<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-3307891065832375598</id><updated>2012-02-24T09:39:16.568-08:00</updated><category term='PepeMarchena'/><category term='JuanRamónJiménez'/><category term='LeandroFernándezDeMoratín'/><category term='Confucio'/><category term='Maupassant'/><category term='Labordeta'/><category term='XLE(GrupoLiterarioEncuentros)'/><category term='TeoríaLiteraria'/><category term='XLE_VanDrell'/><category term='XUPTC(TallerLectura)'/><category term='GustaveDoré'/><category term='Educación'/><category term='Editoriales'/><category term='XLE_NicolePicquot'/><category term='Medicina'/><category term='JoséMenese'/><category term='MarchaSerrana'/><category term='Hölderlin'/><category term='XUPTC(TallerTiteres)'/><category term='X(RevistaEncuentros)'/><category term='XLE_JoséAceituno'/><category term='XLE_XoseLuisFerreiro'/><category term='XLE_JoséMiguelGonzález'/><category term='XLE_JulioColmenarejo'/><category term='AlejandroDumas(padre)'/><category term='XLE_AmeliaBayón'/><category term='IlustracionesLiteratura'/><category term='ManoloCaracol'/><category term='XLE_JoseAlbertoClemente'/><category term='MiguelServet'/><category term='CienciasFísicas'/><category term='X(CineForum)'/><category term='XLE_CarmenMartínPalacios'/><category term='FlamencoPoesia'/><category term='XLE_MarcosMayorga'/><category term='ElLebrijano'/><category term='BaltasarGarzon-Juez'/><category term='Revistas'/><category term='CineLiteratura'/><category term='LopeDeVega'/><category term='JoséMercé'/><category term='Valle-Inclán'/><category term='XLE_MaribelOrgaz'/><category term='X(VisitasCulturales)'/><category term='GabrielCelaya'/><category term='DuqueDeRivas'/><category term='Rubén Darío'/><category term='Rabelais'/><category term='JacintoBenavente'/><category term='Universidades'/><category term='XUPTC_IrenePajares'/><category term='WislawaSzymborska'/><category term='TomásPavón'/><category term='Epicuro'/><category term='XLE_LeticiaQuemada'/><category term='Política'/><category term='Psicología'/><category term='NicolásGuillén'/><category term='X(Excursiones)'/><category term='AntonioMachado'/><category term='NorteNoticias'/><category term='XLE_GermánOjeda'/><category term='SaharaLiteratura'/><category term='Química'/><category term='JuanMarichal'/><category term='MiguelHernández'/><category term='Erasmo'/><category term='XLE_ManuelGil'/><category term='XLE_EdgarWiebe'/><category term='SantiagoRoncagliolo'/><category term='LeopoldoPalacios(UnivPop)'/><category term='EnriqueMorente'/><category term='XUPTC(TallerModa)'/><category term='XUPTC(TallerDesarrolloHumano)'/><category term='XLE_RodrigoGarcíaQuismondo'/><category term='XLE_CarlosPérezPestana'/><category term='Filosofía'/><category term='XLE_Gledy'/><category term='Deineka'/><category term='Lao-Tsé'/><category term='MiguelDeCervantes'/><category term='FélixGrande'/><category term='Nicanor Parra'/><category term='Diccionarios'/><category term='MúsicaPoesía'/><category term='XLE_TeresaBezos'/><category term='AntonioChacón'/><category term='Historia'/><category term='ManuelDeFalla'/><category term='XUPTC_Palmira'/><category term='PasiónVega'/><category term='XLE_JuanV.'/><category term='JuevesEncuentros'/><category term='X(AAVVTresCantos)'/><category term='XLE_Tena'/><category term='LaNiñadeLosPeines'/><category term='Buda'/><category term='VideoBook'/><category term='SanJuanDeLaCruz'/><category term='XLE_MiguelArévalo'/><category term='CarmenDeMichelena'/><category term='Shakespeare'/><category term='TiaAnicaLaPiriñaca'/><category term='MadridLiterario'/><category term='XLE_Invitados'/><category term='MiguelDeUnamuno'/><category term='XUPTC(TallerInformática)'/><category term='PelayoGarcíaSierra'/><category term='XLE_AlbertoCollantes'/><category term='AlvaroPombo'/><category term='FedericoGarcíaLorca'/><category term='JoséZorrilla'/><category term='JoanManuelSerrat'/><category term='LaFontaine'/><category term='ElíasMeana'/><category term='Informática'/><category term='Valderrama'/><category term='DanteAlighieri'/><category term='JoseIBonaparte'/><category term='Rosental_Iudin'/><category term='RafaelAlberti'/><category term='XUPTC(UnivPopularTresCantos)'/><category term='XLE_LuiSidžo'/><category term='GrupoHalley'/><category term='GarciaLorca'/><category term='ChristopherHitchens'/><category term='Circo'/><category term='Lole'/><category term='Astronomía'/><category term='VanGogh'/><category term='XLE_AntonioMachado'/><category term='X(AsambleaPopularTresCantos)'/><category term='CamiloJoséCela'/><category term='AlejandroDumas(hijo)'/><category term='XLE_AndrésAcosta'/><category term='Religión'/><category term='XUPTC(TallerEstudioPintura)'/><category term='XLE_AnaDeGadir'/><category term='Arte'/><category term='ElviraLindo'/><category term='LiteraturaPintura'/><category term='FrayLuisDeLeón'/><category term='XUPTC(TallerFrancés)'/><category term='AngelCrespo'/><category term='BenitoPérezGaldós'/><category term='XUPTC_Gabriel Ocejo'/><category term='DerechosDeAutor'/><title type='text'>Grupo ENCUENTROS - Universidad POPULAR</title><subtitle type='html'>Una manera de seguir las actividades de la Universidad Popular y del Grupo Literario Encuentros de Tres Cantos.
A la manera de unos apuntes, recogeremos el material relacionado, respetando los derechos de autor, y siendo borrados los contenidos al recibir aviso de su mal uso.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://encuentros3cantos.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3307891065832375598/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://encuentros3cantos.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/3307891065832375598/posts/default?start-index=101&amp;max-results=100'/><author><name>Grupo ENCUENTROS - Universidad POPULAR</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>226</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-3307891065832375598.post-7708349979653618458</id><published>2012-02-23T19:00:00.000-08:00</published><updated>2012-02-24T08:42:12.289-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='XLE_TeresaBezos'/><title type='text'>TERESA BEZOS - CESAR MAÑANES: Recital poético VIDEOS</title><content type='html'>TERESA BEZOS - CESAR MAÑANES: Recital poético&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://i.ytimg.com/vi/WC3nc6YlzfY/0.jpg" height="266" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/WC3nc6YlzfY?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/WC3nc6YlzfY?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt; 3&lt;/div&gt;&lt;div style="text-align: center;"&gt;La Presidenta de Encuentros presenta el acto.&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://i.ytimg.com/vi/8oTimTXCxIU/0.jpg" height="266" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/8oTimTXCxIU?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/8oTimTXCxIU?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt; 5&amp;nbsp;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;"La poesía está en el aire".&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://i.ytimg.com/vi/Q8CbaQX4CAk/0.jpg" height="266" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/Q8CbaQX4CAk?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/Q8CbaQX4CAk?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt; 6&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;Presentación del Recital en tres bloques según la Temática&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;span style="font-size: large;"&gt;BLOQUE I: AMOR Y EROS &lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://i.ytimg.com/vi/nIbyyl7luYw/0.jpg" height="266" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/nIbyyl7luYw?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/nIbyyl7luYw?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt; 7&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;"Tu cuerpo" &lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://i.ytimg.com/vi/Aw8ZuaLtLi4/0.jpg" height="266" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/Aw8ZuaLtLi4?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/Aw8ZuaLtLi4?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt; 8&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;"Imagino tu piel"&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://i.ytimg.com/vi/YNDrr-Vd4q8/0.jpg" height="266" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/YNDrr-Vd4q8?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/YNDrr-Vd4q8?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt; 9&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;"Narciso"&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;--------------------------------------------------------------------------&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;BLOQUE II: LA MUERTE&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://i.ytimg.com/vi/Z7F3JyE12qE/0.jpg" height="266" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/Z7F3JyE12qE?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/Z7F3JyE12qE?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt; 10&lt;/div&gt;&lt;div style="text-align: center;"&gt;"Palabras de luna fría" &lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://i.ytimg.com/vi/Y_7g77zDgSY/0.jpg" height="266" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/Y_7g77zDgSY?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/Y_7g77zDgSY?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt; 11&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;"La zanja"&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;Tumbados boca abajo como peces &lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://i.ytimg.com/vi/I9tbQG5_M2I/0.jpg" height="266" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/I9tbQG5_M2I?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/I9tbQG5_M2I?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt; 12&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;En Hamburgo, le informan que su abuela ha muerto. Le dedica&amp;nbsp;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;"Muerta, blanca y de cristal"&amp;nbsp;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;A continuación recita "Naturaleza muerta"&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://i.ytimg.com/vi/vnQBmrIxHe4/0.jpg" height="266" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/vnQBmrIxHe4?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/vnQBmrIxHe4?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt; 13&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;En Vivencias OROLA en un concurso universal le seleccionan "La Muerte"&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://i.ytimg.com/vi/dmU3YU-4iQA/0.jpg" height="266" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/dmU3YU-4iQA?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/dmU3YU-4iQA?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt; 14&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;"Suicidio"&amp;nbsp;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;---------------------------------------------------------------------&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;BLOQUE III: POEMAS VARIOS&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://i.ytimg.com/vi/ZzybnZ9n9k0/0.jpg" height="266" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/ZzybnZ9n9k0?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/ZzybnZ9n9k0?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt; 15&lt;/div&gt;&lt;div style="text-align: center;"&gt;&amp;nbsp;"La sie&lt;/div&gt;&lt;div style="text-align: center;"&gt;"Vaquería"&lt;/div&gt;&lt;div style="text-align: center;"&gt;"El valor"&lt;/div&gt;&lt;div style="text-align: center;"&gt;"La risa"&lt;/div&gt;&lt;div style="text-align: center;"&gt;--------------------------------------------------------------&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;PREGUNTAS CON RESPUESTA&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;&amp;nbsp;DIALOGANDO CON EL GRUPO&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://i.ytimg.com/vi/pP5aKkLeU88/0.jpg" height="266" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/pP5aKkLeU88?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/pP5aKkLeU88?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt; 16&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;¿Dónde empezaste a escribir y cómo? &lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;¿Qúe autores te impactaron?&amp;nbsp;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;¿El amor?&lt;/div&gt;&lt;div style="text-align: center;"&gt;¿En qué te inspiras cuando escribes?&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://i.ytimg.com/vi/qHXSuKjhcrk/0.jpg" height="266" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/qHXSuKjhcrk?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/qHXSuKjhcrk?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt; 17&lt;/div&gt;&lt;div style="text-align: center;"&gt;RESPUESTAS MUSICALES&lt;br /&gt;¿Qué música te inspira, cuando acompañas a Teresa?&lt;br /&gt;TODO EN UN ENSAYO&lt;br /&gt;&lt;br /&gt;Estaréis en la página web y en el blog &lt;br /&gt;Vivencias: Poesía de la experiencia.&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://i.ytimg.com/vi/9_D6oIDIA5c/0.jpg" height="266" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/9_D6oIDIA5c?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/9_D6oIDIA5c?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt; 18&lt;/div&gt;&lt;div style="text-align: center;"&gt;LA FELICIDAD&lt;br /&gt;El acto de escribir y la soledad.&lt;br /&gt;Persona comunicadora, sociable, alegre, abierta, comunicativa, ....&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://i.ytimg.com/vi/4Y9Uu3nFby4/0.jpg" height="266" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/4Y9Uu3nFby4?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/4Y9Uu3nFby4?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt; 19&lt;/div&gt;&lt;div style="text-align: center;"&gt;Poesía del aire. Saber ver&lt;/div&gt;&lt;div style="text-align: center;"&gt;La Muerte, una visión seca y dura. Dachau y el poema "La zanja".