<?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-2291573182715373679</id><updated>2012-02-12T08:39:00.757-08:00</updated><category term='Resultats'/><title type='text'>SIGUE LA PISTA: CONCURSO DE GEOGRAFÍA, HISTORIA Y ARTE</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://concurso-historia.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2291573182715373679/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://concurso-historia.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Concurseros</name><uri>http://www.blogger.com/profile/00169152419858912050</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>7</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-2291573182715373679.post-5876347551359983190</id><published>2011-10-31T11:49:00.000-07:00</published><updated>2012-01-23T11:07:35.146-08:00</updated><title type='text'></title><content type='html'>INSTITUTOS PARTICIPANTES&lt;br /&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;IES THIAR de Pilar de la Horadada (Alicante): &lt;span&gt;geothiar@hotmail.com&lt;/span&gt;&lt;/li&gt;&lt;li&gt;IES JOANOT MARTORELL  de Valencia: &lt;span&gt;geomartorell@gmail.com&lt;/span&gt;&lt;/li&gt;&lt;li&gt;IES JUAN DE GARAY de Valencia: &lt;span&gt;geojgaray@gmail.com&lt;/span&gt;&lt;/li&gt;&lt;li&gt;IES SOROLLA de Valencia: &lt;span&gt;geosorolla@gmail.com&lt;/span&gt;&lt;/li&gt;&lt;li&gt;IES EL PLA de Alicante&lt;/li&gt;&lt;/ul&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;NORMAS DEL CONCURSO&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Cada semana se proponen 10 pruebas relacionadas con la geografía, la historia y el arte. Cada prueba se compone de un texto y una fotografía, a través estas pistas los alumnos deberán obtener las soluciones. &lt;/div&gt;&lt;div&gt;Una vez obtenida las soluciones se enviarán al correo del instituto correspondiente (arriba indicado). Muy importante indicar el curso y el grupo al cual pertenecéis.&lt;/div&gt;&lt;div&gt;Cada fin de semana se publicarán las soluciones de la semana anterior, así como los aciertos que cada alumno ha obtenido.&lt;/div&gt;&lt;div&gt;Para poder optar al medio punto se deberá acertar al menos un mínimo del 80% del total de las pruebas propuestas en cada evaluación.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2291573182715373679-5876347551359983190?l=concurso-historia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2291573182715373679/posts/default/5876347551359983190'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2291573182715373679/posts/default/5876347551359983190'/><link rel='alternate' type='text/html' href='http://concurso-historia.blogspot.com/2011/10/institutos-participantes-ies-thiar-de.html' title=''/><author><name>Concurseros</name><uri>http://www.blogger.com/profile/00169152419858912050</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-2291573182715373679.post-573180804305254161</id><published>2009-11-14T13:54:00.000-08:00</published><updated>2012-02-11T00:01:56.275-08:00</updated><title type='text'>RESPUESTAS</title><content type='html'>&lt;div  style=" text-align: center;color:#cc0000;"&gt;&lt;span style="color: rgb(0, 0, 0); font-weight: bold;font-size:130%;" &gt;RESPUESTAS&lt;/span&gt; &lt;div style="text-align: justify;"&gt;&lt;span style="color: rgb(0, 0, 0); font-weight: bold;color:#003300;" &gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-family:arial;"&gt;&lt;br /&gt;LAS RESPUESTAS DE LA  SEMANA 11ª SON:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;  &lt;div class="ecxStandard" style="margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; text-indent: 0cm; color: rgb(255, 255, 255); font-weight: bold;"&gt;&lt;span style="font-family:'Arial','sans-serif';"&gt;1.&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;     &lt;/span&gt;&lt;/span&gt;&lt;span style="font-family:'Arial','sans-serif';"&gt;Batalla: Bosworth&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="ecxStandard" style="margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; text-indent: 0cm; color: rgb(255, 255, 255); font-weight: bold;"&gt;&lt;span style="font-family:'Arial','sans-serif';"&gt;2.&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style="font-family:'Arial','sans-serif';"&gt;Ciudad antigua: Medina Elvira (Granada, España)&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="ecxStandard" style="margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; text-indent: 0cm; color: rgb(255, 255, 255); font-weight: bold;"&gt;&lt;span style="font-family:'Arial','sans-serif';"&gt;3.&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style="font-family:'Arial','sans-serif';"&gt;Municipio: Valdemoro (Madrid)&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="ecxStandard" style="margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; text-indent: 0cm; color: rgb(255, 255, 255); font-weight: bold;"&gt;&lt;span style="font-family:'Arial','sans-serif';"&gt;4.&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style="font-family:'Arial','sans-serif';"&gt;Personaje Masculino: Enrique II de Castilla&lt;/span&gt;&lt;span style="font-family:'Arial','sans-serif';"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="ecxStandard" style="margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; text-indent: 0cm; color: rgb(255, 255, 255); font-weight: bold;"&gt;&lt;span style="font-family:'Arial','sans-serif';"&gt;5.&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt; &lt;/span&gt;&lt;/span&gt;Personaje Femenino: Berta Suttner&lt;br /&gt;&lt;/div&gt;&lt;div class="ecxStandard" style="margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; text-indent: 0cm; color: rgb(255, 255, 255); font-weight: bold;"&gt;&lt;span style="font-family:'Arial','sans-serif';"&gt;6.&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;font-size:130%;" &gt; &lt;span style="font-size:130%;"&gt;&lt;span style="font-weight: bold;"&gt;Duelo&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-weight: bold;font-size:130%;" &gt;:&lt;/span&gt; Gian Lorenzo Bernini vs Francesco Borromini&lt;br /&gt;&lt;/div&gt;&lt;div class="ecxStandard" style="margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; text-indent: 0cm; color: rgb(255, 255, 255); font-weight: bold;"&gt;&lt;span style="font-family:'Arial','sans-serif';"&gt;7.&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style="font-family:'Arial','sans-serif';"&gt;Monumento: Monumento a los conquistadores del espacio (Moscú, Rusia)&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="ecxStandard" style="margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; text-indent: 0cm; color: rgb(255, 255, 255); font-weight: bold;"&gt;&lt;span style="font-family:'Arial','sans-serif';"&gt;8. Año&lt;/span&gt;: 1459&lt;br /&gt;&lt;/div&gt;&lt;div class="ecxStandard" style="margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; text-indent: -21.25pt; color: rgb(255, 255, 255); font-weight: bold;"&gt;&lt;span style="font-family:'Arial','sans-serif';"&gt;9.