<?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: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-18430586</id><updated>2012-02-16T20:45:12.865Z</updated><category term='doces tradicionais'/><category term='Wellington'/><category term='Bandeirantes'/><category term='Religiões'/><category term='palácio de mafra'/><category term='D. 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Pedro II'/><category term='Muro de Berlim'/><category term='D.Fernando'/><category term='aguadeiro'/><category term='S.Martinho'/><category term='&quot;quinto&quot;'/><category term='instrumentos musicais'/><category term='Ciências'/><category term='Figura do Mês'/><category term='Passatempo «Aconteceu em...»'/><category term='Revolução de Abril'/><category term='Idade Antiga'/><category term='Instrumentos de tortura'/><category term='corsários'/><category term='Vias de comunicação'/><category term='Aqueduto das Águas Livres'/><category term='&quot;Aconteceu em...&quot;'/><category term='Porto'/><category term='Revoluções'/><category term='balão de ar quente'/><category term='Queda Muro Berlim'/><category term='estilo barroco'/><category term='Miguel de Vasconcelos'/><category term='Personagens'/><category term='Sítios e Locais'/><category term='Conquista de Lisboa'/><category term='General Massena'/><category term='exploração de ouro'/><category term='Portão de Brandeburgo'/><category term='Torres Vedras'/><category term='moeda de ouro'/><category term='&quot;cadeira acústica&quot;'/><category term='Bartolomeu Dias'/><category term='romanos'/><category term='História Universal'/><category term='General Soult'/><category term='Moda'/><category term='Cinema'/><category term='Companhia de Jesus'/><category term='D.Sebastião'/><category term='Invasões Francesas'/><category term='2.ª invasão'/><category term='Napoleão Bonaparte'/><category term='desastre'/><category term='Reunificação da Alemanha'/><category term='Ciência e Técnica'/><category term='Ponte das Barcas'/><category term='Personalidades. Padre António Vieira'/><category term='D. João VI'/><category term='Idade Média'/><category term='Contadores de Histórias'/><category term='Bandeiras'/><category term='25 de Abril'/><category term='modernização do país; Fontismo; Fontes Pereira de Melo'/><category term='Línguas'/><category term='História de Portugal'/><category term='flauta'/><category term='policiamento'/><category term='comemorações'/><category term='caravela'/><category term='Distracções e Divertimentos'/><category term='Linhas de Torres Vedras'/><category term='Factos'/><category term='pastéis de Belém'/><category term='exército luso-inglês'/><category term='Símbolos'/><category term='liberdade'/><title type='text'>Curiosidades da História</title><subtitle type='html'>Escola EB 2,3 D. Pedro IV - Queluz ||
Vencedor do Prémio Blopes - 2005 Melhor blog feito por uma escola</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://passadocurioso.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://passadocurioso.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default?start-index=101&amp;max-results=100'/><author><name>BloodyMary</name><uri>http://www.blogger.com/profile/14238406496296024166</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>512</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-18430586.post-1573220933495066128</id><published>2012-02-16T11:39:00.003Z</published><updated>2012-02-16T11:49:09.613Z</updated><title type='text'>O melhor anúncio</title><content type='html'>&lt;a href="http://1.bp.blogspot.com/-99USahJgUtY/TzztJHX6DQI/AAAAAAAAAJI/zJIlRG-pVV8/s1600/Museu%2BCarris.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 240px; height: 320px;" src="http://1.bp.blogspot.com/-99USahJgUtY/TzztJHX6DQI/AAAAAAAAAJI/zJIlRG-pVV8/s320/Museu%2BCarris.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5709699168452873474" /&gt;&lt;/a&gt;&lt;br /&gt;Este período pedi aos alunos do 6ºH e 6ºF para elaborarem um anúncio a um Museu relacionado com a revolução industrial, finais do século XIX. Foi a Maria Carolina do 6ºH que ganhou. Parabéns Carolina!!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/18430586-1573220933495066128?l=passadocurioso.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://passadocurioso.blogspot.com/feeds/1573220933495066128/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=18430586&amp;postID=1573220933495066128' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/1573220933495066128'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/1573220933495066128'/><link rel='alternate' type='text/html' href='http://passadocurioso.blogspot.com/2012/02/o-melhor-anuncio.html' title='O melhor anúncio'/><author><name>Mª João Lapo</name><uri>http://www.blogger.com/profile/04487420949656929573</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://1.bp.blogspot.com/-_DRuS09hLcA/Tm8eUoV9P-I/AAAAAAAAAFM/bL3RiHQ16Ws/s220/DSC01915%2BWEB.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-99USahJgUtY/TzztJHX6DQI/AAAAAAAAAJI/zJIlRG-pVV8/s72-c/Museu%2BCarris.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-18430586.post-4097671568599197194</id><published>2012-02-08T15:46:00.002Z</published><updated>2012-02-08T15:51:41.986Z</updated><title type='text'>Lenda do Templo da Lua</title><content type='html'>&lt;a href="http://1.bp.blogspot.com/-BXwyAfet6yA/TzKZ-Yb_1LI/AAAAAAAAAI8/3-g5lCwhwX0/s1600/pena-palace-sintra-port_preview%255B1%255D.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://1.bp.blogspot.com/-BXwyAfet6yA/TzKZ-Yb_1LI/AAAAAAAAAI8/3-g5lCwhwX0/s320/pena-palace-sintra-port_preview%255B1%255D.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5706792974822659250" /&gt;&lt;/a&gt;&lt;br /&gt;Antigamente, a Serra de Sintra era conhecida pelo nome de Promontório Magno, ou da Lua, e é fora de dúvida que no tempo da dominação romana os povos, que habitavam nesta serra, edificaram ali um templo, que primeiramente quiseram dedicar ao imperador Octaviano Augusto II, e que por este não consentir, o consagraram à Lua; como chamassem a este planeta Cinthia pois, se derivou com pouca corrupção o nome de Sintra. Estas memórias históricas acham-se confirmadas por vários cipos e outras pedras com inscrições, que se descobriram na mesma serra, e que se podem ver nas obras dos antiquários.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/18430586-4097671568599197194?l=passadocurioso.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://passadocurioso.blogspot.com/feeds/4097671568599197194/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=18430586&amp;postID=4097671568599197194' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/4097671568599197194'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/4097671568599197194'/><link rel='alternate' type='text/html' href='http://passadocurioso.blogspot.com/2012/02/lenda-do-templo-da-lua.html' title='Lenda do Templo da Lua'/><author><name>Mª João Lapo</name><uri>http://www.blogger.com/profile/04487420949656929573</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://1.bp.blogspot.com/-_DRuS09hLcA/Tm8eUoV9P-I/AAAAAAAAAFM/bL3RiHQ16Ws/s220/DSC01915%2BWEB.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-BXwyAfet6yA/TzKZ-Yb_1LI/AAAAAAAAAI8/3-g5lCwhwX0/s72-c/pena-palace-sintra-port_preview%255B1%255D.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-18430586.post-4947883787776024202</id><published>2012-02-08T15:15:00.004Z</published><updated>2012-02-08T15:46:21.419Z</updated><title type='text'>Lenda de Seteais</title><content type='html'>&lt;a href="http://2.bp.blogspot.com/-jVTPwOIbt_c/TzKSzbyoAEI/AAAAAAAAAIw/Y72WeAtJZTo/s1600/Sintra%252520-%252520Seteais%252520-%2525202006-07-16%252520-%252520005%255B2%255D.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://2.bp.blogspot.com/-jVTPwOIbt_c/TzKSzbyoAEI/AAAAAAAAAIw/Y72WeAtJZTo/s320/Sintra%252520-%252520Seteais%252520-%2525202006-07-16%252520-%252520005%255B2%255D.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5706785090162917442" /&gt;&lt;/a&gt;&lt;br /&gt;Conta a lenda que quando Sintra ainda pertencia aos mouros, um dos primeiros cavaleiros cristãos a subir a serra de Xentra (como os mouros chamavam a Sintra) foi D. Mendo de Paiva. No meio da confusão da debandada de uns e chegada de outros, encontrou-se junto a uma pequena porta secreta por onde fugiram vários mouros da fortaleza. Entre eles viu uma moura muito bonita, acompanhada pela velha aia.&lt;br /&gt;Ao dar com os olhos no cristão, a moura suspirou por se sentir descoberta, e a velha, que ainda não reparara no cavaleiro, apressou-se a pedir-lhe que não suspirasse. Porém, reparando no olhar da ama, fixo num ponto determinado, seguiu-o e viu finalmente o inimigo, que sorridente lhe disse:&lt;br /&gt;&lt;br /&gt;- Acaba o que ias dizendo!&lt;br /&gt;&lt;br /&gt;Mas a velha, de sobrolho carregado, respondeu-lhe:&lt;br /&gt;&lt;br /&gt;- O que tenho para dizer não serve para ouvires, cáfir! Os cristãos já têm tudo quanto queriam:os nossos bens, as nossas terras, o castelo. Vai-te! Vai-te e deixa-nos em paz, conforme o combinado.&lt;br /&gt;&lt;br /&gt;- Vai-te tu, velha! A rapariga é minha prisioneira!&lt;br /&gt;&lt;br /&gt;A moura, ao ouvir tal coisa, suspirou novamente, de medo e comoção. A velha, ao ouvir aquele novo ai, achou que era melhor confessar o seu segredo ao cristão:&lt;br /&gt;&lt;br /&gt;- Não digas mais nada, cristão! Não digas mais nada, que a minha ama carrega desde o berço uma terrível maldição!...&lt;br /&gt;&lt;br /&gt;- Como assim velha?!- perguntou o cavaleiro, ao mesmo tempo que a moura dava o terceiro suspiro.&lt;br /&gt;&lt;br /&gt;- Ah, cavaleiro! À nascença a minha ama foi amaldiçoada por uma feiticeira que odiava a sua mãe por lhe ter roubado o homem que amava. Fadou-a a morrer no dia em que desse sete ais... e como vês, já deu três!&lt;br /&gt;&lt;br /&gt;D. Mendo deu uma alegre gargalhada e a jovem outro ai.&lt;br /&gt;&lt;br /&gt;- Não acredito nessas coisas, velha! Olha, a partir de agora ambas ficarão à minha guarda. Eu quero para mim a tua bela ama!&lt;br /&gt;&lt;br /&gt;A moura suspirou de novo e a velha, numa aflição sem limites, gritou:&lt;br /&gt;&lt;br /&gt;- Ouviste, cavaleiro, ouviste?! É o quinto ai! Que Alá lhe possa valer!&lt;br /&gt;&lt;br /&gt;- Não tenhas medo! Espera aqui um pouco... Voltarei para vos levar a um sítio sossegado!&lt;br /&gt;&lt;br /&gt;O cristão afastou-se rapidamente e, assim que desapareceu dentro das muralhas, um grupo de mouros que ouvira a conversa surgiu subitamente para roubar as duas mulheres. Com um golpe de adaga cortaram a cabeça à velha, que nem teve tempo de dar um ai. A jovem é que, ao ver a sua velha aia morrer daquele modo inesperado e cruel, soltou um novo e dolorido ai. Era o sexto, e o sétimo foi a última coisa que disse, no momento em que viu a adaga voltear para lhe cair sobre o pescoço.&lt;br /&gt;Quando pouco depois D. Mendo voltou com uma escolta, ficou tristemente espantado: afinal cumprira-se a maldição!&lt;br /&gt;D. Mendo jurou vingança e a partir desse dia tornou-se o cristão mais desapiedado que os mouros jamais encontraram no seu caminho.&lt;br /&gt;E, em memória da moura que desejara e uma maldição matara, chamou, àquele recanto de Sintra, Seteais.&lt;br /&gt;Ainda hoje, nos belos jardins de Seteais há um sítio onde se alguém disser um "ai" ouvirá um eco que o repetirá seis vezes, ouvindo-se assim sete ais em honra da moura que um dia lá morreu.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/18430586-4947883787776024202?l=passadocurioso.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://passadocurioso.blogspot.com/feeds/4947883787776024202/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=18430586&amp;postID=4947883787776024202' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/4947883787776024202'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/4947883787776024202'/><link rel='alternate' type='text/html' href='http://passadocurioso.blogspot.com/2012/02/lenda-de-seteais.html' title='Lenda de Seteais'/><author><name>Mª João Lapo</name><uri>http://www.blogger.com/profile/04487420949656929573</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://1.bp.blogspot.com/-_DRuS09hLcA/Tm8eUoV9P-I/AAAAAAAAAFM/bL3RiHQ16Ws/s220/DSC01915%2BWEB.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-jVTPwOIbt_c/TzKSzbyoAEI/AAAAAAAAAIw/Y72WeAtJZTo/s72-c/Sintra%252520-%252520Seteais%252520-%2525202006-07-16%252520-%252520005%255B2%255D.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-18430586.post-7453020525377990352</id><published>2012-01-11T15:07:00.002Z</published><updated>2012-01-11T15:12:45.956Z</updated><title type='text'>D. Afonso Henriques</title><content type='html'>&lt;a href="http://2.bp.blogspot.com/-givVpDMahW8/Tw2m6I1GW6I/AAAAAAAAAIk/NER7uvDyg6s/s1600/pai_nacao%255B1%255D.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 307px;" src="http://2.bp.blogspot.com/-givVpDMahW8/Tw2m6I1GW6I/AAAAAAAAAIk/NER7uvDyg6s/s320/pai_nacao%255B1%255D.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5696392621426367394" /&gt;&lt;/a&gt;&lt;br /&gt;PRIMEIRA DINASTIA DA CASA DE BORGONHA- Afonsina &lt;br /&gt;D. AFONSO HENRIQUES - O CONQUISTADOR&lt;br /&gt;&lt;br /&gt;1º Monarca - Reinado:1139/1185&lt;br /&gt;&lt;br /&gt;Damos habitualmente a este monarca a denominação de D. Afonso Henriques, por ser filho do Conde D. Henrique. Antes de ser reconhecido como rei, em 1143, teve de lutar com sua mãe e com seu primo, D. Afonso VII, de Leão e Castela. Dedicou-se com grande empenho ao alargamento do território, conquistando terras aos mouros, que ocupavam parte da Península Ibérica, também por conquista, havia mais de quatrocentos anos. Esta actividade mereceu-lhe o cognome de Conquistador.&lt;br /&gt;Ocupou Lisboa (auxiliado pelos cruzados), Santarém, Sintra, Almada, Palmela, Alcácer do Sal, Évora e Beja. Tal como os seus sucessores, aproveitou os serviços das ordens monástico- militares, para combater os sarracenos e para desenvolver a riqueza do País, que se baseava na agricultura. As mais famosas foram a Ordem do Templo (depois de Cristo), com sede em Tomar, a Ordem de Santiago, com sede em Palmela, a Ordem de Calatrava, com sede em Avis, e a Ordem do Hospital (ou de Malta), com sede no Crato. Protegeu a fundação de diversos mosteiros, a maior parte deles na região entre os rios Minho e Mondego, sobretudo beneditinos e do ramo cisterciense; seu pai dera preferência ao ramo cluniacense. No seu tempo construiu-se o importante Mosteiro de Alcobaça, um dos mais célebres monumentos religiosos de Portugal, a sua igreja é a maior do País. Fez casamento com uma princesa italiana, D. Mafalda de Sabóia e Piemonte. Governou desde 1128 até 1185. &lt;br /&gt;&lt;br /&gt;retirado de : http://www.eps-jose-falcao.rcts.pt/historia/dinast1.html&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/18430586-7453020525377990352?l=passadocurioso.