperador Basílio II (mata-búlgaros). Recebeu tal alcunha devido o cruel contra-ataque contra os búlgaros. Todos os sobreviventes retornaram cegos, gerando gastos ao reino inimigo.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;h3 style=&quot;font-family: arial; font-weight: bold; text-align: justify;&quot;&gt;

ORIGEM&lt;/h3&gt;
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O embrião do Império Bizantino surgiu quando o imperador romano  Constantino decidiu construir sobre a antiga cidade grega de Bizâncio  uma nova capital para o Império Romano, mais próxima às rotas comerciais  que ligavam o Mar Mediterrâneo ao Mar Negro, e a Europa à Ásia. Além  disso, havia muito os imperadores de Roma já não mais usavam esta cidade  como capital, por ser muito distante das fronteiras.&lt;br /&gt;
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Em geral,  eles tendiam a escolher Milão, mas as fronteiras que estavam em perigo  na época de Constantino eram as da Pérsia ao Leste a as do Danúbio ao  norte, muito mais próximas da região dos estreitos. A nova capital,  batizada de Constantinopla, unia a organização urbana de Roma à  arquitetura e arte gregas, com claras influências orientais. É uma  cidade estrategicamente muito bem localizada, e sua resistência a  dezenas de cercos prova a boa escolha de Constantino.&lt;br /&gt;
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Em pouco  tempo, a cidade renovada tornar-se-ia uma das mais movimentadas e  cosmopolitas de sua época. Sua religião, língua e cultura eram  essencialmente gregas, e não romanas, mas para os bizantinos a palavra  grego significava, de maneira injuriosa, pagão.&lt;br /&gt;
&lt;br /&gt;
Os persas e os  árabes também chamavam os bizantinos de romanos. A palavra bizantino vem  de Bizâncio, o antigo nome da capital bizantina, Constantinopla, ou Nova Roma. Este  termo bizantino começou a ser utilizado somente depois do século XVII,  quando os historiadores o criaram para fazer uma distinção entre o  império da Idade Média e o da Antiguidade.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZg1s6L-5UPNr90Nd1TsN8h82edCsTT7WMnaqvXN30cBHRVLqKTqJ1FmGA44wiX7vbRODl__t5r-Fb60__gAunSQjruTbAlmD26VckYclgA8xWqL1KthfqeoX_Y7IKMVPVsl7HXxNyzNHv/s1600/Imp%25C3%25A9rio+Bizantino+no+S%25C3%25A9culo+VI.jpg&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5595097021380361010&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZg1s6L-5UPNr90Nd1TsN8h82edCsTT7WMnaqvXN30cBHRVLqKTqJ1FmGA44wiX7vbRODl__t5r-Fb60__gAunSQjruTbAlmD26VckYclgA8xWqL1KthfqeoX_Y7IKMVPVsl7HXxNyzNHv/s200/Imp%25C3%25A9rio+Bizantino+no+S%25C3%25A9culo+VI.jpg&quot; style=&quot;cursor: pointer; height: 196px; width: 294px;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: 78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Extensão máxima do Império (século VI)&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;/div&gt;
&lt;h3 style=&quot;font-family: arial; font-weight: bold; text-align: justify;&quot;&gt;

EVOLUÇÃO&lt;/h3&gt;
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Nos séculos III, IV e V, o Império Romano viveu uma desastrosa crise  em suas estruturas. Nesse período, ocorreu um notável processo de  concentração de terras no Oriente, em que os pequenos proprietários  confiavam seus lotes à proteção de latifundiários, muitos dos quais, em  função do prestígio, passavam a ocupar importantes cargos do governo.&lt;/div&gt;
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Já se destacava a estabilidade do Império no Oriente, o que levou  Constantino a ordenar, em 324, a construção de uma nova cidade no lado  europeu do Bósforo. A cidade foi erguida no local da antiga Bizâncio,  colônia fundada por gregos de Mégara em 657 a.C. Consagrada à Virgem  Maria, foi inaugurada com o nome de Constantinopla, em 330.&lt;/div&gt;
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Constantinopla tinha uma posição privilegiada. Entre os mares de  Mármara, Negro e Egeu, constituiu, ao longo de sua história, um  verdadeiro entreposto comercial entre o Ocidente e o Oriente.&lt;/div&gt;
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&lt;br /&gt;
Nesse período, os imperadores buscaram combater o helenismo,  predominando as instituições latinas. O latim também foi mantido como  língua oficial.&lt;/div&gt;
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De 395 a 457, estendeu-se a dinastia Teodosiana, cujo primeiro  imperador foi Arcádio, responsável pela expulsão dos visigodos no final  do século IV. Destacou-se também o cerco de Átila, o Huno, afastado, em  443, por meio do pagamento de um resgate de seis mil libras de ouro.&lt;/div&gt;
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De 457 a 518, estendeu-se a dinastia Leonina, na qual destacou-se, em  488, o acordo de combate aos hérulos levado a efeito entre o imperador  Zenão e o rei dos ostrogodos, Teodorico.&lt;/div&gt;
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&lt;br /&gt;
A mais importante dinastia latina foi a Justiniana (518-610). Nela, o  imperador Justiniano (527-565) buscou restaurar e dispor sob sua  inteira autoridade a vastidão típica do Império dos Antoninos (96-192).  Em 534, sob o comando do general Belisário, o exército de Justiniano  conquistou o Reino dos Vândalos. Em 554, na Itália, o Império abraçava  também o Reino dos Ostrogodos.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnLhCUgiz9pMyBc7Af2mJfISznbuCCi9mA0hLXzz1bHoigsFfxndtjYS-U7u1H-lawHJHze1aNBS4nR-iD0T6EIgxyK71IptT8QN2KKlOLFph_YinSy8kv93tZR1VUMTCjtHv0wqaKgJSa/s1600/justiniano2.jpg&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5595089049542622562&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnLhCUgiz9pMyBc7Af2mJfISznbuCCi9mA0hLXzz1bHoigsFfxndtjYS-U7u1H-lawHJHze1aNBS4nR-iD0T6EIgxyK71IptT8QN2KKlOLFph_YinSy8kv93tZR1VUMTCjtHv0wqaKgJSa/s200/justiniano2.jpg&quot; style=&quot;cursor: pointer; height: 175px; width: 249px;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: 78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Mosaico representando Justiniano e sua cúpula militar e religiosa (alegoria cesaropapista)&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLXLSSA5C2SzPVcGIjhBdQVnjGXwj0boRtDiNyxnWk-ynou3vsISThN4n6-uxyAHKVOCc4dlV0P85X53sb3evOrm8v1aMJWI0dGgYjKBapiLHUJDyVG_XxJ_BxxlKKgiIXtnuDrDpPpI6f/s1600/justiniano.jpg&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5595089043099354962&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLXLSSA5C2SzPVcGIjhBdQVnjGXwj0boRtDiNyxnWk-ynou3vsISThN4n6-uxyAHKVOCc4dlV0P85X53sb3evOrm8v1aMJWI0dGgYjKBapiLHUJDyVG_XxJ_BxxlKKgiIXtnuDrDpPpI6f/s200/justiniano.jpg&quot; style=&quot;cursor: pointer; height: 213px; width: 139px;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: 78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Mosaico de Justiniano com idade mais avançada.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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Para a posteridade, porém, o maior legado desse período foi o Corpus  Juris Civili, base, ainda hoje, da maioria dos códigos legislativos do  mundo. Inseriu noções cristãs de convivência nas leis.&lt;br /&gt;
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O Corpus Juris Civili era dividido em quatro partes: o  Código Justiniano - compilação de todas as leis romanas desde Adriano  (117-138) -, o Digesto ou Pandectas - reunião de trabalhos de  jurisprudência de grandes juristas -, as Institutas - espécie de manual  que facilitava o uso do Código ou do Digesto -, e as Novelas ou  Autênticas - novas leis decretadas por Justiniano e seus sucessores.&lt;/div&gt;
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&lt;br /&gt;
&lt;span style=&quot;font-family: arial;&quot;&gt;Justiniano ordenou também a construção da Basílica de Santa Sofia (Hagia Sophia),  com estilo arquitetônico próprio, o qual convencionou-se chamar de  estilo bizantino, destacando gigantesco domo central, inovação arquitetônica do período. Santa Sofia é  considerada o maior templo cristão até a Renascença (séculos XV-XVI). Com o domínio otomano foi transformada em mesquita. Hoje é um museu mantido pela UNESCO, devido, principalmente, ao sincretismo cristão, muçulmano e oriental dos seus adornos.&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdbn1Yh-EVa-3eCR9n5d7eg1XUbCuaG5dTzSDW1rWrmbvEMAy1w2AmD-1EN0NliXKhTw6NZCJQY6_mWxg6KO4PHckIxt10LHELf3nDX5BBgOBr8SH4bI2r9sMPCKLsWCBUnGjF_UrnGqvR/s1600/sophia.jpg&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5595089053727650258&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdbn1Yh-EVa-3eCR9n5d7eg1XUbCuaG5dTzSDW1rWrmbvEMAy1w2AmD-1EN0NliXKhTw6NZCJQY6_mWxg6KO4PHckIxt10LHELf3nDX5BBgOBr8SH4bI2r9sMPCKLsWCBUnGjF_UrnGqvR/s200/sophia.jpg&quot; style=&quot;cursor: pointer; height: 202px; width: 317px;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: arial; font-size: 78%;&quot;&gt;&lt;span style=&quot;font-style: italic; font-weight: normal;&quot;&gt;Basílica de Hagia Sophia, reparem nos quatro &quot;minaretes&quot; muçulmanos, frutos do domínio turco.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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No século VI, para combater a heresia do nestorianismo, o Patriarca  de Alexandria, Dióscoro, desenvolveu o monofisismo (doutrina que considera Cristo como unicamente divino, não humano), formulação teológica  também condenada pela Igreja Católica e muito ligada a ideais de  emancipação política no Egito e na Síria.&lt;br /&gt;
&lt;br /&gt;
Desencadearam-se então  movimentos de perseguição aos monofisistas, protegidos, no entanto,  pela esposa de Justiniano, a atriz Teodora. Buscando manter a unidade do  Império, Justiniano desenvolveu a heresia do monotelismo, uma tentativa  de conciliação entre o monofisismo e o nestorianismo.&lt;/div&gt;
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&lt;br /&gt;
O cesaropapismo de Justiniano, que inclusive muito marcou o Império  Bizantino, gerava distúrbios na ordem e insatisfação da população, já  indignada com a cobrança abusiva de impostos. Em 532, estourava a  Revolta de Nika, sufocada completamente pelo general Belisário após oito  dias, executando cerca de 35 mil envolvidos.&lt;/div&gt;
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&lt;br /&gt;
Justiniano ainda se viu às voltas com terremotos, fome e a grande  peste de 544. Após sua morte, os lombardos, até então estabelecidos na  Panônia como aliados, invadiram, em 568, a Itália setentrional. Os  bizantinos mantiveram ainda o Exarcado de Ravena, os ducados de Roma e  Nápoles, a Ístria, a Itália Meridional e a Sicília.&lt;/div&gt;
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&lt;br /&gt;
Os Justinianos ainda enfrentaram as investidas do Império Persa  Sassânida, no Oriente, e dos ávaros, no norte. Para tanto, deixaram para  segundo plano a proteção dos territórios conquistados na Espanha, no  norte da África e na Itália, o que facilitou a posterior fixação, nestas  regiões, dos maometanos e dos Estados da Igreja.&lt;/div&gt;
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&lt;span style=&quot;font-size: 130%;&quot;&gt;O CISMA CRISTÃO:&lt;/span&gt;&lt;/div&gt;
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A separação entre a Igreja católica de Roma e a Igreja católica do  Oriente, que abrangia Constantinopla, Grécia e Ásia Menor ocorreu em 1054. Discordando  da adoração de imagens de santos e figuras divinas (a Iconoclastia), a ala oriental da  Igreja Católica fundou uma nova prática cristã com a Igreja Católica Ortodoxa Grega, ou Igreja Católica Apostólica Ortodoxa. Essa é uma religião existente até hoje, com algumas  crenças e rituais diferentes da Igreja Católica Romana, com presença marcante na Europa Oriental (ex-URSS), Grécia e Ásia, mas com alguns templos direcionados a imigrantes dessas regiões no Ocidente.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_nG4CqY3_lvO5SgYVdFwKqkt-fDJ3P4_vkVGaeupVDgcLDh1osGSm5ecBfqXfMFN8H_JP97vgCBAjqX5jUw4q_M0OHWygQlw4tkRFPWoOJWEez88PBSELO8PjrqJG2cQ1HmjeBuRBSzyf/s1600/igreja_ortodoxa_sp.jpg&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5595094257360834722&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_nG4CqY3_lvO5SgYVdFwKqkt-fDJ3P4_vkVGaeupVDgcLDh1osGSm5ecBfqXfMFN8H_JP97vgCBAjqX5jUw4q_M0OHWygQlw4tkRFPWoOJWEez88PBSELO8PjrqJG2cQ1HmjeBuRBSzyf/s200/igreja_ortodoxa_sp.jpg&quot; style=&quot;cursor: pointer; height: 250px; width: 336px;&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: arial; font-size: 78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Catedral Ortodoxa em São Paulo, muito visitada por imigrantes turcos, gregos, armênios, russos e ucranianos.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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Assim, ao  irem se definindo as crenças e práticas que os cristãos deveriam  obedecer, a Igreja romana passou a perseguir os que não compartilhavam  dessa postura. A tentativa de controlar as mentes das populações sob seu  domínio, aumentando seu poder de influência e sua riqueza, fez com que a  Igreja Católica usasse de todos os meios para se impor.&lt;br /&gt;
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Um  desses meios foi a própria doutrinação religiosa. Como as pessoas eram  proibidas de terem outras religiões que não a católica, freqüentar os  cultos nas igrejas e praticar os ritos católicos eram as únicas  manifestações culturais permitidas. As igrejas, como templos de Deus,  funcionavam como um meio das pessoas serem instruídas na fé e temerem a  ira divina sobre aqueles que pecavam, abrindo caminho para os &quot;crimes&quot; de heresia e as punições da Inquisição medieval (século XII).&lt;/div&gt;
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&lt;br /&gt;
&lt;span style=&quot;font-size: 130%;&quot;&gt;CRISE E FIM DO IMPÉRIO:&lt;/span&gt;&lt;/div&gt;
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No início do século XV, o governo de Constantinopla não conseguiu reagir aos ataques turco-otomanos. Em 1453 a capital foi tomada pelos árabes, desestruturando toda a antiga organização bizantina. O Império Turco-Otomano controlou o território até o século XIX. Atualmente a antiga cidade de Bizâncio/Constantinopla recebe o nome de Istambul, o mais rico centro urbano da Turquia, ainda de grande importância pela sua posição estratégica entre o Ocidente (Europa) e Oriente (Ásia).&lt;/div&gt;
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&lt;span style=&quot;font-size: 85%; font-style: italic;&quot;&gt;&lt;span style=&quot;font-family: arial; font-weight: bold;&quot;&gt;COMPLEMENTE O ESTUDO COM ESSE DOCUMENTÁRIO DO HISTORY CHANNEL:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: arial; font-size: 100%;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;PARTE 1:&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; src=&quot;http://www.youtube.com/embed/jdt3gSVAgdo?rel=0&quot; title=&quot;YouTube video player&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: arial; font-weight: bold;&quot;&gt;PARTE 2:&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: arial; font-weight: bold;&quot;&gt;PARTE 3:&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: arial; font-weight: bold;&quot;&gt;PARTE 4:&lt;/span&gt;&lt;br /&gt;
&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; src=&quot;http://www.youtube.com/embed/1QC9i2TPSms?rel=0&quot; title=&quot;YouTube video player&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: arial; font-weight: bold;&quot;&gt;PARTE 5:&lt;/span&gt;&lt;br /&gt;
