tag:blogger.com,1999:blog-58509577316991621262024-03-21T12:00:22.787+00:00ArqueociênciasArqueologia Ambiental * Ciências e Tecnologias aplicadas ao patrimónioJTeresohttp://www.blogger.com/profile/16376341674056968369noreply@blogger.comBlogger234125tag:blogger.com,1999:blog-5850957731699162126.post-70959779685590532792012-07-18T20:47:00.003+01:002012-07-18T20:48:37.143+01:00A conduta dolosa da Ciência? Um prémio Nobel da Física, Heinrich Rohrer a escrever acerca das fraudes em ciência, no <a href="http://www.publico.pt/ProjectSyndicate/Heinrich%20Rohrer/a-conduta-dolosa-da-ciencia-1554578">Público</a>.JTeresohttp://www.blogger.com/profile/16376341674056968369noreply@blogger.com0tag:blogger.com,1999:blog-5850957731699162126.post-56177193420548994142012-07-07T10:17:00.001+01:002012-07-07T10:17:52.784+01:00Cadernos do GEEvH: Primeiro Volume<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoYzXh9QDs1Mdpgu_hO_5w0QDP5skIta3tDoFU9YD9JTwCUDMZEUnjPAoZnqB5G0sTbtZilSqf6RiIbgk82jbBOh7ai8WAox4ysLuzYz7y0D_AqLYCHIY4eWftQRZm2dcyoLyDnMZW8Cs/s1600/CdG.jpg" imageanchor="1" style="margin-left:1em; margin-right:1em"><img border="0" height="400" width="283" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoYzXh9QDs1Mdpgu_hO_5w0QDP5skIta3tDoFU9YD9JTwCUDMZEUnjPAoZnqB5G0sTbtZilSqf6RiIbgk82jbBOh7ai8WAox4ysLuzYz7y0D_AqLYCHIY4eWftQRZm2dcyoLyDnMZW8Cs/s400/CdG.jpg" /></a></div>
O primeiro volume da nova revista electrónica "Cadernos do GEEvH" está já disponível online. Trata-se de uma iniciativa do Grupo de Estudos em Evolução Humana e pode ser descarregada no <a href="http://geevh.jimdo.com/">site </a>desta associação. Não percam!David Gonçalveshttp://www.blogger.com/profile/06009798993984948722noreply@blogger.com0tag:blogger.com,1999:blog-5850957731699162126.post-49537846460215200132012-06-08T15:58:00.001+01:002012-06-08T15:58:06.540+01:00Territórios de Fronteira: Ciclo de 11 de Junho<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjta54I9_8aBmyHsG-GApXWaJwNAKUTwpfqJltAfSbf3XZJuSdEH-YlJ2aFEfFMlbq0lq5HnPtGlTlOTddlLT_J45_nl-QYuHbF7FxzpfDNlK2Pn4bbIXOmXHyHGTD4D6RPFeH7y_Z6DKM/s1600/Ciclo+Jun+2012_web.jpg" imageanchor="1" style="margin-left:1em; margin-right:1em"><img border="0" height="400" width="310" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjta54I9_8aBmyHsG-GApXWaJwNAKUTwpfqJltAfSbf3XZJuSdEH-YlJ2aFEfFMlbq0lq5HnPtGlTlOTddlLT_J45_nl-QYuHbF7FxzpfDNlK2Pn4bbIXOmXHyHGTD4D6RPFeH7y_Z6DKM/s400/Ciclo+Jun+2012_web.jpg" /></a>
Na próxima segunda-feira dia 11 de Junho terá lugar no Museu Nacional de Arqueologia mais um ciclo de conferências <b>Territórios de Fronteira</b>. O cartaz inclui João Pimenta (C.M. Vila Franca de Xira), Ana Luísa Santos (CIAS/U. Coimbra) e Simon Davis (IGESPAR). A sessão terá o seu início às 18 horas.David Gonçalveshttp://www.blogger.com/profile/06009798993984948722noreply@blogger.com0tag:blogger.com,1999:blog-5850957731699162126.post-86396113515554306862012-05-06T23:35:00.002+01:002012-05-06T23:35:55.389+01:00Territórios de Fronteira: Ciclo de Maio<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGy-wUxwLgt-JNRE1swwxKAeIJHd1Ltz_4vNeB79K0QMCruw2reJJdyEierBBfckgjBBjceFZ73VgDolFmN6xrl5YAZcxnVNzaI-U4r3VtD4TuDPCc8HKlyRDFDt_MquCsoYDLQwtEPeU/s1600/Ciclo+Maio+2012web.jpg" imageanchor="1" style="margin-left:1em; margin-right:1em"><img border="0" height="400" width="310" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGy-wUxwLgt-JNRE1swwxKAeIJHd1Ltz_4vNeB79K0QMCruw2reJJdyEierBBfckgjBBjceFZ73VgDolFmN6xrl5YAZcxnVNzaI-U4r3VtD4TuDPCc8HKlyRDFDt_MquCsoYDLQwtEPeU/s400/Ciclo+Maio+2012web.jpg" /></a></div>
A sessão de Maio do Territórios de Fronteira irá ter lugar amanhã, dia 7 de Maio às 18 horas, no lugar do costume - o Museu Nacional de Arqueologia. Este ciclo terá contribuições nas áreas da Arqueologia, Zooarqueologia e Antropologia.
Não percam!David Gonçalveshttp://www.blogger.com/profile/06009798993984948722noreply@blogger.com0tag:blogger.com,1999:blog-5850957731699162126.post-79182442663999713272012-04-05T10:27:00.003+01:002012-04-05T10:46:48.824+01:00Territórios de Fronteira: Ciclo de Abril<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_Cwo-Eiqg5o7LjQSL0Qu8t06xPtWjNNUBdY9ISF62sJWz93ZM52FPVQyO_94gL_qenXwUy9-6S37WxEr1G2I5KcHkV0FPjMDDFpn9pmZ-25EhppMqr_FndGkdUrHu1PjbZBeCEYQnrSM/s1600/424123_10150712461575589_91182905588_11554851_19057535_n.jpg"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 310px; height: 400px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_Cwo-Eiqg5o7LjQSL0Qu8t06xPtWjNNUBdY9ISF62sJWz93ZM52FPVQyO_94gL_qenXwUy9-6S37WxEr1G2I5KcHkV0FPjMDDFpn9pmZ-25EhppMqr_FndGkdUrHu1PjbZBeCEYQnrSM/s400/424123_10150712461575589_91182905588_11554851_19057535_n.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5727846329631057586" /></a><br /><br /><br />Não percam na próxima quinta-feira dia 12 de Abril mais um ciclo de conferências no Museu Nacional de Arqueologia. Desta feita, a ênfase será dada aos restos osteológicos.David Gonçalveshttp://www.blogger.com/profile/06009798993984948722noreply@blogger.com0tag:blogger.com,1999:blog-5850957731699162126.post-59985650022189562562012-03-20T18:17:00.003+00:002012-03-20T18:28:29.257+00:00Guerra do Ultramar e repatriação dos restos mortais.<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8_vkpux54rSDiQiWFpQjsgGHs0adjQPJEHuJ1aBXcuj1cAztQLbRFDT2zzG3hjgXLgIy5jIY0AUEI-ZfFwYl7zL-HeID-EZakScjG2DTR-ajhsIAmktv9TPlt5gtopuDmYRreiZlqmAM/s1600/guine_2%255B1%255D.JPG"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 286px; height: 400px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8_vkpux54rSDiQiWFpQjsgGHs0adjQPJEHuJ1aBXcuj1cAztQLbRFDT2zzG3hjgXLgIy5jIY0AUEI-ZfFwYl7zL-HeID-EZakScjG2DTR-ajhsIAmktv9TPlt5gtopuDmYRreiZlqmAM/s400/guine_2%255B1%255D.JPG" border="0" alt=""id="BLOGGER_PHOTO_ID_5722047519265573826" /></a><br /><br /><br />Vai ter lugar no dia 21 de Abril a conferência "Preservação de Memórias: exumação e identificação de soldados portugueses na Guiné Bissau. A oradora será a coordenadora da equipa que executou a operação: a Professora Doutora Eugénia Cunha. A sessão está marcada para a delegação sul do Instituto Nacional de Medicina Legal.<br /><br />Apesar de à partida, esta conferência não aparentar ter uma temática arqueológica, este é um bom exemplo da aplicação das metodologias de campo da arqueologia a contextos forenses.<br /><br />Não percam!David Gonçalveshttp://www.blogger.com/profile/06009798993984948722noreply@blogger.com0tag:blogger.com,1999:blog-5850957731699162126.post-71763737857364242752012-03-14T13:26:00.001+00:002012-03-14T13:28:49.180+00:00Holocene interplay between a dune field and coastal lakes in the Quiaios– Tocha region, central littoral PortugalSaiu no último número da <a href="http://hol.sagepub.com/content/22/4/383.abstract?rss=1">Holocene</a>:<br /><br /><h1 id="article-title-1">Holocene interplay between a dune field and coastal lakes in the Quiaios– Tocha region, central littoral Portugal</h1> <div class="contributors intlv"> <ol class="contributor-list" id="contrib-group-1"><li class="contributor" id="contrib-1"><span class="name"><a class="name-search" href="http://hol.sagepub.com/search?author1=Randi+Danielsen&sortspec=date&submit=Submit">Randi Danielsen</a></span></li><li class="contributor" id="contrib-2"><span class="name"><a class="name-search" href="http://hol.sagepub.com/search?author1=Ana+M.+Castilho&sortspec=date&submit=Submit">Ana M. Castilho</a></span></li><li class="contributor" id="contrib-3"><span class="name"><a class="name-search" href="http://hol.sagepub.com/search?author1=Pedro+A.+Dinis&sortspec=date&submit=Submit">Pedro A. Dinis</a></span></li><li class="contributor" id="contrib-4"><span class="name"><a class="name-search" href="http://hol.sagepub.com/search?author1=Ant%C3%B3nio+C.+Almeida&sortspec=date&submit=Submit">António C. Almeida</a></span></li><li class="last" id="contrib-5"><span class="name"><a class="name-search" href="http://hol.sagepub.com/search?author1=Pedro+M.+Callapez&sortspec=date&submit=Submit">Pedro M. Callapez</a></span></li></ol> <ol class="affiliation-list"><li class="aff"><a id="aff-1" name="aff-1"></a><address> <sup>1</sup>IGESPAR, IP, Portugal </address> </li><li class="aff"><a id="aff-2" name="aff-2"></a><address> <sup>2</sup>University of Coimbra, Portugal </address> </li></ol> <ol class="corresp-list"><li class="corresp" id="corresp-1">Randi Danielsen, IGESPAR, IP, Laboratory of Archaeosciences, Rua da Bica do Marquês 2, 1300-087 Lisbon, Portugal. Email: <a href="mailto:randidanielsen@gmail.com">randidanielsen@gmail.com</a> </li></ol> </div> <div class="section abstract" id="abstract-1"> <h2>Abstract</h2> <p id="p-1">Coastal dune fields and dune-body associated lakes were studied through sedimentological, malacological and palynological analyses. Lake deposits and palaeosoil horizons gave new information about phases of aeolian activity and dune building, coastline and sea level, vegetation history and cultural impact. After a period of intense aeolian activity (Late Pleistocene) that limited soil-forming processes, a wet aeolian field, recorded by podzolized sands and interdune wetland deposits, was present in the region. Around 5000 to 4000 yr BP sea level reached the current level and the coastline was situated <em>c</em>. 1 km further inland compared with the present situation. Subsequently lagoon-barrier island systems developed <em>c</em>. 4000 yr BP. Vegetation in the region during this time was a pine/oak forest. Between 4000 and 1600 yr BP the forest was replaced by a semi-natural heathland. Later the heathland was degraded, allowing dune migration and finally formation of a desert-like landscape. This process was probably a consequence of a combination of deteriorating climate during the ‘Little Ice Age’ (LIA) and overgrazing. To counteract sand invasion, reforestation efforts were initiated in the region <em>c</em>. 