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://passadocurioso.blogspot.com/feeds/7453020525377990352/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=18430586&amp;postID=7453020525377990352' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/7453020525377990352'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/7453020525377990352'/><link rel='alternate' type='text/html' href='http://passadocurioso.blogspot.com/2012/01/d-afonso-henriques.html' title='D. Afonso Henriques'/><author><name>Mª João Lapo</name><uri>http://www.blogger.com/profile/04487420949656929573</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://1.bp.blogspot.com/-_DRuS09hLcA/Tm8eUoV9P-I/AAAAAAAAAFM/bL3RiHQ16Ws/s220/DSC01915%2BWEB.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-givVpDMahW8/Tw2m6I1GW6I/AAAAAAAAAIk/NER7uvDyg6s/s72-c/pai_nacao%255B1%255D.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-18430586.post-3358416080171519418</id><published>2012-01-11T15:03:00.001Z</published><updated>2012-01-11T15:07:45.669Z</updated><title type='text'>Sociedade da 2ª metade do século XIX</title><content type='html'>&lt;a href="http://1.bp.blogspot.com/-478Q9NWZkxM/Tw2luyrK-6I/AAAAAAAAAIY/6y4UcjxlYIc/s1600/13.quotidiano%255B1%255D.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 182px;" src="http://1.bp.blogspot.com/-478Q9NWZkxM/Tw2luyrK-6I/AAAAAAAAAIY/6y4UcjxlYIc/s320/13.quotidiano%255B1%255D.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5696391326988958626" /&gt;&lt;/a&gt;&lt;br /&gt;"O século da burguesia&lt;br /&gt;O século XIX foi o século de ouro da burguesia. A nobreza, que perdera privilégios, viu-se substituída pelos ricos burgueses que construíam casas apalaçadas, imitando as casas dos nobres.&lt;br /&gt;&lt;br /&gt;Alguns burgueses, com o dinheiro ganho na indústria, na banca, ou mesmo no Brasil, tentavam alcançar prestígio, comprando títulos e enfeitando os dedos com anéis de brasão.&lt;br /&gt;&lt;br /&gt;Outros afirmavam-se na nova sociedade, apenas pelas suas funções: membros do Governo, diplomatas, advogados, solicitadores, farmacêuticos, médicos, professores, funcionários...&lt;br /&gt;&lt;br /&gt;No final do século XIX, a burguesia tinha conseguido afirmar-se, dominando a vida política e económica. Alguns burgueses chegaram mesmo a recusar títulos de nobreza, orgulhando-se das suas origens modestas e do facto de terem conseguido vencer apenas com esforço pessoal. &lt;br /&gt;&lt;br /&gt;O conde de Burnay, de origem belga, dominava a alta finança e tinha uma influência política muito grande. Participou em empresas ligadas ao tabaco, vidro, papel, indústria química e transportes ferroviários. &lt;br /&gt;&lt;br /&gt;A nova classe trabalhadora &lt;br /&gt;&lt;br /&gt;Os pequenos agricultores, os pequenos comerciantes e os artesãos formavam as novas classes do trabalho. A partir de Inglaterra, um pouco por toda a Europa, e mais tarde em Portugal, começavam a surgir fábricas. Os artesãos das antigas oficinas davam lugar aos operários.&lt;br /&gt;&lt;br /&gt;Assim, ao longo do século XIX, começou a falar-se da «classe operária» e das suas difíceis condições de vida. Ao operariado* ligou-se o conceito de «proletário» (com prole - família muito numerosa - e sem bens próprios). &lt;br /&gt;&lt;br /&gt;As condições de vida destes trabalhadores não melhoraram durante o século XIX; o dia de trabalho continuou a ser de mais de dez horas. A partir de 1852, assistiu-se ao desenvolvimento das associações de socorros mútuos, que se preocupavam com as dificuldades económicas dos operários e prestavam ajuda aos familiares, em situações de doença, desemprego, invalidez ou morte. &lt;br /&gt;&lt;br /&gt;Mais tarde, os sindicatos (associações de trabalhadores de um determinado ramo) recorriam à greve (paralisação da actividade nos locais de trabalho), para verem satisfeitas as suas reclamações (salários mais altos, horário mais reduzido e melhores condições de trabalho). O movimento operário procurava aumentar a sua influência, fazendo propaganda, através de conferências, jornais, revistas, panfletos* e livros; no entanto, a classe burguesa, em Portugal, nunca se sentiu realmente ameaçada. &lt;br /&gt;&lt;br /&gt;Devido à dificuldade dos transportes públicos, muitos bairros operários foram construídos junto às fábricas, prática que continuou durante o século XX. Os trabalhadores recebiam um baixo salário que gastavam, quase na totalidade, na alimentação. Ainda hoje alguns destes bairros continuam a ser habitados. &lt;br /&gt;&lt;br /&gt;As novas ideias &lt;br /&gt;&lt;br /&gt;As ideias liberais defendiam, como sabes, a liberdade, a igualdade e a fraternidade entre todos os homens. Muitos se empenharam, no século XIX, na defesa destes novos ideais. Uma das medidas humanistas que mais honrou Portugal, por ter sido o primeiro país a fazê-lo, foi o fim da pena de morte, no ano de 1867 (reinado de D. Luís). &lt;br /&gt;&lt;br /&gt;Era também cada vez maior o número dos que lutavam para que acabasse, por completo, o tráfico de escravos. &lt;br /&gt;&lt;br /&gt;Como te deves lembrar, no século XVIII acabou a escravatura no reino; no entanto, só em 1869 surgiu a lei que suprimiu a escravatura em todo o império português. &lt;br /&gt;&lt;br /&gt;O ensino e as letras &lt;br /&gt;&lt;br /&gt;Para os defensores das novas ideias, a instrução devia ser para todos os cidadãos. Isto era muito difícil de atingir num país de analfabetos (muito perto de 90% da população não sabia ler nem escrever). Apesar disso foram tomadas, logo nos primeiros anos do regime liberal, algumas medidas: &lt;br /&gt;&lt;br /&gt;- o ensino primário passou a ser livre e um direito de cada cidadão; eram três anos de frequência obrigatória e mais um ano para os que assim o desejassem. Construíram-se muitas escolas e aumentou o ordenado dos professores; &lt;br /&gt;&lt;br /&gt;- um forte apoio ao ensino técnico foi dado por Fontes Pereira de Melo, com a abertura de escolas industriais, comerciais e agrícolas; - em 1861, foi criado, em Lisboa, o Curso Superior de Letras; no entanto, a reforma da Universidade não foi tão profunda como a dos outros níveis de ensino."&lt;br /&gt;&lt;br /&gt;REtirado de http://educacao.te.pt/jovem/index.jsp?p=117&amp;idArtigo=429&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/18430586-3358416080171519418?l=passadocurioso.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://passadocurioso.blogspot.com/feeds/3358416080171519418/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=18430586&amp;postID=3358416080171519418' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/3358416080171519418'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/3358416080171519418'/><link rel='alternate' type='text/html' href='http://passadocurioso.blogspot.com/2012/01/sociedade-da-2-metade-do-seculo-xix.html' title='Sociedade da 2ª metade do século XIX'/><author><name>Mª João Lapo</name><uri>http://www.blogger.com/profile/04487420949656929573</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://1.bp.blogspot.com/-_DRuS09hLcA/Tm8eUoV9P-I/AAAAAAAAAFM/bL3RiHQ16Ws/s220/DSC01915%2BWEB.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-478Q9NWZkxM/Tw2luyrK-6I/AAAAAAAAAIY/6y4UcjxlYIc/s72-c/13.quotidiano%255B1%255D.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-18430586.post-923023018955633047</id><published>2011-12-09T16:38:00.003Z</published><updated>2011-12-19T10:31:49.570Z</updated><title type='text'>D.Pedro IV</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-p1c-JpaziNQ/TuI6TbDhfNI/AAAAAAAAAIM/7bdQdXGPjRk/s1600/200px-DpedroI-brasil-full%255B1%255D.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 200px; height: 249px;" src="http://3.bp.blogspot.com/-p1c-JpaziNQ/TuI6TbDhfNI/AAAAAAAAAIM/7bdQdXGPjRk/s320/200px-DpedroI-brasil-full%255B1%255D.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5684169785049447634" /&gt;&lt;/a&gt;&lt;br /&gt;Rei de Portugal entre 1826 e 1834, D. Pedro IV foi o primeiro imperador do Brasil. Viajou para o Brasil com a restante família real em 1807, logo após a primeira invasão francesa. Na sequência da Revolução de 1820, em Portugal, as cortes determinam o seu regresso à metrópole, mas D. Pedro recusa-se a embarcar para a Europa. Foi então que, como líder do movimento independentista daquela colónia, decide proclamar junto às margens do rio Ipiranga a independência do Brasil (1822). Logo depois é proclamado imperador do Brasil.&lt;br /&gt;&lt;br /&gt;Após a morte de seu pai D. João VI, em 1826, D. Pedro é designado rei de Portugal pela regente D. Isabel Maria e outorga aos portugueses a Carta Constitucional de 1826. Quis abdicar em favor de sua filha, D. Maria da Glória (futura rainha D. Maria II), mas a guerra civil travada entre liberais, liderados por D. Pedro, e absolutistas, liderados por seu irmão D. Miguel, que também pretendia o trono, adiou a coroação de D. Maria até 1834.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/18430586-923023018955633047?l=passadocurioso.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://passadocurioso.blogspot.com/feeds/923023018955633047/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=18430586&amp;postID=923023018955633047' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/923023018955633047'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/923023018955633047'/><link rel='alternate' type='text/html' href='http://passadocurioso.blogspot.com/2011/12/dpedro-iv.html' title='D.Pedro IV'/><author><name>Mª João Lapo</name><uri>http://www.blogger.com/profile/04487420949656929573</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://1.bp.blogspot.com/-_DRuS09hLcA/Tm8eUoV9P-I/AAAAAAAAAFM/bL3RiHQ16Ws/s220/DSC01915%2BWEB.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-p1c-JpaziNQ/TuI6TbDhfNI/AAAAAAAAAIM/7bdQdXGPjRk/s72-c/200px-DpedroI-brasil-full%255B1%255D.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-18430586.post-3040829899596811317</id><published>2011-12-03T09:54:00.002Z</published><updated>2011-12-03T10:18:29.560Z</updated><title type='text'>Os Muçulmanos Invadem a Península</title><content type='html'>&lt;a href="http://3.bp.blogspot.com/-nefByauaHR4/Ttn3aF-HjmI/AAAAAAAAAIA/g2Fv18DJCdM/s1600/mu%2525C3%2525A7ulmanos%255B1%255D.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 208px;" src="http://3.bp.blogspot.com/-nefByauaHR4/Ttn3aF-HjmI/AAAAAAAAAIA/g2Fv18DJCdM/s320/mu%2525C3%2525A7ulmanos%255B1%255D.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5681844432555970146" /&gt;&lt;/a&gt;&lt;br /&gt;Os Árabes, oriundos da Arábia situada entre o mar Vermelho e o Golfo Pérsico, seguem o islamismo como religião, acreditando serem predestinados a combater para espalhar a sua fé.Com este objectivo, iniciam no Séc.VII, d.C. a sua expansão quer para Oriente, quer para Ocidente. No início do Séc.VIII, o poder muçulmano crescia no Noroeste do Continente Africano.  &lt;br /&gt;As lutas internas e o estado de fraqueza e de decomposição que sempre caracterizou o Império Visigótico, desagregam a pouco e pouco o seu reino cristão, por divergências várias e  lutas de sucessão dinástica. &lt;br /&gt; Estas querelas internas foram aproveitadas pelos Muçulmanos - nome que abrange, além dos árabes, os povos submetidos (iemenitas, hadramitas, egípcios, berberes, maharitas, muladis... , e muitos outros)  por estes que seguem o islamismo - .  &lt;br /&gt;Os Árabes começaram então a cobiçar a Península, e numa dessas crises ocorridas em 710, pela primeira vez  Tarif, num desembarque nesse mesmo ano, toma a zona onde hoje se situa a localidade de Tarifa (designação em função do nome do comandante muçulmano) na região da Andaluzia. &lt;br /&gt;Em 711, os Árabes (que incluem sírios, egípcios, persas e berberes) a partir do norte de África, comandados por um chefe de Tânger de nome Tarique, atravessam o estreito de Gibraltar, penetram profundamente na Península ocupando-a quase totalmente.  &lt;br /&gt;Os Visigodos comandados por Rodrigo, seu último rei, são derrotados em 711 na batalha de Guadalete, e provavelmente o seu rei morto, caindo rapidamente toda a península sob a invasão muçulmana, - ficando esta data a assinalar o desmoronar da organização central dos Visigodos - refugiando-se os restos dos seus exércitos no norte da Península - nas montanhas das Astúrias em 713 - (norte de Espanha).&lt;br /&gt;Nova invasão se verifica em 712 comandados por Muça Noçair à frente de um exército de guerreiros maioritariamente árabes tomando Sevilha, Mérida e Viseu.&lt;br /&gt;Há opiniões contraditórias sobre o ano da tomada de Ossónoba (hoje Faro), mas considera-se como crível que terá sido ainda em 712 por seu filho - Abdalaziz  - que na mesma data também conquistava Pax Julia (hoje Beja).&lt;br /&gt;Foi uma presença árabe marcada por forte instabilidade, motivada pela grande diversidade tribal, geradora de graves conflitos; é neste quadro, que em 716  Abdalaziz - primeiro governador muçulmano de Al-Andaluz - foi assassinado.&lt;br /&gt;A partir das Astúrias os cristãos visigodos reorganizam-se, e sob o comando de Pelágio vão reconquistando o território ocupado pelos Muçulmanos. &lt;br /&gt;Derrotados os árabes na batalha de Covadonga ou Cangas de Ónis - Astúrias - é aclamado rei, formando-se assim o 1º.reino cristão das Astúrias mais tarde reino de Oviedo - e um século mais tarde chamado reino de Leão.&lt;br /&gt;A esta avançada se chama a reconquista cristã. &lt;br /&gt;Nela participavam reis e senhores e as populações interessadas em reaver as suas terras.&lt;br /&gt;No tempo de Afonso III (886-910) - o Grande - rei de Oviedo, o reino das Astúrias alargou-se até ao Mondego e repovoou Portucale, Coimbra, Viseu, Lamego e Leão que viria a ser a capital do reino em 914.&lt;br /&gt;Abu-Amir - Almansor - chefe muçulmano da Península durante mais de duas décadas - invadiu o Reino de Leão em 977. Dirigiu uma série de campanhas destruidoras (981-1002) fazendo recuar a fronteira até ao rio Douro. Com tal sucesso, passou a partir daí, a usar o cognome de Almansor, que significa "o Vitorioso" e exigiu ser tratado como um monarca.