&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; src=&quot;http://www.youtube.com/embed/LF7lkdm5BtU?rel=0&quot; title=&quot;YouTube video player&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;</content><link rel='replies' type='application/atom+xml' href='http://thiagohmlopes.blogspot.com/feeds/7443579910182398303/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://thiagohmlopes.blogspot.com/2011/04/imperio-bizantino.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/7443579910182398303'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/7443579910182398303'/><link rel='alternate' type='text/html' href='http://thiagohmlopes.blogspot.com/2011/04/imperio-bizantino.html' title='Império Bizantino'/><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/AVvXsEjsENd7j49RRn-1AZgX9Iya39luGZnI9x28XOWsT3rslpZTAvmnFs-0D1vmQxCZiO5ZH38_Aj4cXvVoMb3XMT6gpU_GtVP-sOBXg3JnGa_UOZ277aKHMmQq603I7QVkVQ5CEtx9VJbjUTLg/s72-c/300px-Theodosius_I%2527s_empire.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-533745627793809499.post-6388635500121926577</id><published>2011-04-10T12:01:00.006-03:00</published><updated>2011-04-10T13:48:20.081-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Idade Antiga"/><title type='text'>Roma Antiga</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-weight: bold; font-family:arial;&quot; &gt;Para entender como Roma conseguiu adquirir tanta importância e poder é  necessário conhecer sua história em mais detalhes. A origem da sociedade  romana não tem uma evidência concreta. Baseia-se numa lenda, que era  uma maneira antiga de explicar fatos cuja memória se perdeu em tempos  muito distantes. Assim, o poeta romano Virgílio alimentou a fantasia de seu povo ao contar que Roma teria sido fundada por dois irmãos: Rômulo e Remo.&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;font-weight: bold;  text-align: justify;font-family:arial;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUiIS-uvMpDUjqV8pfaH5yJujj_ShHprUZ7u3uQOXqHqtq7cbf6Z_RuL_oATxMmNIm4wWI8Rmxd3xu1zTvzU9fz58xjhFTxaueQ1k6TiVKxvxH6c6KHFaJLu_Ie9C-o9apoUEEuucy36ki/s1600/She-wolf_suckles_Romulus_and_Remus.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 222px; height: 162px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUiIS-uvMpDUjqV8pfaH5yJujj_ShHprUZ7u3uQOXqHqtq7cbf6Z_RuL_oATxMmNIm4wWI8Rmxd3xu1zTvzU9fz58xjhFTxaueQ1k6TiVKxvxH6c6KHFaJLu_Ie9C-o9apoUEEuucy36ki/s200/She-wolf_suckles_Romulus_and_Remus.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5593979336639789858&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Os irmãos Rômulo e Remo, amamentados pela loba.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;p face=&quot;arial&quot; style=&quot;font-weight: bold; font-family: arial; text-align: justify;&quot;&gt;  Os dois haviam sido abandonados pelo pai ao nascer e só sobreviveram por  terem sido alimentados por uma loba. O fato é que os irmãos cresceram,  vingaram-se do pai e receberam a missão de fundar uma cidade no local  onde foram encontrados pelo animal. Essa lenda criou também a data exata  do &quot;nascimento&quot; de Roma: os irmãos teriam fundado a cidade em 753 a.C. O  próprio nome dessa localidade derivou do nome um deles (Rômulo), que  acabou matando seu irmão Remo devido a disputas políticas.&lt;br /&gt;&lt;/p&gt;&lt;p  style=&quot;font-weight: bold;  text-align: justify;font-family:arial;&quot;&gt;  &lt;span style=&quot;font-family:arial;&quot;&gt;Como se pode ver, a origem de Roma foi inventada através de uma história  que misturava o instinto animal (simbolizado pela loba que amamentou os  irmãos), com o nascimento de algo novo (a cidade fundada num lugar  deserto), retornando aos instintos agressivos no final (simbolizados na  rivalidade entre os irmãos e no assassinato de um deles). Assim, essa  origem imaginada serviu para os vários imperadores que a governaram  justificarem o caráter agressivo e conquistador dessa sociedade romana.&lt;/span&gt;&lt;/p&gt;&lt;p  style=&quot;font-weight: bold;  text-align: center;font-family:arial;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMaP02vXYr4V255e_HNhyzkY2msnH_JoV8aDSr5EvlD_C5shcecbERetMh1EVuOAhFoHiGoHtQjfNtjuwPgo9AizJogRnc_fa9yfD1JYRiGHC6X5jD_y8OaJeGforj9WYkYGbdFcL0bcrq/s1600/ROMA.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 235px; height: 193px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMaP02vXYr4V255e_HNhyzkY2msnH_JoV8aDSr5EvlD_C5shcecbERetMh1EVuOAhFoHiGoHtQjfNtjuwPgo9AizJogRnc_fa9yfD1JYRiGHC6X5jD_y8OaJeGforj9WYkYGbdFcL0bcrq/s200/ROMA.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5593979320589815074&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/p&gt;&lt;p  style=&quot;font-weight: bold;  text-align: center;font-family:arial;&quot;&gt;&lt;span style=&quot;font-family: arial;font-size:78%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Representação de como seria a Roma Antiga vista por cima.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/p&gt;&lt;p  style=&quot;font-weight: bold;  text-align: justify;font-family:arial;&quot;&gt;  &lt;/p&gt;&lt;h3  style=&quot;font-weight: bold; font-family: arial; text-align: justify;font-family:arial;&quot;&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;CLASSES SOCIAIS:&lt;/span&gt;&lt;br /&gt;&lt;/h3&gt;&lt;div  style=&quot;font-weight: bold;  text-align: justify;font-family:arial;&quot;&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;Se não temos dados concretos sobre sua  fundação, podemos começar a contar a história de Roma, a partir da  monarquia (753 a 509 a.C.). Nesse período, o meio de subsistência  principal daquele povo era a agricultura. A sociedade romana dividia-se  em quatro grupos, segundo a posição política, econômica e social de cada  pessoa: havia patrícios, plebeus, clientes e escravos.&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;p face=&quot;arial&quot; style=&quot;font-weight: bold;  text-align: justify;&quot;&gt;  &lt;span style=&quot;font-family:arial;&quot;&gt;A palavra &quot;patrício&quot; (do latim &lt;/span&gt;&lt;span style=&quot;font-style: italic; font-family:arial;&quot; &gt;pater&lt;/span&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;, pai) indicava o chefe da grande  unidade familiar ou clã. Esses chefes, os patrícios, seriam descendentes  dos fundadores lendários de Roma e possuíam as principais e maiores  terras. Eles formavam a aristocracia, sendo que somente esse grupo tinha  direitos políticos em Roma e formava, portanto, o governo, controlando, durante a maior parte da história romana, o Senado (do latim &lt;/span&gt;&lt;span style=&quot;font-style: italic; font-family:arial;&quot; &gt;senex&lt;/span&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;, idoso) e a Assembléia Curiática.&lt;/span&gt;&lt;/p&gt;&lt;p  style=&quot;font-weight: bold;  text-align: center;font-family:arial;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigVoymtkPuXt-WTajLzdwk_Q5YUlbCJD6PE8lHewlmN6sjnvKIgazkq07jxFR06pEet7-YzHmRVxsR9o7j23rTnk8nd6a4etvEALorcDfDgstcO0m2JNlQKC-0n81eE67ZiETprfMyk-k_/s1600/cicero_catilina_1.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 302px; height: 189px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigVoymtkPuXt-WTajLzdwk_Q5YUlbCJD6PE8lHewlmN6sjnvKIgazkq07jxFR06pEet7-YzHmRVxsR9o7j23rTnk8nd6a4etvEALorcDfDgstcO0m2JNlQKC-0n81eE67ZiETprfMyk-k_/s200/cicero_catilina_1.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5593979328996164370&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/p&gt;&lt;p style=&quot;font-weight: bold;  text-align: center;font-family:arial;&quot;&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;O Senado Romano.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;font-weight: bold; font-family: arial; text-align: justify;&quot;&gt;  Já os plebeus eram descendentes de populações imigrantes, vindas  principalmente de outras regiões da península Itálica, ou fruto dos  contatos e conquistas romanas. Dedicavam-se ao comércio e ao artesanato.  Eram livres, mas não tinham direitos políticos, e até a República, não podiam participar  do governo e estavam proibidos de casar com patrícios.&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;font-weight: bold; font-family: arial; text-align: justify;&quot;&gt;  Num outro patamar, vinham os clientes, também forasteiros, que  trabalhavam diretamente para os patrícios, numa relação de proteção e  submissão econômica. Assim, mantinham com os patrícios laços de  clientela, que eram considerados sagrados, além de hereditários, ou  seja, passados de pai para filho.&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;font-weight: bold; font-family: arial; text-align: justify;&quot;&gt;  Por fim, os escravos, que inicialmente eram aqueles que não podiam pagar  suas dívidas e, portanto, tinham que se sujeitar ao trabalho forçado  para sobreviver. Depois, com as guerras de conquista, a prisão dos  vencidos gerou novos escravos, que acabaram se tornando a maioria da  população.&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;font-weight: bold; font-family: arial; text-align: justify;&quot;&gt;  &lt;/p&gt;&lt;h3  style=&quot;font-weight: bold; font-family: arial; text-align: justify;font-family:arial;&quot;&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;REPÚBLICA E EXPANSÃO&lt;/span&gt;&lt;/h3&gt;&lt;div  style=&quot;text-align: justify;  font-weight: bold;font-family:arial;&quot;&gt;&lt;span style=&quot;font-weight: bold; font-family:arial;&quot; &gt;A monarquia romana teve pouca duração. A maioria das fontes contam sete reis ao todo. O último teria sido Tarquínio &quot;O soberbo&quot;, que, percebendo a importância numérica da plebe, teria ousado concentrar mais poderes em suas mãos, ignorando o Senado e os patrícios. Mas a aristocracia não permitiu que as pretensões dele fossem alcançadas, organizando um exército paralelo e expulsando Tarquínio do poder, instaurando assim a república (&lt;/span&gt;&lt;span style=&quot;font-style: italic; font-weight: bold; font-family:arial;&quot; &gt;res&lt;/span&gt;&lt;span style=&quot;font-weight: bold; font-family:arial;&quot; &gt; + &lt;/span&gt;&lt;span style=&quot;font-style: italic; font-weight: bold; font-family:arial;&quot; &gt;publico&lt;/span&gt;&lt;span style=&quot;font-weight: bold; font-family:arial;&quot; &gt;, coisa do povo, em latim) em 509 a.C. A partir disso, o Senado virou a instituição política mais importante da Roma Antiga, criando leis e nomeando os magistrados (cargos responsáveis pela administração geral romana), divididos em Cônsul, Pretor, Questor, Censor, Edis, Pontífice e, após as Revoltas da Plebe, o Tribuno da Plebe.&lt;/span&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXE5iau3AX3_PuQnTz-jWSabYDhjWrNZjt59tlwpbji4EajmppBFSFs0mTzmQje3oBHWUuvYGtWTfjq0cKJXG3qp4W1r7XD6xcdW_tew6YeXViY8FQWNxcgkYuqLz8NPED-AmLzgVX77sr/s1600/800px-Comic_History_of_Rome_Table_02_Tarquinius_Superbus_makes_himself_King.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 298px; height: 204px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXE5iau3AX3_PuQnTz-jWSabYDhjWrNZjt59tlwpbji4EajmppBFSFs0mTzmQje3oBHWUuvYGtWTfjq0cKJXG3qp4W1r7XD6xcdW_tew6YeXViY8FQWNxcgkYuqLz8NPED-AmLzgVX77sr/s200/800px-Comic_History_of_Rome_Table_02_Tarquinius_Superbus_makes_himself_King.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5593979322257984866&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic; font-family:arial;font-size:78%;&quot;  &gt;Alegoria sobre a deposição de Tarquínio pelo Senado.&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;&lt;div  style=&quot;font-weight: bold;  text-align: justify;font-family:arial;&quot;&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;As conquistas aos outros povos e  regiões trouxeram o crescimento das atividades comerciais e das  negociações em moeda. A riqueza se concentrou ainda mais nas mãos dos  patrícios, que se apropriavam das novas terras. Isso tudo dividiu  profundamente a sociedade romana entre ricos (aristocratas) e pobres  (plebeus), além da grande massa de escravos que ia se formando. Também  os membros do exército, enriquecidos pelas conquistas e saques,  tornaram-se uma importante camada social.&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;p style=&quot;font-weight: bold; font-family: arial; text-align: justify;&quot;&gt;  A expansão romana iniciou-se por meio das  lutas contra os povos vizinhos para obterem escravos (séculos. 5 a 3  a.C.). Depois disso, expandiu-se para a Grécia (séc. 3 a.C.), Cartago  (cidade africana que controlava o comércio marítimo no Mediterrâneo), com as Guerras Púnicas, e  Macedônia,  sendo estas duas regiões conquistadas no séc. 2 a.C. Na seqüência, o  Egito, a Britânia (que corresponde aproximadamente à atual Grã-Bretanha)  e algumas regiões da Europa e da Ásia foram conquistados no séc. 1 d.C.&lt;/p&gt;&lt;p style=&quot;font-weight: bold;  text-align: center;font-family:arial;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkOBTViG3kZ4zu11QB1D85M4ShpmUuoB7RTSkHskYULb67pnYhSOWWoFFjqmIsUJaPkE_Xp_Zl39uWx5QCBwq8wTWsm6v1ZETFyLApsAqVBejYf5AlsDbXlVMUsDFAD5-XRf92YQGJA1sI/s1600/Castro_Battle_of_Actium.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 249px; height: 176px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkOBTViG3kZ4zu11QB1D85M4ShpmUuoB7RTSkHskYULb67pnYhSOWWoFFjqmIsUJaPkE_Xp_Zl39uWx5QCBwq8wTWsm6v1ZETFyLApsAqVBejYf5AlsDbXlVMUsDFAD5-XRf92YQGJA1sI/s200/Castro_Battle_of_Actium.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5593988938637164610&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/p&gt;&lt;p style=&quot;font-weight: bold;  text-align: center;font-family:arial;&quot;&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Representação da batalha de Actium, uma das que formaram as Guerras Púnicas.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;font-weight: bold; font-family: arial; text-align: justify;&quot;&gt;  Com as conquistas militares de novos territórios, os generais do  Exército acumularam muitos poderes políticos e para deterem as revoltas  dos povos dominados, resolveram concentrar o poder. Mário e Sila foram os pioneiros, utilizando o cargo especial de ditador, acabaram enfraquecendo a direção do  Senado. Devido a pressão de outros generais, foi estabelecido um novo tipo de governo chamado de Triunvirato (mandato de três homens/generais), formado por Pompeu Magno, Crasso e Júlio César.&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;font-weight: bold; font-family: arial; text-align: justify;&quot;&gt;César era um general que havia conquistado a Gália em 60 a.C. Com grande prestígio popular (principalmente por ser simpatizante das causas plebéias),  deu um golpe em Roma, atacando-a no ano de 49 a.C. e proclamando-se  ditador perpétuo (ou seja, governaria com poderes ilimitados até a sua  morte). Foi nesse mesmo ano que conseguiu dominar o Egito. No entanto,  nem ele nem seu governo tiveram vida longa: foi assassinado por alguns senadores romanos em 44 a.C.&lt;/p&gt;&lt;p style=&quot;font-weight: bold;  text-align: center;font-family:arial;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKUwmKJ6GTepLpgthiwh3qt9NNC-ZkD459g85F0IKHren2iUNbxZ6TRmKr7zhyphenhyphen_-En-7TUm2eaoccvzRteeFBtV5vU3oFlu5wedQ23QouG7CdUQfQpKq0KGgPZknMGGJ5DXMmQkkQN5mH2/s1600/Siege-alesia-vercingetorix-jules-cesar.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 261px; height: 178px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKUwmKJ6GTepLpgthiwh3qt9NNC-ZkD459g85F0IKHren2iUNbxZ6TRmKr7zhyphenhyphen_-En-7TUm2eaoccvzRteeFBtV5vU3oFlu5wedQ23QouG7CdUQfQpKq0KGgPZknMGGJ5DXMmQkkQN5mH2/s200/Siege-alesia-vercingetorix-jules-cesar.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5593988936308580114&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/p&gt;&lt;p face=&quot;arial&quot; style=&quot;font-weight: bold;  text-align: center;&quot;&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;César recebendo a rendição de Vercingetorix, líder gaulês.