&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;     &lt;/span&gt;&lt;/span&gt;&lt;span style="font-family:'Arial','sans-serif';"&gt;Obra de arte: Monumento ecueste a Giovanni Acuto (John Hawkwood), de Paolo Ucello&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="ecxStandard" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; text-indent: 0cm;"&gt;&lt;span style="color: rgb(255, 255, 255); font-weight: bold;font-family:'Arial','sans-serif';" &gt;10. Historiador&lt;/span&gt;&lt;span style="color: rgb(255, 255, 255); font-weight: bold;"&gt;: Jean Froissart&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&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/2291573182715373679-573180804305254161?l=concurso-historia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2291573182715373679/posts/default/573180804305254161'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2291573182715373679/posts/default/573180804305254161'/><link rel='alternate' type='text/html' href='http://concurso-historia.blogspot.com/2009/11/respuestas-de-la-1-semana-personaje.html' title='RESPUESTAS'/><author><name>Concurseros</name><uri>http://www.blogger.com/profile/00169152419858912050</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-2291573182715373679.post-4656133856497165783</id><published>2009-03-14T13:50:00.000-07:00</published><updated>2012-02-11T00:45:11.780-08:00</updated><title type='text'></title><content type='html'>&lt;div style="text-align: center; color: rgb(0, 0, 0);"&gt;&lt;span style="font-size:180%;"&gt;&lt;span style=" font-weight: bold;"&gt;CONCURSO 2011/2012&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="color: rgb(255, 0, 0);font-size:180%;" &gt;&lt;br /&gt;&lt;/span&gt;&lt;div class="MsoNormal"  style="text-align: center; font-weight: bold;color:red;"&gt;&lt;span style="font-size:180%;"&gt;&lt;span&gt;¡¡¡IMPORTANTE!!!&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-weight: bold;font-size:85%;" &gt;&lt;span&gt;PARA CONSULTAR LOS RESULTADOS HAY QUE PINCHAR EN LA OPCIÓN DE ENTRADAS ANTIGUAS&lt;/span&gt;&lt;/span&gt;&lt;/div&gt; &lt;div style="text-align: center;"&gt; &lt;span style="font-weight: bold; color: rgb(255, 0, 0);font-size:130%;color:#6600cc;"  &gt;&lt;span style="color: rgb(0, 0, 0);"&gt;SEMANA 12 &lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center; color: rgb(255, 0, 0);"&gt;&lt;span style="font-size:130%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-weight: bold; color: rgb(0, 0, 0);font-size:130%;" &gt;¿DE QUÉ BATALLA SE TRATA?&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;img src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEASABIAAD/4RDiaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLwA8P3hwYWNrZXQgYmVnaW49Iu+7vyIgaWQ9Ilc1TTBNcENlaGlIenJlU3pOVGN6a2M5ZCI/PiA8eDp4bXBtZXRhIHhtbG5zOng9ImFkb2JlOm5zOm1ldGEvIiB4OnhtcHRrPSJBZG9iZSBYTVAgQ29yZSA0LjEtYzAzNiA0Ni4yNzY3MjAsIE1vbiBGZWIgMTkgMjAwNyAyMjo0MDowOCAgICAgICAgIj4gPHJkZjpSREYgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj4gPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9IiIgeG1sbnM6ZGM9Imh0dHA6Ly9wdXJsLm9yZy9kYy9lbGVtZW50cy8xLjEvIiB4bWxuczp4YXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iIHhtbG5zOnhhcE1NPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvbW0vIiB4bWxuczpzdFJlZj0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL3NUeXBlL1Jlc291cmNlUmVmIyIgeG1sbnM6dGlmZj0iaHR0cDovL25zLmFkb2JlLmNvbS90aWZmLzEuMC8iIHhtbG5zOmV4aWY9Imh0dHA6Ly9ucy5hZG9iZS5jb20vZXhpZi8xLjAvIiB4bWxuczpwaG90b3Nob3A9Imh0dHA6Ly9ucy5hZG9iZS5jb20vcGhvdG9zaG9wLzEuMC8iIGRjOmZvcm1hdD0iaW1hZ2UvanBlZyIgeGFwOkNyZWF0b3JUb29sPSJBZG9iZSBQaG90b3Nob3AgQ1MzIFdpbmRvd3MiIHhhcDpDcmVhdGVEYXRlPSIyMDA4LTEyLTE1VDExOjA2OjU3KzAxOjAwIiB4YXA6TW9kaWZ5RGF0ZT0iMjAwOC0xMi0xNVQxMTowNjo1NyswMTowMCIgeGFwOk1ldGFkYXRhRGF0ZT0iMjAwOC0xMi0xNVQxMTowNjo1NyswMTowMCIgeGFwTU06RG9jdW1lbnRJRD0idXVpZDowRkQ0Njk0QjhGQ0FERDExQUFENTk0MDUwQTU5MzMzRSIgeGFwTU06SW5zdGFuY2VJRD0idXVpZDoxMEQ0Njk0QjhGQ0FERDExQUFENTk0MDUwQTU5MzMzRSIgdGlmZjpPcmllbnRhdGlvbj0iMSIgdGlmZjpYUmVzb2x1dGlvbj0iNzIwMDAwLzEwMDAwIiB0aWZmOllSZXNvbHV0aW9uPSI3MjAwMDAvMTAwMDAiIHRpZmY6UmVzb2x1dGlvblVuaXQ9IjIiIHRpZmY6TmF0aXZlRGlnZXN0PSIyNTYsMjU3LDI1OCwyNTksMjYyLDI3NCwyNzcsMjg0LDUzMCw1MzEsMjgyLDI4MywyOTYsMzAxLDMxOCwzMTksNTI5LDUzMiwzMDYsMjcwLDI3MSwyNzIsMzA1LDMxNSwzMzQzMjszNDI5NTEzQzA1NkVFQ0FEMzQyNzI4NDQyOTY0NEMyNyIgdGlmZjpJbWFnZVdpZHRoPSI4MDAiIHRpZmY6SW1hZ2VMZW5ndGg9IjU1NiIgdGlmZjpDb21wcmVzc2lvbj0iMSIgdGlmZjpQaG90b21ldHJpY0ludGVycHJldGF0aW9uPSIyIiB0aWZmOlNhbXBsZXNQZXJQaXhlbD0iMyIgdGlmZjpQbGFuYXJDb25maWd1cmF0aW9uPSIxIiBleGlmOlBpeGVsWERpbWVuc2lvbj0iNTUwIiBleGlmOlBpeGVsWURpbWVuc2lvbj0iMzgyIiBleGlmOkNvbG9yU3BhY2U9IjEiIGV4aWY6TmF0aXZlRGlnZXN0PSIzNjg2NCw0MDk2MCw0MDk2MSwzNzEyMSwzNzEyMiw0MDk2Miw0MDk2MywzNzUxMCw0MDk2NCwzNjg2NywzNjg2OCwzMzQzNCwzMzQzNywzNDg1MCwzNDg1MiwzNDg1NSwzNDg1NiwzNzM3NywzNzM3OCwzNzM3OSwzNzM4MCwzNzM4MSwzNzM4MiwzNzM4MywzNzM4NCwzNzM4NSwzNzM4NiwzNzM5Niw0MTQ4Myw0MTQ4NCw0MTQ4Niw0MTQ4Nyw0MTQ4OCw0MTQ5Miw0MTQ5Myw0MTQ5NSw0MTcyOCw0MTcyOSw0MTczMCw0MTk4NSw0MTk4Niw0MTk4Nyw0MTk4OCw0MTk4OSw0MTk5MCw0MTk5MSw0MTk5Miw0MTk5Myw0MTk5NCw0MTk5NSw0MTk5Niw0MjAxNiwwLDIsNCw1LDYsNyw4LDksMTAsMTEsMTIsMTMsMTQsMTUsMTYsMTcsMTgsMjAsMjIsMjMsMjQsMjUsMjYsMjcsMjgsMzA7NTk3RkYxNEYxNERFQzRBQjIwMjQzRERFRDE3RkEzNjgiIHBob3Rvc2hvcDpDb2xvck1vZGU9IjMiIHBob3Rvc2hvcDpJQ0NQcm9maWxlPSJzUkdCIElFQzYxOTY2LTIuMSIgcGhvdG9zaG9wOkhpc3Rvcnk9IiI+IDx4YXBNTTpEZXJpdmVkRnJvbSBzdFJlZjppbnN0YW5jZUlEPSJ1dWlkOkYzNzc0ODhBOERDQUREMTFBQUQ1OTQwNTBBNTkzMzNFIiBzdFJlZjpkb2N1bWVudElEPSJ1dWlkOkVGNzc0ODhBOERDQUREMTFBQUQ1OTQwNTBBNTkzMzNFIi8+IDx0aWZmOkJpdHNQZXJTYW1wbGU+IDxyZGY6U2VxPiA8cmRmOmxpPjg8L3JkZjpsaT4gPHJkZjpsaT44PC9yZGY6bGk+IDxyZGY6bGk+ODwvcmRmOmxpPiA8L3JkZjpTZXE+IDwvdGlmZjpCaXRzUGVyU2FtcGxlPiA8L3JkZjpEZXNjcmlwdGlvbj4gPC9yZGY6UkRGPiA8L3g6eG1wbWV0YT4gICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg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" alt="" /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;span style="color: rgb(0, 0, 0);font-size:130%;" &gt;&lt;br /&gt;&lt;/span&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="color: rgb(0, 0, 0);font-size:130%;" &gt;•    Tuvo lugar en el siglo VII en la actual Siria.&lt;br /&gt;•    Enfrentó a los ejércitos de un emperador contra los de un califa.&lt;br /&gt;•    Se desarrolló en medio de una intensa tormenta de arena.&lt;br /&gt;•    A pesar de su inferioridad numérica vencieron los ejércitos del califa.&lt;br /&gt;•    Los perdederos atribuyeron la derrota a la boda de su emperador con su sobrina.&lt;br /&gt;•  Cabe destacar que después de esta batalla, Tierra Santa dejó de pertenecer a los cristianos.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-weight: bold; color: rgb(0, 0, 0);font-size:130%;color:black;"  &gt;¿EN QUÉ CIUDAD ESTAMOS?&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;img 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" alt="" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify; color: rgb(255, 0, 0);"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="color: rgb(0, 0, 0);"&gt;Cinco mil años de historia recorren esta ciudad que se encuentra al este del Mar Mediterráneo y ha sido un emplazamiento fértil, con valor como puerto marítimo y valor estratégico entre Asia y África. Egipcios, filisteos, romanos, bizantinos, mongoles y árabes gobernaron la ciudad. Tutmosis III, Adriano, Alejandro Magno, o Napoleón comprendieron alguno de estos valores para pisar esas tierras. Durante el siglo XX esta ciudad ha vivido la Primera Guerra Mundial, un cuestionado protectorado inglés y sobre todo un continuum de guerras desde la Primera Guerra entre árabes y palestinos de 1848, pasando por varias intifadas hasta el bombardeo de Israel sobre la ciudad entre 2008 y 2009. En esta ciudad habitan unos 500.000 habitantes, que están bajo la autoridad palestina pero la situación de tensión bélica y el bloqueo económico que ejerce Israel afecta al agua, el gas, el suministro de electricidad y la entrada de ayuda humanitaria. Los índices de pobreza aumentan y son muy diferentes a los índices económicos israelíes. Los riquísimos restos arqueológicos de esta ciudad no se excavan sino que se tapan con para protegerlos a  otras generaciones con más suerte.