300 years ago and locally along the coastal margin between 1924 and 1940. Formation of the row of freshwater lakes bordering the dune field at present was contemporaneous with the initial reforestation phase. A close relation between lake formation and accumulation of sand dunes was found. Various types of dunes were identified, truncated dunes, parabolic dunes and transverse/oblique dunes. Dune migration caused an eastward displacement of lakes. </p> </div>JTeresohttp://www.blogger.com/profile/16376341674056968369noreply@blogger.com0tag:blogger.com,1999:blog-5850957731699162126.post-63525452485575486302012-03-13T10:14:00.000+00:002012-03-13T10:15:24.101+00:00Registo Sedimentar Pleito-Holocénico em Sistemas Lagunares. Casos de Estudo entre a Nazaré e Sines<div class="gmail_quote">A APEQ tem o prazer de vos convidar para a conferência <strong><em>Registo Sedimentar Pleito-Holocénico em Sistemas Lagunares. Casos de Estudo entre a Nazaré e Sines</em>, </strong>proferida pela Profª Conceição Freitas que decorrerá no próximo dia 20 de Março, pelas 17h30, na Faculdade de Letras do Porto.<br /></div> <div class="gmail_quote">A entrada é livre. </div> <div class="gmail_quote"> </div> <div class="gmail_quote">Será igualmente apresentada a revista da Apeq, <em>Estudos do Quaternário</em> nº 7, relativa ao ano de 2011.</div> <div class="gmail_quote"> </div><div><strong><span style="font-family:arial,helvetica,sans-serif;"><span><em>Curriculum vitae</em> resumido da Profª Conceição Freita</span><span style="FONT-FAMILY:Calibri,sans-serif;COLOR:rgb(31,73,125)"> </span></span></strong> <div style="MARGIN:0cm 0cm 0pt;FONT-FAMILY:'Times New Roman',serif"><span style="FONT-FAMILY:Calibri,sans-serif;COLOR:rgb(31,73,125)"></span><span style="font-family:arial,helvetica,sans-serif;"><span style="FONT-FAMILY:Symbol"><span>*<span style="LINE-HEIGHT:normal;FONT-VARIANT:normal;FONT-STYLE:normal;FONT-FAMILY:'Times New Roman';FONT-WEIGHT:normal"> </span></span></span>Especialista em Geologia Costeira;</span></div> <div style="MARGIN:0cm 0cm 0pt;FONT-FAMILY:'Times New Roman',serif"><span style="font-family:arial,helvetica,sans-serif;"><span style="FONT-FAMILY:Symbol"><span>*<span style="LINE-HEIGHT:normal;FONT-VARIANT:normal;FONT-STYLE:normal;FONT-FAMILY:'Times New Roman';FONT-WEIGHT:normal"> </span></span></span>Experiência de investigação nas áreas da Sedimentologia, Geomorfologia e Dinâmica da faixa costeira;</span></div> <div style="TEXT-ALIGN:justify;MARGIN:0cm 0cm 0pt;FONT-FAMILY:'Times New Roman',serif"><span style="font-family:arial,helvetica,sans-serif;"> <span style="FONT-FAMILY:Symbol"><span>*<span style="LINE-HEIGHT:normal;FONT-VARIANT:normal;FONT-STYLE:normal;FONT-FAMILY:'Times New Roman';FONT-WEIGHT:normal"> </span></span></span>Experiência professional em projectos de protecção, planeamento e ordenamento da faixa costeira e avaliação de impactes ambientais:</span></div> <div style="TEXT-ALIGN:justify;MARGIN:0cm 0cm 0pt;FONT-FAMILY:'Times New Roman',serif"><span style="font-family:arial,helvetica,sans-serif;"> <span style="FONT-FAMILY:Symbol"><span>*<span style="LINE-HEIGHT:normal;FONT-VARIANT:normal;FONT-STYLE:normal;FONT-FAMILY:'Times New Roman';FONT-WEIGHT:normal"> </span></span></span>Experiência como responsável (e colaboradora) pela participação da Universidade de Lisboa em projectos de investigação I&D, financiados por agências nacionais e europeias nas áreas da:</span></div> <div style="TEXT-ALIGN:justify;MARGIN:0cm 0cm 0pt 51pt;FONT-FAMILY:'Times New Roman',serif"><span style="font-family:arial,helvetica,sans-serif;"><span style="FONT-FAMILY:Symbol"><span>*<span style="LINE-HEIGHT:normal;FONT-VARIANT:normal;FONT-STYLE:normal;FONT-FAMILY:'Times New Roman';FONT-WEIGHT:normal"> </span></span></span>Reconstrução paleoambiental, mudanças climáticas e variações do nível do mar em estuários e lagunas;</span></div> <div style="TEXT-ALIGN:justify;MARGIN:0cm 0cm 0pt 51pt;FONT-FAMILY:'Times New Roman',serif"><span style="font-family:arial,helvetica,sans-serif;"><span style="FONT-FAMILY:Symbol"><span>*<span style="LINE-HEIGHT:normal;FONT-VARIANT:normal;FONT-STYLE:normal;FONT-FAMILY:'Times New Roman';FONT-WEIGHT:normal"> </span></span></span>Dinâmica de ambientes de sedimentação e erosão, a diferentes escalas temporais.</span></div> <div style="TEXT-ALIGN:justify;MARGIN:0cm 0cm 0pt;FONT-FAMILY:'Times New Roman',serif"><span style="WHITE-SPACE:pre-wrap"></span><span style="font-family:arial,helvetica,sans-serif;">* Autora de cerca de seis dezenas de artigos em revistas internacionais.</span></div> </div>JTeresohttp://www.blogger.com/profile/16376341674056968369noreply@blogger.com0tag:blogger.com,1999:blog-5850957731699162126.post-82553024394185087922012-03-01T19:01:00.003+00:002012-03-01T19:11:04.365+00:00Curso de ZooarqueogenéticaEstão abertas as inscrições para um curso avançado de Zooarqueogenética a ter lugar entre 18 e 22 de Junho deste ano no Departamento de Biologia Animal da Faculdade de Ciências da Universidade de Lisboa. A organização é do centro de Biologia Ambiental e o curso será leccionado pelas Doutoras Ana Elisabete Pires e Catarina Ginja.<br /><br />Este curso permitirá ao instruendo familiarizar-se com questões, metodologias e objectivos da investigação em ADN antigo.<br /><br />O prazo termina a 15 de Abril. Para mais informações, clique <a href="http://cba.fc.ul.pt/education/AdvancedCourses/Advanced_courses_2012/AnunciofinalZooarchaeogenetics_CBA2012_modifiedFev2012.pdf">aqui</a>.David Gonçalveshttp://www.blogger.com/profile/06009798993984948722noreply@blogger.com0tag:blogger.com,1999:blog-5850957731699162126.post-63808271786861561332012-02-23T18:40:00.003+00:002012-02-23T18:43:54.539+00:00Oficina de Fotografia<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwStRht3O19MqDTPx9JY_jXGLNKcmlmuXI5FijvHa-xuoIEAsPOPCbxlDMrr-iaaLiJKMGFcRdo8S25PjdzjJ3M3Re-kb12mmeLzVXHyPd35TNMYlqDbmsx3sM6-lZvSk9gvzYaHaIeAs/s1600/Oficina_Fotografia_Objectos_Historia_Natural.jpg"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 367px; height: 400px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwStRht3O19MqDTPx9JY_jXGLNKcmlmuXI5FijvHa-xuoIEAsPOPCbxlDMrr-iaaLiJKMGFcRdo8S25PjdzjJ3M3Re-kb12mmeLzVXHyPd35TNMYlqDbmsx3sM6-lZvSk9gvzYaHaIeAs/s400/Oficina_Fotografia_Objectos_Historia_Natural.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5712403595629635890" /></a><br /><br /><br />Vai decorrer entre 17 de Março e 1 de Abril, uma oficina de fotografia de objectos de História Natural. O curso terá lugar no Museu Nacional de História Natural e da Ciência.David Gonçalveshttp://www.blogger.com/profile/06009798993984948722noreply@blogger.com0tag:blogger.com,1999:blog-5850957731699162126.post-28278400733400576952012-02-16T16:26:00.003+00:002012-02-16T16:32:20.379+00:00PhD Research Scholarship in Geoarchaeology - Project COASTTRAN<img 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" alt="" />Cleia Detryhttp://www.blogger.com/profile/15372829096161465947noreply@blogger.com0tag:blogger.com,1999:blog-5850957731699162126.post-5908378576266533242012-02-06T11:03:00.003+00:002012-02-06T11:11:13.883+00:00Research Studentship<span style="font-size:100%;">"<span style="font-weight: bold;">Dynamic Landscapes, Coastal Environments and Human Dispersals</span>" (DISPERSE)<br /></span><span style="font-size:100%;">University of York, Department of Archaeology</span><br /><span style="font-size:85%;">Deadline for receipt of applications is 30 March 2012</span><br /><span style="font-size:100%;"><br /><span style="font-size:85%;">The Department of Archaeology invites applications for a 3-year, fully funded research studentship in marine palaeoecology and isotope analysis, beginning in October 2012. The studentship is funded by the ERC DISPERSE Project, led by Professor Geoff Bailey in a joint initiative with the Institut de Physique du Globe, Paris.<br />The student will become a member of the project team, which currently comprises two postdoctoral fellows and one research student based in York, and a member of the wider research community of the newly established PALAEO Centre, a joint initiative between the Departments of Archaeology, Biology, Chemistry and the Hull-York Medical School. The Centre comprises a wide range of expertise and interests in human evolution and palaeoecology, including biomolecular approaches to archaeological problems and an active research group working on midden material in different parts of the world.<br />Further details are at: <<a href="http://www.york.ac.uk/archaeology/">http://www.york.ac.uk/archaeology/</a>> and <<a href="http://www.york.ac.uk/palaeo/">http://www.york.ac.uk/palaeo/</a>><br />The studentship project is focussed on the Holocene shell mounds of the Farasan Islands in the southern Red Sea, and on the analysis of the substantial marine-mollusc assemblages recovered from recent excavations including samples already in hand and participation in fresh fieldwork to collect new samples.<br />We are looking for someone with an interest in the archaeological and palaeoclimatic interpretation of marine molluscs from archaeological sites, preferably with relevant field and laboratory experience and some knowledge of isotope geochemistry.<br /><br />Applications including a curriculum vitae and a statement of research interests should be sent to:<br />The Departmental Administrator<br />Department of Archaeology,<br />King’s Manor<br />YO1 7EP, UK</span><br /><span style="font-size:85%;">email: </span><a href="mailto:claire.mcnamara@york.ac.uk">claire.mcnamara@york.ac.uk</a><br /></span>Vera Moitinhohttp://www.blogger.com/profile/01694915999689547334noreply@blogger.com0tag:blogger.com,1999:blog-5850957731699162126.post-37407280761198729172012-02-03T11:56:00.002+00:002012-02-03T12:06:57.616+00:00Territórios de Fronteira: Ciclo de Fevereiro<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJ16g_DDJJJnv-0yk2p88XYzv_Ywe510x1stzz8rMT-RnBqxEHqrVEVNQoHF2Hf4p7v7_HWvIiZtQo_DCkluSkp5PXxlDe3tY8m0gSshTNNefuYT4Y7bsC_0H8_-ilsOjaZCKDDuRuIkw/s1600/image002.jpg"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 310px; height: 400px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJ16g_DDJJJnv-0yk2p88XYzv_Ywe510x1stzz8rMT-RnBqxEHqrVEVNQoHF2Hf4p7v7_HWvIiZtQo_DCkluSkp5PXxlDe3tY8m0gSshTNNefuYT4Y7bsC_0H8_-ilsOjaZCKDDuRuIkw/s400/image002.