&lt;br /&gt;Com o decorrer dos tempos vão-se formando na Península outros reinos cristãos: Castela, Navarra, Aragão e Catalunha.&lt;br /&gt;Com a dominação muçulmana, (do Séc. VIII ao XI) os visigodos que aceitaram o seu domínio pagavam tributos aos Mouros para conservarem as suas crenças religiosas, os seus usos, os seus costumes e os seus bens. Pouco a pouco foram assimilando os usos e costumes árabes tornando-se Moçarabes - Visigodos arabizados - Denominação pela qual são conhecidas as populações Romano-Góticas.&lt;br /&gt;O avanço cristão encontrou séria resistência por parte dos Muçulmanos durante vários séculos, fazendo-os recuar progressivamente para sul do Tejo, sendo essa tarefa continuada só a partir do Séc.XII na faixa ocidental da Península (hoje Portugal).&lt;br /&gt;Califado Omíada&lt;br /&gt;Os primeiros anos de dominação árabe na Península coube aos Califas do Oriente formando-se mais tarde o califado Omíada (756-1031) - Período dos reis dissidentes - desmembramento do império do islão devido às lutas sanguinárias, que no Oriente, começaram a travar-se entre as famílias rivais das duas poderosas seitas muçulmanas: Omíadas e Abassíadas.&lt;br /&gt;Estas lutas determinaram a fuga para a Ibéria do Omíada Abderramão III que logo foi reconhecido por soberano pelo mundo árabe peninsular.&lt;br /&gt;Consolidada a conquista da Península e o domínio das cidades, é fundada a dinastia Omíada, que a partir de Córdova elevará a civilização do Al-Andaluz - nome dado à parte da península ibérica dominada pelos muçulmanos - a um elevado prestígio.&lt;br /&gt;A administração civil e militar era organizada em divisões geográficas.&lt;br /&gt;O Califado de Córdova foi dividido em províncias - denominadas Kuwar e concelhos - denominados Kurar, na continuação da divisão administrativa romana.&lt;br /&gt;O Al-Garb Al-Andaluz - lado ocidental da Península (hoje Portugal) -ficou sujeito aos Kuwar de Badajoz, Silves e Mértola.No Al-Garb Al Andaluz, o reino de Badajoz dominava as terras entre o rio Douro e o Vale do Sado. Al-Kasar (Alcácer do Sal) era o principal castelo e o centro urbano deste reino, na costa atlântica a sul do Tejo. &lt;br /&gt;&lt;br /&gt;Reinos Taifas &lt;br /&gt;As rivalidades étnicas entre árabes, berberes e escravos conduziram o Califado Omíada a uma prolongada guerra civil, degladiando-se fortemente, e ao seu colapso em 1031, que acabariam mais tarde por ser incorporados pelos almorávidas. Na sequência destes conflitos, os chefes dos kuwar - Badajoz , Silves e Mértola - cortaram as dependências com Córdova formando pequenos Reinos Taifas - Primeiro Período de 1031 a 1095 (Séc. XI) cerca de vinte e sete pequenos reinos independentes em todo o Al-Andaluz.&lt;br /&gt;Entrementes outras guerras e rivalidades entre o reino de Badajoz e os reinos vizinhos de Silves, Mértola e Sevilha permitiram que os reinos cristãos se alarguem para sul.&lt;br /&gt;Afonso VI de Leão e Castela (avô materno de D. Afonso Henriques primeiro rei de Portugal) - auxiliado por muitos cruzados nobres na reconquista cristã, como D. Henrique e seu primo D. Raimundo nobres da Borgonha que por aqui passavam em demanda da Palestina onde iam combater os Turcos que haviam profanado o Santo Sepulcro, - alcança o rio Tejo conquistou em 1085 Toledo e aproximou-se de Badajoz e Sevilha. Durante o Séc. X desenvolve-se o método de alianças e protectorados com os príncipes muçulmanos.&lt;br /&gt;Emirado Almorávida&lt;br /&gt;Perante a ofensiva dos cristãos, os reis Taifas pediram auxílio ao Emir Almorávida (1061-1104) de Marraquexe que conseguiu conter a ofensiva cristã. Aproveitando-se do prestígio alcançado, anexou os reinos Taifas e criou nos fins do Séc. XI um império - o Emirado Almorávida - (1095-1144) que abrangia todos os territórios islâmicos da Península Ibérica e Marrocos. Esta nova realidade política trouxe também o renascer da exaltação da fé islâmica e a intolerância religiosa.Os moçarabes são perseguidos e fogem para o norte cristão.&lt;br /&gt;O Emirado Almorávida entra em lento declínio, terminando com a conquista de Granada pelos reis católicos. Em Marrocos surge no Séc. XII um movimento de oposição religiosa, os Almoadas que, em 1147, tomam a cidade de Marraquexe e asseguram o controle de todo o território marroquino.&lt;br /&gt;Reinos Taifas &lt;br /&gt;No Al-Garb Al-Andaluz, os governadores de Mértola, Beja e Silves aproveitaram o declínio do Emirado Almorávida e tornaram-se "independentes" em 1144, iniciando no Séc. XII um novo período de Reinos Taifas (1144-1147). O reino de Beja dominava, para além do castelo de Cassem, (a chamar-se mais tarde Santiago de Cacém) todos os outros a sul do Tejo e os de Lisboa e Santarém a norte.Depressa surgem rivalidades e guerras entre os reinos de Taifas de que tiraram partido o reino de Portugal (ao norte) e o califado Almoada (ao sul).&lt;br /&gt;Califado Almoada&lt;br /&gt;De 1190 a 1217.Em 1190, o califa almóada lançou uma grande ofensiva que conduziu à reconquista de todos os castelos, ao rei de Portugal D. Sancho I, a sul do Tejo no litoral atlântico.&lt;br /&gt;&lt;br /&gt;A partir de 1217 todos os castelos ao sul do Tejo seriam pertença da coroa portuguesa para todo o sempre, depois de reconquistadas as últimas praças (Al-Kasar e Kassen), e só em 1249 todo o Al-Garb Al-Andaluz seria definitivamente aniquilado com a conquista do Algarve em 1249 por D.Afonso III .&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/18430586-3040829899596811317?l=passadocurioso.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://passadocurioso.blogspot.com/feeds/3040829899596811317/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=18430586&amp;postID=3040829899596811317' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/3040829899596811317'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/3040829899596811317'/><link rel='alternate' type='text/html' href='http://passadocurioso.blogspot.com/2011/12/os-muculmanos-invadem-peninsula.html' title='Os Muçulmanos Invadem a Península'/><author><name>Mª João Lapo</name><uri>http://www.blogger.com/profile/04487420949656929573</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://1.bp.blogspot.com/-_DRuS09hLcA/Tm8eUoV9P-I/AAAAAAAAAFM/bL3RiHQ16Ws/s220/DSC01915%2BWEB.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-nefByauaHR4/Ttn3aF-HjmI/AAAAAAAAAIA/g2Fv18DJCdM/s72-c/mu%2525C3%2525A7ulmanos%255B1%255D.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-18430586.post-6096676943605037534</id><published>2011-11-29T10:59:00.001Z</published><updated>2011-11-29T11:33:19.242Z</updated><category scheme='http://www.blogger.com/atom/ns#' term='romanos'/><category scheme='http://www.blogger.com/atom/ns#' term='higiene'/><title type='text'>Higiene no tempo dos romanos</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-5-x0hmQMLPg/TtS67j_5aOI/AAAAAAAAAU0/e02l8tLfg_Q/s1600/esponjas+e+romanos.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://4.bp.blogspot.com/-5-x0hmQMLPg/TtS67j_5aOI/AAAAAAAAAU0/e02l8tLfg_Q/s1600/esponjas+e+romanos.jpg" /&gt;&lt;/a&gt;Este desenho é uma reconstituição!&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;Foi elaborado a partir de ruinas que ainda hoje podemos observar...os romanos pareciam&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&amp;nbsp;um pouco mais preocupados com sua higiene do que outros seus contemporâneos no ocidente. Eles usavam uma esponja presa a um pedaço de madeira e depois a colocavam em um balde com água salgada. &lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;Aqui tens um vídeo&amp;nbsp;para que possas "visitar" umas termas romanas. Boa Viagem!&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://jhsa/higiene-no-imprio-romano" target="_blank"&gt;&lt;/a&gt;&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://0.gvt0.com/vi/b9McZC6y_rQ/0.jpg" height="266" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/b9McZC6y_rQ&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/b9McZC6y_rQ&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/18430586-6096676943605037534?l=passadocurioso.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://passadocurioso.blogspot.com/feeds/6096676943605037534/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=18430586&amp;postID=6096676943605037534' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/6096676943605037534'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/6096676943605037534'/><link rel='alternate' type='text/html' href='http://passadocurioso.blogspot.com/2011/11/higiene-no-tempo-dos-romanos.html' title='Higiene no tempo dos romanos'/><author><name>BloodyMary</name><uri>http://www.blogger.com/profile/14238406496296024166</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-5-x0hmQMLPg/TtS67j_5aOI/AAAAAAAAAU0/e02l8tLfg_Q/s72-c/esponjas+e+romanos.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-18430586.post-4484701092714606523</id><published>2011-11-28T22:19:00.000Z</published><updated>2011-11-28T22:22:51.359Z</updated><title type='text'>Aconteceu Em...</title><content type='html'>&lt;embed src="http://rd3.videos.sapo.pt/play?file=http://rd3.videos.sapo.pt/mZLZwISLCInzaNO82N9g/mov/1" type="application/x-shockwave-flash" allowfullscreen="true" height="281" width="410"&gt;&lt;/embed&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/18430586-4484701092714606523?l=passadocurioso.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://passadocurioso.blogspot.com/feeds/4484701092714606523/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=18430586&amp;postID=4484701092714606523' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/4484701092714606523'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/4484701092714606523'/><link rel='alternate' type='text/html' href='http://passadocurioso.blogspot.com/2011/11/aconteceu-em.html' title='Aconteceu Em...'/><author><name>Padeira de Aljubarrota</name><uri>http://www.blogger.com/profile/12440276640272659961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-18430586.post-9201090512916318743</id><published>2011-11-25T15:39:00.004Z</published><updated>2011-12-03T09:52:51.817Z</updated><title type='text'>História da Língua Portuguesa</title><content type='html'>&lt;a href="http://3.bp.blogspot.com/-nvu1mp2P5go/TtnxZdz2_vI/AAAAAAAAAH0/-R54ep9Yrz8/s1600/Lingua-portuguesa%255B1%255D.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 300px; height: 225px;" src="http://3.bp.blogspot.com/-nvu1mp2P5go/TtnxZdz2_vI/AAAAAAAAAH0/-R54ep9Yrz8/s320/Lingua-portuguesa%255B1%255D.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5681837824705756914" /&gt;&lt;/a&gt;&lt;br /&gt;O que é a língua portuguesa? &lt;br /&gt;O PORTUGUÊS é a língua que os portugueses, os brasileiros, muitos africanos e alguns asiáticos aprendem no berço, reconhecem como património nacional e utilizam como instrumento de comunicação, quer dentro da sua comunidade, quer no relacionamento com as outras comunidades lusofalantes.&lt;br /&gt;Esta língua não dispõe de um território contínuo (mas de vastos territórios separados, em vários continentes) e não é privativa de uma comunidade (mas é sentida como sua, por igual, em comunidades distanciadas). Por isso, apresenta grande diversidade interna, consoante as regiões e os grupos que a usam. Mas, também por isso, é uma das principais línguas internacionais do mundo.&lt;br /&gt;É possível ter percepções diferentes quanto à unidade ou diversidade internas do português, conforme a perpectiva do observador.&lt;br /&gt;Quem se concentrar na língua dos escritores e da escola, colherá uma sensação de unidade.&lt;br /&gt;Quem comparar a língua falada de duas regiões (dialectos) ou grupos sociais (sociolectos) não escapará a uma sensação de diversidade, até mesmo de divisão.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Unidade&lt;br /&gt;Uma língua de cultura como a nossa, portadora de longa história, que serve de matéria prima e é produto de diversas literaturas, instrumento de afirmação mundial de diversas sociedades, não se esgota na descrição do seu sistema linguístico: uma língua como esta vive na história, na sociedade e no mundo.&lt;br /&gt;Tem uma existência que é motivada e condicionada pelos grandes movimentos humanos e, imediatamente, pela existência dos grupos que a falam.&lt;br /&gt;Significa isto que o português falado em Portugal, no Brasil e em África pode continuar a ser sentido como uma única língua enquanto os povos dos vários países lusofalantes sentirem necessidade de laços que os unam. A língua é, porventura, o mais poderoso desses laços.&lt;br /&gt;Diz, a este respeito, o linguista português Eduardo Paiva Raposo:&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;A realidade da noção de língua portuguesa, aquilo que lhe dá uma dimensão qualitativa para além de um mero estatuto de repositório de variantes, pertence, mais do que ao domínio linguístico, ao domínio da história, da cultura e, em última instância, da política. Na medida em que a percepção destas realidades for variando com o decorrer dos tempos e das gerações, será certamente de esperar, concomitantemente, que a extensão da noção de língua portuguesa varie também.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/18430586-9201090512916318743?l=passadocurioso.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://passadocurioso.blogspot.com/feeds/9201090512916318743/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=18430586&amp;postID=9201090512916318743' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/9201090512916318743'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/9201090512916318743'/><link rel='alternate' type='text/html' href='http://passadocurioso.blogspot.com/2011/11/historia-da-lingua-portuguesa.html' title='História da Língua Portuguesa'/><author><name>Mª João Lapo</name><uri>http://www.blogger.com/profile/04487420949656929573</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://1.bp.blogspot.com/-_DRuS09hLcA/Tm8eUoV9P-I/AAAAAAAAAFM/bL3RiHQ16Ws/s220/DSC01915%2BWEB.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-nvu1mp2P5go/TtnxZdz2_vI/AAAAAAAAAH0/-R54ep9Yrz8/s72-c/Lingua-portuguesa%255B1%255D.