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p face=&quot;arial&quot; style=&quot;font-weight: bold;  text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGcD5PbbM4kaJu16-wu-ekpF0dMKhxn1Pwc6ShIuenj1fjSDbhpKgJKV10OyiSB5bqkngALTyuInQmf775DdPeqzIOCR42Biokd3zz8jDl4kusy1dbgv5etAwuWT9fmcuk3bZ-TWH4xDR0/s1600/cesarmurder.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 258px; height: 176px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGcD5PbbM4kaJu16-wu-ekpF0dMKhxn1Pwc6ShIuenj1fjSDbhpKgJKV10OyiSB5bqkngALTyuInQmf775DdPeqzIOCR42Biokd3zz8jDl4kusy1dbgv5etAwuWT9fmcuk3bZ-TWH4xDR0/s200/cesarmurder.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5593988926626274850&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/p&gt;&lt;p  style=&quot;font-weight: bold; text-align: center; font-family: arial;font-family:arial;&quot;&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Representação do assassinato de Júlio César por senadores opositores.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/p&gt;&lt;h3  style=&quot;font-weight: bold; font-family: arial; text-align: justify;font-family:arial;&quot;&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;O IMPÉRIO&lt;/span&gt;&lt;/h3&gt;&lt;div face=&quot;arial&quot; style=&quot;font-weight: bold;  text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Com a morte de Júlio César, um segundo triunvirato foi estabelecido. Um dos líderes, Otávio (sobrinho e filho adotivo de Júlio César), derrotou os outros e foi  o primeiro imperador romano em 31 a.C., antes de completar 25 anos, recebendo do Senado os títulos  de Princeps (primeiro cidadão), Augustus (divino) e Imperator (supremo).  Passou para a história com o nome de Augusto, embora essa denominação  acompanhasse todos os imperadores que o sucederam, assim como o nome &quot;César&quot; virou sinônimo de chefe político, imperador, até mesmo em outras nações e idiomas (exemplos: &quot;czar&quot; = imperador da Rússia, &quot;kaiser&quot; = imperador da Alemanha). Roma teve 16  imperadores entre os séculos 1 e 3 d.C. A partir daí, começou a  desagregação do Império e o descontrole por parte de Roma dos povos  dominados.&lt;/span&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgn_-NwKUtLalAHzeXOdV2mwTHICqOhaYN0fktyqk-qOWLW-p7ijZNV4nN2AuHAZKxZeRgM3X5eeGVxkGzOy7zt2EQrp2fzOBNDrparR_t9KO6OP8CZTnLjswAMfZQFDYM9-cb25DerbAtx/s1600/280px-Statue-Augustus.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 161px; height: 240px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgn_-NwKUtLalAHzeXOdV2mwTHICqOhaYN0fktyqk-qOWLW-p7ijZNV4nN2AuHAZKxZeRgM3X5eeGVxkGzOy7zt2EQrp2fzOBNDrparR_t9KO6OP8CZTnLjswAMfZQFDYM9-cb25DerbAtx/s200/280px-Statue-Augustus.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5593988927048143122&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;O imperador Otávio Augusto César, e a alegoria de Rômulo abençoando os imperadores.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;p style=&quot;font-weight: bold; font-family: arial; text-align: justify;&quot;&gt;  Entre os séculos 3 e 4 d.C., o imperador Dioclesiano dividiu o Império  Romano numa parte ocidental e noutra oriental. Constantino, o imperador  seguinte, tomou duas importantes medidas: reunificou seus domínios, mudando a capital do Império Romano Bizâncio (depois chamada de  Constantinopla e, hoje, Istambul, na Turquia), reformando-a, localizada na parte  oriental dos domínios romanos e legalizou a prática do cristianismo, inclusive promovendo concílios que orientariam o catolicismo romano daí em diante.&lt;/p&gt;&lt;p face=&quot;arial&quot; style=&quot;font-weight: bold;  text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6d-VYOYRjnMaIQMdx2_NGppl5qOsphAj-dR1_wqrjaZAfnRgFEfkQ_dHCM2Z1Y7KWeu6Bd3nrYseOtCcm2gFFg1o01iSghQOLoKQ-9kDQ9TPx0haZl9NMHdxRJOFh1PlGsuYlQ950TGtO/s1600/invasao.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 345px; height: 145px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6d-VYOYRjnMaIQMdx2_NGppl5qOsphAj-dR1_wqrjaZAfnRgFEfkQ_dHCM2Z1Y7KWeu6Bd3nrYseOtCcm2gFFg1o01iSghQOLoKQ-9kDQ9TPx0haZl9NMHdxRJOFh1PlGsuYlQ950TGtO/s200/invasao.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5593979330305383298&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/p&gt;&lt;p face=&quot;arial&quot; style=&quot;font-weight: bold;  text-align: center;&quot;&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Divisão do Império e Invasões Bárbaras.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/p&gt;&lt;div style=&quot;font-weight: bold; font-family: arial; text-align: justify;&quot;&gt;  Finalmente, Teodósio, um dos últimos imperadores, tornou o cristianismo  religião oficial de todo o Império e dividiu-o novamente em duas partes,  sendo as capitais Roma e Constantinopla. A primeira foi dominada pelos  povos germanos em 476 e marcou o fim do Império Romano do Ocidente. A  segunda foi dominada em 1453 pelos turcos e marcou o fim do Império  Romano do Oriente.&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;ADAPTAÇÃO SOBRE RESUMO DA HISTORIADORA &lt;span style=&quot;font-style: italic;&quot;&gt;FERNANDA MACHADO&lt;/span&gt;.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br /&gt;COMPLEMENTE SEU ESTUDO COM ESSA PRODUÇÃO DO HISTORY CHANNEL:&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;PARTE 1:&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; src=&quot;http://www.youtube.com/embed/okSv8qnjbjE?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;PARTE 2:&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; src=&quot;http://www.youtube.com/embed/pI8P_vDtRuE?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;PARTE 3:&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; src=&quot;http://www.youtube.com/embed/XkrPzwckxIw?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;PARTE 4:&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; src=&quot;http://www.youtube.com/embed/4Zj81Jj0Yl8?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;PARTE 5:&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; src=&quot;http://www.youtube.com/embed/J0yO8dr8uug?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;PARTE 6:&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; src=&quot;http://www.youtube.com/embed/IQEiBklFXAk?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;PARTE 7:&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; src=&quot;http://www.youtube.com/embed/nSwujInzt_A?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;PARTE 8:&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; src=&quot;http://www.youtube.com/embed/gT4iAWdb8NE?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;PARTE 9:&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; src=&quot;http://www.youtube.com/embed/bcjD5gSxzn0?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://thiagohmlopes.blogspot.com/feeds/6388635500121926577/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://thiagohmlopes.blogspot.com/2011/04/para-entender-como-roma-conseguiu.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/6388635500121926577'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/6388635500121926577'/><link rel='alternate' type='text/html' href='http://thiagohmlopes.blogspot.com/2011/04/para-entender-como-roma-conseguiu.html' title='Roma Antiga'/><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/AVvXsEjUiIS-uvMpDUjqV8pfaH5yJujj_ShHprUZ7u3uQOXqHqtq7cbf6Z_RuL_oATxMmNIm4wWI8Rmxd3xu1zTvzU9fz58xjhFTxaueQ1k6TiVKxvxH6c6KHFaJLu_Ie9C-o9apoUEEuucy36ki/s72-c/She-wolf_suckles_Romulus_and_Remus.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-533745627793809499.post-3749921302378665197</id><published>2011-04-03T11:48:00.003-03:00</published><updated>2011-04-03T12:41:41.439-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Idade Contemporânea"/><title type='text'>Revolução Francesa.</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-weight: bold; font-family: arial;&quot;&gt;A Revolução Francesa é um dos mais importantes  acontecimentos da história do Ocidente. Não é à toa que o ano de 1789,  data que marca o seu início, é também o começo da Idade Contemporânea pela divisão tradicional das eras históricas.  Para resumir em poucas palavras o que representou o processo  revolucionário francês, é preciso entender que ele foi um dos primeiros  passos para o fim do Antigo Regime.&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div face=&quot;arial&quot; style=&quot;text-align: justify; font-family: arial; font-weight: bold;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2uga_gspF8MizDDRelI0rBBW6hCajbVP9z7D_D-Ti9sUHGkvwsBFc52DGh3uWWgzWY6f7m4zbkKdw3bU5YHj-G4OmgDH5-g9RMNuVFlzz-N6CCCM_xM4-mOo9MsF0fxurzQxE8_fhtysT/s1600/liberdade.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 251px; height: 205px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2uga_gspF8MizDDRelI0rBBW6hCajbVP9z7D_D-Ti9sUHGkvwsBFc52DGh3uWWgzWY6f7m4zbkKdw3bU5YHj-G4OmgDH5-g9RMNuVFlzz-N6CCCM_xM4-mOo9MsF0fxurzQxE8_fhtysT/s200/liberdade.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5591380871514285634&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Alegoria da &quot;Liberdade guiando o povo francês - 1848&quot;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;O Antigo Regime representava a velha ordem, um tipo de sociedade em que eram imensos os privilégios para os membros da Igreja  e a nobreza. Essa sociedade era dividida em estamentos, grupos sociais  fechados, com escassas (ou nenhuma) possibilidades de ascensão, em que cada um deveria viver conforme as normas de seu grupo.  Ou seja, um nobre era sempre um nobre e um elemento do povo era sempre  uma pessoa do povo, sem direitos políticos e cheios de deveres para com  seu senhor. Assim, o &quot;povo&quot;, que era formado por ricos burgueses e  humildes camponeses, tinha direitos políticos insignificantes e pagava a  maior parte dos tributos que sustentavam o Estado absolutista - isto é, aquele em que o monarca tem poder absoluto.&lt;br /&gt;&lt;br /&gt;O pensamento renascentista,  que surgiu a partir do século 14, embora tenha superado em certa medida  o poder da Igreja católica, por outro lado fortaleceu o poder dos reis.  É somente no século 18, com o surgimento do Iluminismo,  que os europeus passaram efetivamente a questionar, mais do que o  conhecimento, a forma como a sociedade se organizava. O reino francês  foi, então, berço de importantes filósofos iluministas, como Montesquieu, Voltaire, Diderot e Rousseau.&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVZCXQHHCZ1NoLL9o4ySyhcOamNf4Mc8bE3tOTE79v1N1HNPZ3VdVt_VsKj-GDZAZC9aP2GXG71SwmQu3ex6lYJEbf1kEv_kqGbkZCc-tv-XhGSZNHBnzfUp6tSSi-BZSe2wQmXtm1M2v4/s1600/Jean-Jacques_Rousseau_%2528painted_portrait%2529.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 118px; height: 157px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVZCXQHHCZ1NoLL9o4ySyhcOamNf4Mc8bE3tOTE79v1N1HNPZ3VdVt_VsKj-GDZAZC9aP2GXG71SwmQu3ex6lYJEbf1kEv_kqGbkZCc-tv-XhGSZNHBnzfUp6tSSi-BZSe2wQmXtm1M2v4/s200/Jean-Jacques_Rousseau_%2528painted_portrait%2529.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5591378772083083010&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;  &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGwxEmdZRuf6valX8UiS0-5yghXSbaYIUBPro4eSm3TMaHCBrioRb9yi6VcUm4YvIY9-eDr7ujIYn2GCWoIVmXQRJoAxEn6fW4ZNxxfzmjHaqLeqhZk7oebwTS7ZNzwAytp_mRvTzYY-Of/s1600/DiderotVanLoo.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 133px; height: 158px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGwxEmdZRuf6valX8UiS0-5yghXSbaYIUBPro4eSm3TMaHCBrioRb9yi6VcUm4YvIY9-eDr7ujIYn2GCWoIVmXQRJoAxEn6fW4ZNxxfzmjHaqLeqhZk7oebwTS7ZNzwAytp_mRvTzYY-Of/s200/DiderotVanLoo.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5591378768513249234&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;  &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDN1vNf2MWZw4ZV_9qEHag2tszNcfByomPcYnbqxRNhBhjRxQpTRPWNg4Mz63gjlH8FR8uPqqf5WCxrkhKiJ0bBtTaZ2jDQWB89XjW-Vr576FCnu8CQyhf-KwnTH80be_OeJCtMAvogrcf/s1600/531px-Voltaire.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 139px; height: 156px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDN1vNf2MWZw4ZV_9qEHag2tszNcfByomPcYnbqxRNhBhjRxQpTRPWNg4Mz63gjlH8FR8uPqqf5WCxrkhKiJ0bBtTaZ2jDQWB89XjW-Vr576FCnu8CQyhf-KwnTH80be_OeJCtMAvogrcf/s200/531px-Voltaire.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5591378761968494722&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;  &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJsWocwGK66ZdFUS-mjF0o8rvIBtrNSHDWKmFWJ-Lp35J2gSI2naW5kLRTiLY9UM2frih9WxVPcc3hi-NppudhoRFSuRSvuDYcBJv8nKucBP51M9NfLBq7AX6C8uDYKMZkcBHGS8LAex-P/s1600/Montesquieu.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 148px; height: 157px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJsWocwGK66ZdFUS-mjF0o8rvIBtrNSHDWKmFWJ-Lp35J2gSI2naW5kLRTiLY9UM2frih9WxVPcc3hi-NppudhoRFSuRSvuDYcBJv8nKucBP51M9NfLBq7AX6C8uDYKMZkcBHGS8LAex-P/s200/Montesquieu.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5591378772264684706&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-style: italic; font-weight: bold;font-size:130%;&quot; &gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Rousseau, Diderot, Voltaire e Montesquieu (principais iluministas franceses, influenciadores intelectuais da Revolução).&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;O SÉCULO DAS LUZES:&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;Entre  as idéias centrais do Iluminismo está a crença na luz da razão, contra  as trevas da superstição religiosa. Além disso, defende-se a liberdade, o  direito à livre expressão de idéias, e a igualdade entre os homens.  Esses elementos serviram como a pólvora que o povo francês (tanto ricos,  quanto pobres) usou para explodir as bases do Antigo Regime em seu  país. Essas idéias e práticas rapidamente se espalharam por tudo o mundo  ocidental, o que levou diversos reinos na Europa e as colônias na  América a se transformarem por completo.&lt;br /&gt;&lt;br /&gt;Em meio a essas novas  idéias, o cenário na França no ano de 1789 não era dos mais tranqüilos.  Ocorriam crises econômicas, devido às secas nas plantações, bem como aos  altos impostos. Havia também descontentamento político, pois o clero e a  nobreza aliaram-se para manter seus privilégios e o povo se via cada  vez mais pressionado a produzir, sem poder participar da política ou  usufruir a produção. A sociedade francesa, como na maior parte da Europa  naquele período, era dividida em três Estados ou estamentos: nobreza,  clero e povo.&lt;br /&gt;&lt;br /&gt;Uma das formas de participação política na França  dessa época era a Assembléia dos Estados Gerais. No entanto, ela não era  convocada para resolver os problemas da sociedade francesa fazia mais  de 100 anos. Em 1789, rei resolveu convocá-la, atendendo às pressões do  1º e 2º Estados (clero e nobreza), que corriam o risco de começar, a  partir de então, a pagar impostos. O 3º Estado (povo), vendo que não  havia espaço para alcançar seus interesses, já que clero e nobreza  votavam juntos e cada Estado tinha direito a um voto, pediram a  alteração das leis.&lt;br /&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;A QUEDA DA BASTILHA:&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;Para mudar esse  estado de coisas, era necessário que fosse feita a Constituição da  França, ou seja, o conjunto de leis que estabelece os direitos e deveres  de todos os membros da sociedade. Para fazer leis, era preciso a  existência de uma Assembléia Constituinte e essa foi, então, convocada  pelo povo, à revelia do rei.&lt;br /&gt;&lt;br /&gt;O povo organizou-se e desencadeou  movimentos radicais, como a tomada da Bastilha, prisão onde estavam as  pessoas perseguidas pelo Antigo Regime, presos políticos. A abertura dessa prisão, o roubo do arsenal  e a  libertação dos presos em seu interior, em 14 de julho de 1789, tornou-se  um símbolo de que o poder já não estava mais nas mãos do rei. Tinha  início a Revolução.