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="MsoNormal"  style=" text-align: center;color:#000099;"&gt;&lt;span style="font-weight: bold; color: rgb(0, 0, 0);font-size:130%;color:black;"  &gt;¿QUÉ MUNICIPIO DE ESPAÑA ES?&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-Q5tqhzAUM0E/TpiOapESyhI/AAAAAAAABiw/FKOFS98mI5M/s1600/escudo_1.png" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;/div&gt;&lt;div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;br /&gt;&lt;img 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BpowxA7Gub02aWTUdaMxUtdorI3ohDAD8hWhockllolnbs4DRxjP1600mJtD/Gny+F7s/wC7/wChCsL4dSpBaSxP9+ebAPuFzUni/WRLpMlmArGQrllPAwc4+vHSsfw7OsUcfIDC4yoB/wBnGan7Q+h6YRkY9a4XX7A6f4Mht2IJ+07vrndXQNOFBYvgAZ61zfiqYy6BbjeSC6nH4GrlHQSZT0CzSz8Z28CHKrGDk9yY8n+ddvqWn2lxbuJLWBnYbVLIMgmuE0+dh4yVi3SMc/8AbMVvaleSny0ivPKkLZEbPhWx79vwoS0C5zyaAlz4qmsIyUgjYhiOoAA/qRVOLQri51m706xdWe2LcucbgDitnRb7yfEtxM0Lq7IwdGO45470/wANXEZ8Y6lO7BFfeRk/7QqFFDuYt/Ff6SiRXumWyFjgSsm7d+uKzJnheNBGW3D7wIwK7Lx/NDNDY7JEYeY2SDnHAripCijnkZ6jNRJ6jIpGRQABj1NIjn+Byo+tDbJC20HGeMnNRNGQwKnIpAbfh/X59JnYupmgb7ydCPcV3Nhr2nam8X2ebbJk5jfhuleZoDLIsKxjcxGGJIx7V0114ajg0uK4mJgui2NqPuBH4961UnYlrU3NRvAPFWnW27G3cSPXI4/rW6a8rt9Snt9Vtby43zpAcLuOTgds/jXoVhrun38QaGcBu8bcMKqMroTWpoGmEVG15bg48wfgKBcwN0lX86eohxFNNOJzyDTWouFjxPNKBk00UoyDWBoOCfMQTVhIc4BkAU9zUKkKwOcn3pSzYBwevX1pATTwxo37py4A5JGOaclvJnKpkY4NRI7MrBhlu3FTx/dII69gM0AbWn3UVlCscsO5nOGyTjFQ6zLHc3u5AAOm0jGKzRvx82RznOcUrSb3w3JHcmm5O1gsdnoGsxRWrJM5RlxtCxjpisvW9XW91C2k5McRzyPcGsGNpPmXkk88HoKaN7Hb09803N2sK2tz0aXX7QW6zJNC4YdNhzU1pqcVxCsjCJd3IBQ153byvC6BXI2HKkHoa0BqV8AzG5kYEetWqvcXKa3i+4Saytgnl53sTtGO1RardQSaZbW42booIzxnqcZ9u1Y1zPNNGglcsq5wC2dtRiaWSLy5GHlnp/n8Kl1Ex8p1UOowWfhuLIBfyvuh/mOTV3Rr6CSz3RsqRLjC+bg9Of1rjZbp3tEg346Kqj/Puamt76SEOICEQj5l3Z59aaqoXKdpfanBBbpNncoYcLLzXDRRh75d2MPJgnPqeakn1IzxiFhkK2dp9vwqkXJlA4CqcnHGamdS70GlY72e4t4RJcqxPyIhCuD3wP509LwrYo5fkpkMWAFcM9y0jOkefmO7HGPxpl1fSTNtbaF/iCgDPtVe1FymhrF7DduDGjK2Mli2d+e/86l0Nh9pVGLA5BGOmfrWJL5h2u/fOCTknp27VLbXDI/4g5xWal712O3Q7fVryS2sj5ab5XU7Rv8Abr0rE1+9jezgs9x85AjsM542/wA6y7m9cxuqL1HX0FQErKFYDDAckHvWkqtxKJp2zbfExJdU2ryT/uCl1G9iuopVZHZQTsPPX1z9BWY7v9q83HB5xk9MVD5zKSMjnncDgg+tS56WCxb066lR38tyskgK7gpZiPYVb0J1/tG5dy2NhycY5yPyrLixE4llRXBHA6Z9ziprO4a2ldogQGyPT3ohK1gaLesSobpEJCjqQ3UHof5Vl3k7XF0ZGjUAdlGOO36Yp0++SYO4+UsSAx4pgXdvfIHOOBnP40m7saIlI3kDsDUVqrOzBWxgE4PfFWFAzkL7E09YIkQOF5bII9KYwi81iBFkluw71sWuoySN/pMx3p9xG6Z6E1lQzCAxOufkap55YLmMlo8SKMBh3+tNNCJbBY/JinlTekbtuUc8EDtUV5FDHH9qtGaJhtKgH1qO3uXhXygpK5yNvBBqGe4Ii8jYQc9OmDTclYVnc2LDXJE2xagCMjiTH862xKrKGVgQehBrj570S28cBXJUYy3X8Kba38trwpJjP8JPT6VaqdGJxO2jv5bdThhtHrU0ur5gI8r5mGODxXGvqrvt3Z8vIP1qZtY3IVUZPrQ5xYWaOUFLSYpcViWOA/iJp24HHHOetG0eTu75x1pi9aAJxI2cj5SOmKmhubiVgqlcgcYUCljs5jEJVxtfgGnqkkMXkphmcgkjt7UtBjJLgk+vuVxTFYlGfHzewqQRMwKlSTnqe1SQRt5IUDk9MdKBEIkkTBIADdeKVpXOWwOBjp2p8kMkILPj5uCBzVcOcbCcgUAXYHZec4/AVKZiuWIDYz1FVbdfkOFL+pHanqMffkZVPXjNSMEO4kbgBjqadPK2cpgYwCtNWNfMyr4UHr60jZMxbkjPORyDQIVJZBIrN/AN33cj8qnj3pEX42nnnoarNy8gCnOBhs1NknHz5UDpnApMB00jBFbChueQOpqLaEQSBl8zrx1/LpR5q+Zu4BUY64yarSOZGGfvevrTQEyTAse7nqT/ACpZPmddzAKBkcYzUELZkHOMck1aTYSzHk9Fz2FD0AmaQyQAAIqRdyfmbNQgsnUDPoahEg3YK7sgjBqTLs218DA5zSYE4UuMFgQeQoXn3oBCZIbA6dKjV3bK5ITuAeoqGQ7W+Xn2xyKALkTSNIRGe2CR+RFRyJFCObgOxHKomQPxNQrIUTav456ZqSRZGhWUxsFBwJNuAaYEfmuqhFVV9c85p4lkY4XAx7cmonMQlYRFnTGCxXHP68U6OXapCuyyEYP070MBWO4FjkHsB1PvTIfNaMjeUXPAIpSTljuUDHWnxMiJnduYnOBQnYBBFNtO6UBR0HUmnGR4o8M25z27CnSzhxuX5fXHWmh13fuVYjAzu5Oe9F+47kYL7ck85zwKPNkCfezlsADtViMRuSeSO5zjFRzCKMoY23ZyxwOfxpJiEjD+WZHOWzhecVHlmYZfpnBC0SuMDAwT2poYEccgetO4Dd0gYjzCPajfISAZD16cUhQbztOakKMi7mOZD6/w07gMcgjaNwxSRvJuKhjluOcYP500gADLc+lOVghCSAAnnJ6ChAUs0ZqRADwRUxgTjDdexFVcCuvJAOSKsCFEQs3zA9Ka8ZjYbeCKQtI3BpAWWvZGgWEEBB2AxR58wuBNuUsuMcVSOc08HaMZoAtXFyZ5/OKqGIwwAwD71KLx4GjktgRsQofx6n2qiq7hx1+tL86Dr17UXAnml3BRg7h/Kqm0nnihnyfmPPtTgcCgCSNsEDk45PNS5yu5QcDp7VXDpnkZqe3KseGIz2pMCaOZUAZogXz8p9Meo6UwuSQsanr82OlEiSKC5U7T/Himxo5x5QYk9wKQDI5PnYnPJqYHGW2kg9+1Ma1mhG54nXH94dak+cLuXK8cgcD6c0MCJvvA+opuwO2BnP1oBZpPmxx61IxCHlcH2OKAI40ycLg7Tk8daecr908+lR+Yckng9OOmKkJJ2sQQD0wOopsCHneMr0HFWIoyy7mGM+tR+YCfl4+lSJbzFHl8siNOCzHAz/WiwCBydxTgewprE7uDyRnrSy7iitg4z1zwaaEHnAA7vf8AnSAkVgV+buKnaSW58tGyQMKiZ49hUShduCMkHFErAEbecH86nqAx0aGaSLglPvAHNEfB3noenf8ACoiylnYcHdx7U5Gx0/CrAfO4ZPkTaCegYmn28Mk5VI3QFsAL0P54pkkryRhHfgchfSpPNeMff3ADseP/ANdIB0iSRqRKmDnDZ6ipBFhEcbQvU84x7k1VSVQCWXd6ZpjlpOAT8vYUrAWpJ05SLO08vnofyqqZSeOCD29alBjW3JA5HBY/xH+lQhkBXABYHPAppACnOAex4zUqAxtjzNvoRSRkxuGj5JOQSAcUpZ8hnZ245zQAxtwOQeMZHNA3OCW6ikK7z3Ue/apFO4KqDp0560MBmwlwx+6Bk0inEjOcAnsU4NPmnZnGFVOMHAxmoYS5lyGUDH8fIpgRLwCM0fOSMc5plPBCjkc9qoBX35+br0xSZJ4I5FO80nG7mms4JyKQDcmjBNJup26mA5VkRgdp60PnOSeD2p6TjHIpxkRlyQCfrSAjZBgNg1Ec1YEnbFNfB5oAh2n161Pah1lGOnfntRGFPBANW4JoI2GUwP4mzz+FDYEpZdrbCACwAwM5/Opsl9pLurMcHb2pI5bVmCo3HuMYpkjlMFChQ/3eprNsCXzMSp5spZRyB1H5USXdm0LDy+ScguefyqmJSM553d6btbPzKpH0przC4rCCVlIDI4GSCODUU8Do5Ugk+x4qVImWYsD16VYjVyMMods5Ungg0cyQXM0KyryrDPqOtALb8DIx19q2HedkKq27PBBA/nVW5t2ONqADGff/AOvTUkwKS7VYncQRyPerMc8SQ5uVaZtpEabsBfQ05bQRjlxu7g/yqNovLJdwG7g54p8yYFdtzDA4PpjpUiFNgI3Fl68UgE88jOwZmPXIpXREOCW6cketDAkD/NkHAxk4qORwUZSMHt9aiZwMhc80bh6ZPfPahIBobnA6U8AA9DTBg8HoKmaFg4QjqAcU2AjScfKoGR1NJK53AHI49aWQbTyetRkBnxuA96SAc7DCjIyOpHenO7YwcdOgqJBhiQRwM80g7nt3p2Ae8rOFBbOBge1PVljA4O/ufSo0IIIB59KaMk5z3oAnQswyBuOMn296YZieOQO/vUTMSeW6ccUrDb8uc0WAlV2kO0cmpHCLH80hL9NoGQB9arB9g+X8fekVvm54+lFgJWLyttXlVHHtSAhAcH6HFNDDBIYg9vegHg8jPqaAIqXBNAz6VKq8DIIzyDimBDigAk1I6lThhg0qgbQw696LgR7aXbTgQTzRxg0AMApwFH4UooAT6UrA46ikBxQXJ6UAJ82Kdgkc9KQHil3kqAx4oAcrEdKkWZgBnn0qDOelKCOAc0NATMzZ45GevpUiyPnqOeoxUO/AGAPfinxyKzfMMLUtCLKt87Z4C9+1Wg2Qdi9Bkk1TiO6IqQuDyOe1PiDbCScAdKhpAXnaRSAjBj0HaodzJ67fXNRI0in5jw3TFSRsDJtIbb0/GpYAJFPKkn6jmjfG2Ay5C+2KkICttG09zQ0MTHO3HeldARTzxmNfLYKx5IoiSKZiztlhnj/PeniEBQcjHf1qEWh80lSAp569ad0A02Mcj79xVfQd6im02SM7gQV68c8Vcw7Akjbg8c8VOchSCBnuRx+lPmaC5krbSRhsLnnuKQQXDMSFIHUnHWtJZSxGDnceamz2bgHqPWjnYXMgwIULNKyt3BXv9anFmscO8SlQeCQO9XLnEgWPJEYOACc1EyEkg7pFXk4X/OarmuFyiY4g5R3ZG25JPO72pZbeNYEEcsbbucZ5H1pxRLhnLK2S3fqKb9jlVAUyuflPHUd6d13GV1jILAFTjk4OaUo0vooHp0qaGGSN2QgkdiOlNlR1GShGOuad9QITFmXakbD/AHutMCOxCgEk9AKeVLZYAgD8aRJGjOUOG6ZHaqAnmtFt4h5sy+cf+WSjJX6ntVZgDjb1PGKMMckfjSDgHmgCRIwy/wAIOKRdzKVQfU0qNkEZwDT3xEThwcdCvrSAmjt0VwVdW79M4p7uuCCoJ9e9RJICCTkH2prEAlVOfeo1bASVw4x0x+tQjGOufpTiTu24/GmBGJwByTxVoB21lByFwe5phPaptpC/M2OKZt+UnJ/KgBhYjg0ZOOaCCenSlI+XrTAb1oJpMUvNAB2o6cUAHPvTtoIoAaOtO/KpIod+ee1P8kIfwyKVwGIDnOOfSpQM4yOe1G0DjHPfmmnjnOD2xQA4JI3AxjPTpVnaQNjAqV9KreY3Qtmrduu8Bt+BjnNRJ2ESjcdu1SpAwcdzSR2zozvKCMHjJpzlGA8pWKjjc3AJp0it5YG9j3YZyKzTTQDd5yOMlvTtT0Bb5Qw6cnFRqW5wcDsMdBSZKj73ShgOZhupFctnb2PHNIVZ2ypH+NSRoT95RlevPrQA9TjOBnjvSOSHOADgY6Ux5APl9etCM0gbGc45OKm1tQAjDAouCOpFRO0nck47U/cEbBJBP6fhT0IIJ/n3qriGcyIWyF9jnmjzGG5VYnI6E9acVcZI69eaYyIqs7OcAc49aLoY8uG24jClcc0pmTYOAvJ6nrUaHcAFBY+w6VGbeVmHfJ6+lPRgPFzGx25xzz70kkazKVY4Xtg8037OECjjr3oKsik5yD1PpRZdAIRZOZTlkx6E9aJrLyn3Pg8chRUpYiIDIznjApmWYgIN386u7C5SMfycA7ie57VGV28MOa0xIrKFYKpHc1CRFKSh3Bj7U1IZSB4xQwweQc+lWzaEklM5x9KdBaFnYyEE+hNPmQXIEyJNrDkUrLtIz64yKKKV9QHSoi4Ktn6jpTMkEHpj0oooTAaXOMZGKQOQeODRRVgCFSfmJ/CnFBjgECiikwHPA2zccdM1EseRnPeiiknoA5l57UAZOAenrRRTAljOCAvJJxx3qecKCF/jJxRRUPcCKSIrIFYEU0KQvu3Y0UU0AoXOWPGOMGr0MRiRH3boycNiiis5t7CJGmVozCyqjM3yFKNxLsu3GBtz60UVPKkASrEzYjJwvHuKiJK/KQSc4A9qKKdhjGOGKqnHQZPemmWUsq7dvrkd6KKpCJniUjjlj796ZdKUzDHJkkZOO9FFNajI42Z0BCgsvA9WqaFg0ZeVsfNjBGTRRRJIRIJQRtUjGOSRUXmFImBYlSehHB/GiioUUwE+0sG3IQUIAbHA+hqObUZA5VAFXbgD0FFFWoICSK5Tg7iAOvFK0jMNyqQGPABzRRSasAKwkib5WJHYdqQHftYYBPA45oopiCVUQsDjIIy/YUyLYX3xqCw5yKKKEtBkzcyAl+c9femsERjxk9aKKgR//9k=" alt="" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify; color: rgb(0, 0, 153);"&gt;&lt;span style="font-size:85%;"&gt;&lt;span style="color: rgb(0, 0, 0);font-size:130%;" &gt;Situado en la margen derecha del río Júcar. El relieve lo forma una perfecta llanura de origen aluvial, colmatada de sedimentos cuaternarios del Holoceno. Su único accidente geográfico es el Júcar, río que discurre por la parte septentrional y cuyas aguas sirven para el riego de su huerta y arrozales. El medio climático es el típicamente mediterráneo.