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-18430586.post-1750484624244906616</id><published>2011-11-25T15:31:00.002Z</published><updated>2011-11-30T15:37:23.773Z</updated><title type='text'>Luís de Camões</title><content type='html'>Apesar de pouco se saber sobre Luís Vaz de Camões, ainda assim mesmo o pouco que se sabe é, ainda assim e na maioria dos casos, duvidoso. Pensa-se que Luís de Camões nasceu em Lisboa, talvez no ano de 1524, sendo descendente de uma família oriunda do Norte do país, mais precisamente de Chaves, mas este é um dos fatos sobre os quais não há certezas. Para os defensores desta tese, Luís Vaz de Camões era filho de Simão Vaz de Camões e de Anna de Sá e Macedo. Se assim for, por parte do pai, Luís de Camões seria trisneto do trovador galego Vasco Pires de Camões, sendo também, da parte da mãe, parente do famoso navegador português, Vasco da Gama.&lt;br /&gt;Luís de Camões viveu, provavelmente, durante algum tempo em Coimbra onde terá frequentado aulas de Humanidades, no Mosteiro de Santa Cruz, local onde vivia um tio seu que era padre. No entanto, embora seja certa e esteja mesmo documentada a existência desse tio, D. Bento de Camões, não existe qualquer registo da passagem do poeta por Coimbra. Mesmo assim, essa tese parece ser a mais provável, na opinião dos vários estudiosos da sua vida pois, segundo esses, em algum lado Luís de Camões deve ter adquirido a grande bagagem cultural que demonstra possuir através das suas obras. Após essa fase da sua vida, Luís de Camões terá regressado a Lisboa, onde levou uma vida de boémia. A Luís Vaz de Camões são atribuídos vários amores, não só por algumas damas da corte mas também pela própria Infanta D. Maria, irmã do Rei D. Manuel I.&lt;br /&gt;Mais tarde, Luís de Camões decidiu regressar a Portugal, mas pelo caminho acabou por naufragar na costa de Moçambique, sendo forçado, por falta de meios para prosseguir a viagem, a ficar aí durante algum tempo. Foi aí, em Moçambique, que o seu amigo Diogo do Couto o encontrou, sendo este encontro relatado na sua obra, dando-nos assim a conhecer que o poeta estava nessa altura tão pobre que vivia da ajuda de amigos, daquilo que estes lhe podiam dar. Foi esse mesmo Diogo do Couto quem lhe pagou a viagem até Lisboa, tendo este finalmente aportado no ano de 1569.&lt;br /&gt; &lt;br /&gt;Apesar de extremamente pobre e de se encontrar doente, Luís de Camões conseguiu ainda assim publicar “Os Lusíadas” em 1572, graças à influência que alguns dos seus amigos tinham junto do rei D. Sebastião. Mas, até mesmo a publicação da sua obra maior, “Os Lusíadas”, está envolta num pequeno mistério pois existem duas edições do mesmo ano e não se sabe qual foi a primeira. Assim, como recompensa pelos serviços prestados à pátria, o monarca português concedeu-lhe uma modesta pensão. No entanto, por ser sempre paga muito tardiamente, esta pensão também nunca foi suficiente para o salvar da extrema pobreza.&lt;br /&gt;Luís Vaz de Camões acabou por falecer em Lisboa, no dia 10 de Junho de 1580, sendo sepultado a expensas de um amigo. O seu túmulo, situava-se na cerca do Convento de Sant’Ana, em Lisboa. No entanto, o mesmo perdeu-se com o terramoto de 1755, não se sabendo atualmente qual o paradeiro dos restos mortais do poeta, sendo esse o motivo de não estar sepultado em nenhum dos dois túmulos oficiais que hoje lhe são dedicados, sendo um deles no Mosteiro dos Jerónimos e o outro no Panteão Nacional.&lt;br /&gt; &lt;br /&gt;Camões é considerado o maior poeta português, sendo que a sua obra situa-se entre o Classicismo e o Maneirismo. No entanto, alguns dos seus sonetos, pela ousada utilização dos paradoxos, prenunciam já o estilo Barroco que se aproximava.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/18430586-1750484624244906616?l=passadocurioso.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://www.historiadeportugal.info/luis-de-camoes/' title='Luís de Camões'/><link rel='replies' type='application/atom+xml' href='http://passadocurioso.blogspot.com/feeds/1750484624244906616/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=18430586&amp;postID=1750484624244906616' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/1750484624244906616'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/1750484624244906616'/><link rel='alternate' type='text/html' href='http://passadocurioso.blogspot.com/2011/11/luis-de-camoes.html' title='Luís de Camões'/><author><name>Mª João Lapo</name><uri>http://www.blogger.com/profile/04487420949656929573</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://1.bp.blogspot.com/-_DRuS09hLcA/Tm8eUoV9P-I/AAAAAAAAAFM/bL3RiHQ16Ws/s220/DSC01915%2BWEB.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-18430586.post-1326021239136095748</id><published>2011-11-18T16:12:00.003Z</published><updated>2011-11-20T10:00:54.262Z</updated><title type='text'>Arte Rupestre</title><content type='html'>&lt;a href="http://2.bp.blogspot.com/-J09iOs4lQH0/TsjPumgBmFI/AAAAAAAAAHQ/2wjh6iDBXNA/s1600/C%2525C3%2525B3pia%252B%25283%2529%252Bde%252B%25252Bunesco%255B1%255D.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 213px;" src="http://2.bp.blogspot.com/-J09iOs4lQH0/TsjPumgBmFI/AAAAAAAAAHQ/2wjh6iDBXNA/s320/C%2525C3%2525B3pia%252B%25283%2529%252Bde%252B%25252Bunesco%255B1%255D.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5677015729816311890" /&gt;&lt;/a&gt;&lt;br /&gt;A arte rupestre (ou parietal) consiste em pinturas e gravuras efectuadas sobre a rocha (ao ar livre ou, mais frequentemente nas paredes e tectos de grutas) pelo homem do Paleolítico Superior. Na maior parte das vezes são representados animais em liberdade e cenas de caça. Também são encontradas, muitas vezes, mãos humanas em negativo enquanto as representações humanas são muito raras.&lt;br /&gt;&lt;br /&gt;Segundo a maioria dos historiadores a arte rupestre seria uma forma de manifestação simbólica ou de práticas de magia e feitiçaria: a representação de animais que geralmente eram caçados teriam como objectivo fazer com que as caçadas tivessem sucesso.&lt;br /&gt;&lt;br /&gt;Os principais centros de arte rupestre localizam-se em França na região dos Pirinéus e em Espanha na região do Levante (os locais mais famosos são as grutas de Lascaux e Niaux em França e Altamira em Espanha. Em Portugal merece destaque a Gruta do Escoural no Alentejo e as gravuras ao ar livre no Vale do Côa.&lt;br /&gt;&lt;br /&gt;Juntamente com as estatuetas femininas e as esculturas de cabeças de animais (a chamada arte móvel) a arte rupestre constitui a primeira forma de manifestação artística do Homem.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/18430586-1326021239136095748?l=passadocurioso.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://passadocurioso.blogspot.com/feeds/1326021239136095748/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=18430586&amp;postID=1326021239136095748' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/1326021239136095748'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/1326021239136095748'/><link rel='alternate' type='text/html' href='http://passadocurioso.blogspot.com/2011/11/arte-rupestre.html' title='Arte Rupestre'/><author><name>Mª João Lapo</name><uri>http://www.blogger.com/profile/04487420949656929573</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://1.bp.blogspot.com/-_DRuS09hLcA/Tm8eUoV9P-I/AAAAAAAAAFM/bL3RiHQ16Ws/s220/DSC01915%2BWEB.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-J09iOs4lQH0/TsjPumgBmFI/AAAAAAAAAHQ/2wjh6iDBXNA/s72-c/C%2525C3%2525B3pia%252B%25283%2529%252Bde%252B%25252Bunesco%255B1%255D.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-18430586.post-6782102599711422231</id><published>2011-11-18T16:06:00.005Z</published><updated>2011-11-20T10:05:08.558Z</updated><title type='text'>Escravatura – Funções desempenhadas pelos escravos</title><content type='html'>&lt;a href="http://3.bp.blogspot.com/-2pwEjRIlF4A/TsjQwss2bCI/AAAAAAAAAHc/9xwnCLXzvJI/s1600/N%255B1%255D.jpg"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 213px; height: 174px;" src="http://3.bp.blogspot.com/-2pwEjRIlF4A/TsjQwss2bCI/AAAAAAAAAHc/9xwnCLXzvJI/s320/N%255B1%255D.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5677016865352084514" /&gt;&lt;/a&gt;&lt;br /&gt;«Quanto a alimento, passamos muito bem, porque sendo com abundância o fornecimento diário desta casa, todos os escravos são cozinheiros e o meu antigo preto é, além disso, o comprador, merecendo muito a minha estimação por não ter vícios alguns.&lt;br /&gt;&lt;br /&gt;Temos lavadeira escrava da casa que, de duas em duas semanas, vai ao rio lavar a nossa roupa; e temos em casa duas negrinhas mocambas que são costureiras e engomadeiras, e uma delas é também rendeira. A mesma preta lavadeira é também compradora naquilo que lhe compete e todas elas cumprem o serviço, não só de cozinha como de sala, quando sucede ser preciso.»&lt;br /&gt;&lt;br /&gt;Carta de um funcionário da Livraria Régia para o pai em Lisboa&lt;br /&gt;&lt;br /&gt; «Toda a casa que se prezava era provida de escravos aos quais se haviam ensinado algumas artes mais comuns da vida e que não somente trabalhavam nessas especialidades para a família a que pertenciam, como eram também alugados pelos seus senhores a pessoas não tão bem providas quanto aqueles. Não conseguiam ganhar muito. Em 1808 considerava-se um jornaleiro bem pago com meia pataca por dia. Mas o afluxo de estrangeiros e a multiplicação das necessidades dentro em pouco elevaram o valor do trabalho e em grau exorbitante. Deu isso motivo a que surgisse uma nova classe social composta de pessoas que compravam escravos para o fim específico de instruí-los em alguma arte útil, ou ofício, vendendo-os em seguida por preço elevado, ou alugando seus talentos e trabalho.»&lt;br /&gt;&lt;br /&gt;JOHN LUCCOCK, Notas sobre o Rio de Janeiro e partes meridionais do Brasil (1820), (este negociante permaneceu no Brasil entre 1808 e 1818).&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/18430586-6782102599711422231?l=passadocurioso.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://passadocurioso.blogspot.com/feeds/6782102599711422231/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=18430586&amp;postID=6782102599711422231' title='0 Comentários'/><link rel='edit' type='application/atom+xml' 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width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-18430586.post-4572646564207277552</id><published>2011-11-17T22:54:00.000Z</published><updated>2011-11-17T22:55:55.012Z</updated><title type='text'>Antigo Egito</title><content type='html'>&lt;iframe src="http://www.youtube.com/embed/widsgjI42jg" allowfullscreen="" frameborder="0" height="315" width="420"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/18430586-4572646564207277552?l=passadocurioso.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://passadocurioso.blogspot.com/feeds/4572646564207277552/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=18430586&amp;postID=4572646564207277552' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/4572646564207277552'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/4572646564207277552'/><link rel='alternate' type='text/html' href='http://passadocurioso.blogspot.com/2011/11/antigo-egito.html' title='Antigo Egito'/><author><name>Padeira de Aljubarrota</name><uri>http://www.blogger.com/profile/12440276640272659961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/widsgjI42jg/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-18430586.post-487766088669925989</id><published>2011-11-17T22:45:00.003Z</published><updated>2011-11-17T22:56:27.091Z</updated><title type='text'>Antigo Egito</title><content type='html'>&lt;iframe src="http://www.youtube.com/embed/SgxE4TUrPx4" allowfullscreen="" frameborder="0" height="315" width="420"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;Com a colaboração do aluno João Ricardo Santos - 7ºA&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/18430586-487766088669925989?l=passadocurioso.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://passadocurioso.blogspot.com/feeds/487766088669925989/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=18430586&amp;postID=487766088669925989' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/487766088669925989'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/487766088669925989'/><link 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src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/b27rfBNzVNE/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-18430586.post-3595725822340371531</id><published>2011-11-16T15:39:00.002Z</published><updated>2011-11-16T15:43:08.715Z</updated><title type='text'>Egiptologia - Múmia de museu de Lisboa única no mundo com cancro</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.dn.pt/storage/DN/2011/big/ng1706102.jpg?type=big&amp;amp;pos=0"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 420px; height: 279px;" src="http://www.dn.pt/storage/DN/2011/big/ng1706102.jpg?type=big&amp;amp;pos=0" alt="" border="0" /&gt;&lt;/a&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   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&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabela normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-priority:99;  mso-style-qformat:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin-top:0cm;  mso-para-margin-right:0cm;  mso-para-margin-bottom:10.0pt;  mso-para-margin-left:0cm;  line-height:115%;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal" style="margin-top:15.0pt;margin-right:0cm;margin-bottom: 4.5pt;margin-left:0cm;line-height:normal"&gt;&lt;b&gt;&lt;span style=" font-family:&amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;; mso-bidi-mso-fareast-language:PTfont-family:Arial;font-size:8.5pt;"  &gt;A múmia egípcia com mais de 2.000 anos, pertencente ao Museu Nacional de Arqueologia (MNA), é um caso único mundial, após lhe ter sido diagnosticado um cancro na próstata, adiantou à Lusa o investigador Carlos Prates.&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-Times New Roman&amp;quot;;mso-fareast-language:PTfont-family:&amp;quot;;font-size:12.0pt;"  &gt;Após exames de tomografia que permitiram reconstituir, a três dimensões, todo o corpo mumificado, foi dignosticado a esta múmia, com cerca de 2300 anos, um cancro na próstata com extensões ósseas.