&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFkx8eR6NnomqCXY_sufAVkjM9xhoY3iBxQMcLN_O3OI36S3rypAbcf0KWo5MWQeTH6kEvjL3U6SlJYuXORH2BTHk-tNSIN33LTleRbyQhmEAcWzdnMnB07zLJ7u9GbCUG1H9xe2DrvadC/s1600/ilumi04.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 227px; height: 198px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFkx8eR6NnomqCXY_sufAVkjM9xhoY3iBxQMcLN_O3OI36S3rypAbcf0KWo5MWQeTH6kEvjL3U6SlJYuXORH2BTHk-tNSIN33LTleRbyQhmEAcWzdnMnB07zLJ7u9GbCUG1H9xe2DrvadC/s200/ilumi04.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5591372953993979474&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Charge sobre a exploração da plebe pelas classes privilegiadas (clero e nobreza).&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;Temendo  ser deposto, o rei Luís XVI organizou tropas para conter os rebeldes. O  povo, como resposta, criou a Guarda Nacional francesa, formada por  voluntários armados. Essa força conseguiu deter as tropas da nobreza,  fazendo com que os nobres fugissem da França e buscassem exílio em  outros reinos da Europa. O rei, no entanto, foi detido e não conseguiu  fugir. Ainda em 1789, escreveu-se a Declaração dos Direitos do Homem e  do Cidadão, um documento que defende direitos como a liberdade, a  igualdade e a propriedade para todos os cidadãos.&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjwsxTRmiDd4Q-Lsl1O1KIYAXY7iOIvV7Vj0a0PtIR4ka5Z3Ue4BgTeFPL0S1xMcvt1K173zR9l5Txft_f-7c8L7NJSzxy1UMRx7H-63frvHrz-ZSfBcDNpebc6PYaWf5_kH5M7-cy3Pcv/s1600/Bastilha.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 260px; height: 211px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjwsxTRmiDd4Q-Lsl1O1KIYAXY7iOIvV7Vj0a0PtIR4ka5Z3Ue4BgTeFPL0S1xMcvt1K173zR9l5Txft_f-7c8L7NJSzxy1UMRx7H-63frvHrz-ZSfBcDNpebc6PYaWf5_kH5M7-cy3Pcv/s200/Bastilha.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5591380869104351426&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;A Tomada da Bastilha&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;JACOBINOS E GIRONDINOS:&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;Em  1791 começou a vigorar a nova Constituição francesa. A Assembléia  Constituinte, convocada para escrevê-la, foi dissolvida ao concluir sua  missão. Em seu lugar, passou a funcionar a Assembléia Legislativa  Francesa, que foi palco das disputas que estavam sendo travadas na  sociedade como um todo. O exercício da política passou a se fazer a  partir da divisão dos poderes entre Legislativo (que faz as leis),  exercido pela Assembléia; Executivo (que executa as leis), exercido pelo  rei; e Judiciário (que cuida do cumprimento das leis), exercido por  juízes eleitos.&lt;br /&gt;&lt;br /&gt;Dentro da Assembléia, do lado direito sentavam-se  os chamados girondinos, que eram moderados e queriam o respeito à  Constituição. Do lado esquerdo, os deputados radicais, que queriam a  implantação da República, limitando o poder real. Os da esquerda eram  chamados de jacobinos (liderados por Robespierre) e &quot;cordeliers&quot; (liderados por Danton e Marat).&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;ESQUERDA E DIREITA:&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;Devido  a essa divisão política existente na França revolucionária do século  18, até os nossos dias usamos a divisão esquerda e direita para nos  referirmos aos partidos políticos. Fazendo uma esquematização didática, a  esquerda representa os partidos transformadores, com maior preocupação  com os pobres, e a direita representa os conservadores, com medidas a  favor da preservação do status quo.&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;A CONVENÇÃO (FASE DO TERROR) E O DIRETÓRIO (REAÇÃO TERMIDORIANA):&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;No  entanto, mesmo com a Constituição aprovada, revoltas continuaram  agitando a França. Os camponeses rebelaram-se. A França declarou guerra à  Áustria e à Prússia, temendo a volta dos nobres que lá estavam  exilados. O rei, por sua vez, teve seu poder suspenso e novas eleições  para a Assembléia foram convocadas em 1792. Os vitoriosos, os deputados  da esquerda, inauguram o período político conhecido como Convenção, que é  a época mais radical da Revolução Francesa.&lt;br /&gt;&lt;br /&gt;Durante a Convenção,  a República foi implantada e adotou-se o ano zero francês, como um  marco histórico que inaugurava a história da França. Os jacobinos  assumiram o poder e decapitaram o rei Luís XVI em 1793. Vários suspeitos  de traição à Revolução foram mortos na guilhotina, como Danton, acusado por Robespierre.&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKaLINZ7BBW5H6dEe9EgalMB_lMOszpeMLSxYJ9PgwxeiL2c5vSeCXBFcBWuyZ0Gh4Gj3aDTcnCxAb_i-eQWk0RZqD4nW3LWTy2uHxf7iha_t8fJz7TiwtqRdcC1TVS0vJ9KrLF3ysplO8/s1600/luis16exec2.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 293px; height: 193px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKaLINZ7BBW5H6dEe9EgalMB_lMOszpeMLSxYJ9PgwxeiL2c5vSeCXBFcBWuyZ0Gh4Gj3aDTcnCxAb_i-eQWk0RZqD4nW3LWTy2uHxf7iha_t8fJz7TiwtqRdcC1TVS0vJ9KrLF3ysplO8/s200/luis16exec2.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5591372959425643714&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Execução de Luís XVI&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;Devido  a essa luta intensa, o período da Convenção foi também chamado de  Terror. Medidas mais amplas como educação para todos e voto para todos  os homens, independente de renda (o chamado sufrágio universal  masculino) foram projetos defendidos pelos jacobinos.&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3f0A90kX8_kqdcrll-zO-1o8jdUtPRoH4lA26ANAPuwIqyMqUC24_-6R2I1L9tfzofMl18Ew2tZtMYTctqRXuwGc59miVTrnn_e4jyetWQWqHKqIRpUqt-A4reNVgYRYS7lodd80ipFOV/s1600/Guilhotina.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 162px; height: 234px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3f0A90kX8_kqdcrll-zO-1o8jdUtPRoH4lA26ANAPuwIqyMqUC24_-6R2I1L9tfzofMl18Ew2tZtMYTctqRXuwGc59miVTrnn_e4jyetWQWqHKqIRpUqt-A4reNVgYRYS7lodd80ipFOV/s200/Guilhotina.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5591372949084952258&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Guilhotina&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;No entanto,  em 1794, os girondinos conseguiram derrotar Robespierre e assumiram o  poder no ano seguinte. Assim, em 1795, iniciou-se o Diretório,  restaurando muitos dos privilégios que haviam sido derrubados pela  Convenção.&lt;br /&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;NAPOLEÃO BONAPARTE:&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;Durante o Diretório, Napoleão Bonaparte,  um general popular que havia lutado na Revolução, deu um golpe de  Estado em 1799 (no dia 18 de brumário, conforme o calendário revolucionário, meados do mês de novembro) e tornou-se imperador. Esse golpe teve o apoio do  Exército e da burguesia e foi uma forma de deter tanto as intenções mais  radicais dos populares, quanto os desejos da nobreza e do clero de  manterem seus privilégios.&lt;br /&gt;&lt;br /&gt;Com Napoleão inaugurou-se, então, um  outro período da história da França, em que as idéias e conquistas da  Revolução Francesa foram usadas para fortalecer o poder desse imperador.  Assim, Napoleão, além de pretender controlar a França, quis conquistar o  mundo, sob o pretexto de levar as conquistas da Revolução a outros  países. Em uma dessas incursões sobre países ainda absolutistas, invadiu Portugal por ter desobedecido seu Bloqueio Continental contra a Inglaterra, o que provocou a fuga da Família Real Lusitana para o Brasil em 1807, chegando aqui em 1808.&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhO6RWcJ6ly6yBza2fCyvjOMrAvrn2A0lAR0c_hdwW8c2fEFLYzxKGtiKUuTI6ZqW8HiCVxlvhXX6i6EXaIiVupM-Zji2RxFMCCY4VJAzE-IyiAKbJFpfUkzAC3PWYDLae3NqzpN1DOYAmD/s1600/portugal2.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 359px; height: 250px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhO6RWcJ6ly6yBza2fCyvjOMrAvrn2A0lAR0c_hdwW8c2fEFLYzxKGtiKUuTI6ZqW8HiCVxlvhXX6i6EXaIiVupM-Zji2RxFMCCY4VJAzE-IyiAKbJFpfUkzAC3PWYDLae3NqzpN1DOYAmD/s200/portugal2.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5591380878995989234&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Charge inglesa satirizando a ira de Napoleão contra seu general com a fuga da família real portuguesa.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;font-size:85%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;PARA COMPLEMENTAR O RESUMO, VEJA O DOCUMENTÁRIO PRODUZIDO PELO HISTORY CHANNEL SOBRE A REVOLUÇÃO:&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;br /&gt;PARTE 1:&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; src=&quot;http://www.youtube.com/embed/2GfMVOU29O0?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;PARTE 2:&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; src=&quot;http://www.youtube.com/embed/rNKOOZmN4-8?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;PARTE 3:&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; src=&quot;http://www.youtube.com/embed/kEb66ED-nTU?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;PARTE 4:&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; src=&quot;http://www.youtube.com/embed/l0xNBCOemeQ?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;PARTE 5:&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; src=&quot;http://www.youtube.com/embed/rI6H43p4NPI?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;PARTE 6:&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; src=&quot;http://www.youtube.com/embed/laCrjbsGLL4?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;PARTE 7:&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; src=&quot;http://www.youtube.com/embed/r3BLb7I67Zw?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;PARTE 8:&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; src=&quot;http://www.youtube.com/embed/rh_AJJiaM2U?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;PARTE 9:&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; src=&quot;http://www.youtube.com/embed/8M8vQCe97fM?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;PARTE 10:&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; src=&quot;http://www.youtube.com/embed/H55fHuab_Y0?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;PARTE 11:&lt;/span&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; src=&quot;http://www.youtube.com/embed/mo9V9iCwmoM?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold; font-family:arial;&quot; &gt;PARTE 12:&lt;/span&gt;&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; src=&quot;http://www.youtube.com/embed/5l9mkpUPEvk?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold; font-family:arial;&quot; &gt;PARTE 13:&lt;/span&gt;&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; src=&quot;http://www.youtube.com/embed/tFmlJiyPdu4?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold; font-family:arial;&quot; &gt;PARTE 14:&lt;/span&gt;&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; src=&quot;http://www.youtube.com/embed/a1lG2q2U9OA?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;</content><link rel='replies' type='application/atom+xml' href='http://thiagohmlopes.blogspot.com/feeds/3749921302378665197/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://thiagohmlopes.blogspot.com/2011/04/revolucao-francesa.html#comment-form' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/3749921302378665197'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/3749921302378665197'/><link rel='alternate' type='text/html' href='http://thiagohmlopes.blogspot.com/2011/04/revolucao-francesa.html' title='Revolução Francesa.'/><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/AVvXsEg2uga_gspF8MizDDRelI0rBBW6hCajbVP9z7D_D-Ti9sUHGkvwsBFc52DGh3uWWgzWY6f7m4zbkKdw3bU5YHj-G4OmgDH5-g9RMNuVFlzz-N6CCCM_xM4-mOo9MsF0fxurzQxE8_fhtysT/s72-c/liberdade.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-533745627793809499.post-4589259412746336163</id><published>2011-03-14T20:48:00.003-03:00</published><updated>2011-03-14T20:49:35.826-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Brasil Colônia"/><category scheme="http://www.blogger.com/atom/ns#" term="Brasil Império"/><category scheme="http://www.blogger.com/atom/ns#" term="Vídeo-aula"/><title type='text'>Vídeo-aula: Independência do Brasil.</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-weight: bold; font-family: arial;&quot;&gt;Animação com narrativa resumindo os eventos que provocaram a Independência do Brasil em 1822:&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; width=&quot;480&quot; height=&quot;292&quot; src=&quot;http://www.youtube.com/embed/DOQsM-7Icpo?rel=0&quot; frameborder=&quot;0&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://thiagohmlopes.blogspot.com/feeds/4589259412746336163/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://thiagohmlopes.blogspot.com/2011/03/video-aula-independencia-do-brasil.html#comment-form' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/4589259412746336163'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/4589259412746336163'/><link rel='alternate' type='text/html' href='http://thiagohmlopes.blogspot.com/2011/03/video-aula-independencia-do-brasil.html' title='Vídeo-aula: Independência do Brasil.'/><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/DOQsM-7Icpo/default.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-533745627793809499.post-6376929252456272617</id><published>2011-03-14T20:34:00.001-03:00</published><updated>2011-03-14T20:37:02.579-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Brasil Colônia"/><category scheme="http://www.blogger.com/atom/ns#" term="Vídeo-aula"/><title type='text'>Vídeo-aula: Inconfidência Mineira</title><content type='html'>&lt;span style=&quot;font-family: arial; font-weight: bold;&quot;&gt;PARTE 1:&lt;/span&gt;&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; width=&quot;480&quot; height=&quot;295&quot; src=&quot;http://www.youtube.com/embed/CUXUXzvR2P0?rel=0&quot; frameborder=&quot;0&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family: arial; font-weight: bold;&quot;&gt;PARTE 2:&lt;/span&gt;&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; width=&quot;480&quot; height=&quot;295&quot; src=&quot;http://www.youtube.com/embed/VdO0OI5Dhpo?rel=0&quot; frameborder=&quot;0&quot;&gt;&lt;/iframe&gt;</content><link rel='replies' type='application/atom+xml' href='http://thiagohmlopes.blogspot.com/feeds/6376929252456272617/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://thiagohmlopes.blogspot.com/2011/03/video-aula-inconfidencia-mineira.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/6376929252456272617'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/6376929252456272617'/><link rel='alternate' type='text/html' href='http://thiagohmlopes.blogspot.com/2011/03/video-aula-inconfidencia-mineira.html' title='Vídeo-aula: Inconfidência Mineira'/><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/CUXUXzvR2P0/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-533745627793809499.post-5361396678516050178</id><published>2011-02-27T16:58:00.008-03:00</published><updated>2011-04-18T14:45:21.410-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Idade Antiga"/><title type='text'>Egito Antigo.</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt;Tema frequente dos meios de comunicação, recentemente ainda mais devido a série de revoltas populares que resultaram na deposição do ditador Hosni Mubarak, após 30 anos no poder, o Egito é um país geralmente associado a descobertas arqueológicas da era anterior a Cristo. No imaginário do mundo atual, é o país das pirâmides, das múmias, da sedutora rainha Cleópatra e do caudaloso rio Nilo.