&lt;br /&gt;Una puesta en escena perfecta. Una poesía sentida, de vivencias, ....&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://i.ytimg.com/vi/b8QRRIe36u4/0.jpg" height="266" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/b8QRRIe36u4?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/b8QRRIe36u4?version=3&amp;f=user_uploads&amp;c=google-webdrive-0&amp;app=youtube_gdata" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt; 1&lt;/div&gt;&lt;div style="text-align: center;"&gt;Escribir un libro es exponerse, desnudarse, ....&lt;br /&gt;El yo lírico y el yo real. &lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;y se acabó la memoria.........(la digital..)&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3307891065832375598-7708349979653618458?l=encuentros3cantos.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://encuentros3cantos.blogspot.com/feeds/7708349979653618458/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://encuentros3cantos.blogspot.com/2012/02/teresa-bezos-cesar-mananes-recital.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3307891065832375598/posts/default/7708349979653618458'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3307891065832375598/posts/default/7708349979653618458'/><link rel='alternate' type='text/html' href='http://encuentros3cantos.blogspot.com/2012/02/teresa-bezos-cesar-mananes-recital.html' title='TERESA BEZOS - CESAR MAÑANES: Recital poético VIDEOS'/><author><name>Grupo ENCUENTROS - Universidad POPULAR</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3307891065832375598.post-4872143136474015954</id><published>2012-02-22T19:00:00.000-08:00</published><updated>2012-02-24T07:07:32.845-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='JuevesEncuentros'/><category scheme='http://www.blogger.com/atom/ns#' term='XLE_TeresaBezos'/><title type='text'>TERESA BEZOS - CESAR MAÑANES</title><content type='html'>TERESABEZOS&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-nNmq8DmI2Ls/T0YkIOVfH7I/AAAAAAAAB6U/olCXZgrFMzo/s1600/TeresaBezos120223.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://2.bp.blogspot.com/-nNmq8DmI2Ls/T0YkIOVfH7I/AAAAAAAAB6U/olCXZgrFMzo/s640/TeresaBezos120223.jpg" width="465" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-ulLj29AIpxo/T0br-_cQ81I/AAAAAAAAB60/fhBk3RuBWdk/s1600/maltrat.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://1.bp.blogspot.com/-ulLj29AIpxo/T0br-_cQ81I/AAAAAAAAB60/fhBk3RuBWdk/s1600/maltrat.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&amp;nbsp;&lt;a href="http://www.distrito-21.com/2011/11/24/entregados-los-premios-del-i-certamen-literario-cartas-a-un-maltratador/" target="_blank"&gt;&lt;span style="font-size: small;"&gt;Certamen Literario de Barajas “Cartas a un maltratador”&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&amp;nbsp;Obra ganadora del I Certamen “Cartas a un maltratador” 23 Noviembre, 2011&lt;br /&gt;MARÍA TERESA BEZOS HENÁNDEZ *&lt;br /&gt;&lt;br /&gt;&amp;nbsp;Massachusets, 23 de Septiembre de 2011&lt;br /&gt;Querida Beatriz:&lt;br /&gt;Te escribo esta carta para decirte que te quiero. Que, a pesar de la distancia que nos separa, sigo unida a ti como lo estuve siempre. No en vano, eres mi mejor amiga, mi única hermana. Nunca imaginé que un día recibiría una carta tan triste y desgarradora como ésta. El papel me temblaba en las manos mientras leía aquella maraña de acontecimientos que jamás debieron ser escritos, mientras imaginaba todo el sufrimiento que has tenido que soportar durante estos años. Ojalá lo hubiera sabido antes. De ser así, jamás habría aceptado esta beca en Estados Unidos, jamás me hubiera apartado de ti. Mi querida Beatriz. Tienes que ser fuerte.&lt;br /&gt;Todavía recuerdo el día en que, radiante, me presentaste a Rodrigo. Era el chico más alto, más guapo, más inteligente de su promoción. «Ya es ingeniero» me dijiste, orgullosa. Al principio todo parecía ir bien: estaba pendiente de ti, te acompañaba a todas partes, te hacía regalos caros, te llevaba a cenar a lujosos restaurantes…nosotras, deslumbradas ante aquel despliegue de atenciones, ante aquellos detalles a los que no estábamos acostumbradas, (padre nunca nos dio muchos caprichos) no supimos ver más allá, ignoramos la maldad que se escondía tras aquellos ojos oceánicos, («la claridad, viene del cielo», decía siempre Claudio. ¿Quién iba a sospechar de unos ojos que eran pura poesía?).&lt;br /&gt;Poco a poco y casi sin darte cuenta, fuiste perdiendo autonomía. Dejaste de salir con tus amigas, a las que veías casi a diario, te volviste más sumisa, perdiste tu brillo en la mirada. «Muñeca, –te decía padre– tus ojos son como dos estrellas» ¿Te acuerdas, Beatriz? Toda tú estabas llena de luz y al cabo de un tiempo, te apagaste. Os casasteis en seguida, y al año llegó Miguel. Después, el pequeño Juan. «Lo del trabajo es sólo temporal, hasta que los niños sean un poco mayores», me dijiste cuando te pregunté por el motivo de tu despido voluntario, tan extraño, tan repentino. «Rodrigo me necesita en casa», me decías. Pero sólo eran excusas. Dejamos de vernos durante casi más de un año. No contestabas a mis cartas, no me devolvías las llamadas. Rodrigo te llenó la cabeza de mentiras, te puso en contra mía. Os odié durante mucho tiempo. Ahora sólo lamento no haberme dado cuenta antes de lo que estaba ocurriendo. Espero que seas capaz de perdonarme.&lt;br /&gt;Beatriz, han pasado más de 20 años. Tus palabras me rompen por dentro, me duelen en lo más profundo. Sólo quiero que sepas que me siento orgullosa por lo valiente que has sido. Contarlo es siempre el primer paso. Estás en el inicio de un camino que será bastante difícil, lo sé, pero ya estás empezando a salir y pronto verás la luz. Debes hacerlo por ti, por tus hijos, por toda la gente que te quiere, alegre, viva. Aléjate de todo aquel que te haga daño, no toleres nunca que te falten al respeto, que te menosprecien, que aniquilen tu libertad. Porque eso es el principio de la muerte.&lt;br /&gt;Quiérete a ti misma. Respétate. Si no lo haces tú primero, nadie lo hará por ti. Pero, sobre todo, nunca dejes de creer en el amor. Existen hombres maravillosos capaces de hacer feliz a una mujer, de respetarla, de quererla libre. Y en algún lugar del mundo, hay uno para ti, esperando que sobrevivas, que luches por salvarte. Te envío todo mi amor desde el otro lado del océano, que te inunde toda entera y te calme, como un bálsamo.&lt;br /&gt;Susana&lt;br /&gt;&lt;br /&gt;*Ganadora del I Certamen “Cartas a un maltratador”, organizado por la Junta Municipal de Barajas con motivo del Día Contra la Violencia de Género. &lt;br /&gt;&lt;br /&gt;ENSAYOS&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object width="320" height="266" class="BLOG_video_class" id="BLOG_video-26835359a95fd12" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0"&gt;&lt;param name="movie" value="http://www.youtube.com/get_player"&gt;&lt;param name="bgcolor" value="#FFFFFF"&gt;&lt;param name="allowfullscreen" value="true"&gt;&lt;param name="flashvars" value="flvurl=http://v7.nonxt5.googlevideo.com/videoplayback?id%3D026835359a95fd12%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1332330648%26sparams%3Did,itag,ip,ipbits,expire%26signature%3D202BE0AF45760F2001D25852BC3B66976C5E51BD.732F94D30A5DED4B34EE1D8466D2D7C2CB5571BA%26key%3Dck1&amp;amp;iurl=http://video.google.com/ThumbnailServer2?app%3Dblogger%26contentid%3D26835359a95fd12%26offsetms%3D5000%26itag%3Dw160%26sigh%3DooFXRt2odpjol_x9fhY8UfyPmmU&amp;amp;autoplay=0&amp;amp;ps=blogger"&gt;&lt;embed src="http://www.youtube.com/get_player" type="application/x-shockwave-flash"width="320" height="266" bgcolor="#FFFFFF"flashvars="flvurl=http://v7.nonxt5.googlevideo.com/videoplayback?id%3D026835359a95fd12%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1332330648%26sparams%3Did,itag,ip,ipbits,expire%26signature%3D202BE0AF45760F2001D25852BC3B66976C5E51BD.732F94D30A5DED4B34EE1D8466D2D7C2CB5571BA%26key%3Dck1&amp;iurl=http://video.google.com/ThumbnailServer2?app%3Dblogger%26contentid%3D26835359a95fd12%26offsetms%3D5000%26itag%3Dw160%26sigh%3DooFXRt2odpjol_x9fhY8UfyPmmU&amp;autoplay=0&amp;ps=blogger"allowFullScreen="true" /&gt;&lt;/object&gt;&lt;/div&gt;&lt;br /&gt;&lt;a href="http://www.ninesweb.com/"&gt;http://www.ninesweb.com/&lt;/a&gt;&lt;br /&gt;&amp;nbsp;&lt;a href="http://www.ninesweb.com/biografia"&gt;http://www.ninesweb.com/biografia&lt;/a&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-k97s_nvYlaU/T0bnGvs6mpI/AAAAAAAAB6s/Kw6zJrTS7XM/s1600/TheNines10.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="300" src="http://2.bp.blogspot.com/-k97s_nvYlaU/T0bnGvs6mpI/AAAAAAAAB6s/Kw6zJrTS7XM/s400/TheNines10.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;The Nines es un conjunto musical madrileño, con temas propios en inglés y tendencias esencialmente Brit-Pop, Indie, Pop-Rock.&lt;br /&gt;La banda, fundada por Guillermo Ruano, contó desde sus inicios con César Mañánes, y tras la llegada a la batería de Jorge Martínez, antiguo compañero de César en otras formaciones, comenzaron sus actuaciones en directo en 2003 junto a otros componentes que se fueron sucediendo en distintos períodos. De este tiempo es su primera maqueta. ... . &lt;a href="http://www.ninesweb.com/biografia" target="_blank"&gt;sigue leyendo&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.ninesweb.com/videos" target="_blank"&gt;Ver VIDEOS&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.facebook.com/pages/To-The-Nines/151620455943" target="_blank"&gt;FACEBOOK&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;http://www.ninesweb.com/songs/rez/&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-ZSXvWrGreK4/T0bmdostOlI/AAAAAAAAB6k/NI1JtrQHiLA/s1600/Cesar03.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="300" src="http://1.bp.blogspot.com/-ZSXvWrGreK4/T0bmdostOlI/AAAAAAAAB6k/NI1JtrQHiLA/s400/Cesar03.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&amp;nbsp;César Mañanes: Guitarras española, acústica, y eléctrica y bajo&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://www.reverbnation.com/ninesdemo"&gt;http://www.reverbnation.com/ninesdemo&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" height="200" width="262"&gt;&lt;param name="movie" value="http://cache.reverbnation.com/widgets/swf/40/pro_widget.swf?id=artist_359810&amp;skin_id=PWAS1002&amp;border_color=000000"&gt;&lt;/param&gt;&lt;param name="allowscriptaccess" value="always"&gt;&lt;/param&gt;&lt;param name="allowNetworking" value="all"&gt;&lt;/param&gt;&lt;param name="allowfullscreen" value="true"&gt;&lt;/param&gt;&lt;param name="wmode" value="opaque"&gt;&lt;/param&gt;&lt;param name="quality" value="best"&gt;&lt;/param&gt;&lt;embed src="http://cache.reverbnation.com/widgets/swf/40/pro_widget.swf?id=artist_359810&amp;skin_id=PWAS1002&amp;border_color=000000" type="application/x-shockwave-flash" allowscriptaccess="always" allowNetworking="all" allowfullscreen="true" wmode="opaque" quality="best" width="262" height="200" FlashVars="gig_lt=1330004128153&amp;gig_pt=1330004132058&amp;gig_g=2"&gt;&lt;/embed&gt; &lt;param name="FlashVars" value="gig_lt=1330004128153&amp;gig_pt=1330004132058&amp;gig_g=2" /&gt;&lt;/object&gt;&lt;/div&gt;2009 se presenta para ellos como SU AÑO, como EL AÑO DEL 9, es el año de lanzamiento de Brit9. El martes 20 de enero se produjo la presentación del disco, en la sala Galileo Galilei .&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; The Nines BRIT9&lt;br /&gt;Guillermo Ruano: piano, teclados, guitarra y voces, &lt;br /&gt;César Mañanes: guitarras, &lt;br /&gt;Jorge Martínez: batería y percusión, &lt;br /&gt;Jesús de Diego: bajo&lt;br /&gt;&lt;br /&gt;&lt;div style="float: left; margin-top: 2px; width: 250px;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;img border="0" height="0" src="http://c.gigcount.com/wildfire/IMP/CXNID=2000002.0NXC/bT*xJmx*PTEzMzAwMDQxMjgxNTMmcHQ9MTMzMDAwNDEzMjA1OCZwPTI3MDgxJmQ9Jmc9MiZvPTA*ZDg5ODY1MDc3YjRkZTU5ZGYy/OTUxYTMyYTc1ZjQ*Jm9mPTA=.gif" style="height: 0px; visibility: hidden; width: 0px;" width="0" /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img border="0" height="0" src="http://www.reverbnation.com/widgets/trk/40/artist_359810//t.gif" style="height: 0px; visibility: hidden; width: 0px;" width="0" /&gt;&lt;img alt="ComScore" border="0" height="1" src="http://b.scorecardresearch.com/p?c1=2&amp;amp;c2=10349858&amp;amp;cv=2.0&amp;amp;cj=1" style="display: none;" width="1" /&gt;  &lt;/div&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-_GgQT-gVGU0/T0Zo-vTJadI/AAAAAAAAB6c/4N0C3PzzYvk/s1600/britninemini.png" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://1.bp.blogspot.com/-_GgQT-gVGU0/T0Zo-vTJadI/AAAAAAAAB6c/4N0C3PzzYvk/s1600/britninemini.png" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;h1 id="watch-headline-title" style="padding-bottom: 8px; text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;span class="" dir="ltr" id="eow-title" style="vertical-align: top;" title="The Nines Destiny"&gt;The Nines Destiny&lt;/span&gt;&lt;/span&gt;&lt;/h1&gt;&lt;h1 id="watch-headline-title" style="padding-bottom: 8px; text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;span class="" dir="ltr" id="eow-title" style="vertical-align: top;" title="The Nines Destiny"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://2.gvt0.com/vi/5PuSjc3jCTI/0.jpg" height="266" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/5PuSjc3jCTI&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/5PuSjc3jCTI&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/h1&gt;&lt;br /&gt;&lt;div id="watch-uploader-info"&gt;Subido por &lt;a class="yt-user-name author" dir="ltr" href="http://www.youtube.com/user/th9nin9s" rel="author"&gt;th9nin9s&lt;/a&gt; el &lt;span class="watch-video-date" id="eow-date"&gt;31/03/2010&lt;/span&gt;      &lt;/div&gt;&lt;div id="watch-description-text"&gt;&lt;div id="eow-description"&gt;Clip del single de The Nines, Destiny, correspondiente a su primer álbum Brit9. Clip grabado en la Universidad Juan Carlos I.