<?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-2997630336697488250</id><updated>2012-01-28T23:47:57.768-08:00</updated><category term='Informação'/><category term='VII EJIP'/><category term='Congressos'/><title type='text'>ALT-SOCIEDADE DE HISTÓRIA NATURAL</title><subtitle type='html'>ALT-Sociedade de História Natural
Sede e Biblioteca: Rua Cavaleiros da Espora Dourada, 27A
2560 Torres Vedras
Apartado 25, 2564-909 Torres Vedras
Portugal
e-mail: alt.arqpaleo@gmail.com

Laboratório de Paleontologia e Paleocologia
Polígono Industrial do Alto do Amial
Pav.H02-H06
Ramalhal</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://alt-shn.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2997630336697488250/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://alt-shn.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/2997630336697488250/posts/default?start-index=101&amp;max-results=100'/><author><name>ALT-Sociedade de História Natural</name><uri>http://www.blogger.com/profile/02361129861171422476</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>122</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-2997630336697488250.post-3411506940709804900</id><published>2011-11-28T12:15:00.000-08:00</published><updated>2011-11-28T12:15:13.461-08:00</updated><title type='text'>XXV FEIRA INTERNACIONAL DE MINERAIS, GEMAS E FÓSSEIS</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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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; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;}&lt;/style&gt; &lt;![endif]--&gt;  &lt;br /&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;XXV FEIRA INTERNACIONAL DE MINERAIS, GEMAS E FÓSSEIS&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;  &lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;7 a 11 Dezembro 2011&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;HORÁRIO: &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 7 Dezembro&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; - das 15.00 h às 20.00 h &lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;8, 9, 10 Dezembro&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; - das 10.00 h às 20.00 h&amp;nbsp; &lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 11 Dezembro&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; - das 10.00 h às 18.00 h&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;LOCAL: (entrada livre)&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;MUSEU NACIONAL DE HISTÓRIA NATURAL E DA CIÊNCIA&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;Rua da Escola Politécnica, 60 1250-102 Lisboa&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;PRATA E OUTROS METAIS PRECIOSOS&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-38ZXE9btDzQ/TtPrwOcWV3I/AAAAAAAAAgM/zKuQtvb3dtk/s1600/CartazMinerais2011_lw.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="230" src="http://3.bp.blogspot.com/-38ZXE9btDzQ/TtPrwOcWV3I/AAAAAAAAAgM/zKuQtvb3dtk/s320/CartazMinerais2011_lw.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;Por ocasião da 25ª edição da Feira Internacional de Lisboa de Minerais, Gemas e Fósseis, o Museu Nacional de História Natural entendeu ser oportuno dedicar a Feira aos metais preciosos, com relevo para a prata. &lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;Por existirem nativos, isto é, por ocorrerem isolados na natureza, e sendo neste caso muito atraentes, são usados como adorno desde a mais remota antiguidade. Mas os metais preciosos não são utilizados apenas em joalharia. O ouro e a prata, em particular, foram desde sempre moeda de troca. Este papel tem-se reduzido, em função da perda de importância das moedas, mas, em compensação, os metais preciosos crescem como investimento nos tempos em que a economia não oferece segurança. Por outro lado, não são poucas as aplicações industriais dos metais preciosos, em função das suas propriedades “nobres”, de baixa reactividade, e altas condutividades eléctricas e térmicas. &lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;O fascínio exercido pelos metais preciosos continua e a Feira faz-se eco deste facto, divulgando saberes mineralógicos e químicos, e expondo exemplares de grande beleza.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2997630336697488250-3411506940709804900?l=alt-shn.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://alt-shn.blogspot.com/feeds/3411506940709804900/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2997630336697488250&amp;postID=3411506940709804900' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2997630336697488250/posts/default/3411506940709804900'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2997630336697488250/posts/default/3411506940709804900'/><link rel='alternate' type='text/html' href='http://alt-shn.blogspot.com/2011/11/xxv-feira-internacional-de-minerais.html' title='XXV FEIRA INTERNACIONAL DE MINERAIS, GEMAS E FÓSSEIS'/><author><name>ALT-Sociedade de História Natural</name><uri>http://www.blogger.com/profile/02361129861171422476</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://3.bp.blogspot.com/-38ZXE9btDzQ/TtPrwOcWV3I/AAAAAAAAAgM/zKuQtvb3dtk/s72-c/CartazMinerais2011_lw.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2997630336697488250.post-626938960408473978</id><published>2011-11-27T07:36:00.000-08:00</published><updated>2011-11-27T07:36:00.357-08:00</updated><title type='text'>Visita de estudo de fim de semestre da PaleoGeo/FCUL ao Jurássico superior de Torres Vedras</title><content type='html'>&lt;a href="http://1.bp.blogspot.com/-9MgK7B2mFxo/TtJYEWZAoFI/AAAAAAAAAgE/9qmcffq62fw/s1600/IMG_0052.JPG" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;br /&gt;&lt;/a&gt;&lt;br /&gt;&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-IDTkyARYSxQ/TtJWhC4kOMI/AAAAAAAAAfk/1vjG547zMFU/s1600/IMG_0033.JPG" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="240" src="http://2.bp.blogspot.com/-IDTkyARYSxQ/TtJWhC4kOMI/AAAAAAAAAfk/1vjG547zMFU/s320/IMG_0033.JPG" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Uma panorâmica, num dia de sol excelente para a actividade&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-HdUJvLqV1aY/TtJWuych7yI/AAAAAAAAAfs/w4SOJNtZ-wU/s1600/IMG_0045.JPG" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="240" src="http://4.bp.blogspot.com/-HdUJvLqV1aY/TtJWuych7yI/AAAAAAAAAfs/w4SOJNtZ-wU/s320/IMG_0045.JPG" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;A caminho de uma das jazidas com vertebrados (dinossauros)&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;Realizou-se ontem, sábado dia 26 de Novembro, a tradicional visita de estudo de fim de semestre de alunos de Geologia da Faculdade de Ciências da Universidade de Lisboa, no âmbito da Cadeira de Paleontologia, da responsabilidade dos Profs. Drs. Mário Cachão e Carlos Marques da Silva. 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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; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;}&lt;/style&gt; &lt;![endif]--&gt;, procedeu-se a uma visita ao litoral de Torres Vedras. Aos alunos foi possível observar a estratigrafia do membro geológico de Porto Novo (Formação da Lourinhã),&amp;nbsp; constituído por uma sequência de ambiente de deposição do tipo fluvial meandriforme que se caracteriza por um canal fluvial principal de 5-9m de profundidade e um certo número de distributários (3-4m de profundidade). Os depósitos fluviais são formados essencialmente por conglomerados de nódulos argilosos e carbonatos pedogénicos, com espessas intercalações de arenitos. A dimensão dos depósitos areníticos sugere um canal com um comprimento de&amp;nbsp; cerca de 500 Km que drenava uma bacia com uma área de 15-35 000 Km2.