&lt;br /&gt;Documentalmente aparece por primera vez en el Libro del Reparto (Llibre del Repartiment), formando parte del municipio de Corbera hasta que en 1836 fue segregado y elevado a municipio independiente. En 1864 sufrió graves inundaciones por desbordamiento del río Júcar, tragedia que volvió a repetirse casi con la misma intensidad en 1916. En 1646, tras la expulsión de los moriscos, contaba con 59 casas habitadas (unas 250 personas). Se recuperó durante el siglo XVIII y alcanzó la cifra de 150 vecinos (más de 700 habitantes) en 1794. En 1900 tenía 1.000 habitantes. Los buenos precios alcanzados por la naranja en el segundo y tercer decenio del pasado siglo produjeron un rápido aumento de población, llegándose a contabilizar 1.608 habitantes en el censo de 1950. Después comenzaría la crisis agraria y la emigración hacia Francia.En el censo de 2007 contaba con una población de 1824 habitantes.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;a href="http://4.bp.blogspot.com/-UIIyQCM2ZyM/TpiOvlgrBzI/AAAAAAAABi8/y8BWQQTJhgs/s1600/municipio_1.jpg"&gt;  &lt;/a&gt;&lt;span style="color: rgb(255, 0, 0);font-size:130%;" &gt;&lt;/span&gt;&lt;div style="margin-bottom: 0.0001pt; text-align: justify; color: rgb(255, 0, 0);"&gt;&lt;span style="font-size:130%;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="margin-bottom: 0.0001pt; text-align: justify; color: rgb(255, 0, 0);"&gt;&lt;span style="font-size:130%;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-top: 6pt; text-align: center; color: rgb(0, 0, 0);"&gt;&lt;span style="font-weight: bold; color: rgb(0, 0, 0);font-size:130%;color:black;"  &gt;¿QUIÉN ES ESTE PERSONAJE MASCULINO?&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;img 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" alt="" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;El personaje que buscamos esta semana es un austríaco que vivió en el siglo XVI y que era famoso por tener una barba larguísima. Según algunas fuentes llegaba a medir 1,4 metros. Pero un día de 1567 hubo un incendio en la cuidad en la que vivía. El pobre hombre, que para caminar debía atarse la barba, se le olvidó hacerlo con las prisas de la huida y eso fue su perdición, ya que en plena carrera se la pisó cayendo con tan mala suerte que se rompió en cuello, falleciendo en el acto.&lt;br /&gt;&lt;/div&gt;&lt;span style=" font-weight: bold;font-size:130%;" &gt;&lt;span style="text-decoration: underline;"&gt;&lt;br /&gt;&lt;/span&gt;¿QUIÉN ES ESTE PERSONAJE FEMENINO?&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #000099; text-align: center;"&gt;&lt;/div&gt;&lt;div style="font-weight: bold; text-align: justify;"&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div  style=" margin-bottom: 0.0001pt; text-align: justify;color:#000099;"&gt;&lt;span style="font-size:85%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style="text-align: center;"&gt;&lt;img style="width: 170px; height: 207px;" 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" alt="" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt; &lt;div style="text-align: justify;"&gt;&lt;span style="color: rgb(0, 0, 0);font-size:130%;" &gt;&lt;span style="font-weight: normal;"&gt;Fue una matemática francesa que hizo importantes contribuciones a la teoría de números y la teoría de la elasticidad. Uno de los más importantes fue el estudio de los que posteriormente fueron nombrados como números primos.&lt;br /&gt;Nació en 1776 en el seno de una familia burguesa en París (Francia) y comenzó a estudiar matemáticas a la edad de trece años, aunque sus padres intentaron disuadirla de que se dedicara a una actividad 'reservada a los varones'. Varios años después se las arregló para conseguir apuntes de algunas de las clases de la Escuela Politécnica de París, una escuela que no admitía mujeres.&lt;br /&gt;Contribuciones&lt;br /&gt;Una de sus mayores contribuciones a la teoría de números fue la demostración matemática de la siguiente proposición: si x, y, z son enteros y x5 + y5 = z5, entonces al menos uno de ellos (x, y, o z) es divisible por cinco. Esta demostración, que fue descrita por primera vez en una carta a Gauss, tenía una importancia significativa ya que restringía de forma considerable las soluciones del último teorema de Fermat, el famoso enunciado que no pudo ser demostrado por completo hasta 1995.&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="color: #000099; margin-bottom: 0.0001pt; text-align: center;"&gt;&lt;div style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;span style=" font-weight: bold;color:black;" &gt; &lt;/span&gt;&lt;/div&gt;&lt;div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;span style=" font-weight: bold;color:black;" &gt; &lt;/span&gt;&lt;/div&gt;&lt;span style="font-weight: bold; color: rgb(0, 0, 0);font-size:130%;color:black;"  &gt;¿CUÁL ES ESTE CASTILLO?&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;img 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alt="" /&gt;&lt;br /&gt;&lt;span style="color: rgb(255, 0, 0);font-size:130%;" &gt;&lt;br /&gt;&lt;/span&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="color: rgb(0, 0, 0);font-size:130%;" &gt;¡Hola! ¿Qué tal os va la vida? ¿Bien? ¡Fantástico! Como podéis ver en la imagen, soy un castillo de fábula. Por ello creo que el relato de mi vida os valdrá la pena. Además, os ayudará a ser los mejores del concurso en el que participáis. &lt;br /&gt;1º: Me Construyeron en una preciosa población española enclavada a una provincia situada al N. de la Península Ibérica, que  limita al O. con la Comunidad Autónoma de Cantabria, al S. con la provincia de Burgos y al N. con el Mar Cantábrico. El clima que disfruto es templado, con mucha nubosidad durante todo el año y precipitaciones abundantes y frecuentes, especialmente en otoño e invierno, con una media anual de 1.200 mm. Las temperaturas se sitúan entre los 14 y 15 º C anuales. Una característica del territorio donde me asiento es que sus habitantes hablan una antigua y rica  lengua, única entre las  existentes en nuestro territorio.&lt;br /&gt;2º: Mi primitiva edificación es una casa torre fortificada medieval, lugar solariego del linaje de los nobles que me da nombre, que data del siglo XI y que fue convertida por uno de sus señores en castillo en siglo XIV. &lt;br /&gt;3º: Desde el s. XVI fui el centro de la historia de mi territorio, basada en constantes y brutales conflictos entre facciones de la nobleza local, agrupada en dos grandes partidos&lt;br /&gt;4º: Terminadas las luchas entre bandos a principios del siglo XVI, fui abandonado a la ruina, hasta finales del siglo XIX.