&lt;/div&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;The Nines en la Buena Dicha&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://2.gvt0.com/vi/VJQpx3n2MLo/0.jpg" height="266" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/VJQpx3n2MLo&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/VJQpx3n2MLo&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;div id="watch-uploader-info"&gt;Subido por &lt;a class="yt-user-name author" dir="ltr" href="http://www.youtube.com/user/jaimitoso" rel="author"&gt;jaimitoso&lt;/a&gt; el &lt;span class="watch-video-date" id="eow-date"&gt;13/05/2007&lt;/span&gt;      &lt;/div&gt;DESTINY (the nines) 04/02/07 LA BUENA DICHA - MADRID&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;The Nines "Dark blue"&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://1.gvt0.com/vi/BnBmnXZKktU/0.jpg" height="266" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/BnBmnXZKktU&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/BnBmnXZKktU&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;Concierto presentación de su disco de debut Brit9&lt;/div&gt;&lt;div id="watch-uploader-info"&gt;Subido por &lt;a class="yt-user-name author" dir="ltr" href="http://www.youtube.com/user/mrpunch78" rel="author"&gt;mrpunch78&lt;/a&gt; el &lt;span class="watch-video-date" id="eow-date"&gt;27/01/2009&lt;/span&gt;      &lt;/div&gt;&lt;div id="watch-description-text"&gt;&lt;div id="eow-description"&gt;The Nines presentando su disco Brit 9 en la Sala Galileo Galilei, Madrid 20.01.2009&lt;/div&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3307891065832375598-4872143136474015954?l=encuentros3cantos.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://encuentros3cantos.blogspot.com/feeds/4872143136474015954/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://encuentros3cantos.blogspot.com/2012/02/teresa-bezos-recital-poetico.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3307891065832375598/posts/default/4872143136474015954'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3307891065832375598/posts/default/4872143136474015954'/><link rel='alternate' type='text/html' href='http://encuentros3cantos.blogspot.com/2012/02/teresa-bezos-recital-poetico.html' title='TERESA BEZOS - CESAR MAÑANES'/><author><name>Grupo ENCUENTROS - Universidad POPULAR</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-nNmq8DmI2Ls/T0YkIOVfH7I/AAAAAAAAB6U/olCXZgrFMzo/s72-c/TeresaBezos120223.jpg' height='72' width='72'/><thr:total>0</thr:total><georss:featurename>Tres Cantos, España</georss:featurename><georss:point>40.5990717 -3.7122577</georss:point><georss:box>40.5508462 -3.7912217 40.647297200000004 -3.6332937</georss:box></entry><entry><id>tag:blogger.com,1999:blog-3307891065832375598.post-1115403390605689712</id><published>2012-02-20T17:59:00.000-08:00</published><updated>2012-02-15T12:02:32.322-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='XUPTC_Palmira'/><category scheme='http://www.blogger.com/atom/ns#' term='AlvaroPombo'/><category scheme='http://www.blogger.com/atom/ns#' term='XUPTC(TallerLectura)'/><title type='text'>"La fortuna de Matilda Turpin" 2006 de "Álvaro Pombo"</title><content type='html'>&lt;div class="l_datos_izq_gra"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="l_datos_izq_gra"&gt;&lt;/div&gt;&lt;div class="l_datos_izq_gra"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;"La fortuna de Matilda Turpin&lt;span class="l_pub"&gt;" 2006 de &lt;/span&gt;&lt;a href="http://encuentros3cantos.blogspot.com/2011/06/alvaro-pombo.html"&gt;"Álvaro Pombo"&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;a href="http://www.lecturalia.com/libro/6289/la-fortuna-de-matilda-turpin" title="Leer sobre La fortuna de Matilda Turpin"&gt; &lt;span class="l_libro_resena"&gt;&lt;/span&gt;&lt;/a&gt;                                  &lt;/div&gt;&lt;div class="l_datos_der"&gt;Una elegante casa en un acantilado del norte de España, en un lugar figurado, Lobreña, es el paisaje inicial y final de este relato. Ésta es la historia de Matilda Turpin: una mujer acomodada que, después de trece años de matrimonio feliz con un catedrático de Filosofía y tres hijos, emprende un espectacular despegue profesional en el mundo de las altas finanzas. Esta valiente opción, en este siglo de mujeres, tendrá un coste. Dos proyectos profesionales y vitales distintos, y un proyecto matrimonial común. ¿Fue todo un gran error? ¿Cuándo se descubre en la vida que nos hemos equivocado? ¿Al final o al principio?. (&lt;a href="http://www.lecturalia.com/libro/6289/la-fortuna-de-matilda-turpin" target="_blank"&gt;Lecturalia&lt;/a&gt;)&lt;/div&gt;&lt;div class="l_datos_der"&gt;&lt;/div&gt;&lt;div class="l_datos_der"&gt;&amp;nbsp;El&amp;nbsp; "&lt;a href="http://encuentros3cantos.blogspot.com/2011/10/taller-de-lectura-cargo-de-palmira.html"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;Taller de Lectura a cargo de Palmira Cortés&lt;/b&gt;&lt;/span&gt;"&lt;/a&gt;&amp;nbsp; está realizando la lectura de este libro, y hemos entrevistado a la responsable de este taller, y a los participantes en el mismo en base a lo cual realizamos el siguiente reportaje Videofotográfico:&lt;/div&gt;&lt;div class="l_datos_der"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3307891065832375598-1115403390605689712?l=encuentros3cantos.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://encuentros3cantos.blogspot.com/feeds/1115403390605689712/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://encuentros3cantos.blogspot.com/2012/02/la-fortuna-de-matilda-turpin-2006-de.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3307891065832375598/posts/default/1115403390605689712'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3307891065832375598/posts/default/1115403390605689712'/><link rel='alternate' type='text/html' href='http://encuentros3cantos.blogspot.com/2012/02/la-fortuna-de-matilda-turpin-2006-de.html' title='&quot;La fortuna de Matilda Turpin&quot; 2006 de &quot;Álvaro Pombo&quot;'/><author><name>Grupo ENCUENTROS - Universidad POPULAR</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total><georss:featurename>Tres Cantos, España</georss:featurename><georss:point>40.5990717 -3.7122577</georss:point><georss:box>40.5508462 -3.7912217 40.647297200000004 -3.6332937</georss:box></entry><entry><id>tag:blogger.com,1999:blog-3307891065832375598.post-4047260142347346598</id><published>2012-02-20T01:00:00.000-08:00</published><updated>2012-02-20T09:36:34.878-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='XUPTC(TallerEstudioPintura)'/><title type='text'>Taller Estudio de Pintura: Visitamos el Taller y entrevistamos a Olga</title><content type='html'>&lt;br /&gt;Taller Estudio de Pintura de Universidad Popular de Tres Cantos:&lt;br /&gt;&lt;br /&gt;Entrevistamos a Olga en el Bar Trotaconventos&lt;br /&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/-xkqJCY4HyQ4/T0JZ8tvm-BI/AAAAAAAAB4k/HdP60KobXGM/s1600/120220TallerPintura+%2815%29.JPG" style="clear: right; 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&lt;/span&gt;&lt;/div&gt;&lt;h1 id="watch-headline-title" style="padding-bottom: 8px; text-align: center;"&gt;&lt;span class="" dir="ltr" id="eow-title" style="vertical-align: top;" title="120220TallerPintura.MOV"&gt;&lt;span style="font-size: small;"&gt;120220TallerPintura.MOV&lt;/span&gt;&lt;/span&gt;&lt;/h1&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;Visitamos el Taller&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-3MYtg4nBrSU/T0JZg6staQI/AAAAAAAAB30/LgOEc4_HCz0/s1600/120220TallerPintura+%281%29.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="480" src="http://4.bp.blogspot.com/-3MYtg4nBrSU/T0JZg6staQI/AAAAAAAAB30/LgOEc4_HCz0/s640/120220TallerPintura+%281%29.JPG" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-4QvprLdYwkY/T0JZlw1wMMI/AAAAAAAAB38/DG-D_O4qZDk/s1600/120220TallerPintura+%2810%29.JPG" imageanchor="1" style="margin-left: 1em; 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margin-right: 1em;"&gt;&lt;img border="0" height="480" src="http://1.bp.blogspot.com/-6B91eZRXkHY/T0JZ0t3lJDI/AAAAAAAAB4U/RKmgKKyReMc/s640/120220TallerPintura+%2813%29.JPG" width="640" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3307891065832375598-4047260142347346598?l=encuentros3cantos.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://encuentros3cantos.blogspot.com/feeds/4047260142347346598/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://encuentros3cantos.blogspot.com/2012/02/taller-estudio-de-pintura-visitamos-el.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3307891065832375598/posts/default/4047260142347346598'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3307891065832375598/posts/default/4047260142347346598'/><link rel='alternate' type='text/html' href='http://encuentros3cantos.blogspot.com/2012/02/taller-estudio-de-pintura-visitamos-el.html' title='Taller Estudio de Pintura: Visitamos el Taller y entrevistamos a Olga'/><author><name>Grupo ENCUENTROS - Universidad POPULAR</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-xkqJCY4HyQ4/T0JZ8tvm-BI/AAAAAAAAB4k/HdP60KobXGM/s72-c/120220TallerPintura+%2815%29.JPG' height='72' width='72'/><thr:total>0</thr:total><georss:featurename>Sector de los Descubridores, 47, 28760 Tres Cantos, España</georss:featurename><georss:point>40.60873330781087 -3.715198516845699</georss:point><georss:box>40.607226307810876 -3.717666016845699 40.61024030781087 -3.7127310168456993</georss:box></entry><entry><id>tag:blogger.com,1999:blog-3307891065832375598.post-8285953939183352201</id><published>2012-02-18T18:30:00.000-08:00</published><updated>2012-02-19T02:11:57.378-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='XUPTC(UnivPopularTresCantos)'/><category scheme='http://www.blogger.com/atom/ns#' term='X(AAVVTresCantos)'/><category scheme='http://www.blogger.com/atom/ns#' term='X(AsambleaPopularTresCantos)'/><title type='text'>Desfile de Carnaval: Marea Verde sábado 18 Febrero</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-_3_kcrCC0aI/T0AxGOR0uvI/AAAAAAAAB0c/0NZajRsNtMY/s1600/MareaVerdeCarnaval2012.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="488" src="http://3.bp.blogspot.com/-_3_kcrCC0aI/T0AxGOR0uvI/AAAAAAAAB0c/0NZajRsNtMY/s640/MareaVerdeCarnaval2012.png" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-family: Calibri; font-size: small;"&gt;Llamada de la Plataforma Verde para apoyar y participar en el Desfile de Carnaval, ante la supresión de éste por el Ayuntamiento&lt;/span&gt;, por motivos económicos.&lt;br /&gt;Se adhieren la Asamblea Popular, la Asociación de Vecinos y&amp;nbsp; la Universidad Popular, entre otras asociaciones.&lt;br /&gt;Por este motivo se suspende el Cine Forum&lt;b&gt;&amp;nbsp;&lt;/b&gt;de este sábado.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;La marea verde llega a los carnavales tricantinos.&lt;/b&gt;&lt;br /&gt;El sábado a las 18,30h en la Pza del Ayuntamiento, la Plataforma por    la Educación de Tres Cantos, se vestirá de verde para acudir a los carnavales    tricantinos, y a continuación participará en el teatro de la Casa de    la Cultura con sus chirigotas &lt;br /&gt;Todos los que queráis participar lo podéis hacer vistiendo de verde,    se partirá de la Plaza de Antonio Gala a las 18h.&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-dNSe1taz_ws/T0AmLQqOriI/AAAAAAAAB0U/svVWvN2IBEs/s1600/120218MareaVerde.JPG" style="margin-left: 1em; 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text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3307891065832375598-8285953939183352201?l=encuentros3cantos.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://encuentros3cantos.blogspot.com/feeds/8285953939183352201/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://encuentros3cantos.blogspot.com/2012/02/desfile-de-carnaval-marea-verde-sabado.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3307891065832375598/posts/default/8285953939183352201'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3307891065832375598/posts/default/8285953939183352201'/><link rel='alternate' type='text/html' href='http://encuentros3cantos.blogspot.com/2012/02/desfile-de-carnaval-marea-verde-sabado.html' title='Desfile de Carnaval: Marea Verde sábado 18 Febrero'/><author><name>Grupo ENCUENTROS - Universidad POPULAR</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-_3_kcrCC0aI/T0AxGOR0uvI/AAAAAAAAB0c/0NZajRsNtMY/s72-c/MareaVerdeCarnaval2012.png' height='72' width='72'/><thr:total>0</thr:total><georss:featurename>Tres Cantos, España</georss:featurename><georss:point>40.5990717 -3.7122577</georss:point><georss:box>40.5508462 -3.7912217 40.647297200000004 -3.6332937</georss:box></entry><entry><id>tag:blogger.com,1999:blog-3307891065832375598.post-7289924400359433959</id><published>2012-02-18T09:00:00.000-08:00</published><updated>2012-02-19T01:37:10.934-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='XLE_RodrigoGarcíaQuismondo'/><category scheme='http://www.blogger.com/atom/ns#' term='XLE_JoséAceituno'/><category scheme='http://www.blogger.com/atom/ns#' term='MarchaSerrana'/><title type='text'>Marcha Serrana: Dehesas de Cercedilla – Puerto de la Fuenfria - Ruinas Casa Eraso</title><content type='html'>&lt;br /&gt;&lt;div class="western" style="margin-bottom: 0.35cm;"&gt;&lt;span style="font-size: 12pt; line-height: 115%;"&gt;Nueva actividad que llamaremos &lt;b&gt;&lt;span style="color: #00b050;"&gt;"Marchas Serranas"&lt;/span&gt;&lt;/b&gt;, en principio serán caminatas mensuales sin ningún costo. Nos reuniremos en el aparcamiento de la estación de tren de Tres Cantos con nuestros coches particulares y nos acoplaremos en ellos, si alguien considera que debe compartir la gasolina, será cosa de cada grupo. Llevaremos nuestra propia comida y agua, procurando llevar una mochila con poco peso.&lt;/span&gt;&lt;/div&gt;&lt;div class="yiv1623703860MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;span style="font-size: 12pt; line-height: 115%;"&gt;&lt;b&gt;&lt;span style="color: red;"&gt;Bien abrigados y con calzado adecuado&lt;/span&gt;&lt;/b&gt;.