&amp;nbsp; Neste membro ocorrem numerosos vestígios de vertebrados fósseis, pelo que os alunos puderam observar &lt;i&gt;in situ&lt;/i&gt; ossos de dinossauros e outros vertebrados, depreendendo alguns aspectos da paleoecologia e tafonomia associada a estes animais.&lt;/div&gt;&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-Bc0t7hpMLdo/TtJW9TlycaI/AAAAAAAAAf0/5frj6bCuw14/s1600/IMG_0047.JPG" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="240" src="http://1.bp.blogspot.com/-Bc0t7hpMLdo/TtJW9TlycaI/AAAAAAAAAf0/5frj6bCuw14/s320/IMG_0047.JPG" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Ok, não se vê pela turba, mas estava ali uma vértebra de dinossauro &lt;/td&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-sCBxbt5tp0E/TtJXyta-yRI/AAAAAAAAAf8/TMhPAbRQmjc/s1600/IMG_0048.JPG" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="240" src="http://2.bp.blogspot.com/-sCBxbt5tp0E/TtJXyta-yRI/AAAAAAAAAf8/TMhPAbRQmjc/s320/IMG_0048.JPG" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Outra jazida, com ossos de dinossauro.&lt;/td&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&amp;nbsp;&lt;/td&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Da parte da tarde, foi feita uma visita guiada ao Laboratório de Paleontologia e Paleoecologia da ALT-SHN, bem como à área de reserva da&amp;nbsp; Colecção Paleontológica de Referência. Aqui, foi-lhes dado noções sobre os processos metodológicos aplicados em várias fases do estudo de vertebrados fósseis, desde a escavação à preparação em laboratório. Aproveitando o vasto espólio existente, os alunos tiveram a noção da diversidade de vertebrados fósseis existentes na colecção, quais os principais grupos de dinossauros presentes e em que ponto nos encontramos no (re)conhecimento das faunas que compunham os ecossistemas do Jurássico Superior de Torres Vedras e a sua relação com as faunas de formações geológicas sincrónicas.&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2997630336697488250-626938960408473978?l=alt-shn.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://alt-shn.blogspot.com/feeds/626938960408473978/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2997630336697488250&amp;postID=626938960408473978' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2997630336697488250/posts/default/626938960408473978'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2997630336697488250/posts/default/626938960408473978'/><link rel='alternate' type='text/html' href='http://alt-shn.blogspot.com/2011/11/visita-de-estudo-de-fim-de-semestre-da.html' title='Visita de estudo de fim de semestre da PaleoGeo/FCUL ao Jurássico superior de Torres Vedras'/><author><name>ALT-Sociedade de História Natural</name><uri>http://www.blogger.com/profile/02361129861171422476</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://2.bp.blogspot.com/-IDTkyARYSxQ/TtJWhC4kOMI/AAAAAAAAAfk/1vjG547zMFU/s72-c/IMG_0033.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2997630336697488250.post-2318950250952496953</id><published>2011-11-17T15:31:00.000-08:00</published><updated>2011-11-17T15:31:38.948-08:00</updated><title type='text'>Ciclo de Conferências no GeoFcul</title><content type='html'>&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;a href="http://2.bp.blogspot.com/-eKEx_0eUgCY/TsWZIYl2XNI/AAAAAAAAAfc/Qptyhzo66Ko/s1600/Jos%25C3%25A9+Mir%25C3%25A3o+Poster+imprimir.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://2.bp.blogspot.com/-eKEx_0eUgCY/TsWZIYl2XNI/AAAAAAAAAfc/Qptyhzo66Ko/s320/Jos%25C3%25A9+Mir%25C3%25A3o+Poster+imprimir.jpg" width="240" /&gt;&lt;/a&gt;&lt;span style="font-size: small;"&gt;O Núcleo de Estudantes de Geologia da Faculdade de Ciências retoma o Ciclo de Conferências iniciado no ano lectivo transacto. Assim, no dia 21 de Novembro decorrerá uma conferência proferida pelo Professor Doutor José Mirão sobre Geologia do Património. Pelas suas palavras: "&lt;i&gt;o objectivo geral é demonstrar como o que os alunos de Geologia aprendem pode ser útil numa outra área e integrado em equipas multidisciplinares&lt;/i&gt;".&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Planeamento:&lt;br /&gt;1. Apresentação;&lt;br /&gt;2. Definições gerais e objectivos;&lt;br /&gt;3. Técnicas e aplicações;&lt;br /&gt;4. Casos de estudo.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Venham assistir e sintam-se à vontade para partilhar esta informação.&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2997630336697488250-2318950250952496953?l=alt-shn.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://alt-shn.blogspot.com/feeds/2318950250952496953/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2997630336697488250&amp;postID=2318950250952496953' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2997630336697488250/posts/default/2318950250952496953'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2997630336697488250/posts/default/2318950250952496953'/><link rel='alternate' type='text/html' href='http://alt-shn.blogspot.com/2011/11/ciclo-de-conferencias-no-geofcul.html' title='Ciclo de Conferências no GeoFcul'/><author><name>ALT-Sociedade de História Natural</name><uri>http://www.blogger.com/profile/02361129861171422476</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://2.bp.blogspot.com/-eKEx_0eUgCY/TsWZIYl2XNI/AAAAAAAAAfc/Qptyhzo66Ko/s72-c/Jos%25C3%25A9+Mir%25C3%25A3o+Poster+imprimir.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2997630336697488250.post-6897372620837304577</id><published>2011-11-07T15:44:00.000-08:00</published><updated>2011-11-07T15:44:01.478-08:00</updated><title type='text'>VII Encontro Nacional de Biologia Evolutiva</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-thDSlKzmAxM/Trhsg_m31JI/AAAAAAAAAfA/HBay4NPtfTU/s1600/VII+Encontro+Nacional+Biologia+Evolutiva_web.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://1.bp.blogspot.com/-thDSlKzmAxM/Trhsg_m31JI/AAAAAAAAAfA/HBay4NPtfTU/s320/VII+Encontro+Nacional+Biologia+Evolutiva_web.jpg" width="226" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;O &lt;b&gt;VII Encontro Nacional de Biologia            Evolutiva &lt;/b&gt;terá lugar no dia 21 de Dezembro de 2011,            no &lt;a href="http://www.museudaciencia.org/" target="_blank"&gt;Museu da            Ciência&lt;/a&gt; da Universidade de Coimbra (&lt;a href="http://maps.google.com/maps/ms?ie=UTF8&amp;amp;t=h&amp;amp;hl=pt-PT&amp;amp;msa=0&amp;amp;msid=115022239389937722168.00044f64eaafedec108cc&amp;amp;ll=40.210286,-8.423724&amp;amp;spn=0.00399,0.009356&amp;amp;z=17" target="_blank"&gt;mapa&lt;/a&gt;),            e com o apoio do Museu da Ciência e do CIBIO. &lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;         &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt; Estão abertas &lt;a href="http://www.biologia-evolutiva.net/inscr.htm" target="_blank"&gt;&lt;b&gt;inscrições&lt;/b&gt;            para o Encontro&lt;/a&gt; que aceita participantes com ou sem comunicação.            As submissões de comunicação (oral ou poster) devem            ser feitas para o endereço: &lt;a href="mailto:biologia.evolutiva@gmail.com"&gt;biologia.evolutiva@gmail.com&lt;/a&gt;            até &lt;b&gt;20 de Novembro&lt;/b&gt; de 2011. Serão seguidamente            avaliadas por uma Comissão Científica do Encontro. O formato            de submissão deve obedecer às &lt;a href="http://www.biologia-evolutiva.net/Normas%20resumos%207ENBE%202011.doc"&gt;normas&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;No decorrer do VII Encontro será formalmente constituída            a &lt;/span&gt;           &lt;span style="font-size: small;"&gt;&lt;b&gt;Sociedade Portuguesa de Biologia Evolutiva.