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5704879616473049250" /></a><br /><br /><br />O próximo ciclo de conferências Territórios de Fronteira irá ter lugar no Museu Nacional de Arqueologia no dia 14 de Fevereiro às 18 horas. Esta sessão será especialmente dedicada à Evolução e conta com a presença de 4 reconhecidos especialistas nesta área. A NÃO PERDER!David Gonçalveshttp://www.blogger.com/profile/06009798993984948722noreply@blogger.com0tag:blogger.com,1999:blog-5850957731699162126.post-30456132350335846352012-01-04T16:00:00.003+00:002012-01-04T16:11:55.010+00:00Territórios de Fronteira: Ciclo de Janeiro<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjm6qTm6inuEAw_YwQDMfVzOZX2E5YM-RkYKAy4lRMgAxEaPolweLxahZ1KE2UXzFnNM8FSW5mvLhZt3Zwvw3jUWjaxlSQe7AD4zOOplD-mYG0i2X0t6U_22bNbUE3E-d4d0oN_QJJ30us/s1600/Ciclo+Jan2012.jpg"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 319px; height: 400px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjm6qTm6inuEAw_YwQDMfVzOZX2E5YM-RkYKAy4lRMgAxEaPolweLxahZ1KE2UXzFnNM8FSW5mvLhZt3Zwvw3jUWjaxlSQe7AD4zOOplD-mYG0i2X0t6U_22bNbUE3E-d4d0oN_QJJ30us/s400/Ciclo+Jan2012.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5693810203506742242" /></a><br /><br /><br />Vai ter lugar no próximo dia 10 de Janeiro o VI ciclo de conferências Territórios de Fronteira no Museu Nacional de Arqueologia (MNA), numa organização conjunta entre esta entidade, o Grupo de Estudos em Evolução Humana (GEEvH) e o Núcleo de Arqueologia e Paleoecologia da Universidade do Algarve (NAP).<br /><br />Confira o poster e apareça!David Gonçalveshttp://www.blogger.com/profile/06009798993984948722noreply@blogger.com0tag:blogger.com,1999:blog-5850957731699162126.post-3696659797000226762011-12-13T14:27:00.002+00:002011-12-13T14:32:56.995+00:00ZaP2012 - I Congresso Internacional de Zooarqueologia em Portugal<div style="text-align: center;"><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-wR5-J4PwCAI/Tudg1HX_usI/AAAAAAAAAFA/o0mqP8qCSNA/s1600/Logo_ZAP.jpg"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 214px;" src="http://1.bp.blogspot.com/-wR5-J4PwCAI/Tudg1HX_usI/AAAAAAAAAFA/o0mqP8qCSNA/s400/Logo_ZAP.jpg" alt="" id="BLOGGER_PHOTO_ID_5685619520207567554" border="0" /></a><span style="font-weight: bold;">8 e 9 de Março de 2012</span><br /></div><br />Mais informação em www.uniarq.net<br /><br /><span style="font-weight: bold;">Organização:</span><br />Uniarq (Centro de Arqueologia da Universidade de Lisboa)<br />CBA (Centro de Biologia Ambiental - FCUL)<br />Cleia Detry<br />Rita DiasCleia Detryhttp://www.blogger.com/profile/15372829096161465947noreply@blogger.com0tag:blogger.com,1999:blog-5850957731699162126.post-73974699673848411562011-12-12T12:56:00.014+00:002011-12-12T13:23:23.610+00:00Florestas do Norte de Portugal. História, Ecologia e Desafios de GestãoIrá decorrer no próximo dia 17 de dezembro (Sábado) no Parque Biológico de Gaia, às 14h, a apresentação do e-book <span style="font-style: italic; font-weight: bold;">Florestas do Norte de Portugal. História, Ecologia e Desafios de gestão</span>.<br /><br />No próprio dia da apresentação decorrerão palestras acerca do mesmo tema, por parte de especialistas convidados. Segue aqui o convite:<br /><br /><br /><img style="width: 772px; height: 580px;" src="data:image/png;base64,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alt="" />JTeresohttp://www.blogger.com/profile/16376341674056968369noreply@blogger.com0tag:blogger.com,1999:blog-5850957731699162126.post-70840875654179630662011-12-06T14:01:00.003+00:002011-12-06T14:09:31.255+00:00IV Jornadas do Quaternário - APEQ<span class="hps"><b style=""><span style=" Arial","sans-serif"; color: rgb(51, 51, 51);font-family:";font-size:12pt;" >Vão decorrer nos próximos dias 9 e 10 de Dezembro (Sexta-feira e Sábado) em Coimbra as IV Jornadas do Quaternário, organizadas pela APEQ.<br /><br />Eis o programa:<br /><br /></span></b></span><!--[if gte mso 9]><xml> <o:officedocumentsettings> <o:relyonvml/> <o:allowpng/> </o:OfficeDocumentSettings> </xml><![endif]--><!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:trackmoves/> <w:trackformatting/> <w:hyphenationzone>21</w:HyphenationZone> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> 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0cm;margin-left:-21.3pt;margin-bottom:.0001pt;line-height:normal;tab-stops: 215.25pt"><span class="hps"><b style="mso-bidi-font-weight:normal"><span style="Arial","sans-serif";font-family:";font-size:12.0pt;color:#333333;" >Dia 9</span></b></span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif"font-family:";font-size:10.0pt;" >9:00 Sessão de Abertura / Opening ceremony</span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:0cm;margin-bottom:.0001pt;text-align:justify;line-height:normal"><b style="mso-bidi-font-weight:normal"><span style="Arial","sans-serif"font-family:";font-size:10.0pt;" > </span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style="Arial","sans-serif";mso-ansi-language: EN-USfont-family:";font-size:10.0pt;" lang="EN-US">Conferência / Lecture</span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style="Arial","sans-serif";mso-ansi-language:EN-USfont-family:";font-size:9.0pt;" lang="EN-US"> </span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style="Arial","sans-serif";mso-ansi-language:EN-USfont-family:";font-size:8.0pt;" lang="EN-US">9:30 Philippa Ascough</span></b><span style="Arial","sans-serif";mso-ansi-language:EN-USfont-family:";font-size:8.0pt;" lang="EN-US"> </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"; mso-ansi-language:EN-US;mso-bidi-font-weight:boldfont-family:";font-size:8.0pt;" lang="EN-US">Marine reservoir effects: problems and prospects for radiocarbon dating</span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"; mso-ansi-language:EN-USfont-family:";font-size:8.0pt;" lang="EN-US"> </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif";font-family:";font-size:10.0pt;color:black;" >Comunicações / Oral session</span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif";font-family:";font-size:8.0pt;color:black;" > </span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b><span style="Arial","sans-serif"; font-family:";font-size:8.0pt;color:black;" >10:15 António Monge Soares; </span></b><b style="mso-bidi-font-weight: normal"><span style="Arial","sans-serif"; font-family:";font-size:8.0pt;color:black;" >Ana Ramos Pereira; J.M. Matos Martins & P. J. Portela</span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"; font-family:";font-size:8.0pt;color:black;" >Radiocarbon dating of aeolianite formation</span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"; font-family:";font-size:8.0pt;color:black;" > </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif"font-family:";font-size:8.0pt;" >10:30 Pedro P. Cunha, Anabela M. Ramos, Lúcio S. Cunha, Alberto Gomes, Fernando C. Lopes, Jan-Pieter Buylaert & Andrew S. Murray</span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" >Geomorphological and sedimentological characterisation of the Mondego river terraces at Maiorca-Vila Verde area (Portugal)</span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"; font-family:";font-size:8.0pt;color:#333333;" > </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif"font-family:";font-size:8.0pt;" >10:45 João Pedro Cunha Ribeiro</span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"; font-family:";font-size:8.0pt;color:#333333;" >Ocupações humanas na bacia do rio Lis no Plistocénico medio (Centro de Portugal). Dos distintos contextos e registos à identificação de diferentes estratégias de ocupação do território e de exploração dos recursos naturais</span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"; font-family:";font-size:8.0pt;color:#333333;" > </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif";font-family:";font-size:8.0pt;color:#333333;" >11:00 – 11:15 Coffee-break</span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"; font-family:";font-size:8.0pt;color:#333333;" > </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" font-family:"Arial","sans-serif";mso-fareast-font-family:Calibri;font-size:8.0pt;" >11:15 Sérgio Monteiro-Rodrigues</span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;mso-layout-grid-align:none;text-autospace:none"><span style="Arial","sans-serif";font-family:";font-size:8.0pt;color:#333333;" >Novos elementos para o estudo da ocupação humana plistocénica no litoral de Vila Nova de Gaia, Norte de Portugal</span><b style="mso-bidi-font-weight:normal"><span style="font-family:"Arial","sans-serif";mso-fareast-font-family:Calibri;font-size:8.0pt;" ></span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:0cm;margin-bottom:.0001pt;text-align:justify;line-height:normal; mso-layout-grid-align:none;text-autospace:none"><b style="mso-bidi-font-weight: normal"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" > </span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;mso-layout-grid-align:none;text-autospace:none"><b style="mso-bidi-font-weight: normal"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" >11:30 Luca Antonio Dimuccio; Jorge Dinis; Thierry Aubry; Miguel Almeida & Lúcio Cunha </span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"; mso-ansi-language:EN-USfont-family:";font-size:8.0pt;" lang="EN-US">Late Pleistocene millennial-scale palaeoclimatic fluctuations from the continental record of Central-Western Portugal </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style="Arial","sans-serif";mso-ansi-language:EN-USfont-family:";font-size:8.0pt;" lang="EN-US"> </span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif"font-family:";font-size:8.0pt;" >11:45 Mariana Diniz & Pablo Arias</span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" >Os inícios do Atlântico no Baixo Vale do Sado (Portugal): problemáticas em torno da ocupação dos concheiros.