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-Times New Roman&amp;quot;;mso-fareast-language:PTfont-family:&amp;quot;;font-size:12.0pt;"  &gt;"É um caso único, sendo provavelmente o segundo mais antigo conhecido. Há um achado referente à mesma hipótese nuns ossos muito degradados encontrados na Sibéria, cujas análises presumem que as razões de morte tenham sido cancro na próstata, mas não há radiografia, nem imagens, e dão a idade de 2700 anos; a múmia de Lisboa tem à volta de 2300 anos", disse à Lusa o médico radiologista Carlos Prates, coordenador da equipa clínica.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-Times New Roman&amp;quot;;mso-fareast-language:PTfont-family:&amp;quot;;font-size:12.0pt;"  &gt;"É o primeiro caso de cancro na próstata achado numa múmia egípcia que se encontra enfaixada, e sem terem sido usados métodos destrutivos", salientou Carlos Prates.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-Times New Roman&amp;quot;;mso-fareast-language:PTfont-family:&amp;quot;;font-size:12.0pt;"  &gt;"Não há nenhum diagnóstico de cancro na próstata numa múmia egípcia, nem de patologia maligna numa múmia que não foi aberta para ser investigada, como era prática no século XIX, até à invenção do raio X", disse o médico radiologista.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-Times New Roman&amp;quot;;mso-fareast-language:PTfont-family:&amp;quot;;font-size:12.0pt;"  &gt;A múmia, do período ptolomaico (305-30 antes de Cristo), é designada cientificamente como "M1" e integra o "Lisbon Mummy Project" que se iniciou em 2007 e terminou há cerca de um ano, estando os resultados científicos à espera de publicação numa revista da especialidade.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-Times New Roman&amp;quot;;mso-fareast-language:PTfont-family:&amp;quot;;font-size:12.0pt;"  &gt;Só depois da publicação é que se pode revelar todos os pormenores da investigação multidisciplinar que envolve duas outras múmias também pertencentes ao espólio do MNA, mas mais antigas, e animais mumificados que foram os primeiros a ser analisados.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-Times New Roman&amp;quot;;mso-fareast-language:PTfont-family:&amp;quot;;font-size:12.0pt;"  &gt;Uma das outras múmias pertence a um sacerdote, Pabasa de seu nome, e revelou uma lesão extensa com origem numa distensão, que lhe terá provocado entorses frequentes "que lhe terão sido dolorosas e, nessas fases, deveria coxear", prossegue o investigador.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-Times New Roman&amp;quot;;mso-fareast-language:PTfont-family:&amp;quot;;font-size:12.0pt;"  &gt;Este sacerdote era o responsável por vestir a estátua do deus da fertilidade Min, segundo se soube pelo texto escrito no sarcófago, em hieróglifos, explicou à Lusa o egiptólogo Luís Araújo que integra a equipa multidisciplinar.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-Times New Roman&amp;quot;;mso-fareast-language:PTfont-family:&amp;quot;;font-size:12.0pt;"  &gt;Esta é a M2 e enconcotrava-se num sarcófago em tons de dourado, provindo da coleção da casa ducal de Palmela.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-Times New Roman&amp;quot;;mso-fareast-language:PTfont-family:&amp;quot;;font-size:12.0pt;"  &gt;Quanto à M1, sem sarcófago, não há conhecimento do que faria, "pois acompanham-na apenas oferendas de proteção para a vida além túmulo e não há qualquer referência a nome ou indício da sua função", que seria necessariamente importante para ter sido enfaixada, já que os corpos dos cidadãos mais comuns eram lançados em buracos no deserto.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-Times New Roman&amp;quot;;mso-fareast-language:PTfont-family:&amp;quot;;font-size:12.0pt;"  &gt;Esta múmia, a M1, "está identificada em 1782 na coleção que pertenceu a D. Pedro de Noronha, 3.º marquês de Angeja" e esteve exposta no seu palácio, em Lisboa, onde está instalada a Biblioteca Municipal de Belém.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-Times New Roman&amp;quot;;mso-fareast-language:PTfont-family:&amp;quot;;font-size:12.0pt;"  &gt;"O marquês decidiu construir um museu para esta múmia e terá sido dos primeiros na Europa a projectar um museu onde a sua múmia estaria num ponto especial. Esse museu, para qual houve dois projetos, começou a ser construído no Lumiar, no parque do monteiro-mor, tendo ficado apenas construída a parte inferior, pois os filhos não partilhavam da sua paixão pelo colecionismo e não o terminaram", contou Carlos Prates.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-Times New Roman&amp;quot;;mso-fareast-language:PTfont-family:&amp;quot;;font-size:12.0pt;"  &gt;"Hoje, essa parte construída é um restaurante. Se o marquês tivesse levado avante o projeto teria sido dos primeiros museus na Europa", referiu o médico radiologista que explicou que, face ao desinteresse dos herdeiros, "a múmia acabou por ir parar ao museu de arqueologia".&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-Times New Roman&amp;quot;;mso-fareast-language:PTfont-family:&amp;quot;;font-size:12.0pt;"  &gt;Segundo Carlos Prates a terceira múmia "terá origem nas coleções régias ou de qualquer família nobre como as outras". Terá uns 2700 anos e chama-se Irtieru, o que significa "que os dois olhos se voltem contra eles", numa referência aos olhos de Hórus e aos inimigos do defunto.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-Times New Roman&amp;quot;;mso-fareast-language:PTfont-family:&amp;quot;;font-size:12.0pt;"  &gt;As múmias foram estudadas no âmbito de uma parceria entre a empresa Imagens Médicas Integradas (IMI) e o MNA, "sem ter custado um cêntimo ao Estado pois contou-se ainda com o mecenato da Siemens para o transporte das múmias e a colaboração da Fundação Gulbenkian, que patrocina a vinda a Portugal da arqueóloga egípcia Salima Sikran que acompanha o estudo".&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-Times New Roman&amp;quot;;mso-fareast-language:PTfont-family:&amp;quot;;font-size:12.0pt;"  &gt;"Somos todos voluntários, o pessoal médico e técnico, e este pode ser o exemplo de outras parcerias que permitam ficar a conhecer melhor e valorizar o património português", salientou Prates, na medida em que a tecnologia do IMI permite análises sem intrusão destrutiva a cerâmicas, mármores, telas, etc.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-Times New Roman&amp;quot;;mso-fareast-language:PTfont-family:&amp;quot;;font-size:12.0pt;"  &gt;A equipa do projecto é coordenada pelo director do MNA, Luís Raposo, integra Luís de Araújo, da Universidade de Lisboa, os médicos radiologistas Sandra Sousa e Carlos Oliveira e ainda o arqueólogo Álvaro Figueiredo, do University College de Londres que, curiosamente, tinha recomendado, num trabalho que fez quando arqueólogo do MNA, o estudo das múmias por este processo.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-Times New Roman&amp;quot;;mso-fareast-language:PTfont-family:&amp;quot;;font-size:12.0pt;"  &gt;"Quando nós propusemos ao MNA o estudo das múmias humanas e de animais, por este método, em 2006, topei por mero acaso com um documento do arqueólogo Álvaro Figueiredo que sugeria o estudo das múmias através destes métodos e que ele próprio tinha já batizado o projecto como 'Lisbon Mummy Project'".&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-Times New Roman&amp;quot;;mso-fareast-language:PTfont-family:&amp;quot;;font-size:12.0pt;"  &gt;"Houve assim uma confluência de vontades", sublinhou Prates.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-family:&amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-Times New Roman&amp;quot;;mso-fareast-language:PTfont-family:&amp;quot;;font-size:12.0pt;"  &gt;Os resultados finais deste trabalho "serão divulgados em breve, mas só depois da publicação numa revista científica".&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  in DN Ciência&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/18430586-3595725822340371531?l=passadocurioso.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://passadocurioso.blogspot.com/feeds/3595725822340371531/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=18430586&amp;postID=3595725822340371531' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/3595725822340371531'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/3595725822340371531'/><link rel='alternate' type='text/html' href='http://passadocurioso.blogspot.com/2011/11/egiptologia-mumia-de-museu-de-lisboa.html' title='Egiptologia - Múmia de museu de Lisboa única no mundo com cancro'/><author><name>Padeira de Aljubarrota</name><uri>http://www.blogger.com/profile/12440276640272659961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-18430586.post-4547567345784336036</id><published>2011-11-10T12:17:00.002Z</published><updated>2011-11-10T14:04:50.087Z</updated><title type='text'>Tratado de Tordesilhas</title><content type='html'>&lt;a href="http://2.bp.blogspot.com/-0k-D0U4sd7I/TrvZ811tapI/AAAAAAAAAGU/yKu6MVsH9YI/s1600/tratadotordesilhas.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 230px; height: 320px;" src="http://2.bp.blogspot.com/-0k-D0U4sd7I/TrvZ811tapI/AAAAAAAAAGU/yKu6MVsH9YI/s320/tratadotordesilhas.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5673367794871003794" /&gt;&lt;/a&gt;&lt;br /&gt;A assinatura do Tratado de Tordesilhas culmina um período de confronto dos reinos de Portugal e Castela suscitado pela expansão marítima, o qual, por sua vez, se entende bem sobre o pano de fundo da política interna da Ibéria, nomeadamente no que tem a ver com os problemas de sucessão dos estados em causa.&lt;br /&gt;&lt;br /&gt;Dentro desta conjuntura destaca-se o Tratado de Alcáçovas, assinado a 4 de Setembro de 1479, que inova no quadro das relações diplomáticas da época pela preocupação de ambos os soberanos em definir áreas marítimas de domínio exclusivo. O Oceano Atlântico foi demarcado em duas partes separadas por uma linha que passava a Sul das ilhas Canárias. O domínio das terras a descobrir a norte desse traçado pertenceria a Castela, e a sul a soberania das terras descobertas ou a descobrir a Portugal.&lt;br /&gt;&lt;br /&gt;No acordo entre Portugal e Castela formularam-se claramente os princípios do Mare Clausum. Por via do seu articulado Portugal conseguiu impedir que embarcações estrangeiras, mormente castelhanas, tivessem acesso ao mar da Guiné. Tal impedimento é de extrema importância, pois D. João II vai utilizá-lo para fundamentar as suas pretensões às terras onde Colombo chegará pela primeira vez em 1492.&lt;br /&gt;&lt;br /&gt;Tordesilhas foi sobretudo um regulador da expansão ibérica e o seu significado esvaziou-se progressivamente, conforme outros Reinos europeus o iam colocando em causa. Contudo o Príncipe Perfeito acabou por assegurar uma rota, um caminho há muito procurado para chegar às Índias, feito que seria possível materializar quatro anos mais tarde, em 1498.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/18430586-4547567345784336036?l=passadocurioso.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://cvc.instituto-camoes.pt/conhecer/bases-tematicas/navegacoes-portuguesas.html' title='Tratado de Tordesilhas'/><link rel='replies' type='application/atom+xml' href='http://passadocurioso.blogspot.com/feeds/4547567345784336036/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=18430586&amp;postID=4547567345784336036' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/4547567345784336036'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/4547567345784336036'/><link rel='alternate' type='text/html' href='http://passadocurioso.blogspot.com/2011/11/tratado-de-tordesilhas.html' title='Tratado de Tordesilhas'/><author><name>Mª João Lapo</name><uri>http://www.blogger.com/profile/04487420949656929573</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://1.bp.blogspot.com/-_DRuS09hLcA/Tm8eUoV9P-I/AAAAAAAAAFM/bL3RiHQ16Ws/s220/DSC01915%2BWEB.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-0k-D0U4sd7I/TrvZ811tapI/AAAAAAAAAGU/yKu6MVsH9YI/s72-c/tratadotordesilhas.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-18430586.post-26842351373879209</id><published>2011-11-10T12:11:00.002Z</published><updated>2011-11-10T14:09:56.869Z</updated><title type='text'>Castelo de Arouce</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/-kI6lNWKniE4/TrvbJcwVVgI/AAAAAAAAAGg/emmpyIDP0LM/s1600/Castelo%2Bde%2BArouce.jpg"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://4.bp.blogspot.com/-kI6lNWKniE4/TrvbJcwVVgI/AAAAAAAAAGg/emmpyIDP0LM/s320/Castelo%2Bde%2BArouce.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5673369110987494914" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div&gt;O Castelo de Arouce, fica localizado a cerca de dois quilómetros da freguesia, vila e concelho da Lousã, no distrito de Coimbra em Portugal. Encontra-se construído em posição dominante, no alto de um estreito contraforte da serra da Lousã, no local onde outrora existia a povoação de Arouce. É contornado em três dos seus lados pelo rio Arouce, sendo que, por esse motivo, muitos comparam-no com uma península. Hoje é conhecido por muitos como Castelo da Lousã.&lt;br /&gt;&lt;br /&gt;Este castelo, possuidor de um aspeto bélico, abarca uma belíssima paisagem de um verde intenso e terras sem fim. É um edifício grandioso, rodeado de lendas contadas ao longo de várias gerações.&lt;br /&gt;&lt;br /&gt;O Castelo de Arouce foi, em tempos, moradia de reis e de princípes, sendo já habitado no ano de 79 a.C., possuindo assim mais de 2000 anos de história.&lt;br /&gt;&lt;br /&gt;História&lt;br /&gt;A pequena povoação de Arouce, agora extinta, foi em tempos um local bem distinto da vizinha Lousã, sendo que, na época da fundação de Portugal era uma povoação bem mais importante. Esse fato é confirmado por documentos que remontam ao ano de 913.&lt;br /&gt;&lt;br /&gt;Não se sabe exatamente em que ano foi construído o Castelo de Arouce, mas o mais provável é que a sua construção tenha ocorrido durante o século XI.&lt;br /&gt;&lt;br /&gt;Mais tarde, em 1151, D. Afonso Henriques passou a Arouce um foral, que viria a ser confirmado por D. Afonso II. Nesses documentos pode ler-se que Arouce era nessa época uma vila, ao passo que Lousã era uma aldeia.&lt;br /&gt;&lt;br /&gt;Em 1313, como consta de uma carta de doação passado por D. Dinis a favor de um dos seus filhos ilegítimos, João Afonso, estas distinção entre as duas povoações, com proeminência para a povoação de Arouce, ainda existia, sendo que aí são referidas descriminadamente a vila de Arouci, Lousã e Azor.