&lt;br /&gt;&lt;br /&gt;5º: En 1879,  por encargo del marqués de Torrecilla, Narciso de Salabert y Pinedo, el arquitecto madrileño Francisco de Cubas, tras un viaje por Inglaterra, me dio  mi fisonomía actual. Para su actuación, se basó  en las directrices de Eugene Viollet-le-Duc, autor que consideraba que restaurar un edificio no sólo era repararlo, sino restablecerlo completamente. Para ello, tomó como base los cimientos y parte de las torres cilíndricas, levantándose el resto de la edificación siguiendo los cánones del estilo germánico, dando origen a un edificio de estilo neogótico. De este modo adquirí cierto parecido con los castillos bávaros, huyendo del modelo de baluarte local. Así mi aspecto presenta grandes cuotas de fabulación, con un espacio útil y acondicionado escaso y molesto, con  algunas habitaciones unidas con soportes y escaleras exteriores. Todo ello, resultado del hecho que mis creadores me imaginaron como lugar de entretenimiento. Esta reforma se inserta en la moda europea decimonónica de intervenir en construcciones medievales.&lt;br /&gt;5º: Como complemento me rodearon de un profuso jardín jalonado de plantas foráneas y toda clase de palmeras. Todo, adentrado en un gran bosque romántico formado por más de quinientos árboles de diferentes variedades que le da al conjunto una apariencia majestuosa.&lt;br /&gt;6º: Fui rehabilitado entre los años 1989 y 1992. Hoy día mi dueño es una empresa particular y estoy protegido por la Ley de Patrimonio Histórico Español.&lt;br /&gt;Con lo que os acabo de decir sabréis quién soy. ¡A ver si nos vemos! ¡Adios!&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-weight: bold;color:black;" &gt; &lt;/span&gt;&lt;br /&gt;&lt;span style=" font-weight: bold;color:black;" &gt;  &lt;/span&gt;&lt;/div&gt;&lt;div style="color: #000099; margin-bottom: 0.0001pt; text-align: center;"&gt;&lt;/div&gt;&lt;div style="color: #000099; margin-bottom: 0.0001pt; text-align: center;"&gt;&lt;/div&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   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&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:shapedefaults ext="edit" spidmax="1026"&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:shapelayout ext="edit"&gt;   &lt;o:idmap ext="edit" data="1"&gt;  &lt;/o:shapelayout&gt;&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;  &lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" latentstylecount="156"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if !mso]&gt;&lt;object classid="clsid:38481807-CA0E-42D2-BF39-B33AF135CC4D" id="ieooui"&gt;&lt;/object&gt; &lt;style&gt; st1\:*{behavior:url(#ieooui) } &lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabla normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Times New Roman";  mso-ansi-language:#0400;  mso-fareast-language:#0400;  mso-bidi-language:#0400;} &lt;/style&gt; &lt;![endif]--&gt;&lt;span style="font-weight: bold; color: rgb(0, 0, 0);font-size:130%;" &gt;¿CUÁL ES ESTE LUGAR?&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;img 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" alt="" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;Es una isla del océano Atlántico, ubicada a más de 2.800 kilómetros de distancia de la costa occidental de Angola, en África. Administrativamente, es parte del Territorio de británico de ultramar.&lt;br /&gt;Fue descubierta el 21 de mayo de 1502 por João da Nova, navegante gallego al servicio del Rey de Portugal, quien venía de un viaje desde la India, y la nombró por Helena de Constantinopla. La isla estaba deshabitada pero había muchos bosques y agua fresca. Los portugueses mantuvieron la localización de la isla en secreto, sobre todo por su posición geográfica.&lt;br /&gt;La isla continuó deshabitada hasta la llegada de colonos holandeses en  1645. En 1651 fue transferida a la Compañía Británica de las Indias Orientales, que estableció un destacamento en la isla y construyó un fuerte en 1658, llamado Jamestown.&lt;br /&gt;Debido a su lejanía e inaccesibilidad, sirvió como prisión para grandes personalidades de la historia. Napoleón Bonaparte pasó sus últimos años de vida deportado en la isla entre 1815 y su muerte, que tuvo lugar el 5 de mayo de 1821.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div  style=" margin-bottom: 0.0001pt; text-align: center;color:black;"&gt;&lt;span style="font-weight: bold;"&gt;&lt;span style="color: rgb(0, 0, 0);font-size:130%;" &gt;¿QUIÉN PRONUNCIÓ ESTA FRASE?&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;img style="width: 169px; height: 200px;" src="data:image/jpeg;base64,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" alt="" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="color: rgb(255, 0, 0); font-style: italic;"&gt;"El león no puede protegerse de las trampas, y el zorro no puede defenderse de los lobos. Por tanto, uno debe ser un zorro para reconocer las trampas y un león para asustar a los lobos.&lt;/span&gt;"&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;ul&gt;&lt;li&gt;Esta frase pertenece a un tratado político escrito en 1513 por un pensador cuya tumba se encuentra en la Basílica de Santa Croce de Florencia, su ciudad natal.&lt;/li&gt;&lt;/ul&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-weight: bold;"&gt;¿&lt;/span&gt;&lt;/span&gt;&lt;span style="font-weight: bold; color: rgb(0, 0, 0);font-size:130%;" &gt;QUÉ OBRA DE ARTE ES?&lt;/span&gt;&lt;br /&gt;&lt;span style="color: rgb(0, 0, 153);font-size:85%;" &gt;&lt;br /&gt;&lt;/span&gt;&lt;img 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" alt="" /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="color: rgb(0, 0, 0);font-size:130%;" &gt;&lt;br /&gt;Los mercenarios como Giovanni Acuto (John Hawkwood) eran conocidos en Italia como condottieri, y durante el siglo XIV se convirtieron en figuras muy poderosas ya que las ciudades italianas preferían contratar a tropas profesionales antes que enviar a sus ciudadanos a la batalla. Esto dio lugar a situaciones muy curiosas en las que un condottiero podía cambiar de bando en medio de una guerra, o cobrar de dos ciudades enemigas al mismo tiempo (por atacar y por no atacar). Este bronce renacentista, que se halla en Padua, supuso la primera estatua ecuestre erigida desde el Imperio Romano (mil años antes), y sentó las bases de este tipo escultórico a partir de entonces, empezando por la estatua del condottiero Colleoni de Verrocchio, en Venecia.&lt;/span&gt;&lt;span style="color: rgb(0, 0, 0);font-size:130%;" &gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-weight: bold; color: rgb(0, 0, 0);font-size:130%;" &gt;¿QUIÉN ES ESTE GEÓGRAFO?