</span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif"font-family:";font-size:8.0pt;" > </span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style="Arial","sans-serif";mso-ansi-language:EN-USfont-family:";font-size:8.0pt;" lang="EN-US">12:00 – 12:30 <span style="color:#333333;">Debate / Debate</span></span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style="Arial","sans-serif";mso-ansi-language:EN-USfont-family:";font-size:8.0pt;" lang="EN-US"> </span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;tab-stops:215.25pt"><b style="mso-bidi-font-weight:normal"><span style="Arial","sans-serif";mso-ansi-language: EN-USfont-family:";font-size:8.0pt;" lang="EN-US">ALMOÇO / LUNCH TIME </span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;tab-stops:215.25pt"><b style="mso-bidi-font-weight:normal"><span style="Arial","sans-serif";mso-ansi-language: EN-USfont-family:";font-size:8.0pt;" lang="EN-US"> </span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style="Arial","sans-serif";mso-ansi-language: EN-USfont-family:";font-size:10.0pt;" lang="EN-US">Conferência / Lecture</span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style="Arial","sans-serif";mso-ansi-language:EN-USfont-family:";font-size:8.0pt;" lang="EN-US"> </span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;tab-stops:215.25pt"><b style="mso-bidi-font-weight:normal"><span style="Arial","sans-serif";mso-ansi-language: EN-USfont-family:";font-size:8.0pt;" lang="EN-US">15:00 Aaron Potito</span></b><span style=" Arial","sans-serif";mso-ansi-language:EN-USfont-family:";font-size:8.0pt;" lang="EN-US"> (National University of Ireland, Galway)</span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;tab-stops:215.25pt"><span style="Arial","sans-serif";mso-ansi-language:EN-USfont-family:";font-size:8.0pt;" lang="EN-US"><span style="mso-spacerun:yes"> </span>Reconstructing the past to inform the present: palaeoenvironmental perspectives on environmental change.</span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style="Arial","sans-serif";mso-ansi-language:EN-USfont-family:";font-size:8.0pt;" lang="EN-US"> </span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif";font-family:";font-size:10.0pt;color:black;" >Comunicações / Oral session</span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif";font-family:";font-size:9.0pt;color:black;" > </span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" >15:45 Luis Gómez-Orellana; Pablo<span style="mso-spacerun:yes"> </span>Ramil Rego & Castor Muñoz Sobrino </span></b></p> <p class="heading1" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="font-weight:normal;mso-bidi-font-weight: boldfont-size:8.0pt;" lang="EN-GB">The landscapes of the MIS-3 in the lowlands close to the sea of NW Iberia</span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"; mso-ansi-language:EN-GBfont-family:";font-size:8.0pt;" lang="EN-GB"> </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" >16:00 Luis Gómez-Orellana; P. Ramil Rego &<span style="mso-spacerun:yes"> </span>Castor Muñoz Sobrino</span></b></p> <p class="heading1" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="font-weight:normal;mso-bidi-font-weight: boldfont-size:8.0pt;" lang="EN-GB">Refuges for temperate deciduous trees in the littoral area from NW Iberia during the last glacial period</span></p> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt;line-height: normal"><span style="Arial","sans-serif"; mso-ansi-language:EN-GBfont-family:";font-size:8.0pt;" lang="EN-GB"> </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;mso-layout-grid-align:none;text-autospace:none"><b style="mso-bidi-font-weight: normal"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" >16:15 Apresentação do </span></b><b style="mso-bidi-font-weight:normal"><span style="font-family:"Arial","sans-serif";mso-fareast-font-family:Calibri;font-size:8.0pt;" >Livro / Book launch</span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;mso-layout-grid-align:none;text-autospace:none"><b style="mso-bidi-font-weight: normal"><span style="font-family:"Arial","sans-serif"; mso-fareast-font-family:Calibri;font-size:8.0pt;" > </span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;mso-layout-grid-align:none;text-autospace:none"><i style="mso-bidi-font-style: normal"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" >Variações Paleoambientais e Evolução Antrópica no Quaternário do Ocidente Peninsular</span></i><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" > Braga: Associação Portuguesa para o Estudo do Quaternário - APEQ e Centro de Investigação Transdisciplinar. Cultura, Espaço e Memória - CITCEM/UM<span style="mso-spacerun:yes"> </span></span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" font-family:"Arial","sans-serif";mso-fareast-font-family:Calibri;font-size:8.0pt;" >Orador convidado: João Luís Cardoso </span></b><span style=" font-family:"Arial","sans-serif";mso-fareast-font-family:Calibri;font-size:8.0pt;" >(Universidade Aberta)</span><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" ></span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif"font-family:";font-size:8.0pt;" > </span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif"font-family:";font-size:8.0pt;" >16:45 - 17:00 <span style="color:#333333;">Coffee-break</span></span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif"font-family:";font-size:8.0pt;" > </span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b><span style="Arial","sans-serif"; background:whitefont-family:";font-size:8.0pt;" >17:00 </span></b><b style="mso-bidi-font-weight:normal"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" >C. Muñoz Sobrino; Luis Gómez-Orellana & Pablo Ramil-Rego</span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"; mso-ansi-language:EN-GB;mso-bidi-font-weight:boldfont-family:";font-size:8.0pt;" lang="EN-GB">Environmental changes in the westernmost extreme of the Cantabrian range during the postglacial period</span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"; mso-ansi-language:EN-GBfont-family:";font-size:8.0pt;" lang="EN-GB"> </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif"font-family:";font-size:8.0pt;" >17:15 <span style="background:white; mso-bidi-font-weight:bold">S</span></span></b><b style="mso-bidi-font-weight: normal"><span style="font-family:"Arial","sans-serif"; mso-fareast-Arial Unicode MS"font-family:";font-size:8.0pt;" >.<sup> </sup></span></b><b><span style="Arial","sans-serif";background:whitefont-family:";font-size:8.0pt;" >Gomes; S.</span></b><b style="mso-bidi-font-weight:normal"><sup><span style="font-family:"Arial","sans-serif";mso-fareast-Arial Unicode MS"font-family:";font-size:8.0pt;" >,</span></sup></b><b><span style=" Arial","sans-serif";background:whitefont-family:";font-size:8.0pt;" > Connor;<span style="mso-spacerun:yes"> </span>M. C. Freitas; C.</span></b><b style="mso-bidi-font-weight:normal"><sup><span style=" font-family:"Arial","sans-serif";mso-fareast-Arial Unicode MS"font-family:";font-size:8.0pt;" > </span></sup></b><b><span style="Arial","sans-serif";background:whitefont-family:";font-size:8.0pt;" >Andrade; F.</span></b><b style="mso-bidi-font-weight:normal"><sup><span style="font-family:"Arial","sans-serif";mso-fareast-Arial Unicode MS"font-family:";font-size:8.0pt;" > </span></sup></b><b><span style=" Arial","sans-serif";background:whitefont-family:";font-size:8.0pt;" >Naughton & A.</span></b><b style="mso-bidi-font-weight:normal"><sup><span style=" font-family:"Arial","sans-serif";mso-fareast-Arial Unicode MS"font-family:";font-size:8.0pt;" > </span></sup></b><b><span style="Arial","sans-serif";background:whitefont-family:";font-size:8.0pt;" >Cruces </span></b><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif"font-family:";font-size:8.0pt;" ></span></b></p> <p style="margin-top:0cm;margin-right:-14.25pt;margin-bottom:0cm;margin-left: -21.3pt;margin-bottom:.0001pt;text-align:justify;background:white"><span style="Arial","sans-serif";background:white; mso-bidi-font-weight:boldfont-family:";font-size:8.0pt;" >A análise polínica do Poço do Pinheirinho: um registo interglacial ou interestadial na costa alentejana?</span></p> <p style="margin-top:0cm;margin-right:-14.25pt;margin-bottom:0cm;margin-left: -21.3pt;margin-bottom:.0001pt;text-align:justify;background:white"><span style="Arial","sans-serif";background:white; mso-bidi-font-weight:boldfont-family:";font-size:8.0pt;" > </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;mso-layout-grid-align:none;text-autospace:none"><b style="mso-bidi-font-weight: normal"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" >17:30 Randi Danielsen;</span></b><b style="mso-bidi-font-weight:normal"><span style="font-family:"Arial","sans-serif";mso-fareast-font-family:Calibri;font-size:8.0pt;" > </span></b><b style="mso-bidi-font-weight:normal"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" >Ana Castilho; Pedro Dinis;</span></b><b style="mso-bidi-font-weight:normal"><span style="Arial","sans-serif";mso-fareast-language:PTfont-family:";font-size:8.0pt;" > </span></b><b style="mso-bidi-font-weight:normal"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" >Pedro Callapez & António Campar de Almeida</span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"; mso-ansi-language:EN-USfont-family:";font-size:8.0pt;" lang="EN-US">The central Portuguese littoral – 5000 years of change. </span></p> <p style="margin-top:0cm;margin-right:-14.25pt;margin-bottom:0cm;margin-left: -21.3pt;margin-bottom:.0001pt;text-align:justify;background:white"><span style="Arial","sans-serif";background: white;mso-ansi-language:EN-US;mso-bidi-font-weight:boldfont-family:";font-size:8.0pt;" lang="EN-US"> </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;mso-layout-grid-align:none;text-autospace:none"><b style="mso-bidi-font-weight: normal"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" >17:45 -18:15 Debate / Debate </span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;mso-layout-grid-align:none;text-autospace:none"><b style="mso-bidi-font-weight: normal"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" > </span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;mso-layout-grid-align:none;text-autospace:none"><b style="mso-bidi-font-weight: normal"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" >18:15 – Reunião da Direção da Apeq / Meeting of the Apeq direction</span></b><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" ></span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif"font-family:";font-size:8.0pt;" > </span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif"font-family:";font-size:8.0pt;" > </span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif"font-family:";font-size:8.0pt;" > </span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif"font-family:";font-size:8.0pt;" > </span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif"font-family:";font-size:12.0pt;" >Dia 10</span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;tab-stops: 205.55pt"><b style="mso-bidi-font-weight:normal"><span style=" line-height:105%;Arial","sans-serif"font-family:";font-size:10.0pt;" >Conferência / Lecture</span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif"font-family:";font-size:8.0pt;" >9:00 António Martínez Cortizas</span></b><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" > </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"; mso-ansi-language:EN-USfont-family:";font-size:8.0pt;" lang="EN-US">The role of palaeoenvironmental research in deciphering Holocene human impacts.