&lt;br /&gt;&lt;br /&gt;No entanto, com o passar dos tempos, Lousã foi crescendo, a ponto de, quando D. Manuel I, rei de Portugal, fez a reforma foraleira, em 1513, o foral já não foi atribuído a Arouce, mas sim a Lousã. Nessa altura, a povoação de Arouce provavelmente já teria desaparecido pois o Castelo mencionado no foral já é denominado de Castelo da Lousã.&lt;br /&gt;&lt;br /&gt;Ao longo dos séculos, tanto Arouce como Lousã foram testemunhas e vítimas das diversas lutas que foram assolando a região, tendo o Castelo de Arouce um papel preponderante em muitas dessas lutas. Por exemplo, já na segunda metade do século XI, mais precisamente em 1064, Fernando Magno reconquistou Coimbra aos muçulmanos, trazendo a fronteira da Reconquista Cristã definitivamente até ao amparo das Serras da Lousã e da Estrela. Deste modo, quando D. Afonso Henriques ocupou o groverno do Condado Portucalense, já as terras de Arouce e o seu Castelo faziam parte desse património.&lt;br /&gt;&lt;br /&gt;Apesar de não existir documentação que permita dizer com precisão quando foi construído o Castelo de Arouce, existe uma lenda local que dá a entender que a construção deverá ter ocorrido ainda no tempo da dominação romana. Conta-se que, certo chefe mouro de nome Arunce foi repelido dos seus estados em Conimbriga por inimigos que vinham do mar. Assim, ele refugiou-se nesta zona da serra da Lousã, dando o seu nome à localidade e edificando aí um Castelo onde pretendia resguardar a sua filha Peralta, e também guardar os seus tesouros. No entanto, muitos historiadores não dão qualquer valor a esta lenda local e atribuem a edificação do Castelo de Arouce ao Conde Sesnando, em 1080, ano em que Fernando Magno lhe concedeu o governo da vasta circuncrição conimbricense.&lt;br /&gt;&lt;br /&gt;Caraterísticas&lt;br /&gt;&lt;br /&gt;O Castelo de Arouce é um edifício de modestas dimensões, composto por uma linha de muralhas de planta aproximadamente escutiforme, que circuita um pequeno terreiro com cerca de 130 metros quadrados. Esta linha de muralhas é reforçada por quatro torreões semi-cilindricos, dois dos quais defendendo a entrada que fica rasgada na face oriental.&lt;br /&gt;&lt;br /&gt;Adossada à muralhas do Castelo, pelo lado norte, ergue-se a dominadora torre de menagem que possui uma porta aberta do lado interior, ao nível dos adarves. A porta tem formato ogival , testemunhando assim alguns melhoramentos que foram feitos alguns séculos após a sua contrução, já que este estilo de portas é bem mais recente que a fundação do Castelo.&lt;br /&gt;&lt;br /&gt;Ao longo dos anos, com o fim da sua povoação, o Castelo de Arouce foi sendo vítima de natural degradação, tendo sido muito recentemente objeto de obras de restauro empreendidas pela Direção Geral de Edifícios e Monumentos Nacionais. Ainda assim, essas obras foram apenas no sentido de evitar a ruína, encontrando-se atualmente o mesmo a necessitar de obras de restauro que lhe voltem a conferir a dignidade merecida por um monumento nacional com cerca de dez séculos de história.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/18430586-26842351373879209?l=passadocurioso.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://passadocurioso.blogspot.com/feeds/26842351373879209/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=18430586&amp;postID=26842351373879209' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/26842351373879209'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/26842351373879209'/><link rel='alternate' type='text/html' href='http://passadocurioso.blogspot.com/2011/11/castelo-de-arouce.html' title='Castelo de Arouce'/><author><name>Mª João Lapo</name><uri>http://www.blogger.com/profile/04487420949656929573</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://1.bp.blogspot.com/-_DRuS09hLcA/Tm8eUoV9P-I/AAAAAAAAAFM/bL3RiHQ16Ws/s220/DSC01915%2BWEB.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-kI6lNWKniE4/TrvbJcwVVgI/AAAAAAAAAGg/emmpyIDP0LM/s72-c/Castelo%2Bde%2BArouce.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-18430586.post-511763735290506079</id><published>2011-11-10T11:47:00.006Z</published><updated>2011-11-10T14:18:08.038Z</updated><title type='text'>Ruínas Romanas de Pisões</title><content type='html'>&lt;a href="http://2.bp.blogspot.com/-hkpP_yEwxYI/TrvdDr4GLvI/AAAAAAAAAG4/ORzqlgjB_C0/s1600/Ruinas%252Bde%252BPis%2525C3%2525B5es%252B-%252BBeja.jpg"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 320px; height: 192px;" src="http://2.bp.blogspot.com/-hkpP_yEwxYI/TrvdDr4GLvI/AAAAAAAAAG4/ORzqlgjB_C0/s320/Ruinas%252Bde%252BPis%2525C3%2525B5es%252B-%252BBeja.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5673371210990628594" /&gt;&lt;/a&gt;&lt;br /&gt;A villa Romana de Pisões, situada na freguesia de Santiago Maior, em Beja, foi descoberta acidentalmente na década de 1960, quando se realizavam no terreno os habituais trabalhos agrícolas, dando-se início imediato à sua investigação arqueológica.&lt;br /&gt;As escavações em Pisões foram realizadas por diversos arqueólogos, com particular destaque para Fernando Nunes Ribeiro, que foi o primeiro a aí efetuar trabalhos de escavação, tendo assim comprovando estar em presença de uma importante exploração agrícola da época romana. Então, Nunes Ribeiro decide começar a escavar em extensão, pondo a descoberto praticamente todos os vestígios que hoje podem ser observados e que correspondem à casa ricamente ornamentada do proprietário.&lt;br /&gt; &lt;br /&gt;Quanto às áreas diretamente relacionadas com a exploração agrícola, tais como as habitações dos criados, os armazéns, os celeiros e os lagares ainda hoje se encontram por escavar.&lt;br /&gt; &lt;br /&gt;Caraterísticas&lt;br /&gt; &lt;br /&gt;A villa ocupa uma área de aproximadamente 30 mil metros quadrados, estando situada numa zona aplanada que se prolonga por uma suave encosta até à ribeira da Chaminé. O modelo arquitetónico está centrado num átrio, ou peristilo, com um tanque decorativo central e uma colunata envolvente, em torno do qual se distribuem as cerca de quarenta divisões da casa.&lt;br /&gt; &lt;br /&gt; A fachada principal da casa abria para um grande tanque exterior, para além do qual se situam também vestígios de mausoléus familiares, tendo sido, até ao momento, escavados três.&lt;br /&gt; &lt;br /&gt;É possível observar-se a riqueza do proprietário e o gosto da época quer no revestimento dos pavimentos, com mosaicos e mármores, quer no das paredes, com pintura mural, da qual ainda se conservam alguns vestígios. Os mosaicos, existentes em grande variedade e riqueza estética, apresentam belíssimas composições geométricas e naturalistas, com destaque para a representação de aves (pombas) e animais marinhos (uma enguia e um peixe).&lt;br /&gt; &lt;br /&gt;Próximo da casa situam-se as termas, que são um dos mais relevantes exemplares de banhos privados encontrados em território português, e cujos compartimentos se encontram num notável estado de conservação.&lt;br /&gt; &lt;br /&gt;A ocupação da villa&lt;br /&gt; &lt;br /&gt;A ocupação da villa romana de Pisões, teve início em meados do século I A.C., e prolongou-se por toda a época romana, até ao século IV D.C. Nas escavações foram também recuperados alguns elementos que apontam para uma continuidade até à ocupação da Península Ibérica pelos muçulmanos.&lt;br /&gt; &lt;br /&gt;Bem próximo das atuais ruínas, do outro lado do actual caminho de acesso ao sítio, podemos encontrar a barragem romana, que represava a água da ribeira da Chaminé alimentando a villa. Esta barragem foi construída em alvenaria de pedra e argamassa e possuía uma albufeira com cerca de 340 metros de comprimento, 31300 metros quadrados de área inundada, armazenando um volume de água de 38000 metros cúbicos.&lt;br /&gt; &lt;br /&gt;Ao contrário do que acontece na maioria dos sítios romanos, onde não existem dados concretos sobre os seus habitantes, em Pisões foi encontrado um pequeno altar ou em mármore devotado a Salus, a deusa da felicidade e da saúde. Aí encontra-se uma inscrição que revela que o altar foi dedicado pelo escravo Catulo a Gaio Atílio Cordo. Assim, é possível que este nome corresponda àquele que era o proprietário da villa em determinado momento do século I d.C., sendo Catulo um dos seus escravos.&lt;br /&gt; &lt;br /&gt;No caminho de acesso à villa, próximo da barragem romana, ainda hoje é possível observar-se os vestígios dos pisões que terão dado o nome a este sítio arqueológico. Apesar de não se conhecer a cronologia deste engenho, é certo que muitos pisões só deixaram de estar em funcionamento ao longo da primeira metade do século XX.&lt;br /&gt; &lt;br /&gt;Atualmente, as ruínas romanas de Pisões são geridas através de uma parceria entre a Direcção Regional de Cultura do Alentejo e a Câmara Municipal de Beja, integrando assim a Rede Museológica deste município. Desde 1970 que esta villa recebeu a devida proteção legal sendo declarada como Imóvel de Interesse Público.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/18430586-511763735290506079?l=passadocurioso.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://passadocurioso.blogspot.com/feeds/511763735290506079/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=18430586&amp;postID=511763735290506079' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/511763735290506079'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/511763735290506079'/><link rel='alternate' type='text/html' href='http://passadocurioso.blogspot.com/2011/11/ruinas-romanas-de-pisoes.html' title='Ruínas Romanas de Pisões'/><author><name>Mª João Lapo</name><uri>http://www.blogger.com/profile/04487420949656929573</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://1.bp.blogspot.com/-_DRuS09hLcA/Tm8eUoV9P-I/AAAAAAAAAFM/bL3RiHQ16Ws/s220/DSC01915%2BWEB.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-hkpP_yEwxYI/TrvdDr4GLvI/AAAAAAAAAG4/ORzqlgjB_C0/s72-c/Ruinas%252Bde%252BPis%2525C3%2525B5es%252B-%252BBeja.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-18430586.post-5843505043302986900</id><published>2011-11-10T11:47:00.005Z</published><updated>2011-11-10T14:15:07.596Z</updated><title type='text'>Fortaleza de Sagres palco das comemorações do Infante D. Henrique</title><content type='html'>&lt;a href="http://3.bp.blogspot.com/-NQycIUZJ8_M/TrvcWmUjd0I/AAAAAAAAAGs/OQFkwIinbPM/s1600/fortaleza.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://3.bp.blogspot.com/-NQycIUZJ8_M/TrvcWmUjd0I/AAAAAAAAAGs/OQFkwIinbPM/s320/fortaleza.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5673370436405262146" /&gt;&lt;/a&gt;&lt;br /&gt;A Fortaleza de Sagres recebe no próximo dia 13 de novembro as comemorações dos 551 anos da morte do Infante D. Henrique&lt;br /&gt;&lt;br /&gt;Para assinalar a efeméride, a câmara de Vila do Bispo, a presidência do Conselho de Ministros – Secretaria de Estado da Cultura/Direção Regional de Cultura do Algarve, em parceria com a Cinemateca Portuguesa, organizaram um programa que pretende recordar a grande figura da História de Portugal, Infante D. Henrique.&lt;br /&gt;&lt;br /&gt;Deste modo, no período da manhã, pelas 10h30, realiza-se uma missa onde será lembrado o Infante D. Henrique, na Igreja de Nª Srª da Graça na Fortaleza de Sagres, seguida da homenagem com deposição de flores, junto ao monumento erguido em sua memória em Sagres, pelas 11h30.&lt;br /&gt;&lt;br /&gt;No período da tarde, pelas 15h00, no auditório da Fortaleza de Sagres, serão exibidos os documentários de 1960 “Henrique, o Navegador”, de João Mendes e “Portugal Comemora a Morte do Infante D. Henrique” de Leitão Barros, que contam com a apresentação e introdução da professora da Universidade do Algarve, Ana Soares e do técnico superior de História da câmara de Vila do Bispo, Artur de Jesus.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/18430586-5843505043302986900?l=passadocurioso.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://passadocurioso.blogspot.com/feeds/5843505043302986900/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=18430586&amp;postID=5843505043302986900' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/5843505043302986900'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/5843505043302986900'/><link rel='alternate' type='text/html' href='http://passadocurioso.blogspot.com/2011/11/fortaleza-de-sagres-palco-das.html' title='Fortaleza de Sagres palco das comemorações do Infante D. Henrique'/><author><name>Mª João Lapo</name><uri>http://www.blogger.com/profile/04487420949656929573</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://1.bp.blogspot.com/-_DRuS09hLcA/Tm8eUoV9P-I/AAAAAAAAAFM/bL3RiHQ16Ws/s220/DSC01915%2BWEB.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-NQycIUZJ8_M/TrvcWmUjd0I/AAAAAAAAAGs/OQFkwIinbPM/s72-c/fortaleza.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-18430586.post-7944614335891344540</id><published>2011-10-28T15:46:00.005+01:00</published><updated>2011-11-10T14:18:45.000Z</updated><title type='text'>Planisfério Anónimo (1502)</title><content type='html'>O planisfério português, anónimo, conhecido por “Cantino”, datado de 1502 – hoje, propriedade da biblioteca estense de Modena, em Itália – constitui um documento de particular importância para o estudo da primeira fase da Expansão Marítima, na medida em que reflecte o conhecimento geográfico português, num dos seus momentos mais decisivos, pouco tempo depois das viagens de Vasco da Gama, Pedro Álvares Cabral e João da Nova – esta última já muito próxima do final da obra, não sendo claro que para ela tenha concorrido com qualquer novidade. O mapa tem, para além do mais, uma história curiosa que o permitiu datar com rigor e seguir os seus primeiros passos, compreendendo as circunstâncias em que foi feito. Um embaixador do Duque de Ferrara, Hércules d’Este, chamado Alberto Cantino, passou por Lisboa nos primeiros anos do século XVI, e terá conseguido comprar os favores de um (ou mais do que um) mestre cartógrafo que lhe fez uma copia do padrão real existente na Casa da Índia, com as mais recentes descobertas geográficas portuguesas. Quis a fortuna que se guarde a correspondência trocada entre o duque e o seu embaixador, revelando-nos que o trabalho foi pago pela exorbitante quantia de 12 ducados de oiro, sabendo-se ainda que a 19 de Novembro de 1502 viajava a caminho do seu destino, passando por Roma, de onde o próprio Cantino escrevia ao duque a dar-lhe notícias da preciosa compra, que deve ter saído de Lisboa algumas semanas antes desta carta.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/18430586-7944614335891344540?l=passadocurioso.