&lt;/span&gt;&lt;/div&gt;&lt;div class="yiv1623703860MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;span style="font-size: 12pt; line-height: 115%;"&gt;En principio no lo presentamos como algo oficial pues tenemos que ser cada cual responsables de nuestra seguridad siendo algo personal el seguro o la Federación de Montaña para quien lo desee. En cualquier caso serán marchas por caminos bien marcados y de dificultad media o baja.&lt;/span&gt;&lt;/div&gt;&lt;div class="yiv1623703860MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;span style="font-size: 12pt; line-height: 115%;"&gt;El día se prevé fresco pero soleado.&lt;/span&gt;&lt;/div&gt;&lt;div class="yiv1623703860MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;span style="font-size: 12pt; line-height: 115%;"&gt;Adjuntamos dos archivos con una vista aérea y el contenido histórico de tal ruta y contenido de la misma.&lt;/span&gt;&lt;/div&gt;&lt;div class="yiv1623703860MsoNormal" style="margin: 0cm 0cm 0pt;"&gt;&lt;span style="font-size: 12pt; line-height: 115%;"&gt;Salida: &lt;b&gt;&lt;span style="color: #000099;"&gt;Sábado 18 de Febrero a las 9 horas -- Aparcamiento estación de Tres Cantos&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="yiv1623703860MsoNormal" style="margin: 0cm 0cm 0pt;"&gt;&lt;span style="font-size: 12pt; line-height: 115%;"&gt;&lt;b&gt;&lt;span style="color: #cc0000;"&gt;Ruta: Dehesas de Cercedilla - Calzada Romana - Puerto de la Fuenfría - Casa Eraso&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="yiv1623703860MsoNormal" style="margin: 0cm 0cm 0pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="yiv1623703860MsoNormal" style="margin: 0cm 0cm 0pt;"&gt;&lt;span style="font-size: 12pt; line-height: 115%;"&gt;Un afectuoso saludo&lt;/span&gt;&lt;/div&gt;&lt;div class="yiv1623703860MsoNormal" style="margin: 0cm 0cm 0pt;"&gt;&lt;span style="font-size: 12pt; line-height: 115%;"&gt;José Aceituno y Rodrigo García&lt;/span&gt;&lt;/div&gt;&lt;div class="western" style="margin-bottom: 0.35cm;"&gt;&lt;span style="font-size: medium;"&gt;&lt;u&gt;&lt;b&gt;&amp;nbsp;--------------------------------------------------------------------------------------------&lt;/b&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="western" style="margin-bottom: 0.35cm;"&gt;&lt;span style="font-size: medium;"&gt;&lt;u&gt;&lt;b&gt;Propuestade marcha serrana de la Universidad Popular de Tres Cantos&lt;/b&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="western" style="margin-bottom: 0.35cm;"&gt;&lt;span style="font-size: medium;"&gt;&lt;u&gt;&lt;b&gt;Dehesasde Cercedilla – Puerto de la Fuenfria - Ruinas Casa  Eraso&lt;/b&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="western" style="line-height: 100%; margin-bottom: 0.35cm;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;Duración:&lt;/b&gt;&lt;/span&gt;&lt;span style="font-size: medium;"&gt;2 horas para la ida y 1,5 horas para lavuelta&lt;/span&gt;&lt;/div&gt;&lt;div class="western" style="line-height: 100%; margin-bottom: 0.35cm;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;Dificultad&lt;/b&gt;&lt;/span&gt;&lt;span style="font-size: medium;"&gt;:Baja&lt;/span&gt;&lt;/div&gt;&lt;div class="western" style="line-height: 100%; margin-bottom: 0.35cm;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;Distancia&lt;/b&gt;&lt;/span&gt;&lt;span style="font-size: medium;"&gt;:5,5 Km. (ida)&lt;/span&gt;&lt;/div&gt;&lt;div class="western" style="line-height: 100%; margin-bottom: 0.35cm;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;Desnivel&lt;/b&gt;&lt;/span&gt;&lt;span style="font-size: medium;"&gt;:403 m. de subida hasta el Puerto de la Fuenfría y 190 m.  debajada a casa Eraso. Cota máxima 1.793 m. (Pto. De laFuenfría). Cota mínima en aparcamientos de Majagavilán1.390 m.&lt;/span&gt;&lt;/div&gt;&lt;div class="western" style="margin-bottom: 0.35cm;"&gt;&lt;span style="font-size: medium;"&gt;&lt;b&gt;Descripción:&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="JUSTIFY" class="western" style="margin-bottom: 0.35cm;"&gt;&lt;span style="font-size: small;"&gt;Setrata de un recorrido con interés cultural ya que trascurre através de la calzada romana medieval y borbónica. Lacalzada romana es la denominada vía XXIV del itinerario  delemperador Antonino (Siglo II d.C.) y formaba parte de un camino delargo recorrido que transitaba desde Mérida (Emerita Augusta)hasta Zaragoza (Cesar Augusta) y que en la zona centro de lapenínsula realizaba un zigzag considerable. Sobre la primitivacalzada romana se estableció el camino medieval yposteriormente, en el siglo XVIII, con la llegada de los borbones sehicieron obras de remodelación que también alteraron elprimitivo trazado en algunos tramos del recorrido. Recientemente,entre los años 2005-2009 se ha realizado una actuaciónarqueológica para marcar y poner al descubierto el primitivotrazado romano que se caracteriza por mantener un desnivel suave yconstante que no supera el 8%, mientras que el trazado borbónicoen las proximidades del puerto tiene un fuerte desnivel. Estaactuación arqueológica ha dejado la ruta señalizaday con carteles explicativos, de ahí el interés culturalde la marcha.&lt;/span&gt;&lt;/div&gt;&lt;div align="JUSTIFY" class="western" style="margin-bottom: 0.35cm;"&gt;&lt;span style="font-size: small;"&gt;Enel puerto de la Fuenfría confluyen las calzadas romana yborbónica y la denominada carretera de la República queatravesaba la sierra por este punto (que es el lugar idóneopara atravesar la Sierra de Guadarrama y mucho mejor que el paso porel puerto de Navacerrada), aunque esta carretera nunca  llegóa entrar en uso. El puerto es un lugar muy transitado porsenderistas, ciclistas y algún que otro caminante que realizael Camino de Santiago desde Madrid. Un poco antes de la llegada alpuerto también se une el “Camino viejo de Segovia”que es un camino medieval de uso ganadero y por lo tanto con mediosmás modestos de cimentación y un poco más largoque la calzada ya que se va pegando a las faldas de las montañaspor un trazado más aéreo y con mejores vistas.&lt;/span&gt;&lt;/div&gt;&lt;div align="JUSTIFY" class="western" style="margin-bottom: 0.35cm;"&gt;&lt;span style="font-size: small;"&gt;Continuandopor la calzada romana o carretera de La República, ahoradescendiendo hacia Valsaín llegamos en 20 minutos a un parajedenominado popularmente Casarás o Convento de Casaráspor las ruinas de un edificio que allí se encuentra. Larealidad es que tal convento no existió nunca sino una posadareal del siglo XVI para la utilización por Felipe II y sufamilia en sus desplazamientos hacia el Palacio de El Bosque situadoen Valsaín. En 1566 Felipe II atravesaba estos parajes junto asu esposa Isabel de Valois que estaba a punto de dar a luz a su hijaIsabel Clara Eugenia, la cual tuvo un mal viaje por lo que Franciscode Eraso, secretario real, mandó construir esta posada real dedescanso y alejada de la venta medieval que se situaba un poco másabajo en la pradera de Fuente La Reina. Por lo que el nombre correctode estas ruinas es Casa Eraso. El nombre de Convento de Casarásproviene de una novela de corte romántico que escribióJesús Aragón en 1931, situando en el lugar un conventotemplario en el que se encontraba un misterioso tesoro.&lt;/span&gt;&lt;/div&gt;&lt;div align="JUSTIFY" class="western" style="margin-bottom: 0.35cm;"&gt;&lt;span style="font-size: small;"&gt;Estees el punto final de la excursión y lugar idóneo parala comida y descanso antes de volver. Se trata de una plataformaelevada sobre el valle de La Acebeda y con magníficas vistasde la sierra en su conjunto. El suelo es una pradera desde la que seelevan espléndidos ejemplares de pino silvestre o de Valsaín.&lt;/span&gt;&lt;/div&gt;&lt;div align="JUSTIFY" class="western" style="margin-bottom: 0.35cm;"&gt;&lt;span style="font-size: small;"&gt;Cabeuna posibilidad para los que quieran algo más y es hacer unaextensión de la excursión hasta el cercano cerro de LaCamorca. Para ello se desciende durante 1,5 Km. (20 min. de bajada y30 de subida) hasta la pradera de Fuente La Reina que es tambiénun lugar soleado y protegido del viento. Desde allí se sube alcerro de La Camorca en un agradable paseo entre los esbeltos pinos,ya que la subida es pausada y con tramos llanos, teniendo tan sólouna pendiente un poco más pronunciada en los últimos300 m. antes de coronar la cima. Allí se encuentra un pequeñorefugio en buen estado (dispone de estufa de hierro y leña) yde un observatorio de prevención de incendios. En este lugarestuvo colocada una placa con los versos que Antonio Machado dedicóa Francisco Giner de Los Ríos en el día de su muerte.Me hubiese gustado que Carmina de Michelena hubiese podido subirhasta allí. La placa original que yo recordaba ya no está(como también desapareció la que en memoria de Giner deLos Ríos se encontraba en la peña El Tolmo de LaPedriza), pero al menos los alumnos del Instituto Francisco Giner delos Ríos de Segovia han colocado una modesta plaquita dealuminio con estos versos y con la fecha de año 2001 sobre unaroca próxima al refugio. &lt;/span&gt;&lt;/div&gt;&lt;div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm;"&gt;&lt;span style="font-family: Garamond,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;. . . Oh, sí,llevad, amigos,&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm;"&gt;&lt;span style="font-family: Garamond,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;su cuerpo a la montaña,&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm;"&gt;&lt;span style="font-family: Garamond,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;a los azules montes&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm;"&gt;&lt;span style="font-family: Garamond,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;del ancho Guadarrama.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm;"&gt;&lt;span style="font-family: Garamond,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Allí haybarrancos hondos&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm;"&gt;&lt;span style="font-family: Garamond,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;de pinos verdes donde elviento canta.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm;"&gt;&lt;span style="font-family: Garamond,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Su corazón repose&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm;"&gt;&lt;span style="font-family: Garamond,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;bajo una encina casta,&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm;"&gt;&lt;span style="font-family: Garamond,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;en tierra de tomillos,donde juegan&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm;"&gt;&lt;span style="font-family: Garamond,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;mariposas doradas . . .&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm;"&gt;&lt;span style="font-family: Garamond,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Allí el maestroun día&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="CENTER" class="western" style="margin-bottom: 0.35cm;"&gt;&lt;span style="font-family: Garamond,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;soñabaun nuevo florecer de España.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="JUSTIFY" class="western" style="margin-bottom: 0.35cm;"&gt;&lt;span style="font-size: small;"&gt;Lasvistas desde este punto son de gran belleza, para mi gusto es uno delos dos puntos con mejores vistas de la Sierra (el otro estájusto en frente al otro lado del valle  y por debajo de PeñaCitores, en un lugar poco frecuentado). Podemos observar una ampliapanorámica que va desde las elevaciones de La Mujer Muerta ypico Montón de Trigo hacia el oeste, las crestas de Los SietePicos hacia el sur y hacia el este casi toda La Cuerda Larga (Bola,Valdemartín, Cabezas de Hierro, Asomáte de Hoyos, etc.y el pico de Peñalara, la mayor elevación de la sierrade Guadarrama, más un buen tramo  de los Montes Carpetanos, yal norte la extensa llanura segoviana.&lt;/span&gt;&lt;/div&gt;&lt;div align="JUSTIFY" class="western" style="margin-bottom: 0.35cm;"&gt;&lt;span style="font-size: small;"&gt;Desdela pradera hasta la cima se tarda exactamente 20 minutos y lo mismoen la bajada haciéndola pausada para disfrutar de los rayos desol que al atardecer penetran entre los desnudos troncos de esospinos tan rectos y extraen los mejores destellos del bosque. De modoque el tiempo total de esta extensión de excursión esde 1,5 horas ida y vuelta.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;lllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllll&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-groNV05I-8U/T0A-fZUCwfI/AAAAAAAAB3M/amAd2VL_19g/s1600/707px-Hispania_roads.svg.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="316" src="http://1.bp.blogspot.com/-groNV05I-8U/T0A-fZUCwfI/AAAAAAAAB3M/amAd2VL_19g/s400/707px-Hispania_roads.svg.png" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&lt;/span&gt;El llamado &lt;b&gt;Itinerario Antonino&lt;/b&gt; o &lt;b&gt;Itinerario de Antonio Augusto Caracalla&lt;/b&gt; es un documento de la &lt;a class="mw-redirect" href="http://es.wikipedia.org/wiki/Roma_antigua" title="Roma antigua"&gt;Roma antigua&lt;/a&gt; que se supone redactado en el &lt;a href="http://es.wikipedia.org/wiki/Siglo_III" title="Siglo III"&gt;siglo III&lt;/a&gt; en el que aparecen recopiladas las rutas del &lt;a href="http://es.wikipedia.org/wiki/Imperio_romano" title="Imperio romano"&gt;Imperio romano&lt;/a&gt;. De este itinerario solo se conserva la copia procedente de la época de &lt;a href="http://es.wikipedia.org/wiki/Diocleciano" title="Diocleciano"&gt;Diocleciano&lt;/a&gt; (&lt;a href="http://es.wikipedia.org/wiki/Siglo_IV" title="Siglo IV"&gt;siglo IV&lt;/a&gt;).&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-1tNpOkmBE2Y/T0C9qgvqRqI/AAAAAAAAB3U/6V7IRLP0lSc/s1600/ViaXXIVItinerarioAntonino.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="497" src="http://3.bp.blogspot.com/-1tNpOkmBE2Y/T0C9qgvqRqI/AAAAAAAAB3U/6V7IRLP0lSc/s640/ViaXXIVItinerarioAntonino.