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;         &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Irá ser organizado um workshop pré-encontro,            no dia 20, sobre '&lt;i&gt;&lt;b&gt;Science Communication&lt;/b&gt;&lt;/i&gt;'.            Informações sobre os convidados e inscrições            serão dadas dentro de dias.&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;         &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Ajude a divulgar: &lt;a href="http://www.biologia-evolutiva.net/VII%20Encontro%20Nacional%20Biologia%20Evolutiva_web.jpg"&gt;descarregue&lt;/a&gt;            e afixe cartaz no seu local de trabalho. Mais informações em &lt;a href="http://www.biologia-evolutiva.net/"&gt;http://www.biologia-evolutiva.net/&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2997630336697488250-6897372620837304577?l=alt-shn.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://alt-shn.blogspot.com/feeds/6897372620837304577/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2997630336697488250&amp;postID=6897372620837304577' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2997630336697488250/posts/default/6897372620837304577'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2997630336697488250/posts/default/6897372620837304577'/><link rel='alternate' type='text/html' href='http://alt-shn.blogspot.com/2011/11/vii-encontro-nacional-de-biologia.html' title='VII Encontro Nacional de Biologia Evolutiva'/><author><name>ALT-Sociedade de História Natural</name><uri>http://www.blogger.com/profile/02361129861171422476</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://1.bp.blogspot.com/-thDSlKzmAxM/Trhsg_m31JI/AAAAAAAAAfA/HBay4NPtfTU/s72-c/VII+Encontro+Nacional+Biologia+Evolutiva_web.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2997630336697488250.post-2892386717152447301</id><published>2011-11-01T06:06:00.000-07:00</published><updated>2011-11-01T06:08:26.648-07:00</updated><title type='text'>Ciclo de palestras “Allosaurus: um dinossáurio, dois continentes?”</title><content type='html'>&lt;table border="0" cellpadding="0" cellspacing="0" style="width: 705px;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td height="77" style="font-family: Arial,Helvetica,sans-serif;" valign="Top" width="604"&gt;&lt;div align="right" style="line-height: 125%; text-align: right;"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;Ciclo de palestras “&lt;i&gt;Allosaurus&lt;/i&gt;: um dinossáurio, dois continentes?”&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="right" style="line-height: 125%; text-align: right;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="line-height: 125%; margin-bottom: 3.55pt;"&gt;O Museu Nacional de História Natural e da Ciência organiza um ciclo de pales­tras no âmbito da exposição &lt;i&gt;Allosaurus&lt;/i&gt;: um dinossáurio, dois continen­tes?, de 9 a 30 de Novembro, às 18h00, no auditório Aurélio Quintanilha.&lt;/div&gt;&lt;div style="line-height: 125%; margin-bottom: 3.55pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="line-height: 125%; margin-bottom: 3.55pt;"&gt;Programa:&lt;/div&gt;&lt;div style="line-height: 125%; margin-bottom: 3.55pt;"&gt;9 de Novembro&lt;/div&gt;&lt;div style="line-height: 125%; margin-bottom: 3.55pt;"&gt;Na peugada dos Dinossáurios: memórias do Museu&lt;/div&gt;&lt;div style="line-height: 125%; margin-bottom: 3.55pt;"&gt;Oradores: Pedro Dantas, Vanda F. Santos, Elisabete Malafaia&lt;/div&gt;&lt;div style="line-height: 125%; margin-bottom: 3.55pt;"&gt;(Investigadores do MNHN)&lt;/div&gt;&lt;div style="line-height: 125%; margin-bottom: 3.55pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="line-height: 125%; margin-bottom: 3.55pt;"&gt;16 de Novembro&lt;/div&gt;&lt;div style="line-height: 125%; margin-bottom: 3.55pt;"&gt;O que há de novo sobre Allosaurus da jazida de Andrés?&lt;/div&gt;&lt;div style="line-height: 125%; margin-bottom: 3.55pt;"&gt;Oradores: Elisabete Malafaia, Bruno Ribeiro&lt;/div&gt;&lt;div style="line-height: 125%; margin-bottom: 3.55pt;"&gt;(Investigadores do MNHN)&lt;/div&gt;&lt;div style="line-height: 125%; margin-bottom: 3.55pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="line-height: 125%; margin-bottom: 3.55pt;"&gt;23 de Novembro&lt;/div&gt;&lt;div style="line-height: 125%; margin-bottom: 3.55pt;"&gt;Um ambiente jurássico: Andrés há 150 milhões de anos&lt;/div&gt;&lt;div style="line-height: 125%; margin-bottom: 3.55pt;"&gt;Oradores: Nuno Pimentel*, Pedro Dantas**&lt;/div&gt;&lt;div style="line-height: 125%; margin-bottom: 3.55pt;"&gt;(*Professor de Departamento de Geologia da FCUL | **Investigador do MNHN)&lt;/div&gt;&lt;div style="line-height: 125%; margin-bottom: 3.55pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="line-height: 125%; margin-bottom: 3.55pt;"&gt;30 de Novembro (data a confirmar)&lt;/div&gt;&lt;div style="line-height: 125%; margin-bottom: 3.55pt;"&gt;O Atlântico Norte e a Península Ibérica no tempo de Allosaurus&lt;/div&gt;&lt;div style="line-height: 125%; margin-bottom: 3.55pt;"&gt;Oradores: José Carlos Kullberg, Rogério Rocha&lt;/div&gt;&lt;div style="line-height: 125%; margin-bottom: 3.55pt;"&gt;(Professores do Departamento de Ciências da Terra da FCT/UNL)&lt;/div&gt;&lt;div style="line-height: 125%; margin-bottom: 3.55pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="line-height: 125%; margin-bottom: 3.55pt;"&gt;Moderadores:&lt;/div&gt;&lt;div style="line-height: 125%; margin-bottom: 3.55pt;"&gt;A.M. Galopim de Carvalho&lt;/div&gt;&lt;div style="line-height: 125%; margin-bottom: 3.55pt;"&gt;Fernando Barriga&lt;/div&gt;&lt;div style="line-height: 125%; margin-bottom: 3.55pt;"&gt;(Professores do Departamento de Geologia da FCUL | Ex-Directores do MNHN)&lt;/div&gt;&lt;div align="right" style="line-height: 125%; text-align: right;"&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td height="882" rowspan="3" width="6"&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr&gt;   &lt;td height="3" style="font-family: Arial,Helvetica,sans-serif;" width="0"&gt;&lt;br /&gt;&lt;/td&gt;   &lt;td height="3" width="604"&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr&gt;   &lt;td height="802" style="font-family: Arial,Helvetica,sans-serif;" width="0"&gt;&lt;/td&gt;   &lt;td height="802" style="text-align: left;" valign="Top" width="604"&gt;&lt;br /&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/2997630336697488250-2892386717152447301?l=alt-shn.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://alt-shn.blogspot.com/feeds/2892386717152447301/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2997630336697488250&amp;postID=2892386717152447301' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2997630336697488250/posts/default/2892386717152447301'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2997630336697488250/posts/default/2892386717152447301'/><link rel='alternate' type='text/html' href='http://alt-shn.blogspot.com/2011/11/ciclo-de-palestras-allosaurus-um.html' title='Ciclo de palestras “Allosaurus: um dinossáurio, dois continentes?”'/><author><name>ALT-Sociedade de História Natural</name><uri>http://www.blogger.com/profile/02361129861171422476</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-2997630336697488250.post-3686130574557661493</id><published>2011-10-24T16:35:00.000-07:00</published><updated>2011-10-25T01:03:20.889-07:00</updated><title type='text'>Serra de Montejunto ameaçada</title><content type='html'>&lt;div style="text-align: justify;"&gt;Embora não esteja directamente relacionado com a paleontologia, não podemos deixar de alertar para o perigo que neste momento ameaça a integridade geológica, paisagística e principalmente a biodiversidade da Serra de Montejunto.