</span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style="Arial","sans-serif";mso-ansi-language:EN-USfont-family:";font-size:8.0pt;" lang="EN-US"> </span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify"><b style="mso-bidi-font-weight:normal"><span style="line-height: 105%;Arial","sans-serif";font-family:";font-size:10.0pt;color:black;" >Comunicações / Oral session</span></b></p> <p style="margin-top:0cm;margin-right:-14.25pt;margin-bottom:0cm;margin-left: -21.3pt;margin-bottom:.0001pt;text-align:justify"><b style="mso-bidi-font-weight: normal"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" >9:45 João Araújo & Simon Connor</span></b></p> <p style="margin-top:0cm;margin-right:-14.25pt;margin-bottom:0cm;margin-left: -21.3pt;margin-bottom:.0001pt;text-align:justify"><span style=" Arial","sans-serif";mso-bidi-font-weight:boldfont-family:";font-size:8.0pt;" >Holocene fire and vegetation interactions in the Serra da Estrela (Portugal)</span><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" ></span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;mso-hyphenate:none;tab-stops:2.0cm"><b style="mso-bidi-font-weight:normal"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" > </span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;mso-hyphenate:none;tab-stops:2.0cm"><b style="mso-bidi-font-weight:normal"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" >10:00 Manuela Costa-Casais, Antonio Martínez-Cortizas, Maria Isabel Caetano Alves & Felipe Criado-Boado </span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;mso-hyphenate:none;tab-stops:2.0cm"><span style="Arial","sans-serif";mso-ansi-language:EN-US;mso-bidi-font-weight: boldfont-family:";font-size:8.0pt;" lang="EN-US">Reconstructing Holocene evolution in the archaeological site of Campo Lameiro (NW Spain): an interdisciplinary approach to geoarchaeology</span></p> <p style="margin-top:0cm;margin-right:-14.25pt;margin-bottom:0cm;margin-left: -21.3pt;margin-bottom:.0001pt;text-align:justify"><span style="Arial","sans-serif";mso-ansi-language:EN-AUfont-family:";font-size:8.0pt;" lang="EN-AU"> </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif"font-family:";font-size:8.0pt;" >10:15 Nuno Inácio, Francisco Nocete, José Miguel Nieto, Joaquín Delgado, Thomasz Boski, Moisés R. Bayona & Daniel Abril</span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" >Impacto ambiental da primeira mineração e da metalurgia especializada no Sudoeste da Península Ibérica </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;mso-hyphenate:none;tab-stops:2.0cm"><span style=" Arial","sans-serif";mso-bidi-font-weight:boldfont-family:";font-size:8.0pt;" > </span></p> <p class="Authors" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif";mso-ansi-language:PTfont-family:";font-size:8.0pt;" >10:30 T. Boski, J. Delgado, J. M. Nieto, Laura Pereira, D. Moura, Paulo Santana</span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"; mso-ansi-language:EN-USfont-family:";font-size:8.0pt;" lang="EN-US">SW Iberia Sea - Level rise curve and anthropogenic activities Inferred from the Postglacial sedimentary infill of Guadiana estuary </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"; mso-ansi-language:EN-USfont-family:";font-size:8.0pt;" lang="EN-US"> </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif";font-family:";font-size:8.0pt;color:#333333;" >10:45 – 11:00 Coffee-break</span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" > </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;mso-layout-grid-align:none;text-autospace:none"><b style="mso-bidi-font-weight: normal"><span style="Arial","sans-serif"; font-family:";font-size:8.0pt;color:#333333;" >11:15 Patrícia Jordão & Nuno Pimentel</span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" >Modelo de gestão e circulação de sílex há 5000 BP na faixa litoral entre Nazaré e Peniche (Estremadura Portuguesa)</span></p> <p class="Authors" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"; mso-ansi-language:PTfont-family:";font-size:8.0pt;" > </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif"font-family:";font-size:8.0pt;" >11:30 Manuel Rey García<sup> </sup>& Xosé Ignacio Vilaseco Vázquez </span></b><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" ></span></p> <p class="MsoBodyText" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify"><span style="Arial","sans-serif";mso-ansi-language:PTfont-family:";font-size:8.0pt;" >Guidoiro Areoso. Necrópole megalítica e asentamento pré-histórico na ria de Arousa (Pontevedra, NW Espanha)</span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;mso-layout-grid-align:none;text-autospace:none"><b style="mso-bidi-font-weight: normal"><span style="font-family:"Arial","sans-serif"; mso-fareast-font-family:Calibri;font-size:8.0pt;" >11:45 João Tereso & Pablo Ramil Rego</span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" >As estratégias agrícolas no Bronze Final e na Idade do Ferro do Noroeste Peninsular e a sua relação com as dinâmicas de povoamento e as condicionantes ambientais</span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" > </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" >12:00 Cleia Detry </span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"; mso-bidi-font-weight:boldfont-family:";font-size:8.0pt;" >Questões sobre a influência ambiental e humana nos moluscos do Monte Molião (Lagos, Portugal)</span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"; mso-bidi-font-weight:boldfont-family:";font-size:8.0pt;" > </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif"font-family:";font-size:8.0pt;" >12:15 – 12:45 <span style="color:#333333;">Debate</span></span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"; mso-bidi-font-weight:boldfont-family:";font-size:8.0pt;" > </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;tab-stops:215.25pt"><b style="mso-bidi-font-weight:normal"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" >ALMOÇO / LUNCH TIME</span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif";font-family:";font-size:8.0pt;color:black;" > </span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify"><b style="mso-bidi-font-weight:normal"><span style="line-height: 105%;Arial","sans-serif";font-family:";font-size:10.0pt;color:black;" >14:45 Apresentação da Revista / Journal launch</span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><i style="mso-bidi-font-style:normal"><span style=" Arial","sans-serif"font-family:";font-size:8.0pt;" >Estudos do Quaternário</span></i><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" > nº 6 </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" font-family:"Arial","sans-serif";mso-fareast-font-family:Calibri;font-size:8.0pt;" >Oradora convidada: </span></b><b style="mso-bidi-font-weight:normal"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" >Raquel Vilaça </span></b><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" >(Universidade de Coimbra)</span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" > </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif";font-family:";font-size:10.0pt;color:black;" >15:00 - 15:45 Apresentação dos Posters / Posters session</span></b><span style="Arial","sans-serif"font-family:";font-size:10.0pt;" ></span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif"font-family:";font-size:8.0pt;" > </span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify"><b style="mso-bidi-font-weight:normal"><span style="line-height: 105%;Arial","sans-serif"font-family:";font-size:10.0pt;" >Conferência / Lecture</span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style="Arial","sans-serif";mso-ansi-language:EN-US; mso-fareast-language:PTfont-family:";font-size:8.0pt;" lang="EN-US">15:45 Joanna Marie Nield</span></b><span style="Arial","sans-serif";mso-ansi-language:EN-US; mso-fareast-language:PTfont-family:";font-size:8.0pt;" lang="EN-US"> (School of </span><em><span style="Arial","sans-serif";text-transform:none; mso-ansi-language:EN-USfont-family:";font-size:8.0pt;" lang="EN-US">Physical Geography</span></em><span style="Arial","sans-serif";mso-ansi-language:EN-USfont-family:";font-size:8.0pt;" lang="EN-US"> at the University of Southampton) </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"; mso-ansi-language:EN-USfont-family:";font-size:8.0pt;" lang="EN-US">The influence of climatic conditions on vegetated aeolian dune landscape evolution</span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:0cm;margin-bottom:.0001pt;text-align:justify;line-height:normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif";mso-ansi-language:EN-USfont-family:";font-size:8.0pt;" lang="EN-US"> </span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify"><b style="mso-bidi-font-weight:normal"><span style="line-height: 105%;Arial","sans-serif"font-family:";font-size:10.0pt;" >Comunicações / Oral session</span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;tab-stops:425.2pt 474.9pt"><b style="mso-bidi-font-weight:normal"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" >16:30 M. Assunção Araújo<sub> </sub>& Manuel João Abrunhosa </span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;tab-stops:425.2pt 474.9pt"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" >Aspetos geológicos e geomorfológicos da orla costeira de Labruge (Vila do Conde, NW de Portugal)</span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;tab-stops:425.2pt 474.9pt"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" > </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><strong><span style="Arial","sans-serif"; font-family:";font-size:8.0pt;color:#2A2A2A;" >16:45 Leandro Infantini, Delminda Moura & Nuno Bicho</span></strong></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><strong><span style="Arial","sans-serif"; font-weight:normal;mso-bidi-font-weight:boldfont-family:";font-size:8.0pt;color:black;" >Utilização de ferramentas SIG para o estudo da morfologia submersa da Baía de Armação de Pêra (Algarve)</span></strong><span style="Arial","sans-serif"; mso-bidi-font-weight:boldfont-family:";font-size:8.0pt;color:black;" ></span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;tab-stops:425.2pt 474.9pt"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" > </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif"font-family:";font-size:8.0pt;" >17:00 A. Cruces, J. C. Quaresma, M. C. Freitas, C. Andrade, T. Ferreira & M. F. Araújo</span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" >Evidências geológicas e arqueológicas para a transição climática entre o Período Quente Romano e o “Período das Trevas” no SW alentejano (Portugal)</span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" > </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif"font-family:";font-size:8.0pt;" >17:15 – 17:30 <span style="color:#333333;">Coffee-break</span></span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" > </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;mso-layout-grid-align:none;text-autospace:none"><b style="mso-bidi-font-weight: normal"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" >17:30</span></b><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" > </span><b style="mso-bidi-font-weight:normal"><span style="Arial","sans-serif";mso-fareast-language:PTfont-family:";font-size:8.0pt;" >J.A. Santos; L. J. Cunha<sup> </sup><span style="mso-spacerun:yes"> </span>& C. E. Cordova</span></b></p> <p class="MsoBodyText" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify"><span style="Arial","sans-serif";font-weight: normalfont-family:";font-size:8.0pt;" lang="EN-US">Distinguishing lodgment till from melt-out till using till fabric and grain size analysis: a case study in Portage Glacier Little Ice Age moraines, South-Central Alaska<span style="mso-spacerun:yes"> </span></span></p> <p class="MsoBodyText" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify"><span style="Arial","sans-serif";font-weight: normalfont-family:";font-size:8.0pt;" lang="EN-US"> </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif"font-family:";font-size:8.0pt;" >17:45 José Nunes André & Maria de Fátima Neves Cordeiro<span style="mso-spacerun:yes"> </span></span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" >Alteração da linha de costa Cabo Mondego – S. Pedro de Moel após o prolongamento do molhe Norte do Rio Mondego</span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" > </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif"font-family:";font-size:8.0pt;" >18:00 Delminda S. Moura, S. Gabriel & A. Gomes</span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" >Nível médio relativo do mar vs. linha de costa</span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" > </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;mso-layout-grid-align:none;text-autospace:none"><b style="mso-bidi-font-weight: normal"><span style="font-family:"Arial","sans-serif"; mso-fareast-font-family:Calibri;font-size:8.0pt;" >18:15 – 18:45 Debate /Debate</span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;mso-layout-grid-align:none;text-autospace:none"><b style="mso-bidi-font-weight: normal"><span style="font-family:"Arial","sans-serif"; mso-fareast-font-family:Calibri;font-size:8.0pt;" > </span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;mso-layout-grid-align:none;text-autospace:none"><b style="mso-bidi-font-weight: normal"><span style="font-family:"Arial","sans-serif"; mso-fareast-font-family:Calibri;font-size:8.0pt;" >SESSÃO DE POSTERS</span></b></p> <p class="MsoNormal" style="margin-bottom:0cm;margin-bottom:.0001pt; text-align:center;line-height:normal" align="center"><b style="mso-bidi-font-weight:normal"><span style="Arial","sans-serif";mso-ansi-language: PT-BR;mso-fareast-language:PTfont-family:";font-size:8.0pt;" lang="PT-BR"> </span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:0cm;margin-bottom:0cm; margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height:normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif";mso-ansi-language:PT-BR;mso-fareast-language: PTfont-family:";font-size:8.0pt;" lang="PT-BR">Mauro Henrique Soares da Silva</span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:0cm;margin-bottom:0cm; margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height:normal"><span style="Arial","sans-serif";mso-ansi-language: PT-BR;mso-fareast-language:PTfont-family:";font-size:8.0pt;" lang="PT-BR">Reflexões sobre riscos ambientais: diálogo entre as geografias do Brasil e Portugal</span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:0cm;margin-bottom:0cm; margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height:normal"><span style="Arial","sans-serif";mso-ansi-language: PT-BR;mso-fareast-language:PTfont-family:";font-size:8.0pt;" lang="PT-BR"> </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;text-autospace:ideograph-numeric"><b style="mso-bidi-font-weight:normal"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" >Giuseppe Stella; Pedro <span style="color:black;">P.</span><span style="color:red;"> </span>Cunha<sup>;</sup> Miguel Almeida<sup> </sup><span style="mso-bidi-font-weight:bold;color:black;" >& António A. Martins</span></span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"; mso-ansi-language:EN-GBfont-family:";font-size:8.0pt;" lang="EN-GB">Potential applications in Quaternary Research of the Luminescence Dating provided by the iDryas project </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"; mso-ansi-language:EN-GBfont-family:";font-size:8.0pt;" lang="EN-GB"> </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" >Ana Gomes; T. Boski & D. Moura</span></b><b style="mso-bidi-font-weight:normal"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" ></span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"; mso-bidi-font-weight:boldfont-family:";font-size:8.0pt;" >Diatomáceas como uma potencial ferramenta para reconstituições paleoecológicas </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" > </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" font-family:"Arial","sans-serif";mso-fareast-font-family:Calibri;font-size:8.0pt;" >Rita Dias & Célia Gonçalves</span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;mso-layout-grid-align:none;text-autospace:none"><span style="font-family:"Arial","sans-serif";mso-fareast- mso-fareast-language:PTfont-family:Calibri;font-size:8.0pt;" >Influência das transições ambientais e climáticas na exploração dos recursos aquáticos: a transição Epipaleolítico-Mesolítico no Vale do Tejo, Portugal</span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;mso-layout-grid-align:none;text-autospace:none"><span style="font-family:"Arial","sans-serif";mso-fareast- mso-fareast-language:PTfont-family:Calibri;font-size:8.0pt;" > </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;mso-layout-grid-align:none;text-autospace:none"><b style="mso-bidi-font-weight: normal"><span style="font-family:"Arial","sans-serif"; mso-fareast-font-family:Calibri;font-size:8.0pt;" >Rita Dias; João Cascalheira; Célia Gonçalves; Cleia Detry & Nuno Bicho</span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"; mso-ansi-language:EN-US;mso-bidi-font-weight:boldfont-family:";font-size:8.0pt;" lang="EN-US">Preliminary analysis of the spatial relationships between faunal and lithic remains on the Mesolithic shellmidden of Cabeço da Amoreira (Muge, Portugal)</span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"; mso-ansi-language:EN-US;mso-bidi-font-weight:boldfont-family:";font-size:8.0pt;" lang="EN-US"> </span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;mso-layout-grid-align:none;text-autospace:none"><b style="mso-bidi-font-weight: normal"><span style="font-family:"Arial","sans-serif"; mso-fareast-font-family:Calibri;font-size:8.0pt;" >Olívia Figueiredo</span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;mso-layout-grid-align:none;text-autospace:none"><span style="font-family:"Arial","sans-serif";mso-fareast-font-family:Calibri;font-size:8.0pt;" >As práticas funerárias nos concheiros de Muge (Portugal): estado da questão.</span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;mso-layout-grid-align:none;text-autospace:none"><b style="mso-bidi-font-weight: normal"><span style="font-family:"Arial","sans-serif"; mso-fareast-font-family:Calibri;font-size:8.0pt;" > </span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif";mso-bidi-font-style:italicfont-family:";font-size:8.0pt;color:black;" >Patrícia Diogo Monteiro</span></b><b style="mso-bidi-font-weight:normal"><span style="Arial","sans-serif";font-family:";font-size:8.0pt;color:black;" ></span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"; mso-bidi-font-weight:boldfont-family:";font-size:8.0pt;" >Estudos antracológicos sobre contextos arqueológicos do Paleolítico e Mesolítico em Portugal: estado da questão</span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><strong><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" > </span></strong></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><strong><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" >María Martin Seijo, Ana M. S. Bettencourt & Emílio Abad-Vidal </span></strong></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><strong><span style="Arial","sans-serif"; font-weight:normal;mso-bidi-font-weight:boldfont-family:";font-size:8.0pt;" >A exploração florestal no III e II milénios AC na fachada ocidental do Noroeste da Península Ibérica: recursos, territórios e cadeia técnico-operativa</span></strong></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;mso-layout-grid-align:none;text-autospace:none"><b style="mso-bidi-font-weight: normal"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" > </span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;mso-layout-grid-align:none;text-autospace:none"><b style="mso-bidi-font-weight: normal"><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" >A. Trindade; G. Vieira & C. Schaefer</span></b><b style="mso-bidi-font-weight: normal"><span style="font-family:"Arial","sans-serif"; mso-fareast-font-family:Calibri;font-size:8.0pt;" ></span></b></p> <p class="Default" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify"><span style="Arial","sans-serif";mso-bidi-font-weight: boldfont-family:";font-size:8.0pt;" >Micromorphology