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://passadocurioso.blogspot.com/feeds/7944614335891344540/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=18430586&amp;postID=7944614335891344540' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/7944614335891344540'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/7944614335891344540'/><link rel='alternate' type='text/html' href='http://passadocurioso.blogspot.com/2011/10/planisferio-anonimo-1502.html' title='Planisfério Anónimo (1502)'/><author><name>Mª João Lapo</name><uri>http://www.blogger.com/profile/04487420949656929573</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://1.bp.blogspot.com/-_DRuS09hLcA/Tm8eUoV9P-I/AAAAAAAAAFM/bL3RiHQ16Ws/s220/DSC01915%2BWEB.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-18430586.post-7136643016687150852</id><published>2011-10-07T16:39:00.003+01:00</published><updated>2011-10-10T11:11:01.193+01:00</updated><title type='text'>Modo de vida no Paleolítico</title><content type='html'>&lt;iframe src="http://www.youtube.com/embed/7-imvjF3IjI" allowfullscreen="" width="420" frameborder="0" height="315"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/18430586-7136643016687150852?l=passadocurioso.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://passadocurioso.blogspot.com/feeds/7136643016687150852/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=18430586&amp;postID=7136643016687150852' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/7136643016687150852'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/7136643016687150852'/><link rel='alternate' type='text/html' href='http://passadocurioso.blogspot.com/2011/10/modo-de-vida-no-paleolitico.html' title='Modo de vida no Paleolítico'/><author><name>Padeira de Aljubarrota</name><uri>http://www.blogger.com/profile/12440276640272659961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/7-imvjF3IjI/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-18430586.post-3776850135828555641</id><published>2011-10-07T16:30:00.001+01:00</published><updated>2011-10-07T16:33:06.032+01:00</updated><title type='text'>Os últimos Neandertais desapareceram da Península Ibérica há 37 mil anos</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   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locked="false" priority="39" name="toc 6"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 7"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 8"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 9"&gt;   &lt;w:lsdexception locked="false" priority="35" qformat="true" name="caption"&gt;   &lt;w:lsdexception locked="false" priority="10" semihidden="false" unhidewhenused="false" qformat="true" name="Title"&gt;   &lt;w:lsdexception locked="false" priority="1" name="Default Paragraph Font"&gt;   &lt;w:lsdexception locked="false" priority="11" semihidden="false" unhidewhenused="false" qformat="true" name="Subtitle"&gt;   &lt;w:lsdexception locked="false" priority="22" semihidden="false" unhidewhenused="false" qformat="true" name="Strong"&gt;   &lt;w:lsdexception locked="false" priority="20" semihidden="false" unhidewhenused="false" qformat="true" name="Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="59" semihidden="false" unhidewhenused="false" name="Table Grid"&gt;   &lt;w:lsdexception locked="false" unhidewhenused="false" name="Placeholder Text"&gt;   &lt;w:lsdexception locked="false" priority="1" semihidden="false" unhidewhenused="false" qformat="true" name="No Spacing"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" unhidewhenused="false" name="Revision"&gt;   &lt;w:lsdexception locked="false" priority="34" semihidden="false" unhidewhenused="false" qformat="true" name="List Paragraph"&gt;   &lt;w:lsdexception locked="false" priority="29" semihidden="false" unhidewhenused="false" qformat="true" name="Quote"&gt;   &lt;w:lsdexception locked="false" priority="30" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Quote"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List 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List 2 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="19" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="21" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="31" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Reference"&gt;   &lt;w:lsdexception locked="false" priority="32" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Reference"&gt;   &lt;w:lsdexception locked="false" priority="33" semihidden="false" unhidewhenused="false" qformat="true" name="Book Title"&gt;   &lt;w:lsdexception locked="false" priority="37" name="Bibliography"&gt;   &lt;w:lsdexception locked="false" priority="39" qformat="true" name="TOC Heading"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabela normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-priority:99;  mso-style-qformat:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin-top:0cm;  mso-para-margin-right:0cm;  mso-para-margin-bottom:10.0pt;  mso-para-margin-left:0cm;  line-height:115%;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;} &lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;PT&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:lidthemecomplexscript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;    &lt;w:splitpgbreakandparamark/&gt;    &lt;w:dontvertaligncellwithsp/&gt;    &lt;w:dontbreakconstrainedforcedtables/&gt;    &lt;w:dontvertalignintxbx/&gt;    &lt;w:word11kerningpairs/&gt;    &lt;w:cachedcolbalance/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathpr&gt;    &lt;m:mathfont val="Cambria Math"&gt;    &lt;m:brkbin val="before"&gt;    &lt;m:brkbinsub val="&amp;#45;-"&gt;    &lt;m:smallfrac val="off"&gt;    &lt;m:dispdef/&gt;    &lt;m:lmargin val="0"&gt;    &lt;m:rmargin val="0"&gt;    &lt;m:defjc val="centerGroup"&gt;    &lt;m:wrapindent val="1440"&gt;    &lt;m:intlim val="subSup"&gt;    &lt;m:narylim val="undOvr"&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" defunhidewhenused="true" defsemihidden="true" defqformat="false" defpriority="99" latentstylecount="267"&gt;   &lt;w:lsdexception locked="false" priority="0" semihidden="false" unhidewhenused="false" qformat="true" name="Normal"&gt;   &lt;w:lsdexception locked="false" priority="9" semihidden="false" unhidewhenused="false" qformat="true" name="heading 1"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 2"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 3"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 4"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 5"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 6"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 7"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 8"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 9"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 1"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 2"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 3"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 4"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 5"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 6"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 7"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 8"&gt;   &lt;w:lsdexception locked="false" 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" alt="" /&gt;&lt;/div&gt;&lt;p class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-size: 12pt; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;Um estudo liderado por um investigador português revela que esta espécie de hominídeo sobreviveu na Península Ibérica depois do seu desaparecimento do Centro da Europa até há 37 mil anos, altura em que terá sido “substituída” ou “assimilada” pelas populações de humanos modernos.&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-size:12.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-fareast-language:PT"&gt;O Neandertal é uma espécie de hominídeo que viveu na Europa e Ásia Central no Plistocénico. A descoberta de restos do esqueleto de uma criança de homem moderno com traços de &lt;i&gt;Homo neanderthalensis&lt;/i&gt; perto de Leiria com 30 mil anos - conhecida como o “Menino do Lapedo” - levou o português João Zilhão a sugerir que os últimos Neandertais terão sobrevivido na Península Ibérica para além do seu período de ocorrência na Europa Central e Ásia.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-size:12.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-fareast-language:PT"&gt;O território ibérico teria funcionado como refúgio climático depois do desaparecimento das populações do centro da Europa, hipótese que tem sido amplamente aceite, permanecendo no entanto por determinar a altura em que esses Neandertais ibéricos desapareceram, algures entre há 34 mil e 38 mil anos.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-size:12.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-fareast-language:PT"&gt;Uma outra teoria alternativa formulada na sequência da descoberta de indícios do uso do fogo por Neandertais em Gibraltar sugere que estes homens “primitivos” que podem ter sobrevivido no Estreito até há 28 000 anos. &lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-size:12.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-fareast-language:PT"&gt;Recentemente, foram descobertos restos fósseis de uma cultura inequivocamente associada aos humanos modernos no Pego do Diabo, perto de Loures, que corroboram a teoria de João Zilhão e que permitiram concluir que a persistência dos Neandertais não poderá ter ido mais além de há 37 mil anos atrás.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-size:12.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-fareast-language:PT"&gt;As novas evidências apresentadas num artigo recentemente publicado na revista PLoS ONE, “deitam por terra” a hipótese da sobrevivência da espécie em Gibraltar até há 28 000 anos e alteram por completo a interpretação dos fósseis do "Menino do Lapedo". Com efeito, dado que os Neandertais terão desaparecido da Península Ibérica há 37 mil anos a criança do Lagar Velho não pode ser resultado da hibridação anedótica entre esta espécie de homem primitivo e o homem moderno, como se pensava, mas “reflecte, (…), necessariamente um processo de miscigenação extensiva dos dois tipos de populações à época do contacto”, segundo João Zilhão citado DN.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-size:12.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-fareast-language:PT"&gt;A população ibérica terá persistido cerca de 5000 anos para além da data do seu desaparecimento na Europa central, num território que apresentava na altura um clima temperado e que com o regresso das condições mais frias “permitiu a expansão das populações de grandes herbívoros e dos seus caçadores (…) e os últimos Neandertais passaram pelos mesmos processos de assimilação ou substituição pelos que passaram os que se extinguiram na Europa cinco milénios antes”, conclui João Zilhão, citado pela Europa Press.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;u&gt;&lt;span style="font-size:12.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-fareast-language:PT"&gt;Fontes&lt;/span&gt;&lt;/u&gt;&lt;span style="font-size:12.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-fareast-language:PT"&gt;: &lt;/span&gt;&lt;a href="http://dn.sapo.pt/" target="_blank"&gt;&lt;span style="font-size:12.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;color:blue;mso-fareast-language:PT"&gt;dn.sapo.pt&lt;/span&gt;&lt;/a&gt;&lt;span style="font-size:12.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-fareast-language:PT"&gt; e &lt;/span&gt;&lt;a href="http://www.europapress.es/" target="_blank"&gt;&lt;span style="font-size:12.0pt; font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;; color:blue;mso-fareast-language:PT"&gt;www.europapress.es&lt;/span&gt;&lt;/a&gt;&lt;span style="font-size:12.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-fareast-language:PT"&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/18430586-3776850135828555641?l=passadocurioso.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://passadocurioso.blogspot.com/feeds/3776850135828555641/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=18430586&amp;postID=3776850135828555641' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/3776850135828555641'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/3776850135828555641'/><link rel='alternate' type='text/html' href='http://passadocurioso.blogspot.com/2011/10/os-ultimos-neandertais-desapareceram-da.html' title='Os últimos Neandertais desapareceram da Península Ibérica há 37 mil anos'/><author><name>Padeira de Aljubarrota</name><uri>http://www.blogger.com/profile/12440276640272659961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-18430586.post-5377993141650242395</id><published>2011-10-07T16:14:00.002+01:00</published><updated>2011-10-07T16:20:09.973+01:00</updated><title type='text'>Divulgadas características da nova espécie ancestral do Homem moderno</title><content type='html'>&lt;div style="text-align: justify;"&gt;Em 2010 foi dado a conhecer ao mundo uma nova espécie ancestral do Homem moderno descoberta na África do Sul. Após um estudo aprofundado foram agora divulgadas as características anatómicas detalhadas desta espécie em cinco artigos da revista Science.&lt;br /&gt;Em 2008 foram descobertos perto de Joanesburgo na África do Sul ossos fossilizados de hominídeos com cerca de 2 milhões de anos. Os 220 ossos encontrados até ao momento correspondem a 5 indivíduos.&lt;br /&gt;Dois anos após a sua descoberta foram apresentados os primeiros resultados da análise de uma fêmea adulta e de um macho juvenil, num artigo da revista Science. Estes indivíduos constituem um mosaico de características “primitivas”, como braços longos e uma caixa craniana pequena, com características “modernas” que incluem dentes pequenos, nariz projetado, pélvis avançada e pernas longas.&lt;br /&gt;Os autores do estudo defenderam que se tratava de uma nova espécie de Australopithecus e denominaram-na como Australopithecus sediba.&lt;br /&gt;Teoricamente os humanos modernos descendem do Homo erectus que viveu há mais de um milhão de anos. Pos sua vez o H. erectus descendeu de homíneos mais primitivos como o Homo habilis ou o Homo rudolfensis.