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h1&gt;&lt;a href="http://www.celtiberia.net/verimg.asp?id=7108" target="_blank"&gt;&lt;span style="font-size: small;"&gt;Vía 24 del Itinerario de Antonino&lt;/span&gt;&lt;/a&gt;&lt;/h1&gt;&lt;div style="border-color: -moz-use-text-color; border-style: none; border-width: medium; clear: both; text-align: left;"&gt;"La &lt;strong&gt;Vía XXIV de Antonino, su nombre oficial,&lt;/strong&gt; es una de las calzadas romanas más importantes de cuantas se conservan en la península Ibérica. Catalogada en 1981 Bien de Interés Cultural por el Gobierno madrileño, su recorrido es un agradable paseo." &lt;span style="font-size: small;"&gt;Trazado recuperado en 2009&lt;/span&gt;, se ha podido conocer con la mayor precisión cuál era exactamente el trazado original romano. Ha sido &lt;strong&gt;señalizada con abundante cartelería explicativa así como con grandes balizas metálicas&lt;/strong&gt; que señalan su rumbo.&lt;/div&gt;&lt;div style="border-color: -moz-use-text-color; border-style: none; border-width: medium; clear: both; text-align: left;"&gt;&lt;a href="http://www.elmundo.es/elmundo/2010/12/17/ocio/1292583095.html"&gt;Calzada Romana de la Fuenfría ElMundo&lt;/a&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="border-color: -moz-use-text-color; border-style: none; border-width: medium; clear: both; text-align: left;"&gt;&lt;span style="font-size: small;"&gt;Centro de Educación Valle de La Fuenfría. Tel: 918 522 213 y &lt;a href="http://www.pueblos-net.com/cercedilla" target="_blank"&gt;www.pueblos-net.com/cercedilla&lt;/a&gt;.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;h3 class="r"&gt;&lt;a class="l" href="http://es.wikipedia.org/wiki/Calzada_romana_de_la_Fuenfr%C3%ADa"&gt;Calzada romana de la Fuenfría - Wikipedia&lt;/a&gt;&lt;/h3&gt;La &lt;b&gt;calzada romana de la Fuenfría&lt;/b&gt; son unos los restos de una &lt;a href="http://es.wikipedia.org/wiki/Calzada_romana" title="Calzada romana"&gt;calzada romana&lt;/a&gt; &lt;a href="http://es.wikipedia.org/wiki/Espa%C3%B1a" title="España"&gt;española&lt;/a&gt; que unía &lt;a href="http://es.wikipedia.org/wiki/Segovia" title="Segovia"&gt;Segovia&lt;/a&gt; con &lt;a href="http://es.wikipedia.org/wiki/Miacum" title="Miacum"&gt;Miacum&lt;/a&gt; (&lt;a href="http://es.wikipedia.org/wiki/Collado_Mediano" title="Collado Mediano"&gt;Collado Mediano&lt;/a&gt;). Cruza la &lt;a href="http://es.wikipedia.org/wiki/Sierra_de_Guadarrama" title="Sierra de Guadarrama"&gt;Sierra de Guadarrama&lt;/a&gt; por el &lt;a href="http://es.wikipedia.org/wiki/Valle_de_la_Fuenfr%C3%ADa" title="Valle de la Fuenfría"&gt;valle de la Fuenfría&lt;/a&gt;, el &lt;a class="mw-redirect" href="http://es.wikipedia.org/wiki/Puerto_de_la_Fuenfr%C3%ADa" title="Puerto de la Fuenfría"&gt;puerto de la Fuenfría&lt;/a&gt; y el &lt;a href="http://es.wikipedia.org/wiki/Valle_de_Valsa%C3%ADn" title="Valle de Valsaín"&gt;valle de Valsaín&lt;/a&gt;. La obra romana, muy transformada por las grandes reformas que sobre ella realizó &lt;a href="http://es.wikipedia.org/wiki/Felipe_V_de_Espa%C3%B1a" title="Felipe V de España"&gt;Felipe V&lt;/a&gt; en &lt;a href="http://es.wikipedia.org/wiki/1722" title="1722"&gt;1722&lt;/a&gt;, data de la época del emperador &lt;a class="mw-redirect" href="http://es.wikipedia.org/wiki/Vespasiano" title="Vespasiano"&gt;Vespasiano&lt;/a&gt;, que gobernó entre los años &lt;a href="http://es.wikipedia.org/wiki/69" title="69"&gt;69&lt;/a&gt; y &lt;a href="http://es.wikipedia.org/wiki/79" title="79"&gt;79&lt;/a&gt; dC. (Necesita actualización. Nuevos trabajos arqueológicos desde el 2009 han revelado el trazado real de esta calzada romana)&lt;br /&gt;El trazado de la vía en el lado segoviano es recto y con un desnivel del 10% aproximadamente (400 m en 4 km). Estas caracteríticas refuerzan la idea de su origen romano. A Antonio Blázquez, arqueólogo y gran conocedor de la &lt;a href="http://es.wikipedia.org/wiki/Sierra_de_Guadarrama" title="Sierra de Guadarrama"&gt;Sierra de Guadarrama&lt;/a&gt;, se debe la correcta datación del origen de la calzada.&lt;br /&gt;El recorrido se recogía a finales del &lt;a href="http://es.wikipedia.org/wiki/Siglo_III" title="Siglo III"&gt;siglo III&lt;/a&gt; en el &lt;a class="mw-redirect" href="http://es.wikipedia.org/wiki/Itinerario_Antonino" title="Itinerario Antonino"&gt;itinerario de Antonio&lt;/a&gt;, cuya Vía XXIV unía &lt;i&gt;&lt;a href="http://es.wikipedia.org/wiki/M%C3%A9rida_%28Espa%C3%B1a%29" title="Mérida (España)"&gt;Emerita Augusta&lt;/a&gt;&lt;/i&gt; y &lt;i&gt;&lt;a href="http://es.wikipedia.org/wiki/Zaragoza" title="Zaragoza"&gt;Caesaraugusta&lt;/a&gt;&lt;/i&gt;, pasando en su parte central a través de &lt;i&gt;&lt;a href="http://es.wikipedia.org/wiki/Coca_%28Segovia%29" title="Coca (Segovia)"&gt;Cauca&lt;/a&gt;&lt;/i&gt;, &lt;i&gt;&lt;a href="http://es.wikipedia.org/wiki/Miacum" title="Miacum"&gt;Miacum&lt;/a&gt;&lt;/i&gt;, &lt;i&gt;&lt;a href="http://es.wikipedia.org/wiki/Titulcia" title="Titulcia"&gt;Titulciam&lt;/a&gt;&lt;/i&gt; y &lt;i&gt;&lt;a href="http://es.wikipedia.org/wiki/Alcal%C3%A1_de_Henares" title="Alcalá de Henares"&gt;Complutum&lt;/a&gt;&lt;/i&gt;. La aparición del &lt;a class="new" href="http://es.wikipedia.org/w/index.php?title=Miliario_de_Cercedilla&amp;amp;action=edit&amp;amp;redlink=1" title="Miliario de Cercedilla (aún no redactado)"&gt;miliario de Cercedilla&lt;/a&gt; en &lt;a href="http://es.wikipedia.org/wiki/1910" title="1910"&gt;1910&lt;/a&gt; permitió a &lt;a class="mw-redirect" href="http://es.wikipedia.org/wiki/Antonio_Bl%C3%A1zquez" title="Antonio Blázquez"&gt;Antonio Blázquez&lt;/a&gt; adscribir con seguridad el paso de la Fuenfría a esta vía, aunque la reconstrucción que hizo del trazado fue errónea.&lt;br /&gt;Una investigación llevada a cabo por Jesús Rodríguez Morales e Isaac Moreno Gallo asegura que la calzada actual no coincide en todos los tramos con la calzada romana construida en el &lt;a href="http://es.wikipedia.org/wiki/Siglo_I" title="Siglo I"&gt;siglo I&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-UkU9aYXjp-M/T0A856s1mxI/AAAAAAAAB20/B5EGwO84Kw0/s1600/450px-Calzada_romana_de_la_Fuenfr%C3%ADa.JPG" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://4.bp.blogspot.com/-UkU9aYXjp-M/T0A856s1mxI/AAAAAAAAB20/B5EGwO84Kw0/s320/450px-Calzada_romana_de_la_Fuenfr%C3%ADa.JPG" width="240" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Tramo madrileño de la &lt;a href="http://es.wikipedia.org/wiki/Calzada_romana" title="Calzada romana"&gt;calzada romana&lt;/a&gt; de la Fuenfría. Esta vía construida en el &lt;a href="http://es.wikipedia.org/wiki/Siglo_I" title="Siglo I"&gt;siglo I&lt;/a&gt; atraviesa el &lt;a href="http://es.wikipedia.org/wiki/Valle_de_la_Fuenfr%C3%ADa" title="Valle de la Fuenfría"&gt;valle de la Fuenfría&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-1OA6GC5i4fk/T0A86Qq04lI/AAAAAAAAB24/Wot2xRQyf2I/s1600/799px-Calzada_romana_y_valle_de_la_Fuenfr%C3%ADa.JPG" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="239" src="http://2.bp.blogspot.com/-1OA6GC5i4fk/T0A86Qq04lI/AAAAAAAAB24/Wot2xRQyf2I/s320/799px-Calzada_romana_y_valle_de_la_Fuenfr%C3%ADa.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Tramo madrileño de la calzada romana de la Fuenfría más próximo al &lt;a class="mw-redirect" href="http://es.wikipedia.org/wiki/Puerto_de_la_Fuenfr%C3%ADa" title="Puerto de la Fuenfría"&gt;puerto de mismo nombre&lt;/a&gt;. Al fondo se ve el &lt;a href="http://es.wikipedia.org/wiki/Valle_de_la_Fuenfr%C3%ADa" title="Valle de la Fuenfría"&gt;valle de la Fuenfría&lt;/a&gt;.  &lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&amp;nbsp;&lt;a href="http://4.bp.blogspot.com/-vVvMtl1Hxfw/T0A861_OKoI/AAAAAAAAB3E/aXMaiddTuZg/s1600/800px-Puente_del_Descalzo.JPG" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://4.bp.blogspot.com/-vVvMtl1Hxfw/T0A861_OKoI/AAAAAAAAB3E/aXMaiddTuZg/s320/800px-Puente_del_Descalzo.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;Puente romano del Descalzo, lugar donde comienza la calzada en la vertiente madrileña. &lt;br /&gt;&lt;h2&gt;&lt;span class="editsection"&gt;&lt;/span&gt; &lt;span class="mw-headline" id="V.C3.A9ase_tambi.C3.A9n"&gt;Véase también&lt;/span&gt;&lt;/h2&gt;&lt;ul&gt;&lt;li&gt;&lt;a href="http://es.wikipedia.org/wiki/Valle_de_la_Fuenfr%C3%ADa" title="Valle de la Fuenfría"&gt;Valle de la Fuenfría&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a class="mw-redirect" href="http://es.wikipedia.org/wiki/Puerto_de_la_Fuenfr%C3%ADa" title="Puerto de la Fuenfría"&gt;Puerto de la Fuenfría&lt;/a&gt;&lt;/li&gt;&lt;/ul&gt;&lt;h2&gt;&lt;span class="editsection"&gt;&amp;nbsp;&lt;/span&gt;&lt;span class="mw-headline" id="Referencias"&gt;Referencias&lt;/span&gt;&lt;/h2&gt;&lt;div class="listaref" style="list-style-type: decimal;"&gt;&lt;ol class="references"&gt;&lt;li id="cite_note-0"&gt;&lt;a href="http://es.wikipedia.org/wiki/Calzada_romana_de_la_Fuenfr%C3%ADa#cite_ref-0"&gt;↑&lt;/a&gt; &lt;a class="external text" href="http://www.elecodelasierra.com/?p=711" rel="nofollow"&gt;Miaccum, el hallazgo de la posada perdida&lt;/a&gt;&lt;/li&gt;&lt;li id="cite_note-1"&gt;&lt;a href="http://es.wikipedia.org/wiki/Calzada_romana_de_la_Fuenfr%C3%ADa#cite_ref-1"&gt;↑&lt;/a&gt; &lt;span class="citation cita-libro" id="CITAREFV.C3.ADas2002"&gt;Vías, Julio. «Las huellas de Roma». &lt;i&gt;Memorias del Guadarrama&lt;/i&gt; (2ª edición). Madrid: Ediciones La Librería. pp.&amp;nbsp;171-174. &lt;small&gt;&lt;a href="http://es.wikipedia.org/wiki/ISBN" title="ISBN"&gt;ISBN&lt;/a&gt; &lt;a href="http://es.wikipedia.org/wiki/Especial:FuentesDeLibros/84-89411-72-7" title="Especial:FuentesDeLibros/84-89411-72-7"&gt;84-89411-72-7&lt;/a&gt;&lt;/small&gt;.&lt;/span&gt;&lt;span class="Z3988" title="ctx_ver=Z39.88-2004&amp;amp;rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&amp;amp;rft.genre=bookitem&amp;amp;rft.btitle=Las+huellas+de+Roma&amp;amp;rft.atitle=Memorias+del+Guadarrama&amp;amp;rft.aulast=V%C3%ADas&amp;amp;rft.aufirst=Julio&amp;amp;rft.au=V%C3%ADas%2C%26%2332%3BJulio&amp;amp;rft.pages=pp.%26nbsp%3B171-174&amp;amp;rft.edition=2%C2%AA&amp;amp;rft.place=Madrid&amp;amp;rft.pub=Ediciones+La+Librer%C3%ADa&amp;amp;rft.isbn=84-89411-72-7&amp;amp;rfr_id=info:sid/es.wikipedia.org:Calzada_romana_de_la_Fuenfr%C3%ADa"&gt;&lt;/span&gt;&lt;/li&gt;&lt;li id="cite_note-2"&gt;&lt;a href="http://es.wikipedia.org/wiki/Calzada_romana_de_la_Fuenfr%C3%ADa#cite_ref-2"&gt;↑&lt;/a&gt; La vía del puerto de la fuenfría J. Rodríguez, I.Moreno, 2002 &lt;a class="external autonumber" href="http://traianus.rediris.es/viasromanas/fuenfria.htm" rel="nofollow"&gt;[1]&lt;/a&gt;&lt;a class="external text" href="http://www.traianvs.net/pdfs/fuenfria.pdf" rel="nofollow"&gt;La vía romana del Puerto de la Fuenfría&lt;/a&gt;&lt;/li&gt;&lt;/ol&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;lllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllll&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;FOTOS TOMADAS ESTE DIA CON LA NUEVA SEÑALIZACION DE LA CALZADA&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-CDRGTKeTluM/T0A2q3ZH1KI/AAAAAAAAB1E/38x6zo27Lmc/s1600/120218ViaXXIVCalzadaRomanaV+%2813%29.JPG" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://3.bp.blogspot.com/-CDRGTKeTluM/T0A2q3ZH1KI/AAAAAAAAB1E/38x6zo27Lmc/s640/120218ViaXXIVCalzadaRomanaV+%2813%29.JPG" width="480" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: right;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&lt;/span&gt;&lt;a href="http://3.bp.blogspot.com/-qWlWTD9ARNA/T0A2vmPuvPI/AAAAAAAAB1M/3WCbUyPI-4Q/s1600/120218ViaXXIVCalzadaRomanaV+%2814%29.JPG" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="480" src="http://3.bp.blogspot.com/-qWlWTD9ARNA/T0A2vmPuvPI/AAAAAAAAB1M/3WCbUyPI-4Q/s640/120218ViaXXIVCalzadaRomanaV+%2814%29.JPG" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-h7k2_4LqW4E/T0A2cPq_7ZI/AAAAAAAAB0k/qRZDDAxmRa8/s1600/120218ViaXXIVCalzadaRomanaV+%281%29.JPG" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="480" src="http://1.bp.blogspot.com/-h7k2_4LqW4E/T0A2cPq_7ZI/AAAAAAAAB0k/qRZDDAxmRa8/s640/120218ViaXXIVCalzadaRomanaV+%281%29.JPG" width="640" /&gt;&lt;/a&gt;&lt;span style="font-size: small;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&lt;/span&gt;&lt;a href="http://2.bp.blogspot.com/-g23ZSr7juGs/T0A2jauOhII/AAAAAAAAB00/5J7CZYGl8rs/s1600/120218ViaXXIVCalzadaRomanaV+%2811%29.JPG" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="480" src="http://2.bp.blogspot.com/-g23ZSr7juGs/T0A2jauOhII/AAAAAAAAB00/5J7CZYGl8rs/s640/120218ViaXXIVCalzadaRomanaV+%2811%29.JPG" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&lt;/span&gt;&lt;a href="http://1.bp.blogspot.com/-79IY6AF5ySE/T0A2m-AkR2I/AAAAAAAAB08/FapBEzDaDS0/s1600/120218ViaXXIVCalzadaRomanaV+%2812%29.JPG" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="480" src="http://1.bp.blogspot.com/-79IY6AF5ySE/T0A2m-AkR2I/AAAAAAAAB08/FapBEzDaDS0/s640/120218ViaXXIVCalzadaRomanaV+%2812%29.JPG" width="640" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-8SC9jCkf2wY/T0A3OsHvSyI/AAAAAAAAB2E/I7f9-m3wQNA/s1600/120218ViaXXIVCalzadaRomanaV+%287%29.JPG" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="480" src="http://4.bp.blogspot.com/-8SC9jCkf2wY/T0A3OsHvSyI/AAAAAAAAB2E/I7f9-m3wQNA/s640/120218ViaXXIVCalzadaRomanaV+%287%29.JPG" width="640" /&gt;&lt;/a&gt;&lt;span style="font-size: small;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&lt;/span&gt;&lt;a href="http://4.bp.blogspot.com/--0qiuwYms8Q/T0A24qI8LtI/AAAAAAAAB1c/gPdkn8CvIY4/s1600/120218ViaXXIVCalzadaRomanaV+%282%29.JPG" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="480" src="http://4.bp.blogspot.com/--0qiuwYms8Q/T0A24qI8LtI/AAAAAAAAB1c/gPdkn8CvIY4/s640/120218ViaXXIVCalzadaRomanaV+%282%29.JPG" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div align="CENTER" class="western" style="margin-bottom: 0.35cm;"&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-aAFeoMkSPtQ/T0A3BIOvAHI/AAAAAAAAB1s/pCcSTIGvtuQ/s1600/120218ViaXXIVCalzadaRomanaV+%284%29.JPG" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="480" src="http://2.bp.blogspot.com/-aAFeoMkSPtQ/T0A3BIOvAHI/AAAAAAAAB1s/pCcSTIGvtuQ/s640/120218ViaXXIVCalzadaRomanaV+%284%29.JPG" width="640" /&gt;&lt;/a&gt;&lt;span