of relict slope deposits from Serra da Estrela (Portugal): first results</span><span style="Arial","sans-serif"font-family:";font-size:8.0pt;" ></span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif"font-family:";font-size:8.0pt;" > </span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif";mso-fareast-language:PTfont-family:";font-size:8.0pt;" >P.A. Dinis; L. S. Silva; J. Huvi; J. M. Dinis & P. P. Cunha</span></b><strong><span style="Arial","sans-serif";font-weight:normal; mso-bidi-font-weight:boldfont-family:";font-size:8.0pt;" ></span></strong></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;mso-layout-grid-align:none;text-autospace:none"><span style="Arial","sans-serif";mso-fareast-language:PTfont-family:";font-size:8.0pt;" >Modelo de evolução recente dos deltas do Catumbela e Cavaco baseado em aspectos morfológicos (região de Benguela, Angola)</span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;mso-layout-grid-align:none;text-autospace:none"><b style="mso-bidi-font-weight: normal"><span style="font-family:"Arial","sans-serif"; mso-fareast-Times New Roman";mso-fareast-language: PTfont-family:";font-size:8.0pt;color:black;" > </span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal;mso-layout-grid-align:none;text-autospace:none"><b style="mso-bidi-font-weight: normal"><span style="font-family:"Arial","sans-serif"; mso-fareast-Times New Roman";mso-fareast-language: PTfont-family:";font-size:8.0pt;color:black;" >M. Kalesso<sup>;</sup> A. Gomes & P. P. Cunha</span></b><span style="Arial","sans-serif";mso-fareast-language: PTfont-family:";font-size:8.0pt;" ></span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="font-family:"Arial","sans-serif"; mso-fareast-Times New Roman";mso-fareast-language:PTfont-family:";font-size:8.0pt;" >Interpretação geomorfológica da área do Lubango, Angola: exploração dos dados altimétricos da missão SRTM</span></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif"font-family:";font-size:8.0pt;" > </span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><b style="mso-bidi-font-weight:normal"><span style=" Arial","sans-serif"font-family:";font-size:8.0pt;" >Khalid El Khalidi; Bendahhou Zourarah<sup> </sup>& Ahmed Aajjane</span></b></p> <p class="MsoNormal" style="margin-top:0cm;margin-right:-14.25pt;margin-bottom: 0cm;margin-left:-21.3pt;margin-bottom:.0001pt;text-align:justify;line-height: normal"><span style="Arial","sans-serif"; mso-ansi-language:EN-USfont-family:";font-size:8.0pt;" lang="EN-US">Contribution of historical aerial photographs in the study of the land use: spatio-temporal changes in the southern Doukkala coast for the period between 1954 and 2006 (Moroccan Atlantic coast)</span></p> <span class="hps"><b style="mso-bidi-font-weight:normal"><span style="Arial","sans-serif";font-family:";font-size:12.0pt;color:#333333;" > </span></b></span><span style="Arial","sans-serif"; mso-ansi-language:EN-USfont-family:";font-size:8.0pt;" lang="EN-US"></span>JTeresohttp://www.blogger.com/profile/16376341674056968369noreply@blogger.com0tag:blogger.com,1999:blog-5850957731699162126.post-70812133982953023632011-11-30T16:21:00.001+00:002011-11-30T16:21:34.021+00:002012 spring meeting of the Association for Environmental Archaeology<div style="margin-top:0cm;margin-right:0cm;margin-bottom:0.0001pt;margin-left:0cm;font-size:11pt;font-family:Calibri,sans-serif"><span style="font-size:10pt;font-family:ArialMT,sans-serif">The 2012 spring meeting of the Association for Environmental Archaeology will take place on </span><b><span style="font-size:10pt;font-family:Arial,sans-serif">21st April 2012 at Plymouth University</span></b><span style="font-size:10pt;font-family:ArialMT,sans-serif">. It will be a student focused meeting, although attendance and presentation from practitioners from the commercial sector and more established academics is encouraged. Oral and poster presentations on any aspect of Environmental Archaeology are welcomed and it is hoped that the full range of sub-disciplines of environmental archaeology will be represented. A limited number of travel bursaries will be available to student presenters. The deadline for abstract submission (250 words max) is 1<sup>st</sup> February. Posters advertising the conference can be downloaded from the AEA website at:</span></div><div style="margin-top:0cm;margin-right:0cm;margin-bottom:0.0001pt;margin-left:0cm;font-size:11pt;font-family:Calibri,sans-serif"><span style="font-size:10pt;font-family:ArialMT,sans-serif"> </span></div><div style="margin-top:0cm;margin-right:0cm;margin-bottom:0.0001pt;margin-left:0cm;font-size:11pt;font-family:Calibri,sans-serif"><span style="font-size:10pt;font-family:ArialMT,sans-serif"><a href="http://www.envarch.net/events/index.html#spring" style="color:blue;text-decoration:underline" target="_blank">http://www.envarch.net/events/<wbr>index.html#spring</a>.</span></div><div style="margin-top:0cm;margin-right:0cm;margin-bottom:0.0001pt;margin-left:0cm;font-size:11pt;font-family:Calibri,sans-serif"> </div><div style="margin-top:0cm;margin-right:0cm;margin-bottom:0.0001pt;margin-left:0cm;font-size:11pt;font-family:Calibri,sans-serif"><span style="font-size:10pt;font-family:ArialMT,sans-serif">We would be very grateful if you could display these in your institutions. Registration forms will be made available from the same website shortly.</span><span style="font-size:10pt;font-family:ArialMT,sans-serif">For further information or to submit an abstract please contact Marta Perez (<a href="mailto:marta.perez@plymouth.ac.uk" style="color:blue;text-decoration:underline" target="_blank">marta.perez@plymouth.ac.uk</a>).</span></div><div style="margin-top:0cm;margin-right:0cm;margin-bottom:0.0001pt;margin-left:0cm;font-size:11pt;font-family:Calibri,sans-serif"><span style="font-size:10pt;font-family:ArialMT,sans-serif"> </span></div><div style="margin-top:0cm;margin-right:0cm;margin-bottom:0.0001pt;margin-left:0cm;font-size:11pt;font-family:Calibri,sans-serif"><span style="font-size:10pt;font-family:ArialMT,sans-serif">The Organising Committee</span></div><div style="margin-top:0cm;margin-right:0cm;margin-bottom:0.0001pt;margin-left:0cm;font-size:11pt;font-family:Calibri,sans-serif"><span style="font-size:10pt;font-family:ArialMT,sans-serif">Richard Madgwick, Bournemouth University</span></div><div style="margin-top:0cm;margin-right:0cm;margin-bottom:0.0001pt;margin-left:0cm;font-size:11pt;font-family:Calibri,sans-serif"><span style="font-size:10pt;font-family:ArialMT,sans-serif">Marta Perez, Plymouth University</span></div><div style="margin-top:0cm;margin-right:0cm;margin-bottom:0.0001pt;margin-left:0cm;font-size:11pt;font-family:Calibri,sans-serif"><span style="font-size:10pt;font-family:ArialMT,sans-serif">Lisa Lodwick, University of Oxford</span></div><div style="margin-top:0cm;margin-right:0cm;margin-bottom:0.0001pt;margin-left:0cm;font-size:11pt;font-family:Calibri,sans-serif"><span style="font-size:10pt;font-family:ArialMT,sans-serif">Wendy Howard, University of Exeter</span></div>JTeresohttp://www.blogger.com/profile/16376341674056968369noreply@blogger.com0tag:blogger.com,1999:blog-5850957731699162126.post-88290922075487398742011-11-30T15:01:00.003+00:002011-11-30T15:07:53.206+00:00Territórios de Fronteira<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXPqGSu0_E9sJNrkXE_oyGQ81qafRqp0LoS9Xrwvb7aQvQ5ThDUtBHpERhj5y5OqR-DV9dt9mumIwSwRLQ4a1rkhBj4tzWauPkXZc8QxYLDafiZqINXhLHDI-2wf2czBAx3BQQkUqbqBk/s1600/Dezembro+2011.jpg"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 311px; height: 400px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXPqGSu0_E9sJNrkXE_oyGQ81qafRqp0LoS9Xrwvb7aQvQ5ThDUtBHpERhj5y5OqR-DV9dt9mumIwSwRLQ4a1rkhBj4tzWauPkXZc8QxYLDafiZqINXhLHDI-2wf2czBAx3BQQkUqbqBk/s400/Dezembro+2011.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5680805714618474834" /></a><br /><br /><br />Vai ter lugar às 18 horas do próximo dia 6 de Dezembro o V ciclo de conferências Territórios de Fronteira no Museu Nacional de Arqueologia. Além desta, o evento é também co-organizado por outras duas organizações: Grupo de Estudos em Evolução Humana e Núcleo de Arqueologia da Universidade do Algarve.David Gonçalveshttp://www.blogger.com/profile/06009798993984948722noreply@blogger.com0tag:blogger.com,1999:blog-5850957731699162126.post-21719751198291441012011-10-28T12:22:00.000+01:002011-10-28T12:23:11.551+01:00Fitolitos - base de dadosCitando:<br /><br />The Research Group for Palaeocological and Geoarchaeological Studies (GEPEG) of the University of Barcelona was created in 2005 with the purpose of, among others, conducting phytolith and mineralogical analyses of archaeological sediments to better understand the exploitation of plant resources by past populations, as well as to conduct climatic and vegetation reconstructions, taking into account the different postdepositional processes that can affect the archaeological material.<br /><br />Along these years of research, GEPEG has created microphotographs of phytoliths that might serve as a reference catalog to identify the phytoliths from the different areas of study.<br /><br />We are pleased to present the GEPEG Phytolith-Core Reference Collection. This is a new phytolith catalog which is available at <a href="http://gepeg.org/enter_PCORE.html" target="_blank">http://gepeg.org/enter_PCORE.h<wbr>tml</a><br /><br />The catalog is based on phytolith images collected from three different sources:<br />- Modern reference plant material from the study areas.<br />- Modern soils collected from the same areas as modern plants or from areas that were previously described in terms of vegetation.<br />- Archaeological material.<br /><br />The catalog not only provides microphotographs of phytoliths but also related information such as provenience of the sample, date of collection, in the case of modern soil assemblages, description of the vegetation from where the samples were collected, etc.JTeresohttp://www.blogger.com/profile/16376341674056968369noreply@blogger.com0tag:blogger.com,1999:blog-5850957731699162126.post-47492565551644302532011-10-17T10:57:00.001+01:002011-10-17T10:58:49.020+01:00Single-grain OSL dating at La Grotte des Contrebandiers<a href="http://www.sciencedirect.com/science/article/pii/S0305440311003128">Jacobs Z., Meyer M. C., Roberts R. G., Aldeias V., Dibble H.,El Hajraoui M. A. (2011). Single-grain OSL dating at La Grotte des Contrebandiers (‘Smugglers’ Cave’), Morocco: improved age constraints for the Middle Paleolithic levels. Journal of Archaeological Science, 38 (12): 3631-3643.