&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify; font-weight: bold;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;De  fato, a civilização que se desenvolveu no Egito, numa antiguidade muito  remota, é surpreendente no que se refere principalmente a seus aspectos  culturais, incluindo-se aí a escrita (hieroglífica - sagrada; hierática - burocrática; demótica - popular), a  pintura, a escultura, a arquitetura e a mitologia.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;Porém, para se  compreender o desenvolvimento cultural do antigo Egito, é preciso  conhecer também as condições sociais e econômicas em que ele ocorreu. Do  mesmo modo, é necessário considerar também uma questão geográfica,  pois, como disse Heródoto, &quot;o Egito é uma dádiva do Nilo&quot;.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;font-family:arial;font-size:130%;&quot;  &gt;ÀS MARGENS DO NILO:&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;Hoje,  no início do século 21, o Egito conta com mais de 70 milhões de  habitantes, sendo o mais populoso dos países de cultura árabe. E,  exatamente como na Antiguidade, a maioria de sua população está  concentrada em apenas 4% do território, às margens do rio Nilo.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;Por  se localizar numa região desértica - o nordeste da África -, o Egito  sempre teve a sua vida ligada às águas desse rio e aos seus períodos de  cheia, durante os quais o solo das margens é fertilizado, tornando  possível o desenvolvimento de uma agricultura capaz de sustentar enormes  contingentes populacionais. Por esse motivo, na Antiguidade o Egito era  conhecido como o &quot;Celeiro do Oriente&quot;.&lt;/span&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqPgKVBheoY27CQTEm8NUnFBMRY-599USy_0tN1ICA9KKWRWte4sHsx4fNVw2MhY_rNYa8-qTqQoQ_44_vRJBa-QlGB7BN-ROceH2RN_e15XX8lATtnNI-gIkaprnLrdWPGfoxcwBUitKy/s1600/800px-Vallee_fertile_du_Nil_a_Louxor.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 200px; height: 132px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqPgKVBheoY27CQTEm8NUnFBMRY-599USy_0tN1ICA9KKWRWte4sHsx4fNVw2MhY_rNYa8-qTqQoQ_44_vRJBa-QlGB7BN-ROceH2RN_e15XX8lATtnNI-gIkaprnLrdWPGfoxcwBUitKy/s200/800px-Vallee_fertile_du_Nil_a_Louxor.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5578469148019186850&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic; font-weight: normal;&quot;&gt;Imagem aérea do Nilo, praticamente um óasis no deserto.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;Nos últimos séculos do 5º  milênio a. C., com o processo de desertificação do norte da África e a  formação do deserto do Saara, as populações nômades e seminômades da  região foram atraídas para as margens do rio Nilo. A ocupação da bacia  do Nilo ocorreu a partir da migração sucessiva de tribos vindas das  regiões da Líbia (a oeste), da Etiópia (a leste) e da Palestina (no  Oriente Médio), que acabaram formando a população egípcia.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;Essas populações fixaram-se em aldeias agrícolas, que aos poucos formaram pequenas cidades-Estado, chamadas nomos, administradas pelos nomarcas, a primeira elite egípcia. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;Como  a agricultura era difícil - tanto por causa do deserto, quanto por  causa da sazonalidade do rio Nilo -, esses nomos acabaram se unindo com o  passar do tempo (não se conhece a data precisa), dando origem a dois  reinos: o do Norte (Baixo Egito) e o do Sul (Alto Egito). &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;De acordo  com a tradição, o rei Menés teria unificado ambos os reinos por volta do  ano 3.000 a.C., tornando-se o primeiro faraó (título do rei egípcio),  ou como se dizia na época &quot;o senhor das duas terras&quot;, inaugurando assim a  primeira dinastia do Egito.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;A unificação garantiu a  centralização política e administrativa dos vários nomos egípcios, o que  facilitou a organização eficaz do trabalho da sociedade nas obras  públicas, para manter o controle das águas e a construção de sistemas de  irrigação do solo, garantindo a ampliação da agricultura e da pecuária,  levando ao crescimento das cidades. &lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;A partir de então, os nomos  passaram a ser unidades administrativas dentro do Egito, englobando  várias cidades, e os nomarcas passaram a se subordinar diretamente ao  faraó. &lt;/span&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiB3pS_AnI8CCZ7CNZmhL2FEyB5QRMGVfrGtLq6SDgqcQ3pdLAnxLLRrLJwufN-Ip8sCkhpoqkMB-Hp7Y4smxV9A0g5DO5EQiI0LFFEnw30sYwN_gxKep_xtqadjNx7Lqsfl6yUrhnG3uwZ/s1600/egito_mapa_antigo.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 143px; height: 200px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiB3pS_AnI8CCZ7CNZmhL2FEyB5QRMGVfrGtLq6SDgqcQ3pdLAnxLLRrLJwufN-Ip8sCkhpoqkMB-Hp7Y4smxV9A0g5DO5EQiI0LFFEnw30sYwN_gxKep_xtqadjNx7Lqsfl6yUrhnG3uwZ/s200/egito_mapa_antigo.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5578469162993760034&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: normal;font-size:78%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Principais nomos egípcios&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;A civilização egípcia desenvolveu-se às margens do rio  Nilo, ocupando uma faixa de terra cuja largura media entre 10 e 20  quilômetros e que se estendia por cerca de mil quilômetros. Era  extremamente dependente do rio, tanto para a manutenção das atividades  agrícolas e a pecuária, como para o transporte de mercadorias e  comunicação entre as diversas cidades. Tão apropriada era a navegação  entre as várias regiões banhadas pelo Nilo, que os egípcios não  precisaram construir estradas. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;font-family:arial;font-size:130%;&quot;  &gt;DIQUES E RESERVATÓRIOS DO NILO/ECONOMIA:&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;O  controle das cheias do rio foi condição essencial para o  desenvolvimento da civilização na região, pois o seu leito não era  suficiente para conter as águas que corriam do interior da África em  direção ao mar Mediterrâneo, inundando a região entre julho e setembro.  Assim, às margens do Nilo foram construídos diques e reservatórios, a  fim de reter as águas que seriam utilizadas - por meio de canais de  irrigação - no tempo de escassez das chuvas para a agricultura, a  pecuária e o consumo humano.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;Com o retorno das águas ao leito do  rio (entre dezembro e maio), ficava armazenado nas margens um precioso  fertilizante, o húmus, que permitiu o surgimento de uma agricultura de  alta produtividade. O húmus, um fertilizante natural de cor escura, era  tão essencial aos egípcios, que esse povo chamava sua região de Kemet,  &quot;terra negra&quot;, em oposição às terras vizinhas, chamadas de Deshret,  &quot;terra vermelha&quot;, ou seja, o deserto. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;Segundo os historiadores  G. Moktar e J. Vercoutter, a &quot;experiência logo ensinou os egípcios a  desconfiar da inconstância do rio. Para compensar a escassez periódica,  era necessário estocar cereais para alimentar a população e - mais  importante ainda - garantir quantidade suficiente de sementes para a  semeadura seguinte, quaisquer que fossem as circunstâncias.&lt;/span&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKkhY2EECEiRTk6QoI2wFH2xdcg0oxsGPEx3TVzGLq3FtVdQWfUv5ySWVELFSJ0j3BrLMZ5pZewOrgM9MerYEgzmwEVpwpsWz7c-2TVfXMcc-t2eA4VZ_ceux-4LP5fWQeNkwe9-ESyDml/s1600/egipto%2525252Cactividades.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 200px; height: 182px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKkhY2EECEiRTk6QoI2wFH2xdcg0oxsGPEx3TVzGLq3FtVdQWfUv5ySWVELFSJ0j3BrLMZ5pZewOrgM9MerYEgzmwEVpwpsWz7c-2TVfXMcc-t2eA4VZ_ceux-4LP5fWQeNkwe9-ESyDml/s200/egipto%2525252Cactividades.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5578469153743389410&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic; font-weight: normal;&quot;&gt;Representação das tecnologias de plantio nas margens do Nilo.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;&quot;Esses  estoques de reserva eram fornecidos pelo governo central, graças ao  duplo celeiro real, que estocava cereais em armazéns distribuídos por  todo o país. Limitando o consumo em períodos de abundância e estocando o  máximo possível para se precaver contra cheias insuficientes ou  excessivas, o governo central passou a controlar, por assim dizer, a  ordem natural e veio a desempenhar um papel muito importante.&quot;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;A  alta produtividade agrícola e o controle populacional permitiram que  houvesse disponibilidade de recursos e de mão de obra, o que viabilizou a  construção das pirâmides e dos palácios, o desenvolvimento do  artesanato, da ourivesaria e as guerras de expansão. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;Ao contrário do  que comumente se pensa, a mão de obra utilizada em tais obras  gigantescas era de camponeses livres, não de escravos. Apesar de a  escravidão existir no Egito, era em pequena escala. O Estado egípcio  submetia a população a uma forma de exploração chamada de &quot;corveia real&quot;  ou &quot;servidão real&quot;, ou seja, apesar de os trabalhadores serem homens  livres, deviam, de tempos em tempos, prestar trabalho gratuito nas obras  estatais, como forma de tributo. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;A produção agrícola era  diversificada: trigo, cevada, ervilha, cebola, linho, tâmaras, diversas  árvores frutíferas, além da pecuária (bois, ovelhas, porcos, cabras). Os  egípcios desenvolveram também a caça e a pesca: a primeira realizada  nos pântanos e no deserto e a segunda praticada no Nilo, nos  reservatórios e canais de irrigação.&lt;/span&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0LJEGSmo9UYtASLPr8OCw2uSTCc4_z8q3hzBrEikvy0h2p-UqcAM4LCmLoSBXdk63tFCSZZeQbFrpA5KiEwVYv06ZhmOlPox8BN8Zb7lPqwGNtpWchsQBOAX7sbOMLwzuf6N0p-RoxIPf/s1600/AGRICULTURA.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 200px; height: 131px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0LJEGSmo9UYtASLPr8OCw2uSTCc4_z8q3hzBrEikvy0h2p-UqcAM4LCmLoSBXdk63tFCSZZeQbFrpA5KiEwVYv06ZhmOlPox8BN8Zb7lPqwGNtpWchsQBOAX7sbOMLwzuf6N0p-RoxIPf/s200/AGRICULTURA.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5578473865253060226&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic; font-weight: normal;&quot;&gt;Arado bovino.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;font-family:arial;font-size:130%;&quot;  &gt;ARTES E CULTURA:&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;O  artesanato era muito importante. Utilizaram o linho e o couro de  animais, confeccionaram cerâmicas e durante largo tempo não houve  separação entre agricultores e artesãos: como o ciclo agrícola era de  seis meses (plantio e colheita), o restante do tempo era aproveitado nas  atividades artesanais, na construção e conservação dos canais de  irrigação e dos reservatórios e na construção das obras públicas.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;O  papiro era abundante às margens do Nilo. As fibras da planta foram  usadas para fazer embarcações, redes e cordas, mas acabaram tendo enorme  importância quando utilizadas como matéria-prima para fazer papel. De  acordo com o historiador J. Yoyotte, o &quot;cultivo intensivo do papiro  provavelmente contribuiu para o desaparecimento dos pântanos - refúgio  dos pássaros, crocodilos e hipopótamos que, na opinião dos próprios  antigos, davam brilho à paisagem egípcia&quot;.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;Realizada pelos  escribas, a transcrição nos papiros de fatos da história, do dia a dia  do governo e das questões religiosas acabou se transformando em  importante fonte histórica para a reconstrução da civilização egípcia,  depois que os arqueólogos modernos conseguiram decifrar os hieróglifos. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;Na pintura, a Lei da Frontalidade era padrão na maioria das manifestações artísticas, expondo sempre o tronco de frente mas a cabeça e pés de perfil, valorizando certos aspectos do indivíduo.&lt;/span&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiu5HRQYsveFEwL8s0t9NjbBl32Lvz-dwepDLBoMl87ytlrxGhATaUCfdKGAJFoPKUI-i4Y36iOHiB2dLu-pH2bpE1Ot-lYyJiVyCx9PSsDhRDI4YV9W9StbNve4EvQZxMnwVDJ_7koiyRQ/s1600/egito+representa%25C3%25A7%25C3%25A3o++lei+da+frontalidade+na+pintura.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 166px; height: 200px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiu5HRQYsveFEwL8s0t9NjbBl32Lvz-dwepDLBoMl87ytlrxGhATaUCfdKGAJFoPKUI-i4Y36iOHiB2dLu-pH2bpE1Ot-lYyJiVyCx9PSsDhRDI4YV9W9StbNve4EvQZxMnwVDJ_7koiyRQ/s200/egito+representa%25C3%25A7%25C3%25A3o++lei+da+frontalidade+na+pintura.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5578469156986146514&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic; font-weight: normal;&quot;&gt;Exemplo da Lei da Frontalidade.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;Na arquitetura, temos as pirâmides, túmulos faraônicos, como principal monumento, mas o cuidado estético também estava em detalhes dos prédios públicos, através dos capiteis em homenagem a vegetação típica do Nilo (Lótus, Papiros, Palmeiras), e dos baixo-relevos.&lt;/span&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipAEd8UImyeaVWfEo7GBS04-evXe9JXmMLIhPEoWKPAAulspnlJ35Ycze1HVz7hWITaSLmdgI_xxPkt6_055tS4093AXBdDm-ZeVDwSkNeKQbiJB1XnRDz4Vv-a_OrC2kYVGsRj94EaJzM/s1600/1-a7fb3c9941.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 200px; height: 134px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipAEd8UImyeaVWfEo7GBS04-evXe9JXmMLIhPEoWKPAAulspnlJ35Ycze1HVz7hWITaSLmdgI_xxPkt6_055tS4093AXBdDm-ZeVDwSkNeKQbiJB1XnRDz4Vv-a_OrC2kYVGsRj94EaJzM/s200/1-a7fb3c9941.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5578469156834526546&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic; font-weight: normal;&quot;&gt;As três grandes pirâmides de Queóps, Quéfrem e Miquerinos.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFN9MrTZdCdB8xgrd0CljMzYcFggfUjh1WEyPi-XwFuT0A2eFJZ1gHhP1eGnz_cymzAfA3MvcDgnlM0hFZ719GTtednqWuN-e7I_BYQArOhLO2cCUZlRjFWn6QPJdEupMJ5yyfX38a8XLI/s1600/papiriforme.gif&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 200px; height: 165px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFN9MrTZdCdB8xgrd0CljMzYcFggfUjh1WEyPi-XwFuT0A2eFJZ1gHhP1eGnz_cymzAfA3MvcDgnlM0hFZ719GTtednqWuN-e7I_BYQArOhLO2cCUZlRjFWn6QPJdEupMJ5yyfX38a8XLI/s200/papiriforme.gif&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5578473873129700498&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIC3xTmhVSg6dKs0iq6TsSzIWnkxWCeYSu9_eMK8HVV4qz-or6rBHwDx4P8M9Gaxyv4kr5fNVfNpqC7D5D26SNtU74YdzxP6avwKcWTgETZJHGpOCe7Lp128K-GqgwgjjfixqqizYucksQ/s1600/palmiloti.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 200px; height: 172px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIC3xTmhVSg6dKs0iq6TsSzIWnkxWCeYSu9_eMK8HVV4qz-or6rBHwDx4P8M9Gaxyv4kr5fNVfNpqC7D5D26SNtU74YdzxP6avwKcWTgETZJHGpOCe7Lp128K-GqgwgjjfixqqizYucksQ/s200/palmiloti.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5578473873256266114&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic; font-weight: normal;&quot;&gt;Exemplos dos capiteis utilizados na arquitetura egípcia.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;Na escultura, a postura hierática e o equilíbrio eram valorizados, chegando a inspirar os primórdios da arte clássica grega.