style="font-size: small;"&gt; &lt;/span&gt;&lt;a href="http://1.bp.blogspot.com/-k-V3n3hDIVE/T0A3FZl8N1I/AAAAAAAAB10/LsRTsQxtAsQ/s1600/120218ViaXXIVCalzadaRomanaV+%285%29.JPG" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="480" src="http://1.bp.blogspot.com/-k-V3n3hDIVE/T0A3FZl8N1I/AAAAAAAAB10/LsRTsQxtAsQ/s640/120218ViaXXIVCalzadaRomanaV+%285%29.JPG" width="640" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-ESL4NUcs-6g/T0A28or4yMI/AAAAAAAAB1k/We3parWSFto/s1600/120218ViaXXIVCalzadaRomanaV+%283%29.JPG" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="480" src="http://2.bp.blogspot.com/-ESL4NUcs-6g/T0A28or4yMI/AAAAAAAAB1k/We3parWSFto/s640/120218ViaXXIVCalzadaRomanaV+%283%29.JPG" width="640" /&gt;&lt;/a&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/-sKN9ZG_8tEE/T0A3Jo13cOI/AAAAAAAAB18/R9xYR91BaDA/s1600/120218ViaXXIVCalzadaRomanaV+%286%29.JPG" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="480" src="http://1.bp.blogspot.com/-sKN9ZG_8tEE/T0A3Jo13cOI/AAAAAAAAB18/R9xYR91BaDA/s640/120218ViaXXIVCalzadaRomanaV+%286%29.JPG" width="640" /&gt;&lt;/a&gt;&lt;span style="font-size: small;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-tmiIGOx2bto/T0A2gCKHWZI/AAAAAAAAB0s/kkXP3EabtqE/s1600/120218ViaXXIVCalzadaRomanaV+%2810%29.JPG" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="480" src="http://4.bp.blogspot.com/-tmiIGOx2bto/T0A2gCKHWZI/AAAAAAAAB0s/kkXP3EabtqE/s640/120218ViaXXIVCalzadaRomanaV+%2810%29.JPG" width="640" /&gt;&lt;/a&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-U8ZCVro9IHQ/T0A3YfJMf9I/AAAAAAAAB2U/eUVUSplZMGk/s1600/120218ViaXXIVCalzadaRomanaV+%289%29.JPG" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="480" src="http://4.bp.blogspot.com/-U8ZCVro9IHQ/T0A3YfJMf9I/AAAAAAAAB2U/eUVUSplZMGk/s640/120218ViaXXIVCalzadaRomanaV+%289%29.JPG" width="640" /&gt;&lt;/a&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&lt;/span&gt;&lt;a href="http://4.bp.blogspot.com/-0-kEl2nxIwM/T0A3Tq0bBvI/AAAAAAAAB2M/9wlaVmzWVrQ/s1600/120218ViaXXIVCalzadaRomanaV+%288%29.JPG" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="480" src="http://4.bp.blogspot.com/-0-kEl2nxIwM/T0A3Tq0bBvI/AAAAAAAAB2M/9wlaVmzWVrQ/s640/120218ViaXXIVCalzadaRomanaV+%288%29.JPG" width="640" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;_________OOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOO_______________________________________________________ &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;--------------------------------&lt;/span&gt;&lt;/div&gt;&lt;div class="western" style="margin-bottom: 0.35cm; text-align: left;"&gt;&lt;span style="font-size: small;"&gt;&lt;a href="http://es.wikiloc.com/"&gt;http://es.wikiloc.com/&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="western" style="margin-bottom: 0.35cm; text-align: left;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&lt;/span&gt;&lt;a href="http://es.wikiloc.com/wikiloc/view.do?id=511163" id="link-pagina"&gt;Cercedilla - Calzada Romana&amp;nbsp;&lt;span style="color: grey;"&gt;(senderismo)&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="western" style="margin-bottom: 0.35cm; text-align: left;"&gt;&lt;span style="color: grey;"&gt;mmmmmmmmmmmmmmmmm &lt;/span&gt;&lt;/div&gt;&lt;div class="western" style="margin-bottom: 0.35cm; text-align: left;"&gt;&lt;span style="color: grey;"&gt;&lt;iframe frameborder="0" height="400px" src="http://es.wikiloc.com/wikiloc/spatialArtifacts.do?event=view&amp;amp;id=511163&amp;amp;measures=off&amp;amp;title=off&amp;amp;near=off&amp;amp;images=off&amp;amp;maptype=S" width="500px"&gt;&lt;/iframe&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="western" style="margin-bottom: 0.35cm; text-align: left;"&gt;&lt;span style="color: black;"&gt;&lt;b&gt;Distancia recorrida:&lt;/b&gt;&amp;nbsp;13,39&amp;nbsp;kilómetros&lt;/span&gt;                        &lt;br /&gt;&lt;b&gt;Altitud&amp;nbsp;min:&lt;/b&gt;&amp;nbsp;1.353&amp;nbsp;metros,&amp;nbsp;&lt;b&gt;max:&lt;/b&gt;&amp;nbsp;1.805&amp;nbsp;metros&lt;br /&gt;&lt;b&gt;Desnivel acum.&amp;nbsp;subiendo:&lt;/b&gt;&amp;nbsp;630&amp;nbsp;metros,&amp;nbsp;&lt;b&gt;bajando:&lt;/b&gt;&amp;nbsp;569&amp;nbsp;metros&lt;br /&gt;&lt;b&gt;Grado de dificultad:&lt;/b&gt;&amp;nbsp;&amp;nbsp;Fácil&lt;br /&gt;&lt;b&gt;Tiempo: &lt;/b&gt;&amp;nbsp;&amp;nbsp;5 horas&amp;nbsp;20 minutos&lt;br /&gt;&lt;b&gt;Fecha:&lt;/b&gt;&amp;nbsp;&amp;nbsp;agosto 30, 2009&lt;br /&gt;&lt;b&gt;Finaliza en el punto de partida (circular): &lt;/b&gt;&amp;nbsp;                  Sí&lt;br /&gt;&lt;b&gt;Coordenadas: &lt;/b&gt;1038&lt;/div&gt;&lt;div class="western" style="margin-bottom: 0.35cm; text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="western" style="margin-bottom: 0.35cm; text-align: left;"&gt;&lt;span style="color: grey;"&gt;mmmmmmmmmmmmmmmm &lt;/span&gt;&lt;/div&gt;&lt;div class="western" style="margin-bottom: 0.35cm; text-align: left;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&lt;/span&gt;&lt;span style="font-size: small;"&gt;Para los montañeros fuertes y aguerridos, con la categoría de dificil,&lt;/span&gt;&lt;/div&gt;&lt;h1 class="spaName"&gt;&lt;a href="http://es.wikiloc.com/wikiloc/view.do?id=851123" target="_blank"&gt;Cercedilla - Calzada Romana - Casa Eraso&lt;/a&gt;&lt;/h1&gt;&lt;div class="western" style="margin-bottom: 0.35cm; text-align: left;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&lt;/span&gt;&lt;a href="http://es.wikiloc.com/wikiloc/user.do?name=David+Mieza"&gt;                                        Autor:&amp;nbsp;David Mieza                                                                                  (7 rutas compartidas                       ,&amp;nbsp;80 puntos de interés compartidos)                                    &lt;/a&gt;&lt;img alt="Elevation Profile" id="elevProfile" src="http://s3.wklcdn.com/image_0/28761/851123/elevProfile.jpg" width="100%" /&gt;                 &lt;/div&gt;&lt;h5&gt;Actividad:&amp;nbsp;senderismo&lt;/h5&gt;&lt;span style="color: black;"&gt;&lt;b&gt;Distancia recorrida:&lt;/b&gt;&amp;nbsp;13,39&amp;nbsp;kilómetros&lt;/span&gt;                        &lt;br /&gt;&lt;b&gt;Altitud&amp;nbsp;min:&lt;/b&gt;&amp;nbsp;1.353&amp;nbsp;metros,&amp;nbsp;&lt;b&gt;max:&lt;/b&gt;&amp;nbsp;1.805&amp;nbsp;metros&lt;br /&gt;&lt;b&gt;Desnivel acum.&amp;nbsp;subiendo:&lt;/b&gt;&amp;nbsp;630&amp;nbsp;metros,&amp;nbsp;&lt;b&gt;bajando:&lt;/b&gt;&amp;nbsp;569&amp;nbsp;metros&lt;br /&gt;&lt;b&gt;Grado de dificultad:&lt;/b&gt;&amp;nbsp;&amp;nbsp;Difícil&lt;br /&gt;&lt;b&gt;Tiempo: &lt;/b&gt;&amp;nbsp;&amp;nbsp;5 horas&amp;nbsp;20 minutos&lt;br /&gt;&lt;b&gt;Fecha:&lt;/b&gt;&amp;nbsp;&amp;nbsp;abril 18, 2010&lt;br /&gt;&lt;b&gt;Finaliza en el punto de partida (circular): &lt;/b&gt;&amp;nbsp;                  Sí&lt;br /&gt;&lt;b&gt;Coordenadas: &lt;/b&gt;1037&lt;br /&gt;&lt;div align="CENTER" class="western" style="margin-bottom: 0.35cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="CENTER" class="western" style="margin-bottom: 0.35cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="CENTER" class="western" style="margin-bottom: 0.35cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3307891065832375598-7289924400359433959?l=encuentros3cantos.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://encuentros3cantos.blogspot.com/feeds/7289924400359433959/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://encuentros3cantos.blogspot.com/2012/02/marcha-serrana-dehesas-de-cercedilla.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3307891065832375598/posts/default/7289924400359433959'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3307891065832375598/posts/default/7289924400359433959'/><link rel='alternate' type='text/html' href='http://encuentros3cantos.blogspot.com/2012/02/marcha-serrana-dehesas-de-cercedilla.html' title='Marcha Serrana: Dehesas de Cercedilla – Puerto de la Fuenfria - Ruinas Casa Eraso'/><author><name>Grupo ENCUENTROS - Universidad POPULAR</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-groNV05I-8U/T0A-fZUCwfI/AAAAAAAAB3M/amAd2VL_19g/s72-c/707px-Hispania_roads.svg.png' height='72' width='72'/><thr:total>0</thr:total><georss:featurename>M-601, 25, 28491 Navacerrada, España</georss:featurename><georss:point>40.7833333 -4.05</georss:point><georss:box>40.7825818 -4.051234 40.7840848 -4.048766</georss:box></entry><entry><id>tag:blogger.com,1999:blog-3307891065832375598.post-6301167977221136715</id><published>2012-02-16T19:00:00.000-08:00</published><updated>2012-02-16T19:00:00.235-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='JuevesEncuentros'/><title type='text'>CARNAVAL: La transgresión, la libertad, ...lo inunda todo</title><content type='html'>ANA DEGADIR pendiente se cambia por&lt;br /&gt;CARNAVAL&lt;br /&gt;La transgresión, la libertad, ...lo inunda                    todo&lt;br /&gt;del Carnaval políticamente incorrecto, al                    Carnaval no viable económicamente&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Lectura de poemasy hasta canticos.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-V-UA0TyUhoU/Tz2dKInYKAI/AAAAAAAABz0/o-ReKwbpbBQ/s1600/200px-BrechtBaal.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-V-UA0TyUhoU/Tz2dKInYKAI/AAAAAAAABz0/o-ReKwbpbBQ/s1600/200px-BrechtBaal.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;b style="font-weight: bold;"&gt;&lt;i&gt;Baal - B. Brecht&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://imagenes.blogdiario.com/1187856180/" target="_blank"&gt;Coral del Gran Baal&lt;/a&gt;&lt;/div&gt;Cuando Baal crecía en el albo seno de su madre,&lt;br /&gt;ya era el cielo tan lívido, tan sereno y tan grande,&lt;br /&gt;tan joven y desnudo, tan raro y singular&lt;br /&gt;como lo amó Baal cuando nació Baal.&lt;br /&gt;&lt;br /&gt;Y el cielo seguía siendo alegría y tristeza&lt;br /&gt;aunque Baal durmiera feliz y no lo viera,&lt;br /&gt;aunque ebrio Baal, violeta era de noche,&lt;br /&gt;y aunque piadoso al alba, era de albaricoque.&lt;br /&gt;&lt;br /&gt;Entre el bullir de pecadores vergonzosos,&lt;br /&gt;desnudo, Baal se revolcaba en paz,&lt;br /&gt;y sólo y siempre el cielo poderoso&lt;br /&gt;la desnudez cubría de Baal.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://rimasfrasescitas.blogspot.com/2007/08/poemas-y-canciones-bertolt-brecht.html" target="_blank"&gt;&lt;span style="font-weight: bold;"&gt;Es bueno todo vicio para algo&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;y también, dice Baal, quien lo practica.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Vicios son, ya se sabe, lo que se quiere.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Elegíos dos vicios, porque uno es demasiado.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;No seáis vagos e indolentes&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;pues, por Dios, que no es fácil el gozar.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Hace falta experiencia y miembros fuertes:&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;la tripa puede a veces molestar.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;Parpadea Baal a los orondos buitres&lt;br /&gt;que en el cielo estrellado su cadáver esperan.&lt;br /&gt;A veces se hace el muerto Baal. Desciende un buitre,&lt;br /&gt;y en silencio Baal un buitre cena.&lt;br /&gt;&lt;br /&gt;En el valle de lágrimas, bajo lúgubres astros,&lt;br /&gt;chasqueando la lengua, pace campos Baal.&lt;br /&gt;Canta y trota Baal, cuando los ha agotado,&lt;br /&gt;por los bosques eternos yendo el sueño a buscar.&lt;br /&gt;&lt;br /&gt;Cuando a Baal le atrae el oscuro seno,&lt;br /&gt;¿qué es ya para Baal el mundo? Está saturado.&lt;br /&gt;Y guarda tanto cielo Baal bajo los párpados&lt;br /&gt;que incluso muerto tiene suficiente cielo.&lt;br /&gt;&lt;br /&gt;Cuando Baal se pudría de la tierra en el oscuro seno,&lt;br /&gt;ya era el cielo tan grande, tan lívido y sereno,&lt;br /&gt;tan joven y desnudo, tan raro y singular&lt;br /&gt;como lo amó Baal cuando vivía Baal. &lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-oeLXjJ4WO3s/Tz2kSvERAZI/AAAAAAAABz8/gAQXEqqYCe8/s1600/BrechtBaal2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://1.bp.blogspot.com/-oeLXjJ4WO3s/Tz2kSvERAZI/AAAAAAAABz8/gAQXEqqYCe8/s1600/BrechtBaal2.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;Y el amor es como cuando se deja flotar el brazo desnudo en un estanque, con algas entre los dedos; como el tormento que empieza a cantar gimiendo ante el árbol borracho sobre el que cabalga el viento salvaje; como un ahogarse a sorbos de vino en un día caluroso, cuando el cuerpo de ella nos penetra como un vino muy fresco en todos los repliegues de la piel, las articulaciones son suaves como plantas al viento, y la violencia del choque, que cederá, es como volar contra la tempestad, y el cuerpo de ella rueda sobre tí como grava fría.&lt;br /&gt;Pero el amor es también como un coco, que es buena mientras está fresco, y hay que escupir cuando el jugo ha sido exprimido, y queda sólo la pulpa, que sabe amargo.&lt;br /&gt;&lt;b&gt;&lt;i&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://poetasdelrepertoriopoeticoagolpesdev.blogspot.com/2007/09/baal-de-bertolt-brecht.html"&gt;http://poetasdelrepertoriopoeticoagolpesdev.blogspot.com/2007/09/baal-de-bertolt-brecht.html&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.youtube.com/watch?v=WYhFemIvw8A"&gt;BERTOLT BRECHT EN HOLYWOOD&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&amp;nbsp;&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://2.gvt0.com/vi/SmjrEoIALF4/0.jpg" height="266" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/SmjrEoIALF4&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/SmjrEoIALF4&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;div align="left" style="margin-left: 80px;"&gt;cada mañana voy al mercado&lt;br /&gt;donde se compran mentiras&lt;/div&gt;&lt;div align="left" style="margin-left: 80px;"&gt;y con esperanza&lt;/div&gt;&lt;div align="left" style="margin-left: 80px;"&gt;me pongo en la cola&lt;/div&gt;&lt;div align="left" style="margin-left: 80px;"&gt;de los vendedores &lt;/div&gt;&lt;div align="justify"&gt;Este pequeño poema fué escrito por el poeta y dramaturgo alemán &lt;a href="http://es.wikipedia.org/wiki/Bertolt_Brecht"&gt;Bertolt Brecht &lt;/a&gt;el mismo año de su exilio a los Estados Unidos, huyendo de la persecución nazi.