&lt;br /&gt;&lt;/div&gt;Treze anos após a declaração de Área de Paisagem Protegida, a Serra de Montejunto encontra-se ameaçada por um projecto de construção de um parque eólico constituído por mais de vinte aerogeradores que, caso o projecto venha a ser aprovado, irá implantar uma "nuvem" de mais de vinte destas torres por toda a zona das Fontaínhas (vertente Leste da Serra de Montejunto). A zona das Fontaínhas é particularemnte sensível devido às grutas que servem de habitat a morcegos, sendo igualmente de destacar a presença de aves de rapina, entre elas a Águia de Boneli. Além disso é uma zona rica do ponto de vista arqueológico e espeleológico.&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Este alerta chegou até nós através do Espeleo Clube de Torres Vedras (ECTV), instituição com longa tradição e currículo no que à valorização e estudo da Serra de Montejunto diz respeito. Na sequência deste alerta decorreu, no sábado passado, dia 22 de Outubro, um encontro com associações de carácter ambiental com vista a não só a divulgar e conhecer melhor, no terreno, a realidade como também para delinear uma estratégia de intervenção cívica que permita sensibilizar a sociedade e os poderes políticos para o que está em risco.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Estiveram presentes representantes do ECTV, da ALAMBI (Associação para o Estudo e Defesa do Ambiente de Alenquer), da ALT - Sociedade de História Natural, e da QUERCUS (Associação Nacional de Conservação da Natureza)&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-lzo9hEgczI4/TqX1KjbI2pI/AAAAAAAAAd8/pMF8fCc8I3s/s1600/IMG_2255.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="213" src="http://4.bp.blogspot.com/-lzo9hEgczI4/TqX1KjbI2pI/AAAAAAAAAd8/pMF8fCc8I3s/s320/IMG_2255.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;A ALT - Sociedade de História de Natural vê com preocupação e perplexidade não só o projecto em si, mas principalmente o exemplo desta situação que, a concretizar-se, significará a perda definitiva de um património irrepetível. A escolha que está em cima da mesa é esta: ou se tem um parque eólico, ou se tem uma Área de Paisagem Protegida...&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Poderá acompanhar este asssunto a partir do portal da &lt;a href="http://www.alambi.net/"&gt;ALAMBI&lt;/a&gt;.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2997630336697488250-3686130574557661493?l=alt-shn.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://alt-shn.blogspot.com/feeds/3686130574557661493/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2997630336697488250&amp;postID=3686130574557661493' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2997630336697488250/posts/default/3686130574557661493'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2997630336697488250/posts/default/3686130574557661493'/><link rel='alternate' type='text/html' href='http://alt-shn.blogspot.com/2011/10/serra-de-montejunto-ameacada.html' title='Serra de Montejunto ameaçada'/><author><name>ALT-Sociedade de História Natural</name><uri>http://www.blogger.com/profile/02361129861171422476</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/-lzo9hEgczI4/TqX1KjbI2pI/AAAAAAAAAd8/pMF8fCc8I3s/s72-c/IMG_2255.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2997630336697488250.post-3417515763442920730</id><published>2011-10-11T08:00:00.000-07:00</published><updated>2011-10-12T06:19:45.101-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Congressos'/><title type='text'>I Congresso de Jovens Investigadores em Geociências, Estremoz (1 a 4/10/2011)</title><content type='html'>&lt;span class="Apple-style-span" style="background-color: white; font-family: arial,sans-serif;"&gt;&lt;span class="Apple-style-span" style="background-color: white; font-family: arial,sans-serif; font-size: 13px;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-Z8aUyYMedJ8/TpSAKR5Wz_I/AAAAAAAAAd0/iCRWErIYq8w/s1600/Captura+de+pantalla+2011-10-11+a+la%2528s%2529+18.56.08.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://1.bp.blogspot.com/-Z8aUyYMedJ8/TpSAKR5Wz_I/AAAAAAAAAd0/iCRWErIYq8w/s320/Captura+de+pantalla+2011-10-11+a+la%2528s%2529+18.56.08.png" width="237" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;Decorreu nos dias 1,2,3 e 4 de Outubro de 2011 a primeira versão do Congresso Nacional de Jovens Investigadores em Geociências em Estremoz organizado pelo Centro de Ciência Viva de Estremoz e&amp;nbsp;pela Universidade de Évora, contando ainda com a colaboração do GeoClube.&amp;nbsp;A ALT-Sociedade de História Natural (Torres Vedras) em conjunto com investigadores da Universidad Autónoma de Madrid (UAM), Universidade Nacional de Educación a Distancia (UNED) e da Fundação Dinópolis (Teruel) apresentou neste congresso a seguinte comunicação:&lt;/div&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;Mocho, P.; Ortega, F.; Royo-Torres, R. &amp;amp; Silva, B. (2011): Estado do conhecimento sobre os saurópodes do Jurássico Superior de Portugal.&amp;nbsp;&lt;i&gt;Livro de Actas do I Congresso Nacional de Jovens Investigadores em Geociências&lt;/i&gt;, Estremoz:&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: 11pt;"&gt;Resumo: &lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: Calibri,sans-serif; font-size: 11pt;"&gt;Iniciado no séc. XIX, o estudo dos saurópodes do Jurássico Superior português progrediu paulatinamente até ao final do século XX. Até então, a relação entre o registo fóssil português e o registo do Jurássico Superior da Formação de Morrison (E.U.A.) era consensual. Contudo, estudos recentes revelam que as formas existentes possuem carácter endémico, tendo sido formalizados três táxones: um diplodocídeo, &lt;i&gt;Dinheirosaurus&lt;/i&gt;; um representante basal de Macronaria, &lt;i&gt;Lourinhasaurus&lt;/i&gt;, e um Titanossauriforme, &lt;i&gt;Lusotitan&lt;/i&gt;. O registo fóssil sugere ainda a presença de Turiasauria e um possível &lt;i&gt;Camarasaurus&lt;/i&gt;. Futuros estudos filogenéticos são necessários para confirmar as propostas sistemáticas existentes e assim adicionar nova informação para a compreensão do complexo padrão paleobiogeográfico dos saurópodes do Jurássico Superior.&lt;/span&gt;&lt;/div&gt;&lt;span class="Apple-style-span" style="font-family: Calibri,sans-serif; font-size: 15px;"&gt;&lt;b&gt;&lt;span lang="EN-US" style="font-family: Calibri,sans-serif; font-size: 11pt;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Calibri,sans-serif; font-size: 15px;"&gt;&lt;b&gt;&lt;span lang="EN-US" style="font-family: Calibri,sans-serif; font-size: 11pt;"&gt;Abstract: &lt;/span&gt;&lt;/b&gt;&lt;i&gt;&lt;span lang="EN-US" style="font-family: Calibri,sans-serif; font-size: 11pt;"&gt;The study of the Portuguese Upper Jurassic sauropods began in the 19th century and progressed slowly until the end of the 20&lt;sup&gt;th&lt;/sup&gt; century. Until that time, Portuguese sauropods were related to North American forms (e.g. &lt;/span&gt;&lt;/i&gt;&lt;span lang="EN-US" style="font-family: Calibri,sans-serif; font-size: 11pt;"&gt;Apatosaurus&lt;/span&gt;&lt;i&gt;&lt;span lang="EN-US" style="font-family: Calibri,sans-serif; font-size: 11pt;"&gt; and &lt;/span&gt;&lt;/i&gt;&lt;span lang="EN-US" style="font-family: Calibri,sans-serif; font-size: 11pt;"&gt;Brachiosauru&lt;/span&gt;&lt;i&gt;&lt;span lang="EN-US" style="font-family: Calibri,sans-serif; font-size: 11pt;"&gt;s). However, recent works have been shown a more endemic status for sauropod fossil record of the Portuguese Upper Jurassic. In last 15 years three new taxa have been formalized: a diplodocid, &lt;/span&gt;&lt;/i&gt;&lt;span lang="EN-US" style="font-family: Calibri,sans-serif; font-size: 11pt;"&gt;Dinheirosauru&lt;/span&gt;&lt;i&gt;&lt;span lang="EN-US" style="font-family: Calibri,sans-serif; font-size: 11pt;"&gt;s; a basal macronarian, &lt;/span&gt;&lt;/i&gt;&lt;span lang="EN-US" style="font-family: Calibri,sans-serif; font-size: 11pt;"&gt;Lourinhasaurus&lt;/span&gt;&lt;i&gt;&lt;span lang="EN-US" style="font-family: Calibri,sans-serif; font-size: 11pt;"&gt;; and a titanosauriform, &lt;/span&gt;&lt;/i&gt;&lt;span lang="EN-US" style="font-family: Calibri,sans-serif; font-size: 11pt;"&gt;Lusotitan&lt;/span&gt;&lt;i&gt;&lt;span lang="EN-US" style="font-family: Calibri,sans-serif; font-size: 11pt;"&gt;. The fossil record also suggests the presence of eusauropods (&lt;/span&gt;&lt;/i&gt;&lt;span lang="EN-US" style="font-family: Calibri,sans-serif; font-size: 11pt;"&gt;Turiasauria&lt;/span&gt;&lt;i&gt;&lt;span lang="EN-US" style="font-family: Calibri,sans-serif; font-size: 11pt;"&gt;) and a possible &lt;/span&gt;&lt;/i&gt;&lt;span lang="EN-US" style="font-family: Calibri,sans-serif; font-size: 11pt;"&gt;Camarasaurus&lt;/span&gt;&lt;i&gt;&lt;span lang="EN-US" style="font-family: Calibri,sans-serif; font-size: 11pt;"&gt;. Future phylogenetic analyses are needed to properly understand the paleobiogeography of Portuguese Upper Jurassic sauropods.&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Este congresso apresentou-se como uma importante iniciativa na organização de um congresso direccionado para os jovens investigadores em geociências, iniciativa que há muito faltava no nosso país. Neste evento participaram ainda vários investigadores convidados&amp;nbsp;de renome nacional e internacional, como por exemplo o Doutor Fernando Noronha da Universidade do Porto.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-size: 13px;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; font-size: 13px; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-rfJGlRh5Mjo/TpRXgd4PSQI/AAAAAAAAAds/ChNi6JDOPus/s1600/316634_274365365918624_184972168191278_925529_757349192_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="213" src="http://4.bp.blogspot.com/-rfJGlRh5Mjo/TpRXgd4PSQI/AAAAAAAAAds/ChNi6JDOPus/s320/316634_274365365918624_184972168191278_925529_757349192_n.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;i&gt;&lt;span class="Apple-style-span" style="font-size: xx-small;"&gt;Sala de conferências (Foto do Geoclube)&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div style="font-size: 13px;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-size: 13px;"&gt;Nos dois últimos dias do congresso ainda houve espaço para duas saídas de campo à Serra do Marão e ao Maciço de Morais (Trás-os-Montes), dirigidas pelo Doutor Carlos Coke (UTAD) &amp;nbsp;e pelo Doutor José Feliciano (FEUP &amp;amp; LNEG).&lt;/div&gt;&lt;div style="font-size: 13px;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; font-size: 13px; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-q8fhA3jBqoA/TpRW4f0pjuI/AAAAAAAAAdc/oN2sXe-sAMM/s1600/309827_274354485919712_184972168191278_925365_870426350_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="213" src="http://4.bp.blogspot.com/-q8fhA3jBqoA/TpRW4f0pjuI/AAAAAAAAAdc/oN2sXe-sAMM/s320/309827_274354485919712_184972168191278_925365_870426350_n.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;i&gt;&lt;span class="Apple-style-span" style="font-size: xx-small;"&gt;&amp;nbsp;Doutor Carlos Coke (UTAD) na Serra do Marão (foto do Geoclube)&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div style="font-size: 13px;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; font-size: 13px; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-ZbCvJyxBXio/TpRW7IQoOTI/AAAAAAAAAdk/zak0zX4V0Fw/s1600/302249_274357782586049_184972168191278_925426_1846231187_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="213" src="http://2.bp.blogspot.com/-ZbCvJyxBXio/TpRW7IQoOTI/AAAAAAAAAdk/zak0zX4V0Fw/s320/302249_274357782586049_184972168191278_925426_1846231187_n.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;i&gt;&lt;span class="Apple-style-span" style="font-size: xx-small;"&gt;Maciço Morais (Trás-os-Montes) em pleno Ofiolito superior. (Foto do Geoclube)&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2997630336697488250-3417515763442920730?l=alt-shn.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://alt-shn.blogspot.com/feeds/3417515763442920730/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2997630336697488250&amp;postID=3417515763442920730' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2997630336697488250/posts/default/3417515763442920730'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2997630336697488250/posts/default/3417515763442920730'/><link rel='alternate' type='text/html' href='http://alt-shn.blogspot.com/2011/10/decorreu-no-dia-123-e-4-de-outubro-de.html' title='I Congresso de Jovens Investigadores em Geociências, Estremoz (1 a 4/10/2011)'/><author><name>ALT-Sociedade de História Natural</name><uri>http://www.blogger.com/profile/02361129861171422476</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://1.bp.blogspot.com/-Z8aUyYMedJ8/TpSAKR5Wz_I/AAAAAAAAAd0/iCRWErIYq8w/s72-c/Captura+de+pantalla+2011-10-11+a+la%2528s%2529+18.56.08.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2997630336697488250.post-3046223125179959914</id><published>2011-10-02T14:46:00.000-07:00</published><updated>2011-10-02T15:18:23.561-07:00</updated><title type='text'>Breve síntese sobre a Campanha Paleontológica 2011 (with an english version)</title><content type='html'>&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-AtiVYiLCzio/TojX6FRPmrI/AAAAAAAAAdQ/JUrlHlbprVU/s1600/A.L.T.+SHN+-+CAMBELAS+048_escava%25C3%25A7%25C3%25A3o+jazida+de+Cambelas.JPG" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="213" src="http://3.bp.blogspot.com/-AtiVYiLCzio/TojX6FRPmrI/AAAAAAAAAdQ/JUrlHlbprVU/s320/A.L.T.+SHN+-+CAMBELAS+048_escava%25C3%25A7%25C3%25A3o+jazida+de+Cambelas.JPG" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Escavação da Jazida TV_SPC.08&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Decorreu de 10 a 25 de Setembro mais uma Campanha Paleontológica levada a cabo pela ALT-Sociedade de História Natural (ALT-SHN). Este ano, procedemos a mais uma escavação de um dinossauro, desta vez em Cambelas. Esta jazida já havia sido intervencionada em 2003, sendo que este ano foi aberto um novo sector. Esta jazida ofereceu restos de um grande saurópode (vértebras, fémur) na anterior campanha aqui executada (em 2003), a par de ossos pertencentes a outros dinossauros de menor porte. As características sedimentares da camada onde se inserem os ossos sugerem uma deposição secundária dos mesmos, ou seja, que os restos destes animais, após enterrados num leito de um rio, terão de novo sido remobilizados, talvez por um episódio de grande energia hídrica (como uma grande cheia), que então removeu esses mesmos materiais e os terão colocado noutra zona. O novo sector intervencionado permitiu definir os limites e extensão da jazida, tendo-se encontrado elementos pertencentes a crocodilos, peixes, dinossauros (herbívoros e carnívoros) e tartarugas. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-2R0H6DWp520/TojYWSo0ibI/AAAAAAAAAdU/Y-XkdkVAicE/s1600/Identifica%25C3%25A7%25C3%25A3o+de+uma+nova+jazida+com+dinossauro.JPG" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="211" src="http://3.bp.blogspot.com/-2R0H6DWp520/TojYWSo0ibI/AAAAAAAAAdU/Y-XkdkVAicE/s320/Identifica%25C3%25A7%25C3%25A3o+de+uma+nova+jazida+com+dinossauro.JPG" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;span style="font-size: x-small;"&gt;Identificação e registo de uma nova jazida com dinossauros&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Mas as actividades de campo não se restringiram apenas a escavações. Foram ainda realizados trabalhos de prospecção paleontológica, os quais resultaram na descoberta de três novas jazidas com dinossauros, trilhos com pegadas destes últimos animais e outros compostos exclusivamente por pegadas de tartarugas e possivelmente de répteis voadores. Esta ultima descoberta surpreendeu-nos, pois a sua extensão é enorme e é potencialmente adequada a uma musealização &lt;i&gt;in situ&lt;/i&gt;. Neste âmbito foram ainda registadas várias jazidas contendo espécimes pertencentes á famosa tartaruga fóssil de Torres Vedras, &lt;i&gt;Selenemys lusitanica&lt;/i&gt;. A equipa procedeu ainda à monitorização e minimização de impactes de muitas jazidas do concelho de Torres Vedras, com acesso difícil e cuja escavação é impossível, de forma a ir registando novos vestígios expostos pela erosão das arribas e tentar exumar o máximo de elementos possíveis, de forma que não se percam estes importantes achados e se recupere o máximo de informação científica. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Registo 3D de vestígios paleontológicos&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://youtu.be/Za52zY-zBtg" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="234" src="http://2.bp.blogspot.com/-bxA-fz6u-WU/TojbeEIRYvI/AAAAAAAAAdY/gadltekc4_0/s320/P%25C3%25A9gada+de+dinossauro+em+3D.jpg" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Clique na imagem, para ver levantamento em 3D&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;span style="font-size: small;"&gt;A grande inovação deste ano foi, contudo, o inicio da utilização de imagens 3D para registo. Existem centenas de jazidas registadas no Sistema de Informação Geográfico Aplicado à Paleontologia, desenvolvido pelo nosso Departamento de Informação Geográfica, desde trilhos de pegadas a grandes blocos contendo ossos de dinossauros, que em muitos casos estão na linha de influência das marés ou que pela sua localização no fundo das arribas do Concelho são praticamente impossíveis de remover. Para que não se perca essa informação, estamos a proceder ao seu registo tridimensional, para efeitos de salvaguarda e memória futura, estudo científico em laboratório e aplicação em futuros processos museológicos. Estamos muito satisfeitos com a aplicação destas novas tecnologias e estamos a desenvolver parcerias no sentido de explorar ao máximo a sua aplicabilidade no património paleontológico de Torres Vedras. Para além dos membros da ALT-SHN, participaram estudantes de geologia da Universidade de Lisboa e investigadores do Grupo de Biologia Evolutiva da UNED (Madrid, Espanha).&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;Os trabalhos foram apoiados pela Câmara Municipal de Torres Vedras, Junta de Freguesia de São Pedro da Cadeira e ainda pela empresa Ângelo Custódio Rodrigues, S.A.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;English version &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;i&gt;&lt;span class="" id="result_box" lang="en"&gt;&lt;span title="Decorreu de 10 a 25 de Setembro mais uma Campanha Paleontológica levada a cabo da ALT-Sociedade de História Natural (ALT-SHN)."&gt;Held from 10 to 25 September over a campaign carried out by Paleontologists of the ALT-Natural History Society (ALT-SHN). &lt;/span&gt;&lt;span title="Este ano, procedemos a mais uma escavação de um dinossauro, desta vez em Cambelas."&gt;This year, we carried out another excavation of a dinosaur, this time in Cambelas (a small village in the west cost of Torres Vedras Municipallity). &lt;/span&gt;&lt;span title="Esta jazida já havia sido intervencionada em 2003, sendo que este ano foi aberto um novo sector."&gt;This quarry had been-intervention in 2003, and this year we opened a new sector. &lt;/span&gt;&lt;span title="Esta jazida ofereceu restos de um grande saurópode (vértebras, fémur) na anterior campanha aqui executada (em 2003), a par de ossos pertencentes a outros dinossauros de menor porte."&gt;This  deposit offered a large sauropod remains (vertebrae, femur) in the  previous season here runs (in 2003), the pair of bones belonging to  other smaller dinosaurs. &lt;/span&gt;&lt;span title="As características sedimentares da camada onde se inserem os ossos sugerem uma deposição secundária dos mesmos, ou seja, que os restos destes animais, após enterrados num leito de um rio, terão de novo sido remobilizados, talvez por um episódio de grande energia hídrica (como"&gt;The  characteristics of the sedimentary layer where the bones fall suggest a  secondary deposition of these, namely, that the remains of these  animals after buried in a riverbed, have been remobilized again, perhaps  an episode of major hydropower (as &lt;/span&gt;&lt;span title="uma grande cheia), que então removeu esses mesmos materiais e os terão colocado noutra zona."&gt;a great flood), which then removed these same materials and have placed in another area. &lt;/span&gt;&lt;span title="O novo sector intervencionado permitiu definir os limites e extensão da jazida, tendo-se encontrado elementos pertencentes a crocodilos, peixes, dinossauros (herbívoros e carnívoros) e tartarugas."&gt;The  new sector-intervention defined the limits and extent of the deposit,  having been found items belonging to crocodiles, fish, dinosaurs  (herbivores and carnivores) and turtles.&lt;br /&gt;&lt;/span&gt;&lt;span title="Mas as actividades de campo não se restringiram apenas a escavações."&gt;But the field activities were not restricted only to excavations. &lt;/span&gt;&lt;span title="Foram ainda realizados trabalhos de prospecção paleontológica, os quais resultaram na descoberta de três novas jazidas com dinossauros, trilhos com pegadas destes últimos animais e outros compostos exclusivamente por pegadas de tartarugas e possivelmente de répteis voadores."&gt;Have  been conducted paleontological prospecting work, which resulted in the  discovery of three new quarrys with dinosaurs, footprints of the latter,  tracks with other animals composed exclusively of tracks of turtles  and possibly flying reptiles. &lt;/span&gt;&lt;span title="Esta ultima descoberta surpreendeu-nos, pois a sua extensão é enorme e é potencialmente adequada a uma musealização in situ."&gt;This last finding surprised us, because its extent is enormous and is potentially suitable for a museum acquisition in situ. &lt;/span&gt;&lt;span title="Neste âmbito foram ainda registadas várias jazidas contendo espécimes pertencentes á famosa tartaruga fóssil de Torres Vedras, Selenemys lusitanica."&gt;In  this context were also recorded several deposits containing specimens  belonging to the famous turtle fossil of Torres Vedras, &lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;span class="" id="result_box" lang="en"&gt;&lt;span title="Neste âmbito foram ainda registadas várias jazidas contendo espécimes pertencentes á famosa tartaruga fóssil de Torres Vedras, Selenemys lusitanica."&gt;Selenemys  lusitanica&lt;/span&gt;&lt;/span&gt;&lt;i&gt;&lt;span class="" id="result_box" lang="en"&gt;&lt;span title="Neste âmbito foram ainda registadas várias jazidas contendo espécimes pertencentes á famosa tartaruga fóssil de Torres Vedras, Selenemys lusitanica."&gt;. &lt;/span&gt;&lt;span title="A equipa procedeu ainda à monitorização e minimização de impactes de muitas jazidas do concelho de Torres Vedras, com acesso difícil e cuja escavação é impossível, de forma a ir registando novos vestígios expostos pela erosão das arribas e tentar exumar o máximo de elementos possíveis, de"&gt;The  team also proceeded to monitoring and minimizing the impacts of many fossil sites in the municipality of Torres Vedras, with difficult access and  where excavation is impossible, in order to get new recording remains  exposed by erosion of the cliffs and try to exhume as many elements as  possible, in &lt;/span&gt;&lt;span title="forma que não se percam estes importantes achados e se recupere o máximo de informação científica."