&lt;/span&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTrzX4fJns6rGhN8TKIZLh1ZR9CBW5prmra8Holxsp2lTwt91o2q8JUGmDh_2Ny3uFDQ3K1QVJA7CUh72MwHCjSSJGprJF_yBHBbRhJ-mnlYYL3Q5OZaJkWrkycwGvajdl7uFOHqsMypS6/s1600/ramses.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 101px; height: 200px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTrzX4fJns6rGhN8TKIZLh1ZR9CBW5prmra8Holxsp2lTwt91o2q8JUGmDh_2Ny3uFDQ3K1QVJA7CUh72MwHCjSSJGprJF_yBHBbRhJ-mnlYYL3Q5OZaJkWrkycwGvajdl7uFOHqsMypS6/s200/ramses.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5578473864680017154&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic; font-weight: normal;&quot;&gt;Típica estátua faraônica.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;font-family:arial;font-size:130%;&quot;  &gt;DIVISÃO SOCIAL:&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;Nos  3 mil anos do Egito dos faraós, a estrutura social pouco se alterou. Na  base estavam os escravos, quase todos de origem estrangeira e em número  reduzido, mas principalmente os camponeses livres, a maioria da  população, que viviam nas aldeias e tinham de pagar diversos tributos ao  Estado e aos templos.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;Havia uma camada intermediária  representada pelos artesãos urbanos. A classe dominante era formada pelo  faraó - adorado como um deus e exercendo também o poder militar, civil e  judiciário - e sua família, pelos sacerdotes, militares e altos  funcionários do Estado, dentre eles os escribas e os nomarcas.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;De  acordo com o filósofo e historiador das religiões Mircea Eliade, para  os egípcios a ordem social representava um aspecto da ordem cósmica.  Assim, a realeza existiria desde o começo do mundo, pois o &quot;Criador foi o  primeiro Rei; ele transmitiu esta função ao filho e sucessor, o  primeiro Faraó. Essa delegação consagrou a realeza como instituição  divina&quot;.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;font-family:arial;font-size:130%;&quot;  &gt;TRÊS IMPÉRIOS:&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;A história política do Egito se  divide em três grandes blocos chamados de Impérios, separados por  períodos de crise, chamados de Períodos Intermediários.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;O  primeiro é o Antigo Império, caracterizado pela edificação das grandes  pirâmides (as de Guisé), pelo crescimento da produtividade agrícola,  pelo desenvolvimento das grandes construções (templos e palácios) e da  ciência (matemática, medicina). Apesar da prosperidade, não houve  ampliação do território, excetuando-se uma expedição ao sul, que  conquistou parte da Núbia, reino que também vivia às margens Nilo.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;São  desconhecidas as razões que levaram ao fim do poder central por quase  50 anos, mas sabemos que ocorreram períodos de fome, provavelmente  vinculados à diminuição das cheias do Nilo. Devem também ter ocorrido  revoltas de camponeses contra o pagamento de tributos ao Estado. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;Em  torno de 2100 a.C., foi restabelecido o poder central: é o período do  Médio Império. Ampliou-se a autoridade do Estado, aumentou a produção  agrícola e foram construídas diversas obras de irrigação. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;Por volta  de 1640 a.C., o Egito foi conquistado pelos hicsos - povo de origem  asiática -, que permaneceram 90 anos dominando a região. Era um povo  guerreiro, hábil no uso de cavalos e do carro de guerra. Os hicsos  trouxeram diversas inovações, principalmente no que se refere ao uso do  bronze, que era desconhecido dos egípcios.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;O período mais  importante e mais conhecido do Egito Antigo é o Novo Império (1550-1076  a.C.). Foi o momento da expansão para a Ásia e da conquista da  Palestina, Síria e Fenícia, chegando até o rio Eufrates, na Mesopotâmia.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;Controlando  o corredor sírio-palestino, criou-se um obstáculo às invasões dos povos  asiáticos, que usava essa passagem para invadir o Egito pelo istmo de  Suez. Isso facilitou o controle das rotas comerciais que passavam pela  região e ampliou a cobrança de tributos.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;A criação de um império  na Ásia levou à formação de um exército permanente, em grande parte  formado por mercenários líbios e núbios, e à utilização de novas armas,  como a espada e os carros de guerra.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;font-family:arial;font-size:130%;&quot;  &gt;ESPLENDOR E DECLÍNIO DO IMPÉRIO EGÍPCIO:&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;Durante  o Novo Império intensificou-se o comércio externo com as ilhas de Creta  e Chipre, no mar Mediterrâneo, e com a Fenícia; ampliou-se a máquina  burocrática do Estado; e foram edificadas novas pirâmides e palácios, em  grande parte com os recursos espoliados dos povos dominados. Somente  Thutmés 3º (1469-1436), em uma de suas 17 expedições militares, trouxe  como butins de guerra centenas de prisioneiros, 924 carros, 2.238  cavalos, 44 mil cabeças de gado e 200 quilos de ouro.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;Os faraós  tiveram enormes dificuldades em manter as conquistas na Ásia e o domínio  da Núbia. Ocorreram rebeliões dentro do império, pressões nas  fronteiras de povos atraídos pela riqueza do Egito e problemas internos  devido ao crescimento da população (o aumento do número de habitantes  por quilômetro quadrado gerou períodos de fome).&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;No século 7  a.C., Assurbanipal, rei dos assírios (povo da Mesopotâmia), ocupou o  Egito, mas logo foi expulso. A invasão, porém, foi uma demonstração da  fraqueza interna do império, apesar das reformas realizadas no  Renascimento Saita (séculos 7 a 6 a.C.).&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;Ainda na Antiguidade, no  século 6 a.C., o Egito perdeu a independência. Em 525 a.C., Cambises,  imperador da Pérsia, invadiu e ocupou o Egito, que se manteve como  satrapia persa por 200 anos. Os persas introduziram o camelo, que se  adaptou bem à região e possibilitou o contato mais frequente com os  oásis a oeste do rio Nilo.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;Em 332 a.C., Alexandre Magno,  da Macedônia, que já tinha conquistado a Grécia, a Ásia Menor, a  Palestina e a Fenícia, também ocupou o Egito. Vinte e oito anos depois,  seus herdeiros deram origem à dinastia dos Ptolomeus ou Período  Ptolomaico, que se estendeu até 30 a.C., quando os romanos, liderados por Otávio Augusto, invadiram e  ocuparam o Egito, destronando Cleópatra e Marco Antônio.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;font-family:arial;font-size:130%;&quot;  &gt;O PAPEL DA RELIGIÃO:&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;A vida dos egípcios  estava marcada pela religião e seus deuses. Segundo a mitologia  egípcia, o deus Osíris ensinou a agricultura aos seres humanos, mas  acabou traído e morto pelo irmão e rival Seth. Ísis, sua mulher,  convenceu os outros deuses a trazer de volta Osíris para a Terra: era  ele que julgava os egípcios depois que estes morriam; ouvia a defesa de  cada um e, depois de pesar o coração do indivíduo - para saber se estava  mentindo ou não -, decidia pela sua inocência ou culpa, permitindo o retorno da sua alma para o corpo mumificado.&lt;/span&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjng_U10KDG443rO7G6GbUotKWV2QTQS_06lp91WPFsHNRm4OmpXTcr3iUXKcR1PEjGKdF8VFbOdJrsq8N1rC02t0N61boyDJrPZsumlVkZeA6ZmuRyAh-x54G1osHs134hJdUNLQxixYfU/s1600/osiris.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 278px; height: 120px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjng_U10KDG443rO7G6GbUotKWV2QTQS_06lp91WPFsHNRm4OmpXTcr3iUXKcR1PEjGKdF8VFbOdJrsq8N1rC02t0N61boyDJrPZsumlVkZeA6ZmuRyAh-x54G1osHs134hJdUNLQxixYfU/s200/osiris.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5578484079365369154&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic; font-weight: normal;&quot;&gt;Representação do Tribunal de Osíris em um sarcófago.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;A crença  em uma vida após a morte acompanhava o egípcio durante toda a sua  existência. Dessa forma, a construção de grandes túmulos, onde estavam  acumulados tesouros e objetos de uso pessoal do morto, servia para que,  depois da vida, ele mantivesse a mesma condição material.&lt;/span&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQRi-nlxjOs8_qqMgDaeemucaKsvQW-4Wbn9MANxnhCKNk3FTR8v-ZLNKDdhLSru_JWi88hYs6bsFo5b-RBzfeyM9Q2dqnWuEXs6UN5EoYLLFb1sAG-oN8SpVs47PTJp67ylxB1_o7FetD/s1600/muficacao3.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 200px; height: 155px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQRi-nlxjOs8_qqMgDaeemucaKsvQW-4Wbn9MANxnhCKNk3FTR8v-ZLNKDdhLSru_JWi88hYs6bsFo5b-RBzfeyM9Q2dqnWuEXs6UN5EoYLLFb1sAG-oN8SpVs47PTJp67ylxB1_o7FetD/s200/muficacao3.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5578473862230323762&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh06AsVB4Ae9CzrzRp9sx6MUm4Fc_ljioJDzuSUuhEg7y4i7KY-pRUZhL1o5H5uhSYSJfHQXGGdigYpsymQPbCVdLAuQywauno0TaoZUJivI69FMGJpl4_joqQd6VM7VQG5Cyh4LAZUGzkY/s1600/BXK8813_mumias_no_museu_britanico800.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 200px; height: 150px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh06AsVB4Ae9CzrzRp9sx6MUm4Fc_ljioJDzuSUuhEg7y4i7KY-pRUZhL1o5H5uhSYSJfHQXGGdigYpsymQPbCVdLAuQywauno0TaoZUJivI69FMGJpl4_joqQd6VM7VQG5Cyh4LAZUGzkY/s200/BXK8813_mumias_no_museu_britanico800.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5578483463316969186&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic; font-weight: normal;&quot;&gt;O deus Anúbis velando de uma múmia, e um exemplo de múmia em um museu europeu.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;Segundo  o egiptólogo A. Abu Bakr, &quot;a crença no além foi sem dúvida favorecida e  influenciada pelas condições geográficas do Egito, onde a aridez do  solo e o clima quente asseguravam uma notável conservação dos corpos  após a morte, o que deve ter estimulado fortemente a convicção de que a  vida continuava no além-túmulo&quot;.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;O politeísmo da religião egípcia  foi brevemente interrompido pela instituição do monoteísmo pelo faraó  Amenófis 4º (1380-1362 a.C.), que mudou seu nome para Akenaton e  divulgou o culto ao deus Aton. Além de razões religiosas, o faraó também  pretendia diminuir os poderes do clero, enriquecido pelo pagamento de  tributos, e que exercia enorme influência política. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;Akenaton  fundou uma nova capital, perseguiu os sacerdotes inimigos de sua  reforma, mas não conseguiu obter apoio popular. Após a sua morte, os antigos sacerdotes conseguiram convencer seu filho/sucessor, Tutancaton, a restabelecer o politeísmo. Com o retorno do velho panteão, o faraó mudou o nome para Tutancamon.&lt;/span&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEE6jsQO4uMw2VvrtcIFJQF9HM92ZDQ7yTpUf7lY_As6LDbkswCpoSpGrR2R3JnTEjbDGfl8Ey8E1H9At1IUo0oBCGMdecIs0HbIxRHeJQvkbhEYxR6fEfqKsHXwamAGFL3J982dzBjDiH/s1600/0%252C%252C11789333-EX%252C00.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 152px; height: 200px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEE6jsQO4uMw2VvrtcIFJQF9HM92ZDQ7yTpUf7lY_As6LDbkswCpoSpGrR2R3JnTEjbDGfl8Ey8E1H9At1IUo0oBCGMdecIs0HbIxRHeJQvkbhEYxR6fEfqKsHXwamAGFL3J982dzBjDiH/s200/0%252C%252C11789333-EX%252C00.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5578483460538969986&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic; font-weight: normal;&quot;&gt;Máscara mortuária de Tutancamon.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;font-family:arial;font-size:130%;&quot;  &gt;CRONOLOGIA:&lt;/span&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;Período Pré-dinástico: 3300 - 3000 (dois reinos)&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;Período Protodinástico: 3000 - 2670 (1ª e 2ª dinastias)&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;Antigo Império: 2670 - 2150 (da 3ª até a 6ª dinastia)&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;I Período Intermediário: 2150 -2100 (desintegração da unidade política)&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;Médio Império: 2100 - 1750 (11ª e 12ª dinastias)&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;II  Período Intermediário: 1750 - 1550, sendo que de 1640 até 1550 os  hicsos controlaram o Egito (15ª e 16ª dinastias) - reação de Tebas (17ª  dinastia)&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;Novo Império: 1550 - 1076 (da 18ª até a 20ª dinastia)&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;III Período Intermediário: 1076 - 712 (da 21ª até a 24ª dinastia) - período do controle núbio sobre o Egito.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;Época Tardia: 712 - 332 (da 25ª até 30ª dinastia)&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;Período Ptolomaico: de 332 a.C. até 30 d.C.   &lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold; font-style: italic; font-family: arial;font-size:85%;&quot; &gt;COMPLEMENTE COM O SEGUINTE DOCUMENTÁRIO DO HISTORY CHANNEL:&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold; font-family: arial;&quot;&gt;PARTE 1:&lt;/span&gt;&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; src=&quot;http://www.youtube.com/embed/TIcGn4VYYSA?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family: arial; font-weight: bold;&quot;&gt;PARTE 2:&lt;/span&gt;&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; src=&quot;http://www.youtube.com/embed/hN8PplUeTeA?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family: arial; font-weight: bold;&quot;&gt;PARTE 3:&lt;/span&gt;&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; src=&quot;http://www.youtube.com/embed/Obzyvj-MGas?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family: arial; font-weight: bold;&quot;&gt;PARTE 4:&lt;/span&gt;&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; src=&quot;http://www.youtube.com/embed/kJs25-rabR4?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family: arial; font-weight: bold;&quot;&gt;PARTE 5:&lt;/span&gt;&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; src=&quot;http://www.youtube.com/embed/rTTB33JyPLU?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family: arial; font-weight: bold;&quot;&gt;PARTE 6:&lt;/span&gt;&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; src=&quot;http://www.youtube.com/embed/t_s_GrSrX-g?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family: arial; font-weight: bold;&quot;&gt;PARTE 7:&lt;/span&gt;&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; src=&quot;http://www.youtube.com/embed/PhWBQhhJiv4?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold; font-family: arial;&quot;&gt;PARTE 8:&lt;/span&gt;&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; src=&quot;http://www.youtube.com/embed/EAkROc2eZs0?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family: arial; font-weight: bold;&quot;&gt;PARTE 9:&lt;/span&gt;&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; src=&quot;http://www.youtube.com/embed/azDZgmflkps?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold; font-family: arial;&quot;&gt;PARTE 10:&lt;/span&gt;&lt;br /&gt;&lt;iframe title=&quot;YouTube video player&quot; src=&quot;http://www.youtube.com/embed/xTlP-Zq7uiQ?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;292&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;</content><link rel='replies' type='application/atom+xml' href='http://thiagohmlopes.blogspot.com/feeds/5361396678516050178/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://thiagohmlopes.blogspot.com/2011/02/egito-antigo.