&lt;/div&gt;&lt;div align="justify"&gt;Él era el payaso vendedor de mentiras y Holywood el mercado siniestro del que nos hablaba.Sabía muy bien que en el exilio la única esperanza era la cola de la espera.&lt;/div&gt;&lt;div align="justify"&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;b&gt;&lt;a href="http://amediavoz.com/brecht.htm" target="_blank"&gt;Canción de la prostituta&lt;/a&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;1&lt;br /&gt;Señores míos, con diecisiete años&lt;br /&gt;llegué   al mercado del amor&lt;br /&gt;y mucho he aprendido.&lt;br /&gt;Malo hubo mucho,&lt;br /&gt;pero   ése era el juego.&lt;br /&gt;Aunque hubo Cosas que sí me molestaron&lt;br /&gt;(al fin y   al cabo también yo soy persona).&lt;br /&gt;Gracias a Dios todo pasa deprisa,&lt;br /&gt;la pena incluso; también el amor.&lt;br /&gt;¿Dónde están las lágrimas de   anoche?&lt;br /&gt;¿Dónde la nieve del año pasado?&lt;br /&gt;&lt;br /&gt;2&lt;br /&gt;Claro que con los años una va&lt;br /&gt;más ligera al mercado del amor&lt;br /&gt;y los abraza por rebaños.&lt;br /&gt;Pero los sentimientos&lt;br /&gt;se vuelven   sorprendentemente fríos&lt;br /&gt;si se escatiman tanto&lt;br /&gt;(al fin y al cabo no   hay provisión que no se acabe).&lt;br /&gt;Gracias a Dios todo pasa deprisa,&lt;br /&gt;la pena incluso; también el amor.&lt;br /&gt;¿Dónde están las lágrimas de   anoche?&lt;br /&gt;¿Dónde la nieve del año pasado?&lt;br /&gt;&lt;br /&gt;3&lt;br /&gt;Y aunque aprendas bien el trato&lt;br /&gt;en la feria del amor,&lt;br /&gt;transformar el placer en calderilla&lt;br /&gt;nunca resulta fácil.&lt;br /&gt;Pero,   bien, se consigue.&lt;br /&gt;Aunque también envejeces mientras tanto&lt;br /&gt;(al fin   y al cabo no siempre se tienen diecisiete.)&lt;br /&gt;Gracias a Dios todo pasa   deprisa,&lt;br /&gt;la pena incluso; también el amor.&lt;br /&gt;¿Dónde están las   lágrimas de anoche?&lt;br /&gt;¿Dónde la nieve del año pasado?  &lt;br /&gt;&lt;br /&gt;Versión de Jesús Munárriz y Jenaro Talens&lt;span style="color: #c4cad4; font-family: Georgia; font-size: x-small;"&gt;&lt;i&gt;&lt;br /&gt;  &lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;/div&gt;&lt;a href="http://amediavoz.com/brecht.htm" target="_blank"&gt;&lt;b&gt;Canción de la viuda enamorada&lt;/b&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Ay, ya sé, no deberla reconocer&lt;br /&gt;que tiemblo cuando su mano me   toca.&lt;br /&gt;Ay, qué me ha sucedido&lt;br /&gt;que rezo para que me seduzca.&lt;br /&gt;¡Ay,   ni cien caballos me arrastrarían al pecado!&lt;br /&gt;¡Si al menos no me   apeteciese tanto!&lt;br /&gt;&lt;br /&gt;Si me resisto tanto al amor&lt;br /&gt;sólo me he resistido realmente en el   fondo&lt;br /&gt;porque sé que si estuviera ante él en camisón&lt;br /&gt;me dejaría   hasta sin camisa.&lt;br /&gt;¡Como que le van a importar a él mis reproches!&lt;br /&gt;¡Si al menos no me apeteciese tanto!&lt;br /&gt;&lt;br /&gt;Dudo que valga tanto como yo&lt;br /&gt;y que para él sea amor de verdad.&lt;br /&gt;Cuando todos mis ahorros se hayan gastado,&lt;br /&gt;¿tirará el cacharro a la   basura?&lt;br /&gt;¡Ay, ya sé por qué le opuse tanta resistencia!&lt;br /&gt;¡Si al   menos no me apeteciese tanto!&lt;br /&gt;&lt;br /&gt;Si tuviera dos dedos de sentido&lt;br /&gt;nunca le habría concedido lo que   por desgracia me pidió,&lt;br /&gt;sino que le habría pegado una paliza&lt;br /&gt;en   cuanto se me acercó demasiado, como hizo.&lt;br /&gt;¡Ay, ojalá se fuera al   infierno!&lt;br /&gt;(¡Si al menos no me apeteciese tanto!)  &lt;br /&gt;&lt;br /&gt;Versión de Jesús Munárriz y Jenaro Talens&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3307891065832375598-6301167977221136715?l=encuentros3cantos.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://encuentros3cantos.blogspot.com/feeds/6301167977221136715/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://encuentros3cantos.blogspot.com/2012/02/carnaval-la-transgresion-la-libertad-lo.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3307891065832375598/posts/default/6301167977221136715'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3307891065832375598/posts/default/6301167977221136715'/><link rel='alternate' type='text/html' href='http://encuentros3cantos.blogspot.com/2012/02/carnaval-la-transgresion-la-libertad-lo.html' title='CARNAVAL: La transgresión, la libertad, ...lo inunda todo'/><author><name>Grupo ENCUENTROS - Universidad POPULAR</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-V-UA0TyUhoU/Tz2dKInYKAI/AAAAAAAABz0/o-ReKwbpbBQ/s72-c/200px-BrechtBaal.jpg' height='72' width='72'/><thr:total>0</thr:total><georss:featurename>Tres Cantos, España</georss:featurename><georss:point>40.5990717 -3.7122577</georss:point><georss:box>40.5508462 -3.7912217 40.647297200000004 -3.6332937</georss:box></entry><entry><id>tag:blogger.com,1999:blog-3307891065832375598.post-8119605409630151668</id><published>2012-02-14T19:30:00.000-08:00</published><updated>2012-02-19T15:01:52.963-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='FedericoGarcíaLorca'/><category scheme='http://www.blogger.com/atom/ns#' term='SantiagoRoncagliolo'/><title type='text'>El amante uruguayo</title><content type='html'>&lt;a href="http://www.casamerica.es/literatura/el-amante-uruguayo" target="_blank"&gt;&amp;nbsp;EL AMANTE URUGUAYO. Santiago Roncagliolo&lt;/a&gt;&lt;br /&gt;15/2/2012. Presentación del último libro de Santiago Roncagliolo (Perú), el pasado 14 de febrero de 2012 en Casa de América.&lt;br /&gt;&lt;strong&gt;¿Robó el cadáver de &lt;a href="http://www.garcia-lorca.org/Home/Idioma.aspx" target="_blank"&gt;Federico García Lorca&lt;/a&gt; su amante &lt;a href="http://es.wikipedia.org/wiki/Enrique_Amorim" target="_blank"&gt;Enrique Amorim&lt;/a&gt;?&lt;/strong&gt; ¿Se hizo pasar por &lt;a href="http://es.wikipedia.org/wiki/Jean-Paul_Sartre" target="_blank"&gt;Jean Paul Sartre &lt;/a&gt;para colarse en la reunión secreta entre Chaplin y Picasso? ¿Saboteó los esfuerzos de &lt;a href="http://es.wikipedia.org/wiki/Pablo_Neruda" target="_blank"&gt;Pablo Neruda&lt;/a&gt; por ganar el premio Nobel?&lt;br /&gt;El libro&lt;em&gt; El amante uruguayo. Una historia real&lt;/em&gt; narra las vivencias de Enrique Amorim, un excéntrico millonario que mantuvo una misteriosa relación con Federico García Lorca. Además fue testigo y cómplice de algunas de &lt;strong&gt;las más increíbles historias&lt;/strong&gt; con varios de los personajes más relevantes de principios del siglo XX.&lt;br /&gt;Tras una monumental investigación por el Buenos Aires de los años treinta, la Guerra Civil Española y el París de la posguerra, &lt;strong&gt;&lt;a href="http://www.alfaguara.com/es/autor/santiago-roncagliolo/" target="_blank"&gt;Santiago Roncagliolo&lt;/a&gt;&lt;/strong&gt; desvela la intimidad de los &lt;strong&gt;grandes genios del arte del siglo pasado&lt;/strong&gt;, como Picasso, Sartre, Neruda o Chaplin, mostrándonos sus celos, rivalidades, amores y miserias como nadie lo había hecho hasta ahora.&lt;br /&gt;&lt;strong&gt;Fecha:&lt;/strong&gt; 14 de febrero de 2012.&lt;br /&gt;&lt;strong&gt;Hora: &lt;/strong&gt;19.30.&lt;br /&gt;Entrada libre hasta completar aforo.&lt;br /&gt;&lt;h1 id="watch-headline-title" style="padding-bottom: 8px;"&gt;&lt;a href="http://www.youtube.com/watch?v=_QpB0XNxfbU" target="_blank"&gt;&lt;span style="font-size: small;"&gt;&lt;span class="long-title" dir="ltr" id="eow-title" style="vertical-align: top;" title="TEMAS: Santiago Roncagliolo: El amante uruguayo, Enrique Amorim"&gt;TEMAS: Santiago Roncagliolo: El amante uruguayo, Enrique Amorim&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/h1&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object width="320" height="266" class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://1.gvt0.com/vi/_QpB0XNxfbU/0.jpg"&gt;&lt;param name="movie" value="http://www.youtube.com/v/_QpB0XNxfbU&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/_QpB0XNxfbU&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;h1 id="watch-headline-title" style="padding-bottom: 8px; text-align: left;"&gt;&lt;span style="font-size: small;"&gt;&lt;span class="long-title" dir="ltr" id="eow-title" style="vertical-align: top;" title="TEMAS: Santiago Roncagliolo: El amante uruguayo, Enrique Amorim"&gt;&amp;nbsp;&lt;/span&gt;Subido por &lt;a class="yt-user-name author" dir="ltr" href="http://www.youtube.com/user/casamerica" rel="author"&gt;casamerica&lt;/a&gt; el &lt;span class="watch-video-date" id="eow-date"&gt;27/05/2011&lt;/span&gt;&lt;/span&gt;&lt;/h1&gt;&lt;div id="watch-uploader-info"&gt;      &lt;/div&gt;&lt;div id="watch-description-text"&gt;        &lt;div id="eow-description"&gt;14/5/2011. Enrique Amorim fue un escritor uruguayo cuya novela más conocida, La carreta, fue escrita en 1929. Santiago Roncagliolo, son su Temas 'El amante uruguayo, Enrique Amorim', rescata una  parte de su leyenda: era el alma de todas las fiestas. A juicio de Roncagliolo, Amorim inventó el marketing literario, y se rodeó de grandes literatos como Federico García Lorca o Pablo Neruda. No obstante, para el escritor peruano, el uruguayo únicamente tuvo un amigo de verdad entre todos los que le rodeaban: Jorge Luis Borges. Pero si quieres saber más... disfruta de su intervención.&lt;br /&gt;&lt;br /&gt;Ciclo 'Los olvidados'&lt;br /&gt;&lt;br /&gt;Con el ciclo Los olvidados, la Casa de América se propone rescatar a varios autores de primera línea de ambos lados del Atlántico, como el novelista uruguayo Enrique Amorim; el poeta colombiano Porfirio Barba Jacob, la cuentista norteamericana Charlotte Perkins Gilman y el cuentista peruano Julio Ramón Ribeyro, que nos han legado una obra literaria excelente y merecen volver al espacio lector común.&lt;br /&gt;&lt;br /&gt;Temas+, el formato más ágil de Casa de América&lt;br /&gt;&lt;br /&gt;Un T+ es un bloque de tres intervenciones, de 20 minutos cada una, en torno a un asunto vinculado a la actualidad, a la reflexión, a la creación, a las tendencias o a los grandes retos y desafíos que debe encarar la comunidad internacional. Casa de América invita a participar en cada uno de esos bloques temáticos a tres brillantes personalidades que abordan el asunto desde perspectivas multidisciplinares o complementarias.&lt;br /&gt;&lt;br /&gt;El artista costarricense Federico Herrero nos habla sobre la instalación 'Apretados y vibrantes' que se podrá ver en Casa de América hasta el 26 de junio de 2011.&lt;br /&gt;&lt;br /&gt;- Contenido bajo licencia Creative Commons "Atribución- no Comercial-SinDerivadas 2.0 Genérica&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3307891065832375598-8119605409630151668?l=encuentros3cantos.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://encuentros3cantos.blogspot.com/feeds/8119605409630151668/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://encuentros3cantos.blogspot.com/2012/02/el-amante-uruguayo.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3307891065832375598/posts/default/8119605409630151668'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3307891065832375598/posts/default/8119605409630151668'/><link rel='alternate' type='text/html' href='http://encuentros3cantos.blogspot.com/2012/02/el-amante-uruguayo.html' title='El amante uruguayo'/><author><name>Grupo ENCUENTROS - Universidad POPULAR</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3307891065832375598.post-9115521717442961910</id><published>2012-02-14T19:00:00.000-08:00</published><updated>2012-02-16T09:26:14.002-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='XUPTC(UnivPopularTresCantos)'/><category scheme='http://www.blogger.com/atom/ns#' term='XUPTC_Gabriel Ocejo'/><title type='text'>Gabriel Ocejo: CAMBIO CLIMÁTICO, SITUACIÓN ACTUAL</title><content type='html'>&lt;div align="center" class="yiv156732794MsoNormal" style="margin: 0cm 0cm 0pt; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="yiv156732794MsoNormal" style="margin: 0cm 0cm 0pt; text-align: center;"&gt;&lt;img alt="" 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" /&gt;&lt;b&gt;&lt;span style="color: red;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div align="center" class="yiv156732794MsoNormal" style="margin: 0cm 0cm 0pt; text-align: center;"&gt;&lt;b&gt;&lt;span style="color: red;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;CAMBIO CLIMÁTICO, SITUACIÓN ACTUAL&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div align="center" class="yiv156732794MsoNormal" style="margin: 0cm 0cm 0pt; text-align: center;"&gt;&lt;span style="font-family: Calibri; font-size: small;"&gt;Por Gabriel Ocejo, quien curso tras curso nos mantiene actualizados sobre este tema. &lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="yiv156732794MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt; text-align: center;"&gt;&lt;b&gt;&lt;span style="color: #002060;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;Salón de Actos del Centro 21 de Marzo, c/Viento, 2, a las 19 h.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3307891065832375598-9115521717442961910?l=encuentros3cantos.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://encuentros3cantos.blogspot.com/feeds/9115521717442961910/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://encuentros3cantos.blogspot.com/2012/02/gabriel-ocejo-cambio-climatico.