&gt;so do not miss these important findings and recover as much scientific information.&lt;br /&gt;&lt;/span&gt;&lt;span title="Registo 3D de vestígios paleontológicos"&gt;&lt;b&gt;3D Registration of paleontological remains&lt;/b&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title="A grande inovação deste ano foi, contudo, o inicio da utilização de imagens 3D para registo."&gt;The major innovation this year, however, was the beginning of the use of 3D images on the field. &lt;/span&gt;&lt;span title="Existem centenas de jazidas registadas no Sistema de Informação Geográfico Aplicado à Paleontologia, desenvolvido pelo nosso Departamento de Informação Geográfica, desde trilhos de pegadas a grandes blocos contendo ossos de dinossauros, que em muitos casos estão na linha de influência das marés ou que pela sua localização"&gt;There  are hundreds of vertebrate fossil sites recorded in the Geographic Information System  Applied to Paleontology, developed by our Department of Geographic  Information, tracks of footprints, large block containing  dinosaur bones, which in many cases are in line tidal or by location &lt;/span&gt;&lt;span title="no fundo das arribas do Concelho são praticamente impossíveis de remover."&gt;at the bottom of the cliffs of the County are virtually impossible to remove. &lt;/span&gt;&lt;span title="Para que não se perca essa informação, estamos a proceder ao seu registo tridimensional, para efeitos de salvaguarda e memória futura, estudo científico em laboratório e aplicação em futuros processos museológicos."&gt;Not  to miss this information, we proceed to the 3D  for the purpose of safeguarding and future memory, scientific study in  the laboratory and museum application in future cases. &lt;/span&gt;&lt;span title="Estamos muito satisfeitos com a aplicação destas novas tecnologias e estamos a desenvolver parcerias no sentido de explorar ao máximo a sua aplicabilidade no património paleontológico de Torres Vedras."&gt;We  are very pleased with the application of these new technologies and are  developing partnerships in order to fully exploit its applicability in  the paleontological heritage of Torres Vedras. &lt;/span&gt;&lt;span title="Para além dos membros da ALT-SHN, participaram estudantes de geologia da Universidade de Lisboa e investigadores do Grupo de Biologia Evolutiva da UNED (Madrid, Espanha)."&gt;In  addition to the members of the ALT-SHN, participated on these field works geology students attended the  University of Lisbon and researchers of the Evolutionary Biology Group at UNED  (Madrid, Spain).&lt;br /&gt;&lt;/span&gt;&lt;span title="Os trabalhos foram apoiados pela Câmara Municipal de Torres Vedras, Junta de Freguesia de São Pedro da Cadeira e ainda pela empresa Ângelo Custódio Rodrigues, SA"&gt;The  work was supported by the city of Torres Vedras, Parish of São Pedro da Cadeira and the company Ângelo Custódio Rodrigues, SA&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;span style="font-size: small;"&gt;&lt;i&gt; &lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2997630336697488250-3046223125179959914?l=alt-shn.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://alt-shn.blogspot.com/feeds/3046223125179959914/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2997630336697488250&amp;postID=3046223125179959914' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2997630336697488250/posts/default/3046223125179959914'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2997630336697488250/posts/default/3046223125179959914'/><link rel='alternate' type='text/html' href='http://alt-shn.blogspot.com/2011/10/breve-sintese-sobre-campanha.html' title='Breve síntese sobre a Campanha Paleontológica 2011 (with an english version)'/><author><name>ALT-Sociedade de História Natural</name><uri>http://www.blogger.com/profile/02361129861171422476</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://3.bp.blogspot.com/-AtiVYiLCzio/TojX6FRPmrI/AAAAAAAAAdQ/JUrlHlbprVU/s72-c/A.L.T.+SHN+-+CAMBELAS+048_escava%25C3%25A7%25C3%25A3o+jazida+de+Cambelas.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2997630336697488250.post-6444766995145418188</id><published>2011-09-09T04:10:00.000-07:00</published><updated>2011-09-09T04:12:35.064-07:00</updated><title type='text'>Nova Campanha Paleontológica 2011/New Paleontological Field Work, 2011</title><content type='html'>&lt;h6 class="uiStreamMessage" data-ft="{&amp;quot;type&amp;quot;:1}" style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt;&lt;span style="font-size: small;"&gt;&lt;span class="messageBody" data-ft="{&amp;quot;type&amp;quot;:3}"&gt;Amanhã,  dia 10 de Setembro iniciamos mais uma fase de trabalhos de campo. Desta  vez, vamos escavar um dinossauro saurópode. Uma segunda equipa vai  proceder ao levantamento a 3D de pegadas de dinossauros. Os trabalhos  irão decorrer de 10 a 18 (trabalho de campo) e de 19 a 25 (trabalhos de  laboratório). Vamos lançando algumas imagens e noticias aqui (&lt;a href="http://www.facebook.com/profile.php"&gt;e no FB&lt;/a&gt;) para  vos ir dando conta...&lt;/span&gt;&lt;/span&gt;&lt;/h6&gt;&lt;h6 class="uiStreamMessage" data-ft="{&amp;quot;type&amp;quot;:1}" style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt;&lt;i&gt;&lt;span style="font-size: small;"&gt;&lt;span class="messageBody" data-ft="{&amp;quot;type&amp;quot;:3}"&gt;Tomorrow,  September 10th we will start another season of field work. This time  we'll dig a sauropod dinosaur. A second team will proceed to a 3D survey  of dinosaur footprints. Work will take place from 10 to 18 (field work)  and from 19 to 25 (laboratory work). We'll put some pictures and news  here and at &lt;a href="http://www.facebook.com/profile.php"&gt;FB,&lt;/a&gt; so you can follow the results of the work.&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/h6&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2997630336697488250-6444766995145418188?l=alt-shn.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://alt-shn.blogspot.com/feeds/6444766995145418188/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2997630336697488250&amp;postID=6444766995145418188' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2997630336697488250/posts/default/6444766995145418188'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2997630336697488250/posts/default/6444766995145418188'/><link rel='alternate' type='text/html' href='http://alt-shn.blogspot.com/2011/09/nova-campanha-paleontologica-2011new.html' title='Nova Campanha Paleontológica 2011/New Paleontological Field Work, 2011'/><author><name>ALT-Sociedade de História Natural</name><uri>http://www.blogger.com/profile/02361129861171422476</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>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2997630336697488250.post-1469150919236121639</id><published>2011-08-01T05:55:00.000-07:00</published><updated>2011-08-01T06:10:02.132-07:00</updated><title type='text'>Escavação paleontológica de emergência sobre uma baleia fóssil, em Lisboa</title><content type='html'>&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-u_S3P-o4IOg/Tjag1Ob1aPI/AAAAAAAAAdA/QAPrcPHQlRM/s1600/DSC05620.JPG" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="150" src="http://4.bp.blogspot.com/-u_S3P-o4IOg/Tjag1Ob1aPI/AAAAAAAAAdA/QAPrcPHQlRM/s200/DSC05620.JPG" width="200" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="font-family: Arial,Helvetica,sans-serif; text-align: center;"&gt;&lt;span style="font-size: x-small;"&gt;Escavação das mandíbulas&lt;/span&gt;&lt;/td&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Decorreu no passado mês de Junho uma Sondagem Paleontológica de Diagnóstico, com carácter de emergência, que visou a detecção e salvamento de restos osteológicos de uma baleia fóssil, no Miocénico de Lisboa. A descoberta de duas mandíbulas deste cetáceo fóssil ocorreu durante o Acompanhamento Arqueológico da abertura de valas no âmbito do Projecto &lt;i&gt;"Linhas Eléctricas Enterradas, Lote 3-Troço Alto de S. João/Sacavém a 220kV&lt;/i&gt;," promovido pela REN S.A., concretamente na Rua Cidade de Luanda (Concelho de Lisboa, Freguesia de Olivais), por arqueólogos da empresa Novarqueologia, Lda. Dada a relevância do achado, a empresa de arqueologia responsável pelo Acompanhamento Arqueológico contactou o &lt;a href="http://www.alt-shn.org/apresentaccedilatildeo.html"&gt;Laboratório de Paleontologia e Paleoecologia da ALT-SHN,&lt;/a&gt; para que fosse executada uma Sondagem de Diagnóstico, de forma a avaliar o grau de preservação do exemplar, bem como proceder à remoção e registo dos elementos osteológicos presentes.&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-80BNvIWf-FU/Tjag5FNlVDI/AAAAAAAAAdE/nE76m25PSWQ/s1600/DSC05621.JPG" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="150" src="http://1.bp.blogspot.com/-80BNvIWf-FU/Tjag5FNlVDI/AAAAAAAAAdE/nE76m25PSWQ/s200/DSC05621.JPG" width="200" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Consolidação do exemplar&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-eHiqDThjfag/Tjag6qk7UmI/AAAAAAAAAdM/knlHlR7LlwU/s1600/DSC05649.JPG" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="150" src="http://3.bp.blogspot.com/-eHiqDThjfag/Tjag6qk7UmI/AAAAAAAAAdM/knlHlR7LlwU/s200/DSC05649.JPG" width="200" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Engazamento para extracção&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; text-align: left;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-Tg2wXuTKH9g/Tjag547vHjI/AAAAAAAAAdI/vcgFDx22La8/s1600/DSC05625.JPG" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="150" src="http://1.bp.blogspot.com/-Tg2wXuTKH9g/Tjag547vHjI/AAAAAAAAAdI/vcgFDx22La8/s200/DSC05625.JPG" width="200" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Mandíbulas, após escavaçã&lt;span style="font-size: small;"&gt;o&lt;/span&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;span style="font-size: small;"&gt;Relativamente aos restos fósseis encontrados, estes correspondem a dois sectores mandibulares de um mesmo indivíduo, não estando em ambas preservada a terminação posterior, que incluiria os processos coronóides e angulares.  Parte da mandíbula foi fracturada durante o processo de abertura da vala no âmbito deste projecto, ainda que os maiores danos tenham sido causados pela vala para implantação de condutas de gás, já existente. O apreciável estado de conservação, bem com um posicionamento próximo da posição de vida (apenas com ligeiro deslocamento lateral das terminações anteriores bem como uma ligeira vergência para o lado direito) permitiu considerar a hipótese de encontrar mais restos desta baleia fóssil, nomeadamente cranianos. Restos posicionados posteriormente a estas mandíbulas (e.g. vértebras cervicais e dorsais), se preservados, terão provavelmente sido removidos e danificados durante a abertura da vala de colocação de gás. Procederam-se aos trabalhos de escavação e remoção das mandíbulas, e localização de possíveis novos restos, pesquisa que não obteve sucesso. Numa primeira análise, é possível concluir que estamos na presença de uma baleia pertencente à subordem Mysticeti, sendo contudo difícil de determinar a sua família (famílias prováveis: Cetotheriidae, Balaenidae, Balaenopteridae).&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;Do ponto de vista estratigráfico, os sedimentos que continham estes restos osteológicos correspondem à transição entre o Miocénico médio a superior, mais precisamente aos Calcários de Marvila, com idades atribuídas ao Serrevaliano superior/Tortoniano Inferior (entre 13.65 e 11.60 Milhões de anos).&amp;nbsp;&amp;nbsp;A sua riqueza em cetáceos fósseis encontra-se já documentada pelos diversos restos fósseis, incluindo diversos crânios parcialmente completos, existentes no Museu Geológico do LNEG.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt; Esta não foi a primeira cooperação entre o LPP da ALT-SHN e a empresa Novarqueologia, uma vez que em 2007 a equipa do LPP foi chamada a escavar parte de uma tartaruga (Plesiochelis?) do &lt;a href="http://www.alt-shn.org/colecccedilatildeo-paleontoloacutegica.html"&gt;Jurássico superior de Torres Vedras,&lt;/a&gt; igualmente numa obra da REN, mostrando claramente que aumenta a consciência e interesse na preservação do Património Paleontológico.&lt;/span&gt; &lt;/div&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;"&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2997630336697488250-1469150919236121639?l=alt-shn.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://alt-shn.blogspot.com/feeds/1469150919236121639/comments/default' title='Enviar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=2997630336697488250&amp;postID=1469150919236121639' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2997630336697488250/posts/default/1469150919236121639'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2997630336697488250/posts/default/1469150919236121639'/><link rel='alternate' type='text/html' href='http://alt-shn.blogspot.com/2011/08/escavacao-paleontologica-de-emergencia.html' title='Escavação paleontológica de emergência sobre uma baleia fóssil, em Lisboa'/><author><name>ALT-Sociedade de História Natural</name><uri>http://www.blogger.com/profile/02361129861171422476</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/-u_S3P-o4IOg/Tjag1Ob1aPI/AAAAAAAAAdA/QAPrcPHQlRM/s72-c/DSC05620.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2997630336697488250.post-8385107736964723758</id><published>2011-07-21T12:33:00.000-07:00</published><updated>2011-07-21T12:33:36.161-07:00</updated><title type='text'>Curso de Autocad - Outubro e Novembro de 2011</title><content type='html'>&lt;div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: justify;"&gt;O&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;s Departamentos de Informação Geográfica e de Educação e Formação da ALT-Sociedade de História Natural organizam um &lt;/span&gt;&lt;a href="http://www.alt-shn.org/curso-autocad-20112012.html" style="font-family: Arial,Helvetica,sans-serif;"&gt;Curso de AutoCAD&lt;/a&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;, que se realizará de &lt;/span&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Outubro a Novembro de 2011.&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&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;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val="Cambria Math"/&gt;    &lt;m:brkBin m:val="before"/&gt;    &lt;m:brkBinSub m:val="&amp;#45;-"/&gt;    &lt;m:smallFrac m:val="off"/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val="0"/&gt;    &lt;m:rMargin m:val="0"/&gt;    &lt;m:defJc m:val="centerGroup"/&gt;    &lt;m:wrapIndent m:val="1440"/&gt;    &lt;m:intLim m:val="subSup"/&gt;    &lt;m:naryLim m: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 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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; 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" 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