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/5361396678516050178'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/5361396678516050178'/><link rel='alternate' type='text/html' href='http://thiagohmlopes.blogspot.com/2011/02/egito-antigo.html' title='Egito Antigo.'/><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/AVvXsEjqPgKVBheoY27CQTEm8NUnFBMRY-599USy_0tN1ICA9KKWRWte4sHsx4fNVw2MhY_rNYa8-qTqQoQ_44_vRJBa-QlGB7BN-ROceH2RN_e15XX8lATtnNI-gIkaprnLrdWPGfoxcwBUitKy/s72-c/800px-Vallee_fertile_du_Nil_a_Louxor.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-533745627793809499.post-3552677225931759704</id><published>2011-02-12T21:44:00.006-03:00</published><updated>2011-02-17T23:10:58.096-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Brasil Império"/><category scheme="http://www.blogger.com/atom/ns#" term="Brasil República"/><title type='text'>Maçonaria no Brasil.</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt;Trata-se de uma associação semi-secreta, difundida no mundo todo, que  adota os princípios de fraternidade e da filantropia entre seus membros.  Seus membros afirmam que foi fundada ainda no Egito Antigo, responsáveis pela construção de grandes obras de todas as eras, como também fizeram parte dos Tem&lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt;plários medievais, combatidos pela Igreja Católica. Porém, segundo pesquisas, tal associação surgiu em meados do século XVI, na Inglaterra, ou durante&lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt; a Revolução Francesa, como fruto da união entre alguns intelectuais e&lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt; trabalhadores da construção civil: enge&lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt;nheiros, arquitetos, pedreiros. A maçonaria discrimina as mulheres, sendo composta principalmente por  profissionais liberais, que se iniciam através de rituais incluindo  jur&lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt;amentos de fidelidade (com o iniciante - neófito -  vestido como um&lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt; herege julgado&lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt; pela Inquisição) e&lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt; uma sé&lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt;rie de simbolismos, onde a moral, a  fraternidade e a retidão são representadas pelo livro sagrado, pelo  compasso e pelo quadrado, além da presença de colunas em alusão ao palácio de Salomão (teoricamente construído por pioneiros maçons) e pisos negros e brancos, como um xadrez, lembrando que a alma humana é formada por sentimentos positivos e negativos, indissociáveis, nos seus templos. &lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div face=&quot;arial&quot; style=&quot;text-align: justify;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5nq1aewSIyWDM8hNxpzFsMN57iehVLJ8BkvEvWtr3e8-PGOsl9ipTZp6XSbvjTJZp-2SBJMabhI3o-uo7MXKd0X800lnKEfd-9OrRds1DdZeWzhc0wmRJeOWae2EyFSudB-uxI9FDo3d-/s1600/Maconaria-simbolos.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 244px; height: 184px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5nq1aewSIyWDM8hNxpzFsMN57iehVLJ8BkvEvWtr3e8-PGOsl9ipTZp6XSbvjTJZp-2SBJMabhI3o-uo7MXKd0X800lnKEfd-9OrRds1DdZeWzhc0wmRJeOWae2EyFSudB-uxI9FDo3d-/s200/Maconaria-simbolos.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5572976240946663362&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5r7LjTgoKfCHPo0akDhTPMh00Wp-HADIvTZYExbsqo0JI2s_895NiPWdRg8qJ4e0v9txBqG_s_xeqSztjsuNL8mtnoTbApbpuWtMjryVIm-Kv3n89FyGr00Q3CiSNsLHb_wIvJVughKQL/s1600/inicia%25C3%25A7%25C3%25A3o.jpg&quot;&gt;       &lt;img style=&quot;cursor: pointer; width: 160px; height: 214px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5r7LjTgoKfCHPo0akDhTPMh00Wp-HADIvTZYExbsqo0JI2s_895NiPWdRg8qJ4e0v9txBqG_s_xeqSztjsuNL8mtnoTbApbpuWtMjryVIm-Kv3n89FyGr00Q3CiSNsLHb_wIvJVughKQL/s200/inicia%25C3%25A7%25C3%25A3o.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5572976235918056770&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Alguns dos símbolos maçônicos e os trajes de cerimoniais de um neófito (iniciante).&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt;No cotidiano os maçons se comunicam através de  sinais secretos, senhas e cumprimentos especiais.&lt;/span&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;    &lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt;A maçonaria não é uma seita religiosa, embora o único obstáculo para  aceitação de um novo membro seja o ateísmo, já que os maçons professam a  crença em um ser supremo de características racionais, o GAU (Grande Arquiteto do Universo). Ela é supra-religiosa, pois são aceitos  cristãos, judeus, muçulmanos, budistas e qualquer homem de fé.&lt;/span&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;  &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt;Desde a crise do Antigo Sistema Colonial, a maçonaria está presente em  nossa história, destacando-se inicialmente, entre alguns revolucionários  da Inconfidência Mineira e da Conjuração Baiana no final do século  XVIII. Nesse perío&lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt;do que antecede a Independência, a maçonaria assumiu  uma posição avançada, representando um importante centro de atividade  política, para difusão dos ideais do liberalismo  iluminista anticolonialista.&lt;/span&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;    &lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt;Sua influência cresceu consideravelmente durante o processo de formação  do Estado Brasileiro, onde apareceu como uma das mais importantes  instituições de apoio à independência, permanecendo atuante ao longo de  todo período monárquico no século XIX. Nesse processo, a história do  Brasil I&lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt;mpério é também a história da maçonaria, que vem atuando na  política nacional desde os primeiros movimentos de independência,  passando pelos irmãos Andradas no Primeiro Reinado, até as mais  importantes lideranças do Segundo Império, no final do século XIX, e nos círculos políticos do Movimento Republicano, junto aos positivistas do Exército.&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbZ_1kt3nMtAvi1KQ6VDf-Ep8yD9rOHzEL_4QIkUdoCTyRh6iWblB03f69ZmD4LLjB47VIu_FMXRHGL81MmCEU7rrjzsd_2uFC5eSnLyC73edyot2wwlfhPRHXWHr066q8zZRUjwQFr_4H/s1600/images.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 198px; height: 215px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbZ_1kt3nMtAvi1KQ6VDf-Ep8yD9rOHzEL_4QIkUdoCTyRh6iWblB03f69ZmD4LLjB47VIu_FMXRHGL81MmCEU7rrjzsd_2uFC5eSnLyC73edyot2wwlfhPRHXWHr066q8zZRUjwQFr_4H/s200/images.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5572976237566626338&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLUrUPoEeoeoI18kyzs7th0gxtknZ__nKqiYzmjTuK_GmnrP6ClULQ_m1xdeBvQU-68JlOhFHxZoWRKWK6tpQoPW0LOsT3VF2F_Ha05qv-n6SBhOrbJV5XW7piU487e2stI-eHSGhDwL_2/s1600/2.jpg&quot;&gt;      &lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Alguns dos símbolos mais famosos da maçonaria presentes nas notas de dólar americano: A Pirâmide e o Olho Que Tudo Vê.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt;Apesar da maçonaria estar presente no Brasil desde a Inconfidência  Mineira no final do século XVIII, a primeira loja maçônica brasileira  surgiu filiada ao Grande Oriente da França, sendo instalada em 1801 no  contexto da Conjuração Baiana. A partir de 1809 foram fundadas várias  lojas no Rio de Janeiro e Pernambuco e em 1813 foi criado o primeiro  Grande Oriente Brasileiro sob a direção de Antonio Carlos Ribeiro de  And&lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt;rada e Silva.&lt;/span&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;    &lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt;A lusofobia (aversão aos portugueses) tão presente nos movimentos de emancipação, também  caracterizava a maçonaria brasileira, que desde seus primórdios não  aceitava se submeter ao Grande Oriente de Lisboa.&lt;/span&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;    &lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt;Como em toda América Latina, no Brasil a maçonaria também se constituiu  num importante veículo de divulgação dos ideais do Iluminismo&lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt; e de independência, sendo  que em maio de 1822 se instalou no Rio de Janeiro o Grande Oriente  Brasiliano ou Grande Oriente do Brasil, que nomeou José Bonifácio de  Andrada e Silva o primeiro grão-mestre da maçonaria do país.&lt;/span&gt;&lt;span style=&quot;font-family:arial;&quot;&gt; &lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLUrUPoEeoeoI18kyzs7th0gxtknZ__nKqiYzmjTuK_GmnrP6ClULQ_m1xdeBvQU-68JlOhFHxZoWRKWK6tpQoPW0LOsT3VF2F_Ha05qv-n6SBhOrbJV5XW7piU487e2stI-eHSGhDwL_2/s1600/2.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 200px; height: 150px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLUrUPoEeoeoI18kyzs7th0gxtknZ__nKqiYzmjTuK_GmnrP6ClULQ_m1xdeBvQU-68JlOhFHxZoWRKWK6tpQoPW0LOsT3VF2F_Ha05qv-n6SBhOrbJV5XW7piU487e2stI-eHSGhDwL_2/s200/2.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5572976235044760178&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Encontro de maçons&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt;Com D. Pedro I no poder, o Grande Oriente do Brasil foi fechado,  ressurgindo apenas com a abdicação do imperador em 1831, tendo novamente  José Bonifácio como grão-mestre. Nesse mesmo ano ocorre a primeira  cisão na maçonaria brasileira, quando o senador Vergueiro funda o Grande  Oriente Brasileiro do Passeio, nome referente à rua do Passeio, no Rio  de Janeiro.&lt;/span&gt;&lt;span style=&quot;font-family:arial;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt;  A divisão enfraqueceu a maçonaria, que começou a perder influência no  quadro político do Império brasileiro. Essa situação agravou-se em 1864,  quando o papa Pio XI, através da bula Syllabus, proibiu qualquer  ligação da Igreja com essa sociedade.&lt;/span&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;    &lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt;No contexto de crise do Império brasileiro, esse quadro tornou-se mais  crítico em 1872, quando durante uma festa em comemoração à lei do  Ventre-Livre, o padre Almeida Martins negou-se a abandonar a maçonaria,  sendo suspenso de sua atividade religiosa pelo bispo do Rio de Janeiro.  Essa punição tinha sido antecedida por um discurso feito pelo padre  Almeida Martins na loja maçônica Grande Oriente, no qual o religioso  exaltou a figura do visconde do Rio Branco, que, além de  primeiro-ministro, era grão-mestre da maçonaria.&lt;/span&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;    &lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt;Neste processo, o bispo de Olinda, D. Vital e o de Belém, D. Macêdo  determinam o fechamento de todas irmandades que não quiseram excluir  seus associados maçons. A reação do governo foi rápida e enérgica,  quando em 1874, o primeiro-ministro, visconde do Rio Branco, determinou a  prisão dos bispos seguida de condenação a quatro anos de reclusão com  trabalhos forçados. Apesar da anistia concedida no ano seguinte pelo  novo primeiro-ministro duque de Caxias, a ferida não foi cicatrizada e o   Império decadente junto com a maçonaria que o sustentava, perdiam o  apoio do clero e da população, constituindo-se num importante fator para  queda do obsoleto regime monárquico e para separação do mesmo com a  Igreja, formando assim a chamada Questão Religiosa do fim do Império, junto com a Questão Militar e o abolicionismo.&lt;/span&gt;&lt;span style=&quot;font-family:arial;&quot;&gt;  &lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbSn5ECVymr7682XK58qhTvEIHRG3f-SiJ62ybTN3ZrrpuUdcamqlP8Y-9vR8-7EiatZHV9zp9JzFKUDHuOs57KFfFhxMHRSpv6ryfwKAZ3VZO1lOR7Lsrc5xG5OVqtD6xdirvSwWXoq2o/s1600/avHistoria.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 177px; height: 234px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbSn5ECVymr7682XK58qhTvEIHRG3f-SiJ62ybTN3ZrrpuUdcamqlP8Y-9vR8-7EiatZHV9zp9JzFKUDHuOs57KFfFhxMHRSpv6ryfwKAZ3VZO1lOR7Lsrc5xG5OVqtD6xdirvSwWXoq2o/s200/avHistoria.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5572978803396177474&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Capa de uma das publicações da Editora Abril com importantes maçons: Winston Churchill, D. Pedro I e George Washington.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt;&lt;br /&gt;No período republicano a maçonaria conseguiu crescer e diversificar suas  atividades pelo país, apesar de ter perdido o poder de influência no  Estado brasileiro. Nesse final de século, a maçonaria permanece como uma  associação, que apesar de defender os princípios de fraternidade (principalmente com ajuda mútua entre membros) e  filantropia, exclui, mesmo que de forma não assumida, a participação das  camadas sociais menos abastadas entre seus membros.         &lt;/span&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrRAaCbVj1xoPcv8MPRBScHiTb1cbHh9PVEeFKR82tFXPch-Unjk861D_-z2yAT2xJjqs_MZe5wT4pPrDpCZRaa4TdT5PUOTEdVWfzilegL5JQPouzrD2gpWAvHArjvntaFe9XaOeWDw0q/s1600/RN.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 198px; height: 258px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrRAaCbVj1xoPcv8MPRBScHiTb1cbHh9PVEeFKR82tFXPch-Unjk861D_-z2yAT2xJjqs_MZe5wT4pPrDpCZRaa4TdT5PUOTEdVWfzilegL5JQPouzrD2gpWAvHArjvntaFe9XaOeWDw0q/s200/RN.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5572976244628897810&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Fachada da maior Loja Maçônica (templo) do RN, em Candelária, Natal.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://thiagohmlopes.blogspot.com/feeds/3552677225931759704/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://thiagohmlopes.blogspot.com/2011/02/maconaria-no-brasil.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/3552677225931759704'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/3552677225931759704'/><link rel='alternate' type='text/html' href='http://thiagohmlopes.blogspot.com/2011/02/maconaria-no-brasil.html' title='Maçonaria no Brasil.'/><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/AVvXsEi5nq1aewSIyWDM8hNxpzFsMN57iehVLJ8BkvEvWtr3e8-PGOsl9ipTZp6XSbvjTJZp-2SBJMabhI3o-uo7MXKd0X800lnKEfd-9OrRds1DdZeWzhc0wmRJeOWae2EyFSudB-uxI9FDo3d-/s72-c/Maconaria-simbolos.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-533745627793809499.post-8324110005616288483</id><published>2011-01-19T17:00:00.008-03:00</published><updated>2011-02-17T23:11:44.817-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Mapa Histórico"/><category scheme="http://www.blogger.com/atom/ns#" term="Pré-História"/><title type='text'>Chegada dos primeiros habitantes do continente americano.</title><content type='html'>&lt;div  style=&quot;text-align: justify; font-family: arial;font-family:arial;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Os habitantes          do continente americano descendem de populações advindas          da Ásia, sendo que os vestígios mais antigos de sua presença          na América, obtidos por meio de estudos arqueológicos, datam          de 11 a 12,5 mil anos &lt;span style=&quot;font-style: italic;&quot;&gt;AP&lt;/span&gt; (&lt;span style=&quot;font-style: italic;&quot;&gt;Antes do Presente&lt;/span&gt;). Todavia, ainda não se chegou a um consenso          acerca do período em que teria ocorrido a primeira leva migratória.&lt;/span&gt;&lt;/div&gt;&lt;p  style=&quot;font-weight: bold; text-align: center;font-family:arial;&quot;&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-5fitAthZ0Wh28yDh3WgeqxqDZcAKTybYluhTtQ3yvk4kBzVM_aZnLrq_hny424q6kg6cx7_WlMy1m8v_4GxO_ozKBNEqKj3cuGlR2obDBV_aOW9cn7T5s3fQ3aqwnBuI0v2xQgLI6ytY/s1600/mapa1.