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3307891065832375598/posts/default/9115521717442961910'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3307891065832375598/posts/default/9115521717442961910'/><link rel='alternate' type='text/html' href='http://encuentros3cantos.blogspot.com/2012/02/gabriel-ocejo-cambio-climatico.html' title='Gabriel Ocejo: CAMBIO CLIMÁTICO, SITUACIÓN ACTUAL'/><author><name>Grupo ENCUENTROS - Universidad POPULAR</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total><georss:featurename>Tres Cantos, España</georss:featurename><georss:point>40.5990717 -3.7122577</georss:point><georss:box>40.5508462 -3.7912217 40.647297200000004 -3.6332937</georss:box></entry><entry><id>tag:blogger.com,1999:blog-3307891065832375598.post-5648915647200500938</id><published>2012-02-14T15:50:00.001-08:00</published><updated>2012-02-16T09:28:41.705-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='XUPTC(UnivPopularTresCantos)'/><category scheme='http://www.blogger.com/atom/ns#' term='XUPTC(TallerFrancés)'/><title type='text'>"Docteur Love", le mathématicien qui soigne le couple</title><content type='html'>&lt;div id="header"&gt;&lt;div class="logo"&gt;&amp;nbsp;   Para celebrar el Día de los Enamorados, con los amigos del "Taller de Francés" que se reunen los Jueves en la Biblioteca CM, sería una buena contribución a esta modesta página que aportaran una traducción del siguiente artículo, publicado por Le Monde (&lt;a class="bg_tt" href="http://www.lemonde.fr/"&gt;Le Monde.fr -      Actualité)&lt;/a&gt;   &lt;/div&gt;&lt;div class="logo"&gt;&lt;h1&gt;   &lt;a href="http://www.lemonde.fr/societe/"&gt;            Société   &lt;/a&gt;   &lt;/h1&gt;&lt;/div&gt;&lt;div class="pub"&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="banner728"&gt;&lt;div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="ariane"&gt;&lt;a href="http://www.lemonde.fr/"&gt;Accueil&lt;/a&gt; &amp;gt; &lt;a href="http://www.lemonde.fr/societe/"&gt; Société&lt;/a&gt;&lt;/div&gt;&lt;h1&gt;&lt;a href="http://www.lemonde.fr/societe/article/2012/02/14/docteur-love-le-mathematicien-qui-soigne-le-couple_1640130_3224.html#xtor=EPR-32280229-[NL_Titresdujour]-20120214-[titres]" target="_blank"&gt;"Docteur Love", le mathématicien qui soigne le couple&lt;/a&gt;&lt;/h1&gt;&lt;div class="source"&gt;LE MONDE MAGAZINE | 14.02.12 | 07h16   &lt;/div&gt;&lt;i&gt;A l'occasion de la sortie du webdocumentaire &lt;a href="http://www.francetv.fr/amour" target="_blank"&gt;Amour 2.0&lt;/a&gt; sur Francetv.fr, mardi 14 février 2012, Le Monde.fr vous propose de &lt;a class="listLink" href="http://conjugaison.lemonde.fr/conjugaison/search?verb=d%C3%A9couvrir" target="_blank"&gt;découvrir&lt;/a&gt; la "méthode Gottman", du nom de ce professeur américain dont les équations cherchent à &lt;a class="listLink" href="http://conjugaison.lemonde.fr/conjugaison/search?verb=percer" target="_blank"&gt;percer&lt;/a&gt; le mystère des couples. Cet article a initialement paru dans "Le Monde magazine" et été enrichi d'extraits du webdocumentaire.&amp;nbsp;&lt;/i&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-OHv9ulOV4EA/Tzr1XVdFkrI/AAAAAAAABw8/_NFd7xrZzLM/s1600/DocteurLove1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://3.bp.blogspot.com/-OHv9ulOV4EA/Tzr1XVdFkrI/AAAAAAAABw8/_NFd7xrZzLM/s1600/DocteurLove1.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="LM_atome"&gt;&lt;div class="LM_atome_illustration" style="width: 540px;"&gt;&lt;div class="LM_image"&gt;&lt;/div&gt;&lt;div class="LM_caption"&gt;&lt;b&gt;"Amour 2.0", un webdocumentaire proposé à partir du 14 février 2012.Francetv.fr&lt;/b&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;h2&gt;&lt;span style="font-size: small;"&gt;Et si, un méchant coup du sort lui faisant &lt;a class="listLink" href="http://conjugaison.lemonde.fr/conjugaison/search?verb=perdre" target="_blank"&gt;perdre&lt;/a&gt; fortune et réputation, John Gottman en était réduit à &lt;a class="listLink" href="http://conjugaison.lemonde.fr/conjugaison/search?verb=chasser" target="_blank"&gt;chasser&lt;/a&gt; le pigeon avec ces marabouts qui pratiquent les formes les plus étranges de la thérapie conjugale ? Imaginons ce sexagénaire fragile, chassé de son laboratoire de l'université de l'Etat de Washington, à Seattle, expulsé de sa maison de l'île d'Orcas, un vaste cocon de beaux bois patinés et d'étoffes pudiquement hors de prix. Le voilà dans la rue, barbe à la Freud impeccablement taillée, gros yeux de hibou sage, forçant d'un &lt;a class="listLink" href="http://conjugaison.lemonde.fr/conjugaison/search?verb=sourire" target="_blank"&gt;sourire&lt;/a&gt; des passants maussades à &lt;a class="listLink" href="http://conjugaison.lemonde.fr/conjugaison/search?verb=prendre" target="_blank"&gt;prendre&lt;/a&gt; un de ses petits billets où il aura résumé sa carrière et ses talents.&lt;/span&gt;&lt;/h2&gt;Professeur &lt;a class="listLink" href="http://www.lemonde.fr/sujet/0910/john-mordechai.html" target="_blank"&gt;John Mordechai&lt;/a&gt; Gottman. Authentique savant américain. Lit l'&lt;a class="listLink" href="http://conjugaison.lemonde.fr/conjugaison/search?verb=avenir" target="_blank"&gt;avenir&lt;/a&gt; du couple dans la sueur des mains, le plissement des lèvres et le roulement des yeux. Prédit la date du divorce, même pour les couples heureux. 95 % de réussite. Exorcise le mensonge dans le mariage. Dévoile les vraies pensées de l'&lt;a class="listLink" href="http://conjugaison.lemonde.fr/conjugaison/search?verb=%C3%AAtre" target="_blank"&gt;être&lt;/a&gt; aimé. Comprend tout. Explique tout. Trois minutes suffisent. Envié par ses concurrents. Résultats garantis. Moins cher qu'un divorce raté.&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;iframe frameborder="0" height="368" src="http://api.dmcloud.net/player/embed/4f1ffb14f325e171730015e0/4f3100bdf325e11c8a000d00/749ee5bb8e484b2dbbbcc96032e41073?wmode=transparent" width="640"&gt;&lt;/iframe&gt; &lt;/div&gt;&lt;div style="margin-top: 25px; text-align: center; width: 100%;"&gt;&lt;/div&gt;&lt;br /&gt;Mais quarante ans de labeur acharné ont placé l'illustre docteur Gottman à l'abri des revers de fortune. Ses confrères et concurrents l'ont panthéonisé parmi les quatre meilleurs psychothérapeutes américains du siècle. Les trois autres étaient déjà morts quand on les a distingués. Gottman, lui, est un dieu bien vivant. Il a reçu l'hommage avec humour et modestie, ses marques de fabrique.&lt;br /&gt;Pourtant, le zèle de ses adorateurs lui fait parfois &lt;a class="listLink" href="http://conjugaison.lemonde.fr/conjugaison/search?verb=perdre" target="_blank"&gt;perdre&lt;/a&gt; la tête. Dans ses moments-là, il se compare à Isaac Newton. En donnant une base mathématique à la science, l'imprévisible Anglais a permis l'essor de la physique moderne. De ses intuitions géniales est née notre capacité à &lt;a class="listLink" href="http://conjugaison.lemonde.fr/conjugaison/search?verb=appr%C3%A9hender" target="_blank"&gt;appréhender&lt;/a&gt; l'univers. Gottman entend refonder la psychologie autour des outils et des raisonnements mathématiques. Newton a expliqué le phénomène de l'attraction universelle, Gottman élucide par le calcul les mystères de la répulsion conjugale. Il a défini les équations de la fission des atomes crochus et posé les bases d'une théorie générale du chaos amoureux.&lt;br /&gt;La révolution gottmanienne a commencé au début des années 1970. L'Amérique est alors une grande pucelle que les réalisateurs de &lt;a class="listLink" href="http://www.lemonde.fr/sujet/280c/deep-throat.html" target="_blank"&gt;Deep Throat&lt;/a&gt;, Behind the &lt;a class="listLink" href="http://www.lemonde.fr/sujet/a8d0/green-doors.html" target="_blank"&gt;Green Doors&lt;/a&gt; et &lt;a class="listLink" href="http://www.lemonde.fr/sujet/3ecb/the-devil.html" target="_blank"&gt;The Devil&lt;/a&gt; in &lt;a class="listLink" href="http://www.lemonde.fr/sujet/99de/miss-jones.html" target="_blank"&gt;Miss Jones&lt;/a&gt; déniaisent en lui montrant toutes les variantes imaginables de l'acte d'amour. Mais pour &lt;a class="listLink" href="http://www.lemonde.fr/sujet/97ba/john-gottman.html" target="_blank"&gt;John Gottman&lt;/a&gt;, rejeton brillant d'une stricte famille juive orthodoxe, il n'est pas question de se &lt;a class="listLink" href="http://conjugaison.lemonde.fr/conjugaison/search?verb=jeter" target="_blank"&gt;jeter&lt;/a&gt; à corps perdu dans la révolution sexuelle. Il s'est déjà fait assez &lt;a class="listLink" href="http://conjugaison.lemonde.fr/conjugaison/search?verb=remarquer" target="_blank"&gt;remarquer&lt;/a&gt; en se déclarant objecteur de conscience pendant la guerre du Vietnam.&lt;br /&gt;Mais l'amour l'obsède autant que les maths qu'il étudie au MIT (Massachusetts Institute of Technology). Amant inconstant, il ne peut se &lt;a class="listLink" href="http://conjugaison.lemonde.fr/conjugaison/search?verb=r%C3%A9soudre" target="_blank"&gt;résoudre&lt;/a&gt; à &lt;a class="listLink" href="http://conjugaison.lemonde.fr/conjugaison/search?verb=choisir" target="_blank"&gt;choisir&lt;/a&gt; entre le vertige de l'abstraction mathématique et l'étude méthodique - on peut &lt;a class="listLink" href="http://conjugaison.lemonde.fr/conjugaison/search?verb=dire" target="_blank"&gt;dire&lt;/a&gt; talmudique - des lois de l'attachement d'un &lt;a class="listLink" href="http://conjugaison.lemonde.fr/conjugaison/search?verb=%C3%AAtre" target="_blank"&gt;être&lt;/a&gt; à un autre. Gottman choisira la solution du libertin, celle du ménage à trois. De l'amour, dans sa déclinaison conjugale, il décide de &lt;a class="listLink" href="http://conjugaison.lemonde.fr/conjugaison/search?verb=faire" target="_blank"&gt;faire&lt;/a&gt; un objet d'étude dont il exposera la complexe mécanique par de subtiles équations. Son ambition est de &lt;a class="listLink" href="http://conjugaison.lemonde.fr/conjugaison/search?verb=cr%C3%A9er" target="_blank"&gt;créer&lt;/a&gt; un modèle mathématique universel de la désintégration du noyau amoureux.&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;iframe frameborder="0" height="368" src="http://api.dmcloud.net/player/embed/4f1ffb14f325e171730015e0/4f3100e6f325e11c83000df6/c0a4bb1b2a58476f8e52af8103a61e1a?wmode=transparent" width="640"&gt;&lt;/iframe&gt;&lt;/div&gt;Ses premiers pas dans l'exploration du fait conjugal lui apprennent que les conjoints sont les moins aptes à &lt;a class="listLink" href="http://conjugaison.lemonde.fr/conjugaison/search?verb=donner" target="_blank"&gt;donner&lt;/a&gt; des informations justes sur l'état de leur union. Le jeune chercheur trouve une solution à ce problème en se rapprochant du psychologue &lt;a class="listLink" href="http://www.lemonde.fr/sujet/49f2/paul-ekman.html" target="_blank"&gt;Paul Ekman&lt;/a&gt;. Celui-ci étudie l'expression des émotions sur le visage humain depuis le début des années 1960.&lt;br /&gt;Selon Ekman, la colère, le mépris, le contentement, l'envie provoquent une contraction des muscles faciaux identique chez un chasseur de rennes lapon ou un physicien nucléaire indien. L'affichage des émotions sur le visage n'a rien de culturel, affirme Ekman. Il s'agit d'un mouvement inné totalement incontrôlable qui exprime la réalité pure des émotions et des intentions d'un individu.&lt;br /&gt;&lt;b&gt;BIENVENUE AU &lt;i&gt;"LOVE LAB"&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;Ce moment de sincérité absolue est très fugitif. Il ne s'écoule qu'une fraction de seconde avant que le mécanisme d'expression des émotions ne soit de nouveau contrôlé par celui qui les ressent. Selon Ekman, il n'y aurait sur terre qu'une cinquantaine d'individus disposant naturellement du don de &lt;a class="listLink" href="http://conjugaison.lemonde.fr/conjugaison/search?verb=saisir" target="_blank"&gt;saisir&lt;/a&gt; ces &lt;i&gt;"micro-expressions"&lt;/i&gt;.&lt;br /&gt;John Gottman ne fait pas partie de ces êtres d'exception. Pendant vingt ans, il a dû &lt;a class="listLink" href="http://conjugaison.lemonde.fr/conjugaison/search?verb=regarder" target="_blank"&gt;regarder&lt;/a&gt;, image par image, les centaines de bandes vidéo sur lesquelles il avait enregistré les conversations de couples pour &lt;a class="listLink" href="http://conjugaison.lemonde.fr/conjugaison/search?verb=apprendre" target="_blank"&gt;apprendre&lt;/a&gt; à &lt;a class="listLink" href="http://conjugaison.lemonde.fr/conjugaison/search?verb=lire" target="_blank"&gt;lire&lt;/a&gt; sur les visages. Le scientifique n'a rien changé à ses méthodes d'investigation depuis les années 1970, même s'il dispose d'infiniment plus de moyens depuis que les médias ont fait de lui le fascinant &lt;i&gt;"docteur Love"&lt;/i&gt;. Il travaille au &lt;a class="listLink" href="http://www.lemonde.fr/sujet/b70b/relationship-research.html" target="_blank"&gt;Relationship Research&lt;/a&gt; Institute situé sur le campus de l'université de Washington.&lt;br /&gt;Le &lt;i&gt;"Love Lab"&lt;/i&gt; n'est qu'un alignement de bureaux anonymes bourrés d'équipements électroniques. La routine des expériences n'a rien de spectaculaire. Deux conjoints sont assis face-à-face dans des fauteuils truffés de senseurs et de détecteurs de mouvements. D'autres capteurs sont fixés sur la poitrine, le lobe des oreilles, les doigts des deux cobayes. Leurs visages sont cadrés très serré dans l'objectif des caméras du laboratoire. Sur un signe de Gottman, ils commencent à &lt;a class="listLink" href="http://conjugaison.lemonde.fr/conjugaison/search?verb=discuter" target="_blank"&gt;discuter&lt;/a&gt; d'un aspect de leur vie de couple. Ce qu'ils vont se &lt;a class="listLink" href="http://conjugaison.lemonde.fr/conjugaison/search?verb=dire" target="_blank"&gt;dire&lt;/a&gt; ne présente que peu d'intérêt pour l'expérience. Les couples peuvent &lt;a class="listLink" href="http://conjugaison.lemonde.fr/conjugaison/search?verb=parler" target="_blank"&gt;parler&lt;/a&gt; de leur chien, d'un ami encombrant ou de l'addiction du mari aux films pornographiques, cela n'influera pas vraiment sur les résultats obtenus. Pour Gottman, seules sont véritablement significatives les micro-expressions que les cobayes affichent involontairement sur leurs visages.&lt;br /&gt;A la fin de l'entretien de quinze minutes, chaque seconde de l'enregistrement est codée selon une grille d'analyse à vingt entrées qui correspondent à toutes les émotions - dégoût, mépris, tendresse, colère, enthousiasme, indifférence... - que des conjoints peuvent &lt;a class="listLink" href="http://conjugaison.lemonde.fr/conjugaison/search?verb=ressentir" target="_blank"&gt;ressentir&lt;/a&gt; pendant une conversation.&lt;br /&gt;Une fois le décryptage achevé, la prestation du couple s'exprime en une suite de 1 800 chi