&lt;br /&gt;Segundo os cientistas o A. sediba é fascinante porque apesar de ser mais velho que as espécies referidas algumas das suas características anatómicas são mais avançadas. Após a divulgação em 2010 desta nova espécie de ancestral do Homem, foi realizado um estudo mais aprofundado aos ossos fossilizados encontrados. Esta investigação permitiu conhecer com maior detalhe as características anatómicas do A. sediba que estão descritas em cinco artigos publicados na revista Science.&lt;br /&gt;A equipa estimou que a idade dos fósseis estava compreendida entre 1.977 e 1.98 milhões de anos.&lt;br /&gt;O cérebro, do tamanho de uma toranja, é mais pequeno que o cérebro do famoso e mais velho (3.2 milhões de anos) Australopithecus afarensis denominado Lucy mas apresenta uma forma mais parecida com o cérebro humano.&lt;br /&gt;A pélvis é curta e ampla, parecida à nossa. Uma teoria popular refere que a pélvis teria evoluído paralelamente ao cérebro. O A. sediba  contradiz esta teoria na medida em que apesar de apresentar uma bacia “moderna” apresenta um cérebro pequeno.&lt;br /&gt;A mão da fêmea está praticamente completa e é muito parecida com uma mão humana. Por outro lado, apresenta destreza e perícia suficientes para a construção de ferramentas simples.&lt;br /&gt;A forma do tornozelo também é semelhante ao nosso. Contudo, o calcanhar e a tíbia são mais próximas dos hominóides. Esta mistura de características poderá ter originado um andar característico quando não estava a trepar às árvores.&lt;br /&gt;Chris Stringer, do Museu de História Natural de Londres, refere que “este não é o fim da história. O que pode ter acontecido é que existiram vários Australopithecus com características humanas em evolução. A questão é verificar qual é realmente o ancestral do género Homo.&lt;br /&gt;&lt;br /&gt;Fonte: Reuters, Naturlink, BBC&lt;br /&gt;&lt;br /&gt;&lt;img style="width: 191px; height: 267px;" 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" alt="" /&gt;&lt;img 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" alt="" /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/18430586-5377993141650242395?l=passadocurioso.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://passadocurioso.blogspot.com/feeds/5377993141650242395/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=18430586&amp;postID=5377993141650242395' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/5377993141650242395'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/5377993141650242395'/><link rel='alternate' type='text/html' href='http://passadocurioso.blogspot.com/2011/10/divulgadas-caracteristicas-da-nova.html' title='Divulgadas características da nova espécie ancestral do Homem moderno'/><author><name>Padeira de Aljubarrota</name><uri>http://www.blogger.com/profile/12440276640272659961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-18430586.post-2584485804111534358</id><published>2011-10-04T11:29:00.002+01:00</published><updated>2011-10-07T16:11:48.806+01:00</updated><title type='text'>Hominização</title><content type='html'>&lt;iframe width="420" height="315" src="http://www.youtube.com/embed/24XIlbovxPA" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/18430586-2584485804111534358?l=passadocurioso.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://passadocurioso.blogspot.com/feeds/2584485804111534358/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=18430586&amp;postID=2584485804111534358' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/2584485804111534358'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/2584485804111534358'/><link rel='alternate' type='text/html' href='http://passadocurioso.blogspot.com/2011/10/hominizacao.html' title='Hominização'/><author><name>Padeira de Aljubarrota</name><uri>http://www.blogger.com/profile/12440276640272659961</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/24XIlbovxPA/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-18430586.post-7340949232455877155</id><published>2011-09-18T22:10:00.000+01:00</published><updated>2011-09-18T22:10:37.382+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='policiamento'/><category scheme='http://www.blogger.com/atom/ns#' term='Idade Média'/><category scheme='http://www.blogger.com/atom/ns#' term='D.Fernando'/><title type='text'>QUADRILHEIROS</title><content type='html'>&lt;table align="center" border="0" cellpadding="0" cellspacing="0" style="width: 600px;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td colspan="3"&gt;&lt;img alt="" height="76" src="http://www.quadrilha.net/images/apoio_01.gif" width="600" /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td background="images/apoio_02.gif" bgcolor="#f89520" width="96"&gt;&lt;/td&gt;&lt;td bgcolor="#f89520" width="415"&gt;&lt;div align="center" class="style58"&gt;&lt;strong&gt;A curiosa história dos Quadrilheiros em Portugal &lt;/strong&gt;&lt;/div&gt;&lt;div class="style25" style="text-align: justify;"&gt;O primeiro corpo de agentes policiais foi criado &lt;/div&gt;&lt;div class="style25" style="text-align: justify;"&gt;por D. Fernando I,os chamados Quadrilheiros, &lt;/div&gt;&lt;div class="style25" style="text-align: justify;"&gt;com um efectivo de 20 elementos, tendo &lt;/div&gt;&lt;div class="style25" style="text-align: justify;"&gt;recebido um Regimento, datado de 12 de Setembro&lt;/div&gt;&lt;div class="style25" style="text-align: justify;"&gt;&amp;nbsp;1383, que refere no seu preâmbulo a grande &lt;/div&gt;&lt;div class="style25" style="text-align: justify;"&gt;criminalidade que grassava na cidade de Lisboa.&lt;/div&gt;&lt;div class="style25" style="text-align: justify;"&gt;&amp;nbsp;Estes Quadrilheiros (recrutados à força, entre os&lt;/div&gt;&lt;div class="style25" style="text-align: justify;"&gt;&amp;nbsp;homens mais fortes fisicamente) ficavam &lt;/div&gt;&lt;div class="style25" style="text-align: justify;"&gt;subordinados à Edilidade, por três anos consecutivos,&lt;/div&gt;&lt;div class="style25" style="text-align: justify;"&gt;&amp;nbsp;e obrigados por juramento a terem as suas armas&lt;/div&gt;&lt;div class="style25" style="text-align: justify;"&gt;&amp;nbsp;(uma Vara, que devia&amp;nbsp;estar sempre à porta de cada &lt;/div&gt;&lt;div class="style25" style="text-align: justify;"&gt;um deles, a qual representava o sinal de &lt;/div&gt;&lt;div class="style25" style="text-align: justify;"&gt;Autoridade para prenderem e conduzirem &lt;/div&gt;&lt;div class="style25" style="text-align: justify;"&gt;o criminoso perante a Justiça dos Corregedores). &lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;img align="middle" border="2" height="234" src="http://www.quadrilha.net/images/Historia1.jpg" width="140" /&gt;&lt;br /&gt;&lt;br /&gt;Mas, como não recebiam pagamento por este&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&amp;nbsp;trabalho, bastante perigoso,&amp;nbsp;que lhe era imposto,&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&amp;nbsp;muitos elementos fugiam a essa função. Chegaram&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&amp;nbsp;a ser intoleráveis e a gozar de nenhum prestígio,&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&amp;nbsp;sendo várias vezes espancados e feridos &lt;/div&gt;&lt;div style="text-align: justify;"&gt;na execução das suas missões, principalmente&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&amp;nbsp;nos alaridos entre as peixeiras da “Baixa” e os&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&amp;nbsp;vendilhões ambulantes. &lt;/div&gt;&lt;div style="text-align: justify;"&gt;Assim, em 1418, já não eram obrigados a rondar &lt;/div&gt;&lt;div style="text-align: justify;"&gt;a cidade.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;em&gt;&amp;nbsp;Para saberes mais, consulta&lt;/em&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;em&gt;&amp;nbsp;&lt;/em&gt;&lt;a href="http://www.quadrilha.net/quadrilheiro.html"&gt;&lt;em&gt;http://www.quadrilha.net/quadrilheiro.html&lt;/em&gt;&lt;/a&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;br /&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/18430586-7340949232455877155?l=passadocurioso.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://passadocurioso.blogspot.com/feeds/7340949232455877155/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=18430586&amp;postID=7340949232455877155' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/7340949232455877155'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/7340949232455877155'/><link rel='alternate' type='text/html' href='http://passadocurioso.blogspot.com/2011/09/quadrilheiros.html' title='QUADRILHEIROS'/><author><name>BloodyMary</name><uri>http://www.blogger.com/profile/14238406496296024166</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-18430586.post-7556201838942372600</id><published>2011-09-18T17:14:00.001+01:00</published><updated>2011-09-18T17:16:27.716+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='inventos'/><category scheme='http://www.blogger.com/atom/ns#' term='balão de ar quente'/><title type='text'>Grandes inventos - Balão Montgolfier</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-u9GdmubpiI0/TnYY9zv1J3I/AAAAAAAAAxc/Ri49F7kgkuk/s1600/bal%25C3%25A3o.jpg" imageanchor="1" style="clear:left; float:left;margin-right:1em; margin-bottom:1em"&gt;&lt;img border="0" height="240" width="160" src="http://1.bp.blogspot.com/-u9GdmubpiI0/TnYY9zv1J3I/AAAAAAAAAxc/Ri49F7kgkuk/s320/bal%25C3%25A3o.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Os irmãos Joseph Michel Montgolfier e Jaques Étienme Montgolfier foram os inventores do 1.º balão tripulado no ano de 1783.&lt;br /&gt;&lt;br /&gt;Eram filhos de um fabricante de papel (proprietário da fábrica Canson, ainda hoje uma das companhias mais tradicionais e modernas do mundo). Segundo consta, quando os irmãos brincavam com um saco de papel aberto invertido sobre o fogo, repararam que o saco flutuava. Com isso, &lt;b&gt;descobriram que poderiam finalmente realizar o grande sonho da humanidade, o de voar. Fizeram várias experiências com diversos materiais até construírem um balão prático.&lt;br /&gt;&lt;br /&gt;No dia 5 de junho de 1783, exibiram publicamente um balão com 32 m de circunferência, feito de linho, que foi enchido com fumo de uma fogueira de palha seca. O balão elevou-se do chão cerca de 300 m, durante cerca de 10 minutos voando uma distância de aproximadamente 3 quilómetros.&lt;br /&gt;&lt;br /&gt;No dia 19 de setembro de 1783, perante o Rei Luis XVI e a Rainha Maria Antonieta, Joseph Montgolfier repetiu a sua experiência; o balão voou por 25 minutos com criaturas vivas a bordo: uma ovelha, um galo e um pato.&lt;br /&gt;&lt;/b&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/18430586-7556201838942372600?l=passadocurioso.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://passadocurioso.blogspot.com/feeds/7556201838942372600/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=18430586&amp;postID=7556201838942372600' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/7556201838942372600'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/7556201838942372600'/><link rel='alternate' type='text/html' href='http://passadocurioso.blogspot.com/2011/09/os-irmaos-joseph-michel-montgolfier-e.html' title='Grandes inventos - Balão Montgolfier'/><author><name>Profbib</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-u9GdmubpiI0/TnYY9zv1J3I/AAAAAAAAAxc/Ri49F7kgkuk/s72-c/bal%25C3%25A3o.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-18430586.post-4965122473667120083</id><published>2011-06-21T08:14:00.002+01:00</published><updated>2011-06-21T08:16:29.220+01:00</updated><title type='text'>Vencedor da Figura do Mês</title><content type='html'>&lt;strong&gt;&lt;em&gt;Parabéns à Catarina Silva, do 6º Ano, Turma O, n.º 5&lt;/em&gt;&lt;/strong&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/18430586-4965122473667120083?l=passadocurioso.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://passadocurioso.blogspot.com/feeds/4965122473667120083/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=18430586&amp;postID=4965122473667120083' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/4965122473667120083'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/4965122473667120083'/><link rel='alternate' type='text/html' href='http://passadocurioso.blogspot.com/2011/06/vencedor-da-figura-do-mes.html' title='Vencedor da Figura do Mês'/><author><name>Mª João Lapo</name><uri>http://www.blogger.com/profile/04487420949656929573</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://1.bp.blogspot.com/-_DRuS09hLcA/Tm8eUoV9P-I/AAAAAAAAAFM/bL3RiHQ16Ws/s220/DSC01915%2BWEB.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-18430586.post-5104532372247842886</id><published>2011-06-14T08:45:00.002+01:00</published><updated>2011-06-14T08:55:33.116+01:00</updated><title type='text'>Calendário dos Festivais Incas</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/-ZJJsIrfUZf4/TfcT77MT0BI/AAAAAAAAAEk/b_ZZjEbfbb8/s1600/img4744547557e4d%255B1%255D.gif"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 320px; height: 172px;" src="http://4.bp.blogspot.com/-ZJJsIrfUZf4/TfcT77MT0BI/AAAAAAAAAEk/b_ZZjEbfbb8/s320/img4744547557e4d%255B1%255D.gif" border="0" alt=""id="BLOGGER_PHOTO_ID_5617980980390514706" /&gt;&lt;/a&gt;&lt;br /&gt;Os incas tinham um calendário de trinta dias, no qual cada mês tinha o seu próprio festival. Os meses e celebrações do calendário são os seguintes:&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/18430586-5104532372247842886?l=passadocurioso.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://misteriosantigos.com/artigos/modules/smartsection/item.php?itemid=104' title='Calendário dos Festivais Incas'/><link rel='replies' type='application/atom+xml' href='http://passadocurioso.blogspot.com/feeds/5104532372247842886/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=18430586&amp;postID=5104532372247842886' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/5104532372247842886'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/18430586/posts/default/5104532372247842886'/><link rel='alternate' type='text/html' href='http://passadocurioso.blogspot.com/2011/06/calendario-dos-festivais-incas.html' title='Calendário dos Festivais Incas'/><author><name>Mª João Lapo</name><uri>http://www.blogger.com/profile/04487420949656929573</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://1.bp.blogspot.com/-_DRuS09hLcA/Tm8eUoV9