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 308px; height: 167px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-5fitAthZ0Wh28yDh3WgeqxqDZcAKTybYluhTtQ3yvk4kBzVM_aZnLrq_hny424q6kg6cx7_WlMy1m8v_4GxO_ozKBNEqKj3cuGlR2obDBV_aOW9cn7T5s3fQ3aqwnBuI0v2xQgLI6ytY/s200/mapa1.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5563993774535760930&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/p&gt;&lt;p style=&quot;font-weight: bold; text-align: center; font-family: arial;&quot;&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Possíveis rotas da migração humana através da superfície terrestre.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/p&gt;&lt;div style=&quot;font-family: arial; text-align: justify;&quot;&gt;       &lt;/div&gt;&lt;p style=&quot;font-weight: bold; font-family: arial; text-align: justify;&quot;&gt;Os povos indígenas que hoje vivem na América          do Sul são originários de povos caçadores que aqui          se instalaram, vindos da América do Norte através do istmo          do Panamá, e que ocuparam virtualmente toda a extensão do          continente há milhares de anos. O que justifica  a teoria da travessia do Estreito de Bering no final da era paleolítica, coincidindo com a última glaciação das atuais zonas temperadas, formando a &quot;ponte de gelo&quot; também chamada de Beríngia.&lt;/p&gt;&lt;p face=&quot;arial&quot; style=&quot;font-weight: bold; text-align: center;&quot;&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPgCzGTInKDV_Ebq0Qlas7qkmrMHpXluZ9OeysI7ofR-Y-4_zqqcI-W_I1p_YPNeBuE46909dBOQqXkSONA95X-TbLBy4XCOm6tWZW4-lm0F3V3DAMvbHpBZOMpn0pNJezA9t0Y0VpPU_3/s1600/ber%25C3%25ADngia.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 206px; height: 137px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPgCzGTInKDV_Ebq0Qlas7qkmrMHpXluZ9OeysI7ofR-Y-4_zqqcI-W_I1p_YPNeBuE46909dBOQqXkSONA95X-TbLBy4XCOm6tWZW4-lm0F3V3DAMvbHpBZOMpn0pNJezA9t0Y0VpPU_3/s200/ber%25C3%25ADngia.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5563993768164604674&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/p&gt;&lt;p face=&quot;arial&quot; style=&quot;font-weight: bold; text-align: center;&quot;&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Possível rota de migração pela Beríngia na Era Glacial.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;font-family: arial; text-align: justify;&quot;&gt;              &lt;/div&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt;No Brasil, a presença humana está documentada          no período situado entre&lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt; 11 e 12 mil anos AP. Mas novas          evidências têm sido encontradas no Pi&lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt;auí          (São Raimundo Nonato - Parque Nacional da Serra da Capivara) que  comprovariam ser mais antiga esta ocupação, com o que          muitos arqueólogos não concordam. Assim, há uma tendência          cada vez maior de os pesquisadores reverem essas datas, já que          pesquisas recentes vêm indicando datações (em Carbono-14) muito mais          antigas. Tais evidências dão suporte a novas teo&lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt;rias da migração, como a travessia do Oceano Pacífico, através de cabotagem nos arquipélagos, a  cerca de 16 ou 20 mil anos AP, mas ainda não possui respaldo entre diversos cientistas.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-weight: bold;font-family:arial;&quot; &gt; &lt;/span&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiISv2FfmjgNReQBVoS5TV6OtAXhIJmlvx376PgzSNZBM6CY8-d-j1u9Hh0ExVVRbHax4Zv4BbPoDBzgy2TjG-FbHR7Npz7AU6Rv0VCUyjmlhP0WGio0HUdDRK-B5KTTxCJQN4cV9Zku1oU/s1600/capivara116.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 207px; height: 201px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiISv2FfmjgNReQBVoS5TV6OtAXhIJmlvx376PgzSNZBM6CY8-d-j1u9Hh0ExVVRbHax4Zv4BbPoDBzgy2TjG-FbHR7Npz7AU6Rv0VCUyjmlhP0WGio0HUdDRK-B5KTTxCJQN4cV9Zku1oU/s200/capivara116.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5563993776433459490&quot; border=&quot;0&quot; /&gt;  &lt;/a&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZ61Bc5pkZV_XNCbguW2gLU0CXXqZU4cL3f3HX-uoUvapd6mDHOj5OazoJPGKbnspcuAhSblbnq8RjzmwTZ5BWcJqlbmf8skbRwxMzu-bl5Cf4EJHn3DPnXy8JLpOJfAIHUUdFABRn37ij/s1600/000046a.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 255px; height: 171px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZ61Bc5pkZV_XNCbguW2gLU0CXXqZU4cL3f3HX-uoUvapd6mDHOj5OazoJPGKbnspcuAhSblbnq8RjzmwTZ5BWcJqlbmf8skbRwxMzu-bl5Cf4EJHn3DPnXy8JLpOJfAIHUUdFABRn37ij/s200/000046a.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5563993774532470082&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;;font-family:arial;font-size:78%;&quot;  &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Alguns dos vestígios deixados pelos antigos habitantes da região sul do Piauí.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://thiagohmlopes.blogspot.com/feeds/8324110005616288483/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://thiagohmlopes.blogspot.com/2011/01/chegada-dos-primeiros-habitantes-do.html#comment-form' title='3 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/8324110005616288483'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/8324110005616288483'/><link rel='alternate' type='text/html' href='http://thiagohmlopes.blogspot.com/2011/01/chegada-dos-primeiros-habitantes-do.html' title='Chegada dos primeiros habitantes do continente americano.'/><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/AVvXsEi-5fitAthZ0Wh28yDh3WgeqxqDZcAKTybYluhTtQ3yvk4kBzVM_aZnLrq_hny424q6kg6cx7_WlMy1m8v_4GxO_ozKBNEqKj3cuGlR2obDBV_aOW9cn7T5s3fQ3aqwnBuI0v2xQgLI6ytY/s72-c/mapa1.jpg" height="72" width="72"/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-533745627793809499.post-4042397320454641051</id><published>2011-01-04T18:34:00.004-03:00</published><updated>2011-02-17T23:12:39.634-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Idade Antiga"/><category scheme="http://www.blogger.com/atom/ns#" term="Idade Média"/><category scheme="http://www.blogger.com/atom/ns#" term="Opinião"/><category scheme="http://www.blogger.com/atom/ns#" term="Vídeo-aula"/><title type='text'>Origem histórica do Natal.</title><content type='html'>&lt;div style=&quot;text-align: justify; font-weight: bold; font-family: arial;&quot;&gt;O  verdadeiro simbolismo do Natal oculta transcendentes mistérios. Jesus Cristo foi encaixado num evento originalmente alheio ao simbolismo do cristianismo, por mera convenção dos primeiros líderes seculares da religião cristã. Esta  festividade tem sua origem fixada no paganismo. Era um dia consagrado à  celebração do “Sol Invictus”. O Sol tem sua representação no deus clássico Apolo e seus equivalentes entre outros povos pagãos são  diversos: Ra, o deus egípcio, Utudos na Babilônia, Surya da Índia e  também Baal e Mitra entre os povos do Oriente Próximo, atual Oriente Médio.&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/2/21/Apollo1.JPG/800px-Apollo1.JPG&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 252px; height: 188px;&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/2/21/Apollo1.JPG/800px-Apollo1.JPG&quot; alt=&quot;&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Mosaico romano do deus Apolo (observem a auréola)&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;p style=&quot;text-align: justify; font-weight: bold; font-family: arial;&quot;&gt;Mitra era um deus de origem persa muito apreciado pelos romanos,  seus rituais eram apenas homens que participavam. Era uma religião de  iniciação secreta, semelhante aos existentes na Maçonaria. Aureliano  (227-275 d.C), Imperador de Roma, estabeleceu no ano de 273 d.C., o dia  do nascimento do Sol em 25 de dezembro “Natalis Solis Invcti”, que  significava o nascimento do Sol Invencível. Todo Império passou a  comemorar neste dia o nascimento de Mitra-Menino, Deus Indo-Persa da  Luz, que também foi visitado por magos que lhe ofertaram mirra, incenso e  ouro. Era também nesta noite o início do Solstício de Inverno, segundo o  Calendário Juliano, que seguia a “Saturnália” (17 a 24 de dezembro),  festa em homenagem à Saturno. Era portanto, solenizado o dia mais curto  do ano no Hemisfério Norte e o nascimento de um Novo Sol. Este fenômeno  astronômico é exatamente o oposto em nosso Hemisfério Sul, ou seja, de maior duração da luz solar.&lt;/p&gt;&lt;div style=&quot;text-align: justify; font-weight: bold; font-family: arial;&quot;&gt; &lt;/div&gt;&lt;p style=&quot;text-align: justify; font-weight: bold; font-family: arial;&quot;&gt;Estas festividades pagãs estavam muito  arraigadas nos costumes populares desde tempos imemoráveis para serem  suprimidas com a advento do Cristianismo, incluso como  religião  oficial por Decreto por Constantino (317-337 d.C), então Imperador de  Roma e chefe da Igreja Cristã Romana (Sumo-Pontífice). Como antigo adorador do Sol, sua influência foi configurada quando  ele fez do dia 25 de dezembro uma Festa Cristã. Ele transformou as  celebrações de homenagens à Mitra, Baal, Apolo e outros deuses, na festa  de nascimento de Jesus Cristo. Uma forma de sincretismo religioso.  Assim, rituais, crenças, costumes e mitos pagãos passam a ser patrimônio  da “Nova Fé”, convertendo-se deuses locais em santos, virgens em anjos e  transformando ancestrais santuários em Igrejas de culto cristão.  Deve-se levar em consideração que o universo romano foi educado com os  costumes pagãos, portanto não poderia ocorrer nada diferente, visto que tais adaptações facilitariam a conversão dos cidadãos e bárbaros.&lt;/p&gt;&lt;p  style=&quot;text-align: center; font-weight: bold;font-family:arial;&quot;&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/c/ce/Rome-Capitole-StatueConstantin.jpg/450px-Rome-Capitole-StatueConstantin.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 183px; height: 242px;&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/c/ce/Rome-Capitole-StatueConstantin.jpg/450px-Rome-Capitole-StatueConstantin.jpg&quot; alt=&quot;&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/p&gt;&lt;p face=&quot;arial&quot; style=&quot;text-align: center; font-weight: bold;&quot;&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Busto do Imperador Constantino I, o fundador oficial da Igreja Cristã Romana&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/p&gt;&lt;div style=&quot;text-align: justify; font-weight: bold; font-family: arial;&quot;&gt; &lt;/div&gt;&lt;p style=&quot;text-align: justify; font-weight: bold; font-family: arial;&quot;&gt;No quociente Mitraísmo/Cristianismo/Sol se observa surpreendentes analogias.  Mitra era o mediador entre Deus e os homens. Assegurava salvação  mediante sacrifício. Seu culto compreendia batismo, comunhão e  sacerdotes. A Igreja Católica Romana, simplesmente “paganizou” Jesus.  Modificou-se somente o significado, mantendo-se idêntico o culto.  Cristo, substituiu Mitra, o “Filho do Sol”, constituindo assim um “Mito”  solar equivalente, circundado por 12 Apóstolos. Aliás, curiosa e  sugestivamente, 12 (n° de apóstolos), coincide com o número de  constelações. Complementando as analogias astronômicas: a estrela de  Belém seria a conjunção de Júpiter com Saturno na constelação do ano 7  a.C, com aparência de uma grande estrela.&lt;/p&gt;&lt;p style=&quot;text-align: center; font-weight: bold; font-family: arial;&quot;&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/6/63/BritishMuseumMithras.jpg/522px-BritishMuseumMithras.jpg&quot;&gt;&lt;img style=&quot;cursor: pointer; width: 237px; height: 271px;&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/6/63/BritishMuseumMithras.jpg/522px-BritishMuseumMithras.jpg&quot; alt=&quot;&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/p&gt;&lt;p style=&quot;text-align: center; font-weight: bold; font-family: arial;&quot;&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Mitra, deus de origem persa muito adorado pelos romanos, devido a influência helenística de Alexandre Magno.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify; font-weight: bold; font-family: arial;&quot;&gt;Todavia, o povo cristão do Império Romano Oriental (Bizantino),  base da ortodoxia cristã, adaptou esta celebração para 6 de janeiro (dia dos Santos Reis no Ocidente), possivelmente por uma  reminiscência pagã também, pois esta é a data da aparição de Osíris  entre os egípcios e de Dionísio/Baco entre os gregos.&lt;/p&gt;&lt;p style=&quot;text-align: justify; font-weight: bold; font-family: arial;&quot;&gt;Para melhor ilustrar tudo o que foi exposto no texto, deixo publicado um capítulo do aclamado documentário Zeitgeist, &quot;As origens pagãs do cristianismo&quot;:&lt;/p&gt;&lt;p style=&quot;text-align: justify; font-weight: bold; font-family: arial;&quot;&gt;PARTE 1:&lt;/p&gt;&lt;p style=&quot;text-align: justify; font-weight: bold; font-family: arial;&quot;&gt;&lt;object width=&quot;480&quot; height=&quot;295&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/LbiO_fBeg3I?fs=1&amp;amp;hl=pt_BR&amp;amp;rel=0&amp;amp;color1=0x3a3a3a&amp;amp;color2=0x999999&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/LbiO_fBeg3I?fs=1&amp;amp;hl=pt_BR&amp;amp;rel=0&amp;amp;color1=0x3a3a3a&amp;amp;color2=0x999999&quot; type=&quot;application/x-shockwave-flash&quot; allowscriptaccess=&quot;always&quot; allowfullscreen=&quot;true&quot; width=&quot;480&quot; height=&quot;295&quot;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify; font-weight: bold; font-family: arial;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify; font-weight: bold; font-family: arial;&quot;&gt;PARTE 2:&lt;/p&gt;&lt;p style=&quot;text-align: justify; font-weight: bold; font-family: arial;&quot;&gt;&lt;object width=&quot;480&quot; height=&quot;295&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/6wriY1CA3lQ?fs=1&amp;amp;hl=pt_BR&amp;amp;rel=0&amp;amp;color1=0x3a3a3a&amp;amp;color2=0x999999&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/6wriY1CA3lQ?fs=1&amp;amp;hl=pt_BR&amp;amp;rel=0&amp;amp;color1=0x3a3a3a&amp;amp;color2=0x999999&quot; type=&quot;application/x-shockwave-flash&quot; allowscriptaccess=&quot;always&quot; allowfullscreen=&quot;true&quot; width=&quot;480&quot; height=&quot;295&quot;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify; font-weight: bold; font-family: arial;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify; font-weight: bold; font-family: arial;&quot;&gt;PARTE 3:&lt;/p&gt;&lt;p style=&quot;text-align: justify; font-weight: bold; font-family: arial;&quot;&gt;&lt;object width=&quot;480&quot; height=&quot;295&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/GPkB9X2Kclg?fs=1&amp;amp;hl=pt_BR&amp;amp;rel=0&amp;amp;color1=0x3a3a3a&amp;amp;color2=0x999999&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/GPkB9X2Kclg?fs=1&amp;amp;hl=pt_BR&amp;amp;rel=0&amp;amp;color1=0x3a3a3a&amp;amp;color2=0x999999&quot; type=&quot;application/x-shockwave-flash&quot; allowscriptaccess=&quot;always&quot; allowfullscreen=&quot;true&quot; width=&quot;480&quot; height=&quot;295&quot;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://thiagohmlopes.blogspot.com/feeds/4042397320454641051/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://thiagohmlopes.blogspot.com/2011/01/origem-historica-do-natal.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/4042397320454641051'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/533745627793809499/posts/default/4042397320454641051'/><link rel='alternate' type='text/html' href='http://thiagohmlopes.blogspot.com/2011/01/origem-historica-do-natal.html' title='Origem histórica do Natal.'/><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></feed>