</a><br /><br />Optically stimulated luminescence (OSL) measurements of individual quartz grains are reported for Middle Paleolithic (MP) or Middle Stone Age (MSA) deposits in La Grotte des Contrebandiers, Morocco. Single-grain measurements enable rejection of grains that may lead to under- or over-estimation of age due to malign luminescence properties or remobilisation of grains after burial. We identified the former using a range of experimental procedures and objective rejection criteria. Three post-depositional factors influenced the distribution pattern of equivalent dose (<i>D</i><sub>e</sub>) values for the remaining single grains: the disintegration of roof spall liberating unbleached, older grains into otherwise well-bleached sediments; the intrusion of a small number of younger grains from the overlying Upper Paleolithic deposits; and small-scale differences in the beta dose received by individual grains. Roof spall contamination was a significant problem, so we characterised the OSL signals and obtained <i>D</i><sub>e</sub> values for the calcareous sandstone in which the cave is formed, which allowed bedrock-derived grains in the MP/MSA deposits to be identified and rejected prior to age determination. We collected 31 samples from the MP/MSA deposits, and were able to calculate ages for 30 of them. These ages suggest that MP/MSA occupation of Contrebandiers was restricted to the interval between about 120 and 90 ka ago (Marine Isotope Stages 5d to 5b). Weighted mean OSL ages were obtained for samples associated with archaeologically sterile deposits at the base of the excavations (126 ± 9 ka), followed by two phases of the Moroccan Mousterian (122 ± 5 and 115 ± 3 ka), interspersed with archaeologically sterile deposits (112 ± 4 ka). The base and top of the Aterian were dated to 107 ± 4 and 96 ± 4 ka, respectively. Based on the grand weighted mean ages of 116 ± 3 and 103 ± 3 ka for the Moroccan Mousterian and Aterian at Contrebandiers, we suggest that these two industries may be separated by an occupation hiatus of up to 13 ± 3 ka at this site. Our single-grain OSL chronology confirms previous age estimates obtained for Contrebandiers and other sites in the vicinity, but are generally more precise and stratigraphically more coherent, due to the inherent advantages of measuring individual quartz grains and rejecting contaminant and other unsuitable grains before age determination.JTeresohttp://www.blogger.com/profile/16376341674056968369noreply@blogger.com0tag:blogger.com,1999:blog-5850957731699162126.post-23744549868275234532011-10-17T10:54:00.001+01:002011-10-17T10:56:47.553+01:00the introduction of the Egyptian mongoose (Herpestes ichneumon) [sacarrabos] in Iberia<a href="http://www.sciencedirect.com/science/article/pii/S0305440311002937">Detry C., Bicho N., Fernandes H.,Fernandes C. (2011). The Emirate of Córdoba (756–929 AD) and the introduction of the Egyptian mongoose (Herpestes ichneumon) in Iberia: the remains from Muge, Portugal. Journal of Archaeological Science, 38 (12): 3518-3523.</a><br /><br />We describe new finds of Herpestes ichneumon (Egyptian mongoose) from an archaeological context in Portugal, directly 14C dated to c. 800 AD. This is at least two centuries older than a previously reported find of this species from Andalusia (southern Spain; Riquelme-Cantal et al., 2008). Our finding provides further support to the hypothesis that the Muslims introduced this animal to the Iberian Peninsula. In particular, we suggest that Berber settlers might have brought it some time during the Umayyad conquest of Iberia or with the establishment of the Emirate of Córdoba.JTeresohttp://www.blogger.com/profile/16376341674056968369noreply@blogger.com0tag:blogger.com,1999:blog-5850957731699162126.post-30929443355844467302011-10-17T10:51:00.001+01:002011-10-17T10:54:40.833+01:00Roman villa of Casal de Freiria<a href="http://www.sciencedirect.com/science/article/pii/S0305440311002494">Rua H.,Alvito P. (2011). Living the past: 3D models, virtual reality and game engines as tools for supporting archaeology and the reconstruction of cultural heritage – the case-study of the Roman villa of Casal de Freiria. Journal of Archaeological Science, 38 (12): 3296-3308.</a><br /><br />“Learn about the past to better understand the present and predict the future”. Although used abundantly to justify our interest in ancient societies, this statement lacks practical meaning due to the high degree of uncertainty which cloaks archaeological studies and theories, and the fact that there is no real way to prove or validate them. That is why it is so important to approach this study from a multidisciplinary point of view, providing several inputs which complement each other and so maximize the amount of factual information drawn from the analysis. Even then, the study will never be truly complete because there will always be a missing document, a small trace of an object (Verhagen, 2008), that still needs to be analysed. This paper aims to be a useful contribution to historical research, specifically to the study of architectural history. Its purpose is to create a series of methods and tools for testing and analysing theories and hypotheses for historical scenarios (Vasáros, 2008) through the use of 3D modelling tools and Virtual Reality (VR) engines. The project was developed in two stages: The first was the creation of several three-dimensional (3D) models, each representing a different theory or hypothesis. The models were based on accurate Computer Assisted Design (CAD) (Autodesk® AutoCAD) models for the reconstruction of the buildings, and Geographic Information Systems (GIS) (ESRI®) for the recreation of the terrain, thereby creating a realistic representation of what exists now, and a close approximation to what may have once existed. In the second stage, a simplified version of the models was imported into a Virtual Reality (VR) game engine (Bethesda Softworks®) to create the ambience of the villa at the time, allowing full exploration of the space. It also includes fauna and flora, as well as Artificial Intelligence (AI)-driven avatars, as can be seen in the Video 1 provided in the electronic version of this manuscript.JTeresohttp://www.blogger.com/profile/16376341674056968369noreply@blogger.com0tag:blogger.com,1999:blog-5850957731699162126.post-72665238393717469532011-10-17T10:45:00.002+01:002011-10-17T10:51:44.331+01:00Investigadores portugueses no último volume do Journal of Archaeological ScienceO último volume do <a href="http://www.sciencedirect.com/science?_ob=PublicationURL&_hubEid=1-s2.0-S0305440311X00109&_cid=272428&_pubType=JL&view=c&_auth=y&_acct=C000057398&_version=1&_urlVersion=0&_userid=2460038&md5=30002fc20b8ff777981ae44c938a1dc7">Journal of Archaeological Science</a> conta com três artigos com participações e principais autorias de investigadores portugueses. Dois dos investigadores são colaboradores deste blogue, Cleia Detry e Vera Aldeias. Eis as referências:<br /><br />Detry C., Bicho N., Fernandes H.,Fernandes C. (2011). The Emirate of Córdoba (756–929 AD) and the introduction of the Egyptian mongoose (Herpestes ichneumon) in Iberia: the remains from Muge, Portugal. Journal of Archaeological Science, 38 (12): 3518-3523.<br /><br />Jacobs Z., Meyer M. C., Roberts R. G., Aldeias V., Dibble H.,El Hajraoui M. A. (2011). Single-grain OSL dating at La Grotte des Contrebandiers (‘Smugglers’ Cave’), Morocco: improved age constraints for the Middle Paleolithic levels. Journal of Archaeological Science, 38 (12): 3631-3643.<br /><br />Rua H.,Alvito P. (2011). Living the past: 3D models, virtual reality and game engines as tools for supporting archaeology and the reconstruction of cultural heritage – the case-study of the Roman villa of Casal de Freiria. Journal of Archaeological Science, 38 (12): 3296-3308.<br /><br />Colocarei em posts separados os resumos dos três artigos.JTeresohttp://www.blogger.com/profile/16376341674056968369noreply@blogger.com0tag:blogger.com,1999:blog-5850957731699162126.post-3135339685686546822011-10-13T14:22:00.003+01:002011-10-13T14:30:04.457+01:00Oficina de Fotografia<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgo3VVudYhG_moDue1z1xzLOQ4F3tApYL4spUO4Q71O627jfB6bE2WEQqYi0YXHO9ORryRfA-9q_0X9pruvEzsf78w22rC2YvACrFWtaqV2CQll8gaWCzZmAuEjk58CS_mptJLV_2swGVE/s1600/MNHN.jpg"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 246px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgo3VVudYhG_moDue1z1xzLOQ4F3tApYL4spUO4Q71O627jfB6bE2WEQqYi0YXHO9ORryRfA-9q_0X9pruvEzsf78w22rC2YvACrFWtaqV2CQll8gaWCzZmAuEjk58CS_mptJLV_2swGVE/s400/MNHN.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5662968265506110178" /></a><br /><br /><br />Estão abertas até 18 de Outubro as inscrições para a Oficina de Fotografia de Objectos de História Natural que irá decorrer no Museu Nacional de História Natural.<br /><br />Fotografar objectos de história natural, quer para catalogação ou ilustração científica, quer para fins estéticos e decorativos, implica o conhecimento e a correcta utilização de técnicas e materiais de fotografia de estúdio, bem como técnicas específicas de fotografia de cada objecto em causa.<br /><br />Esta oficina vai desenrolar-se em 36 horas distribuídas ao longo de 6 sábados. Serão<br />abordadas técnicas gerais de fotografia (incluindo macrofotografia), técnicas gerais de iluminação em estúdio e técnicas especificas de iluminação utilizadas em fotografia de minerais, fósseis, animais naturalizados, animais conservados em álcool, esqueletos, conchas, sementes, plantas em herbário, entre outros. Todo o material necessário para as aulas será disponibilizado pelo MNHNC.<br />Calendário: Sábados de 22 de Outubro a 26 de Novembro, das 10.00 às 13.00 e das<br />14.00 às 17.00.<br /><br />Formadores: José Vicente, Fernando Barriga<br /><br />Custo: € 190<br />Inscrições até 18 de Outubro<br />Inscrições e Informações: MNHNC – 21 392 18 08 | geral@museus.ul.pt<br />José Vicente – 96 319 39 08 | zepvicente@gmail.comDavid Gonçalveshttp://www.blogger.com/profile/06009798993984948722noreply@blogger.com0