&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;img 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Lfd6diMUki5BCj3GOOKmCk4AI5704xZRSSMHqB9O9TqUZS3ttIo/0yFnA5AlXj261chAKhkfepwev615T8UPBVnJLp82i2EcV5cPKJFgwu9VTcWIx161tfCDWVvfCrafJgTWMpUxk5xG3K/+zD8K0cNLk8x38qKE8x22oeDnAxWfLe2qSxxi5hLSHaq+Yu5j7DOT+VYPxPS4v/D7WFq4BjRrydi3Kxx9unUlgB9DXM/CvSrCfT7rUJbOGW5S82pMVBKcA/L6ck1Lj7tyk9Tqrvnx9pmc/Np1wOnH304rP8aowuPDUY+Vhq8XJPQYrVvldfGeiyEcC2uVPYY+Ss/x9ErNob8tjVYMc9Dzz+lC3H0PQ0YNHk5P0pyIF5qCIAJtXpnPJqZBlj3rF7h0JIE2oMjBqvfTKsJDcg9z0qbztqnA7Vj3UrMCCeeOvIrZbkHJeDHJ8J2eMAIJBx0xvbpWbZc+KdfKn/l5iGfpEtaHg0hfB9mzED/WcAY/jaqGntv8Q66Rgg3KZ+vlLWiEzI134eQ6leNfWFz5Exbc8UgJjY98EHK5/HrUXgvUNU0rxB/wj2q+Z8wPlqeQjDJ4b0Kgkelb2j32pWctzbappt60Ync288UfmqyFjgHByOMVftdNn1DxLFrV1BLb29rC0MEcgw7lurEdgBwB7nOKLgb6xGTswANXD8oG1S5PHHamLHvJYEfN71MsexQTwAT0NQ9ijI8T2K3vhPVInXn7M7AEA8gZH6gV5v8ACOD7bqtzJNKZI7KNXt0YY8p5OGYDpnaoFeieI9Tu1triztNMv7yWe2dUe3VSi5GMEkjBrhvAGma74Vn1BrrQ9QlFysSqFePgqTnPzYHWqT0Je56lJywwOg9aEBWPb8wYnnvUCSPNAkstu0Dt96J2BK/kSKsohCjLDdnkE81FyhWLlvunrgFuh9q8+174X2GpzS3enXTWcrZLxbA8Tt1OR2J616PI5TaRkrkA9Oa888OXuv6CLmz1jRdRns2nke1ntwJCisxO1gDnHOR+VNXsJo5rwXd614U8bx+Hb5ZBbXRIETHKBiMq6Z7fL/8Aqr2J0VShIbGORj+dcrBpN74i8X2uu3GnyWVrYwNDaxz8Sysx5YrztA9M/lXYFcvjOcep4NEnd3BFcKREAR34JHalklAjwpJPripmUDcM4AGQSeMdKhnKoN7IzDknaMnjsPU+1SM8i+Lo/wCJlpuAG22js4PXbu6D869N8LqG8M6UQVRBZx5wMg/KOhrzX4g2Oq+I9Ut7jTtH1EwxQmPdJBs3EuScZ5x0/Ou88MXrto1np02l31nNDbqGM8WIyVABwwJH4VpL4UStzdyTISScd+KR5grBQMKfanOASASynvz/AEpskO1t25iuOOetQUJjdMBGo+6eSK8e8dOZPiZaxrKYZdtvsZTgqdx5H517I93Da2UtxKGCxplsKW6DJ4FeJ+KpLjXPGcWsadp19LaxCFVf7G43YO44yPWqp7ks7a90DVLfxb4fvW1K71SJLtll86NQIFKH5uPb9a9JiYKi7Tt7VyMXjDT15+zaqM8AGwlOM8+lVPBviTUvEGt6zNdxz21mjpHawSIVKqA3PI6njNJpuw0dyu4/My/Q00fNuU4ByT0602RyzDrjHQGkLiNGd8hFUscDPTrU2sBzGtq58aeG1B+UC5JAxn/VgV5xYvL4D+Lptm2w6feHG49Gjc8HP+ywAra1bxvaXHjzR720jvJNOs45UmmS2b/louDwewwOfrUnxA0SHxp4dsNU0x2lkinEQZFKkq5CnIPOAcGtYvoyTcvYzq3hjxLrEXzfa7aSKAEZzFGpAP4nc341jfBiLfoOqxEoWS7X7rcZKA8VreItQh0Dwo2iwW91PJLZGGFIIWKngrkuOB61y/wlvzoL3WlXlteIbyaM27i3baSAQcnHy9utTZ8rGt7naawDF4y0IbVw0dyMk/7IP9KoePM/Y9FdmVQNWt/qeSK1fEUe7xR4eCHLA3IOf+uYNZHxCzFpemMwDf8AE0tiABz96pW5fQ7yPGOMHnHAq1EDlhnmqVs3AHJ5NX4EIXJ71n1CRnXF0o3KHX8DWXPOoXOScHPDVVfczMfX2qCSFxazNjPyHH5VukIwvC7/APFLWKqCMqzYz6sTTtEt92r64SRn7aMn6RpU3gq1P/CIaRv+8bVSTj1q3oEedW18bQCuoEZx1/dpT2JZuW8GE2nGzFSKi7l+YbRkYxU4VcH5cEdcCqd/quk6c4hu7+3gkxkIzjef+A9alsZa2qIvlI9KB8o+ZvqKqxeINGkARdRtlkcEqjuEJx6bsZq4VDjcrA8Z68EUgEjbaw3BWHUdaQjBJyNp9BTk+VcHvz9KcxWM9TyOCRwKLgQAkMGYqv8AwHpUrujZIChuwHpTDgRksSWz1x1qTO5PlHzeuKQCbvlPlspbPQ85NIFCt90cdRnrTUGH+b5iTkHGMU4bt24AH60NATM+EO0KMcErxxSIx27uD9OlUbnVrC1uUtbi9toZ5mCxxtIAxJ6ADrWirARbFOSe+OtFgMTxhqd3YeG7i4tG2yAoNyrkxqWCl/8AgILH2xVAK2m+ItOtLS7nuYbuCR545Z/MICgbZQf4ck49DWtqGr6bZoYNQvbWHfkBJmGTx6dTwRke9VYdQ8OwStFa3OnwzNjKACMt6DnH5e9PoBD4iknik0b7O0ima9ETJHLs3gq2Vz+A5q9osc6Wccs6yo7ne0UsrN5fA+Xdn5hUs1jYal5UkttBdLHzExAPPsccVdMZdDlgdo6dqGwGfKc/KMjvmnMhZNoUEdT7VHtIXjGc9CKmGMH5s8dMcCkApgCqCwG0cjJ9ajlDeUUcAn1NTAb9zNjacGmM5ZXbGSxxSuAg4XvkDgZ6+5pAqj5mzkEEYwKSNQmMrtYjrjqKcACx4AxRqMkUhsNg8+9SlgAPmwQOuarAFWXALZ9PSmtdW6XSwPPAkr/dRpAGP0Gc0rMC6qK3cZPIIOPw+lVyoB24xk8EduakUhVHzYOKiLHDbmA+XJpq4iZYwxIBIGSAvarkUKCPC547k8+n41Rt5QEDjt93NXYXDgbelJtgc34hhz4n8OkcsZLgc/8AXL/61YXxFhI03SgFGf7UtyDuwM7q6LXs/wDCR+G2ZQQt3KME+sLVifEpM6XpznhV1S2MhH8PzcU4jvodXASAVXru4z6VoROSM9gfWs6Bs7iDnnAwKux56cevSoe5T1MUW545xmmXUZj0+5fBOImP/jpq+sQbI6445pt/CRpF2QOkD/8AoJra5Bi+BrXPgvRC2ebKM/pSaLbO2t+JQAONQXn6wpV/wKFfwLoTgE/6FH/6DRoPy+IfEoOf+P2NvzgSi+4in401c+GPC15qKPiZQI4d3QOx4P4dawPhj4ZQaGPEV3/pOqagTK1y/LKuTgA9s4rq/HXh2TxN4VvdMhK+eQJIQ3Qup3DP16Vzvw38R2g0OHw3qL/ZdTsg0LW9wQjOu44wehAoWwHReIvDdt4h0iawvow6shKvjc0Z9Qe3NV2v00xbDT50efVJYhi2tyCQFA3Mc4woPc1wWsJptv8AFmw0xr6VNJKq80Ul65i3FWIzluATtrW8RCy0X4l2d5rMCf2PNYi3gkmXMcbDt9e/rz6UW0C500niK0gtL97qK5gmsEEk9sIw7hT0b5SQR71ly+OtNisrG8mstTW1vHVBOLfMasTgAnPX6Zpbu88LzaH4gudFFp+6sGWa7hUbOQ3y7+Mkeme4rndcu7ZvgnpBjmDor2/pwQ3cDvRYLnd6nqlvYahBpyJcXd/OrSR21uBnYOrMSQFGSByetUk8SWgtb9pbbUIbjTxuuLQxZmUHkEAEgr/tA4rA1S8sdG+JltqmqlTpV9p4iiuJMGNWGMc9B6f8Cz641rlvCTaL4gk0c2PnLYOs8sHCYIOBu+71xx1pWsAmneLbLUJ7CGOC/VbyNpEmkiwihRlgTnqMcgZxVaPx9o7T2hMN8tjdzGC3vGiAikYEDI+bOOeuKn8HXUNl8KLK/Km5ENpJKy9C+0sSMdvT3rhtd8QDWrLw/cNqNqI/tCSzW0EQSK1X5TtZick8Hrj1ximlqB0XjWziX4keEXiiQO07GRlQBjgjqe+K67xLqg0jwxfahG2544/3QPQvwFyfqa5TxjdW0vjrwZcfaEjh3lhuYLgNggtnGM11/iLRTrnhu/01Ple5hKIx7OPmX6cgUPcDjPhZo32yyfxJqO2fUruV0Er/ADMijOTz0yfT2rtdW0O11zTpLK/gEsci7TuXcU/2gfbjv2rjPhrq8enQv4X1jNjqEMjlYZ8KHVjk4PfnPQ1Q8UWVjpPjrTYre+mttNlZJLlWvHEYyxBH3uARih6sEdTYSDwz4b0uw1CMvqAjEEMMA3ySuvZQOvHJPQetX7HxBb3N7dWV2J7C8hi86SG6QL+7zjeCDgjPU54rkvGgsNI8XeGNQvY92hCF7fdksiFuhznOCCOc9qsazY+H7/StUg8OJFJqZsHzJakOfLJGVJzwT6d8dqGhmsvjvTpYBeC3vv7LD7DqP2f9znOM5znb74xWvPqtpbfZRGZ7uW5XfFBbJvZx6jsBz1JArn7PVdJX4S5e7RYBp7WxD4z5m0rsIxy27tjNYWlXbeF18PLNcxC8trAxXlpcSrEEhdtyHcxxlTjiiwjqofHOhveGxvXuLK/W5FubWeI7wzdD8uQRz1zVWb4jaBFBdv5l2UtJhDIBbnOSOvsO3OOad4dtbTVfE+p67JqmnzzTokSWttKsvkKpBDE8fNx2GBVbwREJ/EnjKOVUdDerlT82QCefz7/jQrAaWp+LNL0uWaOX7XN9mhWS4MFs0ghVuV3+maXUPGGkafo1vqrS3EljdLuhkgt2IPOAD6fj6Vy3inxHBc6X4stIZbGyMJ8l4vL3XF0ygZbH93nAPJ4NRalNHc/BWye3cyvAIVk8ofx7jkH0Izz15p22Dqdbd+NLGwjtbi5t9RhsLjaFvGtj5WW6ZPUDnqRiud8UfYoviV4Zv5WUIYmkMyjduAyVxjrnjp61veKNW0uz8B+QPKu5p7ZILe1TDtMxUAYC8nHX2rAs9Plt/FHg2xvhKtxb6cxdXwcNhuvuMAcccVKGdVD4q0ea2urmG8klS1ANxGIW3xr2YqQDj3xS/wDCT6O+jvrCTTmxTgy+Q+Pr06ds+tYmgBpfiP4uikYyxlIUIJyMkYIP+eKz/B8ExuJfCEu5odL1Bp3JGd0S4ZFPbBbbx7UWGdtdaraW2hnVru4NvaFFcGRCpGTgArjIP4Ve0HVbLU9NjurG4SeB84kTOM9xz0NJrjaTHo07a48QsFH70zH5T0x75yKZ4dXSF0mI6GsI09vuCD7vPX3zUPWIFTxCjf274afI4vZAfxhf/Csz4iLu0jTZcnC6lbE8cYL1qeIwzax4acYXGosCPX9y9U/iFEW8P2oyQDqNqDz28wULdAb8cfljjPLVZU/NznoajB3uRz1p5yh2561DGRRRnIGMg+1Goof7KusZA8hxj/gJq2uBnsRUd4p/s26z1Mb9ieMGtiGYngN4/wDhAdC2Z2myjx69KTRj/wAVL4iyelxAeP8ArktJ4B2r4B0IA5xZpnijRQv/AAlfiUZz+9tyfbMQ/wAKYjo1wMHqfU1Uu9Msb8j7ZZ2txgYHmwqxH4nNWz6BaTrk4I5xU3Az7bw/otrKHttJsYWHQx26KR9MDIq5d2MF7D5N1BDNHnJSRAw/I1JyoBz+OKU7tueeevHSldgUo9G06O0a0js4BbN96ERgIfqvQ/8A1qjk0LSHiWN9Msii5KobdcAnHI49q0F4z14pJJNoJI/IUrsZTl0uwubFbOeygktUwqQNGCigegpsOk6dbWbWcdlbpaseYEhG1vqoHtVovkcfSk24iZnOBj5mPJA/DmjUCGHT7W2geG2toreNySyJGFDE9zgc/r71ENI0tIFi/s+18lWLpGsCkKT1YDGM+prnvBzuQBLJcebLDkRytIyhQ55bdwDgjAHYfhSatMYPEgcSX32F3iS6MW8BW5K7cfwnADlfUdecMdzorvS7C5if7VZW0x+8d8QY5HT6Y7VNbvHH+6G0N2yeSfesLxkJjZaekDyLuvEV2RnRdu05yU5xnH40zUYLuz8F3cc1xLc3aWbJ50YYPJIBwQV5yWIosFzR1Cy0+7cLe2ttOEGV8yINj6VBa6DpdptxpNkjEk5EKZ/Dj/Jp2jS291aiFPPJgVNzyq3ORzjdyT6/1rJ0jUb258Vs05l+xX0LSWqODiLy2wOMfKWXnn0NFmFzpLuCC9tjBd28MsD9UmAYd+xqvY6fYaXC0VhawWqOcsIY9vY9T3IrNvA58ZWUazXCp9jkLIu8Rl9y4zjjO0tWfrv223124nsprqfyrEGa1BP7xSzcp2V1wpGD0yO/BZ2Hc6FdG0lLw339m2S3Bff53lDOegOfXrzXL69aadJ42EviHRYpdONqogvVheQF88rLtycemeK39SmFt4Mup/MmEi2eEkOS+8rxg9c5wPqaS6kdfByyC4uQ/wBnT98m7zA5A55+bOaaTQnqY1poukv4n0270DSBaw2okNxdpAYYpFZSBGAQNxJ5J6Db1rqbbSNNsZ5ZrOyhgnmGHkjUK7+xrL0WXUH1W9gvvN863ijEU3Pl3CncRIB2bAGRxzWVql/cW91q0crX63aPGthDbyFPNQhRuXjDncTkHsO1J6saOhl0DRpri6lOm2hluVxNKYhmQHqD68VzXxEsorbwQul6Rp0yrLKgSKzgYhQCcn5RgduvXFdtGxZQX+9jkDn9e9SxqQMgc+gFJSswMHw0mlnT7e4tLKKCVY1SRmtfJfeBgg5AJ57j8zVm58OaTLqi6k9jA16oG2Yj5xgcY7fhWsQHIyN23oaSQLxyBzggCpu7gclqGm6H4Oin1q10dhNI6RytbRlmIZu45zzzmp/C1sc6jrMsLRXGpSiQIy7SIgNqAjscAk/WunxwcMehHPQA1H5fz8HOSGye/Wq5tART1PTbXWNPksb6BZYJfvI5PUdDkdD703SdMstFsVstOh8qFCcKCTyepyavgjaGHyn3HSnZyNoPQZORU30sMwPEhH9p+GywGTqQ4H/XKSqnxD3jwxGQVwl9bNnPpKKteJcpqvhssVx/aQxx/wBMpKrfEhA/g5lDBc3dsSSP+mq1S6COoCndjjAPal5ZjziiMkk8cetK3yk7fmPXFQxoentjPekuQXtplGOY256dqRDkZxinux+zyDvsbt7VsiGc/wCAl3eBdHORkWoGPxNN0hGTxd4j/iy9twOM/uun50/4ftnwDo27r9n/AKmn6OCfF/iI5GC1t/6KpsRWk1zXRqSaeum2X2prV7pUa7YEqHC7fu8Hkc9AeM1pWetxu95HdtBbzW8kny+bn92oB3H8+fSlOjS/8JKNZF4AFt/swt/KGAudx+bOck4P4VnXfhZ7meRpL8BZJZpNqwD/AJaBQASSc4KKffpjvS0BGu9+t1p01xp0kUzKrbCSduR2JA49PWsWw8UzalFaLHBawXnmBby3mY7ogyF1ZT3UgcHpWtBp88WmyW4uoxM+7EsdsqhSe+wcH8TVWLw5FC+nXD3BkvLKJoPNCBRKhUgBl9uCPfPrSshlh/EmkRtGrX0e6WQxJgE5cLuI6emDnpyKWTxFpCRo738QBCupGfmDgle3fa35Vnaf4burK4jnOrvNIJllYyWyfMdmxunqAPpSw+FpYLmJzqbSLG0XlhrdchY2YqCQeT855odgNaDVLG6uGt7e5SSVV3lFJzj1/UfnUTazpeJWa9izGwSRlbO0k7Rz9ePrx1qLT9GfT9QnnFwjQyMzJH9nVWUs245ccsM5496pf8ItP9plnOrOweRHKtbp/BIZFGfQZI+nvzS0Am1TxLbW2nxXNlLFcySNGwjyclWkCE4A46nrjkEdRTvEOq3Gkw2j2/2crNdJbs87EbN2fm4xkDrjiqZ8JTeRdRJq0im4J8wiAfNiQyL34xlh15B9ava5ocmtx2ypeta/ZrhLlSIRJ86nK53dvanoBWsPE9ncxKl0whmlkeOMjcVmVSAXU44TPc1Yt/EGlPGGa7UlnESEBmZmILDjHoMg98VNd6R9ruN0lyyq1rJatGqgZDYywPUHgVg32h3lg2mzJJNeXX2i3iadbcERxRqwywBGeWPPvT0A2X1zSo8SNfRbJEMquHJG0An8MAH8jUcnibTZrWVrO+haWOBpR5pdU25xljjp1xUDeFra1aXbfPGlxG0ciuFy7MGG5SfunLE4HoKedFN3A3k6mhgmsxZyt5YbO3I3A54PJzSaQF261vS41kSS8iRkG51BJI5AOABknJxxViW9t4bE3ks0ccCgOZHbaoBHr6EkVhT6BbNps6jUbcQSOZTL5SfKSSSd4IOQxyOc9ua0J9PttV0FbJbwSrHsxOhViHjwwPoTxnHvUtICBtet5r22stPmhlmmWRiZC/yhONp7g5OMHpitSe9trOe3W4lEbzuIoiTncxBO38hnNZlpoMsGqR35vhIzGVpQIdodn29OflACL696uavp097JYzwXCwy2k3mjdHvDAgqRjIxwaLLoMp6d4itLzTTcTyQwOhPmIJc7PnKrx15I6+taMM8N5Zi5smjmjlXMbiTKt6c9P8K5hfCbtcJHHqYWeCH5HNqpAbzTJkgtzySMV09pazWumpbCYO8aYEhjVeeedo469hTdkBjaFr1zq32YmC0VpS7SQpOTJEoYruxgdSB+da2r6kdM0uS7Fu80gGVhDYLHBJ/JQT+FZmjeHb3S4baH+0YWiiJJKWYWRlLbyu7ccDJ6fyrRvdLe+voppZLd7WKJlFtJBu+cjG4tn8MY6Z55pWVwuXreZLq0juYmDJNGsiDOM5HFc5p/imW/urSKWyWL7TJNGhjm8wxmMkMWGOFOOOvUVpaDplzouix2D3aTiEbIHWIrtXsCNxyB25rDsfCVxpctnPb38P2uJ5BOwt8LcRu27awzwQScN6cYPOTQDb1zUbvTLYz21gs8UcTyys0wjVAoz1wee9V9B1a81PbJc2JhgkhSaOUTb1bdnK5wMEAVd1mzl1PQ7ywinS3a4jaLzGTftUjBIGRzyah0axlsNKtLa6ljneBFj3qmAQowODnt70aBqUrfxDLM2rO1mgXTpDGQLhTvwAxIGOPlI/GtfSLx9R0u2vJoPJedBIIy+44IyDn6Yrm4PC1y6ax9qOmz3F/I80crQn92zLtx/wB8gc+tWrPSNQsrrw5EywyJY2zwXMyjPyhQFwScjJAp2VgH+KedW8L4J2tqY565/dSVD8RsJ4MmyQP30ABPY+atP8Ulf7W8Lu3Lf2pxz/0yeoPiUBL4JusKCfOgx7HzVoXQDq4xtVskkUoGGJ55GKkQYiCnrQSFGARk1DC5EijOQMe5qRmG1l9B261XSTPUnnpUob92cnPrx2rRMGYPw9/5EPSuc4Rs+3ztS6TIE8Xa+pbgm2b/AMhn/Covh0QfA2nEEMMy4Pt5jYqfS+PFOukgfdtj+Gxs0xG084YAqMjPUHI/MUwOJUDZwAe1cNpw3Sy2cOYbW9vbxJ9kDZIJwmD1XjJB6e9b2hXbG4urAIy21mVjidlPzAcYLHqeOf50DN3z0V1TI3HOefTvUiOHfHccY75ritUs7fU/GkcQhgdRaiO4MsLMCu8Eqr9A2Oepx0qSPVLu3uGtYXt7ZpJ5CFmjc7wHYZ5PJO1QCDzzSsB2RcrgdvWhpFUqW4ycZIrlJtc1eaOL7JGA4LGTdbv822EPt5Py5bK596m0zWZbryIL3aLi4V3iMcLqpVQMr83UjNKwjpCduM9zjn1oeVVTkgcZrnPFcCXumW1uMC4aYGB9hOx1BKtkDgA45zjmsFtQc63LqtxBPFdyafGY4ZLeSTycvgLgcBgDk9/m9qFG4HoUjYG7p34PakR87tpJ5x+NcMnibURDI0fkrKINwt/JctvwpCjueS2RjoBU02pXzhyhMdwMxC5SzYkIJ1BbGcEbST+GaOWwHbbuQxH4kYpA6vk9SODxn8K4rUNY1S5tLi3eAhvKZJGFq+AT5g4HfIEY9t1SWOuz6dH5l9byx2UCRxFRayM/IRVfdjBHJyOSPSiwjQ8Q6bdateacrSpDp0EjTTykgMTt2qFPY/MTn8qtXKSWGgzRabbxecEZLeEFVUMQQBknGOhpPE/kyaBcpNE8qSAIY0RmZgWA4C8+pzXKRC+E2jC6s55Z7Jp4YleNmVyiNtk6YG47QMn8qaWhR0Vxp89p4et7Cxt1kYKiAS7cRkcmTB4ZgefqOtWtGtZLC3FmLPyIEJIbzQzuxY5Lj1P3ic96wbm+1lkkSVGktjbTEr9kbEzhFIVu4wSwznnHerEuqasrRxrA0W+VY3Btiwgj3Adc/NuXJz2xSsB1Ic4JGe2Miml2OGAO0+3JrlLTxJdWkPn6lbSm3WNA4it23K7MBk5wcc54zxXTXij7FcKolz5T48oHd07e/p+VS42YCqsZmE6kE425BBB/GpBOrE7TwBz8tefAXFjYBLKEJP5cpjuktnBJEajOw8Bv7w6EjI61oSa/fxl0SPcy78SCzk+YAoEwue4LH2quQDsfNABZc/5NAmYnaASe+BXByapqDuZZYnuPLlSS3thbum39yTw3cbsjB7mnR67qexVjjSWOMB/Me1kBlG9F454+8wJ/2c0uUaO5MhK5xxionmAwpzggkjHaqunajbalBK8BkKxStE+9CpDKcHg1jeLHaA6W0qyrp/2o/bnQnAXadu7HO3djOKLAdD5qonUhFGeR07c0C4UEKeCRnp0rixqUWlyztph+0W7kSIrmRg5+6/lHn5VxuP1qA+JtSSaG4k+xJ8w8yNFfEgMPmKg9Dnj3p8oJnoG/AweSR1xTsliGH3sEc9q4618S3Mtwkbx2pQxo7bHfJ3SbBz+Rx7U2z8VPbQwtqMluUMLSyzW4bK4J42AEjHGTU8rGTeMJFGt+FiXwBqgHT/pm9HxDcR+Cr1x8214G98CRad4oMUuo+FJgQ6tqalT2IMb4NN+IxjHgPUWcHGYiNvr5i1XYDsNwZQ+TnGcUofeQD29qZHJ8g2rxjigM/AXHNZsSRCoDN0IwMU8oJIWi3MB0ypwagV8NzUqMQ2WPU8+1aFNHM/Dh3j8E2aKuQrzADPQCVqt6Oxk8V64RnlbUkZx/Aaq/DtE/4Q22HDASz4Pr+9er2k/J4p175cDbbY/74NMhIvlGW6dnZioXkHpVDUdWTSbdr2fdKGdVSPeBnPoO5wDW00Me4nB+brk1l6232PRLu7jSJ3hQOizLvXIPHHY89fegDCufEpVbiIJJDMHeNJGlQLuBYZz0H3O/XIrTntILrSk1l/luBZiUuuTkhdwyvQgE8ZBqpb3cFvqVxp99bI0kZiKG2jLeYGBbBXkrjBJ65zmrcmuWy2twbyNmtwpdIY4C2EVxHg84bJwcDAp2Az7LxDfCe1jnuvtSz2ttO5CIDE8jBSh7fMSSBjIwajbxM1xaJeRW5imkDxESOhZWDopGT/dLEfUd+tblpqWnLPDaLaTRNLO8aeZAFBdOpz654HpzxT9ZVNP0S+vYYoDJbwPLEJk3Kp6njjgnk/WlcDGh8Ti3sMATXEmcCRnjBYjOeBxgAdemcVv2mof2hpqTRs0fzlGDMGYENtPQ8ng/nVO7lsLaO0WWKMXflEJ5cI25C7sH0BPOO+ajs9d05rKyj8qVJLiP7Ri1iLKvqxKg4BbIz3p69AKVlqtlHfu81uXumvJk3+YvyYdUB255PzjnGR3qzZeLI7gWlvLA8bXEioGjkVwCxbao7nIQ5OOOla2nx6dcWMd3BajEnz75YgHznkn0OQK56K+EetalbCxtlFss5WRIiCgUKwY9AcliCF9PQ0txGp4uvJtO8N319bzyQzW8ZaNxgfMOg59c4qC48SafbII59t5NECznchIdEL568MQO3cgVK3iDTZQ1tcJLIyhDIotyVZm2EKqnJOdwx7A+lLBfaSbgQJZSBnuDBua2A+fqQSR05H50dNQMy+8WyTNYrZ77WZrlBMsjpgoZFUj/AGuG/h59a1dR1yLS7y0t5GYecWIIYAHAPHPJ9Kn1WOC00yW6traIzqMQrsHzSMQB6ck4xyOe9UWv45rtEubJVS2jZrm4nTHlgAfcBy2c/X8aNBlO68bRyWyG3AgnE0ZcPKmApaPIHJBOJBwOmTWrr1/eWulzXdkdj20gkkVk3FowRvAz0O3JB/8A11Zh0/TbqJZPsqKNwkMUkShkOB1XHBxV1rXMbRvI5VjyvGCO4/pS0QHEWviO4a5uZNQcPaW4aVsxoFKthoTnscc89yK1o/GEEjxbbJm86RY4yJU+6VViTyMY3jjvitiSziEyK1srxnJYFF2njjPqBgdf6Up0nTSVY6fa8OJBmFPvAYDdOoHQ+9DcQMq01mTU4vOyYGPzxxSEMSmdu7g9M1Hqes3Gna7ao8yfYpYirgr8wkJwvOehwVx64q/Dodnb3JmgUxP5XlLswFRM7sAduatyabZXE7zzWsck5VVMpUZwDkfkeR70XQHL6f4olmtN2oKHfexbysBU+Z1UDnJPyEZx796dH4yiuL2OD7JIVkbyxJvQ7TlBnr6yL09/St+DRtNtRb+TaRCS3VljdUAIz1I44z7f1qKDQNNhhVVs7VSH3qywICDnPHHHIFF0BhNr8UMcKWsRtJmaJyCqSAh3AboRzgjk+tSW/iaO7v4Y2idFdgFL7PlBAO4nPH074NaU+i6cW3JZW0eDz+4U7j+VV7jw7p9zvi+zRwrKDG3kxhSoIwSD2449qakh2ZNqjX0VnNJZTIjshMZZA2GwcE56iuM03xRrOozBJporaPyxcn/RwdqKGEvfswAB9cmu2ulWDSRFEuI4QEEYHQDjHPtUGlwWw84GBcGPyypUH5T1X6HPIoi9NQKdp4nsYgEn3LIADIDGAIlO3aTgnruXpmh9Ys9Qla1v4swXUu2Lcm0NGED/ADnPTnPXn0rQi8OaOPKVdOtw0Dl4yV6E9ee/QdfQe2El8L6S1rLbJaRxeYrDfAoVhuGCR+FRzIozPFJhS78MKuSI9UQpg9vLf8Kb8R5F/wCFfajnacmLjPX94tTeJLKG2bwvDGoVYtRiRMkkACNxiq/xJwfh1qO0LgGLGV/6aLQt0I7K2P8Ao0bDABUcZ6cU8kn5V7dahtUItY1JBO0ZIHFShX3kgZFQ9wRW67uRu+nSnqc4Bxu44NNRQ2TTwo6A5HHXnNaDZzPw8Yx+DIAFyRPccDt++erekXBfxXrfyDb5dsS2ePuGqvw5VR4KQAf8vNzx6HzX4qfSFZfE2uI4wxW2Jxzxsb/Cn1JNY6pYkon2qBmY4XEq8n069famMbDV4JbSXy5o2GGTeDuGR6H6Vyl/oWorqF81lZRNFDOt9aA4+eUj509ujf8AfQqa+tNS0/y4tPtZ1QQqzSwxoWLGVN20n1G449utOyA3I7LSJFCxWcZUTeYrIORIOC2euRjH4U+TRdHVPNNnHhh75OTnGM+vNY2mQ6lBrBYRXAspTOxR41UK5l+RsjHJXcal1a61R9YSKyZyFtRP5SKp3neVYtnr8vQZ64oC5tS6Np8qSH7OgMpcl1yDlxhiM9zTmtbGewXTpolmtdgiKE7sgDGCf8a52O58STWjEx3MUiwTYU26hmcEeWAexwf0ohudXjvFXyLtIJmDNdLaKWDCNMbl7jO4Ej0x0o5biubh0LQYnRTY26ylvMAwdxOOvXJOPyFSR6HpGyNktIgY92wqSMbuveuZnu9Xubmznm066d7Zt4dLUHDmNw2COvO325rS0w6xd3Jiumlt08pneNrfAZ9zD730Cn8aGrAaum6fYWFxI9pHtMyqADnG1c4Az7k89TmmPoujmSRntQ5eRpycs2WYFWOc9x1FR61c3i6YFt7ebzWZYlKxbthb5SxA5wASfwrEtBqunWq6WlvdxQ29xJCJorcyfIw3R7QeSuSVz2wPrRygdF/ZekvauXtY1ilEasxyCQgwhz1yBwD1pBo+mFXjS1WKQs75AIO9hgsM98Ac+1YTahrxtXKx3kcu9gyi0UiIjO3YejqTtyRnH48R/wBo+ITcWsc1vNA6uqyMlruUAyYOD3GwijlYHUrpVnHpS6W0fmWiRCLbI2SVHAyeufeqo0LS4Yp7Z7eR1ugEbzJJHJAOQu4nIwecdKwftniVVado7rzWhj2xm1G0N82/nHBJA68c9a29Zur1bGKSyhkMomjEpWPeyJuG8qO5AzxU2aAvQWNjps1zcwqkL3Th5mUk7yAFBxz0GOlXWKKm6RgqjuTgAfWuQ0eO71HXpLjVLZ/Ohgj8sy2+3rvzg9AxG0kdicdqb4pa+lmmgBuWs3sGUxpal1kl3gAk4yCBzT5QOta5hGBvwQcY9T6U2SaOJsF8NjJHoP6VyVlqWstqdtA8TrarcOC8lkymZdzDPouBtwe+aveK7qeGzWCCFmjm3JPIkJkCqyMBgDnJOBntuzS5QNxrmFLYzGRBGOrtwOuO/wCP5U2K+tpIfOS5jaE5G9TwccV51qImuNEjhit5AEjber2rsWK2ygZz3ySAexHtViyvrmyhMNtbwWv+kIoxYvwWYZkK9PmAzjPGKrkGegrIqxglQDUaTRTSFI8Er1I7VxP/AAkGuNC5Z4In3yEqbKRmj2qx29cc4Azz1rW8N31zPd6obiVW/fKYo/IaPy1KjB3H72cnjrScANiYqSCJcENg47fX0pj7irqdzEfKNpwTXJeJr6Q6mJooWMGmSJPMqMyGUsQCNoHz4BbjtmmHxFfQ3EkMT2nlxzBTK0bZjQuoUvzzuDn8qShoUpHV3ayfZJWYEDAyGqppv7qSeXLbeGIHPaudu9ev5bR/NSzgAx1RyXJ4DqvoTxgkVDZ67eQ+bcRGy2iKIQxCNy28x7iBzjrxn/CqUNBX1O+jeSUqxiZTgYBHPNWAAqgqDuXqa4y58WahbGR1SzaMu4Q4cbAGRS7nuAHYnAzxS3viXUY7C5uVOnyJbxo4kTeA2SPnCk8ryRgnqOtRyDbuXfF4dz4fALgf2tF1/wB1qr/Ehd/w41MRg5RVYYPo6/1o1u5Fxb+HZ3DKW1K3JAyeqtxz/Xml+IR/4oLV/kUKIgQc8/fX/CqW6E9jp7Dm1jzuz5an5j14q+nJPHf1qlYsrwQycH5AeOmMVcVlzgenHFZvcUimuAM4NOX2UcHI5piHb1PBqdQCcY49Mda0W42ct8O9v/CJLjPN1c5GeAfOar2nKR4q1txj5orUn/vl6x/h4+PC0qrtwt7dr16fvWq9pbD/AISnXEU7h5NqcZwfuvVWJZ0WVJHBHvWRr+pLp9tDKsUbl51jw7bVTI6kgEj0HHUirpO9GUFgAQc5qlrN+NOge5VDKEKfJvChizKo5PHf9KXUZHpE0+oT3k0quFDCNIjIcKuxSQR65J5HvVbUb+a01N/s8EBmhEPz/wAciHeWU/L0yuOKcviT7OtzHcQSPPHO0aLGVXeNzADJPBAXHPU4pdXv7+x+yXMMqGG5zA8TL829+I2zngbuDQIsWesHVbq4t1tlSKNFdWMmXII7r265BqDW7+5g1zRraKVlWVZvNjMvlIwCjGTjsSf1p8niKGCJoroSyNDKsEs4QBHkzg4yeMEgn9Ksxa1Hc2BuVs5wfOMMIO0s7Btoxzxk56kdKeoGPofiZo9LtEncXLPbtcS3ElwqnO5sKAB82MAHHqKuN4tfyppBpp8tLaOdWMvykSbQozjAAYsD6babF4wsMPHDY3LbEVhtRcMH27eM5AJJ9OVNX01iO+S8VLe6hW2ZRI7IoBOAdo564IyOKHcRnXPi6SEvC1jGJFiLhUugx3bFfGQMdD1zziuktLkXNtbSoMCWNXAyehGcZ/H/AOtXNx65LfapAIkhFtM8YCvH+8AKSk555OUBq7r+sS6ejRQQlpvsks6SHBCbMcFScn7w+lDAq2HigreWtnLEHMshRpmmUsMvIBhcDjCdfQjrWtqt8unQLdSRhgrKu3IABZtuS2OAM5PpVKz8RWl7qEFotnP9pbh38pSIiCwwzA8cq2Mf1qvqmqXK6pc2cMkdtFa2guHkaEyF9xb+HI+Ubcn6gUragY8niDUINJhUXBM7xrumaROP9aSVJXBPyDr+VWbDxNd2qPbSW5uZ/MhXdNcxqzPLtwAFHCjcSGxzyKvWeuwPbiS8HnRbEkR44cbUKKWYhucZcY4zg9KjsvFEMUUNvfWk73shYARW4bdGGIDjB4UYHB59BVPUY1fG6rGXOnr5YmeIj7QgKqmSxK9VOR909eK3LG9N+ly8iLEY5nhG2TJwpwCfQnrR9qtZby5gNvskhKNIWjUjLDrnnkAc5/CstfEUa36Rx2jxWvnzQOxRcl1IG4EHpk4OefapSTAraV4haXToLya+QXBZ1msCFDK24qF6ZXaSMk8HNSt4wiBVfsrDdGWx5wBOA+dvHI/dkZ9wat6fqtlfzXMsEMioG2mWS3K+avqDj5lrH/tPVRf3VrNb6cTZ2ySvi3bO1i2VXnsFz278CnZAWrjxUnzs9qxSKMsUE6ZZg4XaOcHOQetP/wCEpaC9NtLb3Er+bLvUNGDEq47Z+br2qnNrtjHdK72yG2EW55Bbfek3KNq+vJGR61oR61o939pZrc+XbqJJHkt8bdy5zyMg4HP5UWGW7TWYbuWwCI6vdxM6BpFG0Ljquc9+wPSpNX1OTTzDFEhklnLhWLgBNqls4PXkdOtZSaismrWkNnbRDyo3LPLCyeSuVygAwFLZB59qfqeuQJhWt5G8m4jSUyQFiA6bt0eOpAHPoM1PLqAzTfFAnjt4DDObl9okwV2xkgfN15ByOnTNN19YrC1VY7ddl1Mbidm3PtICnftDZxnbkr04OKt6bdaRqV9LbW8UbXFsC28W/CHGPlYjBPTjNZOo6xayamLfUra3a2iBkE86kYwhJKYGCeBkZzznmm46gLda7p8jxtJFeETyeXGSAqyH+8uTyM8cDINVbHVLU2iyXDXLTkb1EGASfl4HPON6jJxmr2mS+HryTy4reJnctdKJrXaTyFYjIz1x05z61bk/sv8As6a9t9PQFoPlWaDbnbkqpGMgZH8vSq02sBLpOsW91IbaI3BKRibMoPHOCOvOD1+tN1HX7e0hvIYoXmmtlxtCjbv2btv129zx+PFZnh3W7C5tRczWEdnOwVFFvEx3jZuA2kZGORyMHHU1oG60DWL23DQRvPeqY4zJCcyAANtBwOAD/Ss+WzHcqa/IzaboTyFGf+1LZwfL2DljnjPvU3xEA/4QDVnh2/6gHkZGNwzS+M1MOmae277up2v3R/t4pnj9wfh7rSEnItT+hBo6oDpLUoYINg/gHTp0q7GRngYrM0wEaZbEDLmJM4PT5RWjEw5xyo7is3uD2KgUnOPyNTAlsBc569e1AAXkgZpwbbKQFJXIwa0C5yHw9hX/AIRu8SQHK6jdLz7SkVdsUjPjDWUZRtNvasAPo9Q+BmAsdaQgDy9WusY/3s/1q3DGR4z1Fto5s7c5/wCByVdyTYjiQbvl+8MGszX5rfS9EuriS2SdMInlyH5CWYKNxPQZIJPtV77bbxq2+5hXacNlwMGppEt722eGRUnhlXaysA6sD2PYjHOOtSNmVM0EJkttXt7dkkwEeOAsr4BbBUggYOTg5znNRrq2h3fkQSRvLgh1ikt2JjAAIYgj5RgjBqyvh3SYoUSK0RPLy0TEsdhwBnk+3eoLTRNMjW2tl8uae1AV2VzvJKgEnB6HaODwMewp3EXIbDSdSh+1fY7eYT4cvJCCz44G7PfqOaw5NWe2t3t4rKzk23U0SRnIQRxuMnGD8xLiujtdNtbKeWWFWHmhAUydoCg4wO3U1Um8NaZN/rIZerH5JnGWYgseD1JAP4UX7iI7240IP9nuViwzeRgwn+DBwTjoNwx2Gagt7vSRLdWywKtvJLEoKo2JmcHsBjHy4z0960n0fTT83ldWLD962Cxxk4zk52r+VRpo2nxSNKqNnhvnkcgYyRgE4AGen09sF10Aiu7PT9KsbrUIbG2aS1Rpl3IBgqrHgjpwT+dVINU0zVoRc6jaxK6M8SOBvV1wC5U4zt5AJPQitWPTLYaP/ZhMstr5XksWc7mXnILfjUX9g6YzsxhY5ID4lfBO0DJAODkDBz1xznFO4GdHJocGpWM0FjEzsZRHcrAQUOQcpx0O45I9KuR2uj+ILdLvyo7mHDIrGPgjOCOR0yD7VMNC01XgPluPIkMkOJm/dk4yF54Ht060WWkWGkzyzWyShplWIjeWGASenqSTzSuBlx3elC/ubW5023gjtCZN7jLkKFAcLt+ZcYAwTjHIFTA+GpJZI8QNLC4kI8o5L/KQwIXknevTOc1ak0HSpzO7xORcFi4EzgHJBbaucDJUZwOad/YmnSO7FJTxjd5rADheV5yCNi80AY0l5b22lxa8tpEt1ezQJOGkI25JRSeCcD0xzzRbXHh24tVu7m3jtXkVbl4mBJBkIXPA5yQvStYaFpkmmwW0avHHEyyKySFXLKSVLNnJAJOAaq2nhnSYyiwJcxOgRV/ftkBGDDr7859zT90CG1n0Oxm1BQsVtCEWdp1HyyB8HdjHykEjjvu+tW20ex8+51AxhXniCySAn5kAOB+X86VfDOmiB0H2kZiERYTEllUcfjxjPufWrNtYxW+mzq808sVwzMu7O6JWAAVepGBSbXQaOfFj4TeaNA9shuI8qhJUMAeuT3yue3IqxY2ulXVvqbwWwMW/yZXB3ecqqMdegINWv+EV06MRDdd4jGArzlsgMWxz6kk596t2emJZxTwRy3Eizcs8kgY5K7eCAOwAz7UXAw9PvdCU20wtzDBcl4FnlmyGyFYhhnk5wMHBBGOKluk0OW+JkZJt0mLmdZyFiKRnAbn0JGRVseGbMB1e6umkYndIWUFsqFGSAATtGM9T3zUi+F7IBl824MLmUlHcMCHBDDkZI5Pfii8QILWTw5ppleG7t0eVMtum+8qnBIBPYg8j05ok8MaTdSyXZhaeSYHcFlIR9wI3bQdudpIBxmmz+DrB4/KV5UU24gOGU5C8biSCd3J6EVoWUI0+H7PJNcTMecS8hB2UHsB29hS5uw0ina+F7K0nN0nmLceSYhI0ruSp9mJz+PpUlp4at7bRxpSSSNalPLxnDFe+SPWtGOTc2WLnacDjOfypZr2CBj8xJH90EgfiKTk2FjLt/COl2KxS28Y+2RANDJPLI4DgYViN3OAAMen1pJ/Ctm2jwWhd4pY4WjE8Rxy332C5xk84OOM8VtJPEyqS6E9R7UksqOmRzj2xU8zCxynikLDoWnxupLR6jaAMzZLYcYJNJ44APgjXFzuP2V+vSo/G0g/sqFsldt9anGf+mop/jKIP4G1uUkAC1cDPAql0LOk0oltGszyMQx8f8BFaEWGAB6dxWdpT79GspMA7oI22j/dFaMA7MOfQVm9xPYRAScHOKfwm0MajMqxpvHU+tVHuHdwsYB5yc8VqtyTmPAjgw68secf2vdHJ92FadvcBPGOohixH2G36D/akrM8DqFg1qQrjdqtzgE/7Q/wq5FIE8Xan2/0S2/nJV2Exb6zik8Raayadvt0Sd5X8tSpZwBz7/eNV3fUbC/u/sFtOkLvtC+QCihYlCsvfsQB0rfjIAOVVu/JPWk3jnAX0BHWmrCbG6Xdymxha73GUnqYxGSMnBK5IHFc/Ct2iv5Ftf2+ZmZ8QoxCtLk4bGXHJbHbJzXRYxklBu75NSxDc3zKcgEE5zS0A5xr/AFwyI6RXylHchRApEhMeVDe2Q3Tvita1u9SfRbiQL5l6A5gEkPlZP8OVz1yCM96vngAKozu/z/8AqrO1m8k07SZ7qONS8exdrsSDlgOcc9+3SiyYFKJ7271y0+2pNJbKkjxmWEAbvkxnHQg7sH0FP19rqVnSLzzbSWMw8tIgcy5GM9wcVQ/4SVoZpYvsrON8nWU5IBfG0FeQMc+gI60608Trfajawi3VDNvZiku4JtUMB098e2DTsBbgv9Z+3wwMWFuJNnmSWh/eDPQ9l+XHJ61qazcSR6eYIFZp7hlhGEYhA3DMSOgxk596ghuptX8MrPYy+TLPEfKkjO7aeoPzAHH1FYWkapqWo3gaSe4igMC3Xzqq5jAZWQ/L1Mg/KlowHW11qcFraWcYuYhZyXELbbZpRIqruh5IBwRwD7VGNV8RM6s1szkMVwbQr/yyV859mJA+lWIPGEYlMUkJbCriQ3C/MxVCd2Bx/rBk/wCyan0vxIt7HbwXske8Qxv9paZQHkZtoXA4z6Hv6U9AMyWXUBeedcRyBIWjWCRrckndLt37BxuK4OOvHvUi3mrwT3MyWjtczbA8JhcjcIc7gex4HHcn1q74rvTbvYwqU8tt0zIwAYbSuGXcMHBJ44PQjpSx+LYwpM0Kb90kZHnqD8rMoGOOcrkj+HrmiwEEmoa0iiSPDRpEjEiycA7nYFum4bRgkYz7VoW2oXceoaTbXixia7t3Z2WFl+dcdAeVGOxqjP43EZRnsCFMaynNymVBQvn3+UevcVo2WrW2oSyEKouEZ0UsVZ3UYywAzgDIpNAi7qhuIbO6NmrLcCB2if73zAE9OM9a5OPUr+1nmuIYJZ2nEQKvbuCXEOS3t06d6sR3eo2mq3yXWsNPHYRQzSIsEZMm7duXgA9lxz9TWhL4uEMcj/Y5WEKF5SZYyAQ+zGc85PehIZe0KaS5snluQgErNt2Iyqy9jtYZHFcctncefKLdJbjSZ9SKmLLA2rB8hlOc7GXPHQHkV0CeLLd5tjwSJK8W8b5Izht20A88YJ69MCoIfFAGmLJdJJLMbc+Y0ZXLsBkqAD6Ec9OwoSAyV1/Up5kSN0iVZCCrROfN/dttz6fMMZq8PEt35SC2SGQ/vGC7JDuCxKxA98kr+FdGmoI1nJeRSJJGq7sKwJBC9OO/asawvtSiitbc24UygTyzStuTHJYLg84A7HjqafyAuaDqb6hphuLswyOpODb5O7AB6EfeHIrkD4gl1i8srVpY4UuJlDKkzqyghyYix5V/lHTHpXaQ3Iv7ZZI45YoWJ270GWXswHoexpy2ysThFOCWGEAI4xxU2sM5XxdcW0N/pCfaEVpBMvlPeNBvTaCCxDDvnB6579qguPEUcStYQXEU9qbXetyZiXbCk8nuxABHqK6y5t4J5B5kSNIoAXdGDj/63tmoXgjzseOIepMYK+36cU01YGjlNN8XyW1tZ2U5tpGCxxySidi2xkT5s4xkFufep9G8VeVbQ2gRr94YPMLQy+bK7DBxg4B4OetdWmm26nPkxHPIDKPyqf7HaRlPLgiBxgEIOP8APSpbQ0jldcEtxodveTRlCL21cRyDBAMq43Dsa1/HJx4H1pTgAWz4yMiq3jbYnhkNsyFvrXKA/wDTZam8cuW8E66Fxn7JJjnrStsNm9pmP7Jsxkbfs8Z3L/uitCNQHDLk1keHnU6FZDGP9HjG3OcfKK3IQMcVm1qS9jKRiFJbnA4HpUaSsx3bT/k0FWYYGCp96dFbgAA54PY89q0RRy/gxmistXY42vql0flHX56sWjM/ibVp2fcwt7dSB24k/rUfgaInQb3zjlxqd1gjj/loR0qewjYeI9ZG/gpbg5H+y3T860RmyRvEEEd0tqYbxpXMmzZbEh9n3sH2rRsdQgv4pBEHLIV4ZCuMqGA59jVObTrqXX7C/V4zb20UsZVyd53lemOOAuPxrPvfDl/Pf3dzDNEjTyMR87bmTYgCtjpkqenTPFPQDobm9js7Zrm8ZIoFGWdhgDt/PH51DBrKy3DQKjxTBRIIp4ijkZwCPUZ49j1qjLoLy6AtiGWKaF1ljAJZFdXDqCTyRkY+lM1HQ77WDLMyWqSram3iQsXX5mBcscA9FGAKTsBufa0lmKIG3qdp3IVBOM8ZHI9xUcM/2uDeqMRvKsHjI6HBOCOR71yms2bWeoxRurSWzkvGiM+QPkG0HBwx2nvjBx3zVr+wNQWaOR5YjsZHBaR+AJmduPdWx+FIDfkIaZlbbxzuPf2+n0ql9utXs3uB89uisWkkUj5BySOOQfbg1X1XR7m71FbmK4Xb5YUK2QVKkkFcdA2cH2FOg0yaPw0umoYVlFv5ZVstGXxjnjkcninewGtZXsMtsfKgaNUPllJYzGQcAgYP1pVvoxtAiJkkQyhQCQQODzjHf+dcn/YdzHd2dgx2I0TSA7pHWELIhChscn72M4wDjtTk0W9ktzaWk0LFM+c/mvt3+Yrf+grj/PK0Gda0tuZURYlO/I+4B2HbHTqPSm3FpazSwiWGIop3LuAGHHIOPauGh0u7j1VrO4y0gykG2V+NwYg5xyo3DP0FdJo1tqsdx9gnCNZwQqROQzb2YnKEk4YYwcjpQwNCbWLA39xYCX/SbVVmkR1IVV/vZPHGc+vSotL1TTNZybeMNGQ7LIbchWAO1sEj1OCe49azrzwze3+r3Vw/kCKV1QncSZIdhWRSuOCflOeelR2mhamlmlr8sYRH3eXMwViZg4wQB/CCO360LYTOmjs7VhvEMTgHGSgOPb/P0qrc/wBl2BS/nWOPA8tZAvTew6YB+8cZPtWM+hasYZQ0rMDbyJEVvGUISXIHI54K89se1RPo+rBmSKESWpVFCyXhYkh0YsAw9mH5UvmBvTX2mWeoR207wrdXYOwCI7nA6gkA5465NQQXeg3v2eKAW0guFKwhbfIdVOSMbfug84PcVFf6JeXSWpN8Jrm3uxLHIYtmxDkMMLnOQx/HHSq6aBd6faXyWzhssRaRiQx+XFuDMuexJLfhij5gbZ06wJZRa2wBXYw8pcY9+MnjH5UJpenupzZW4UqqY8pcFc5A6cjPOOma5VtG11IgQ0/m+XEjst2FLqpYEDPQ5Kt785qyLLWYXeZZbpt1zuYtchl8oKOo7fxdPb6A+Y7HQRW9lpdtO6hIYSXlmLEYyx+Yk/1qnptpoLtKdOjsXLDZIYNpBUg8HrgY/PrUH9oX2qeEJbk2DC8khlC26HduyCowWxwRg81hWlhrlor3FtaXiP8AZo4MZjV96xMAAM4KK2MHrz3pL1A66DTbCxkL29rHC3lCMbBt+Veg9gM04eXLM6rIpdDhtrjKn0Irmpo9cm8wr/ase+aYAM8WI0CHZge7EVWujr/mO8Md5CC7uVjjiUSPiPaDnqMCTn9aLAdbKscMfms4C4yzNxx3OTVQT2TQC6FzDJa4yZQ4KH/gXSsLRtTk1Oe9klmkmiCGSKAw/eAyCUOPm5wAMnvk1kvpN3DpBtm065Nms8VwsAhUkFipYFewUrIeDj5hRylXO6JUx5EqLjkAkcj1pHyDjA/CuSlfWRdi5EF1siDqUW1XG87tgjz95cBMnt7VLBc+IDdFlEkhkMiIt1bNDEpCoRkqM8kv+VJwKTJvGjBdAJPJ+3W3bjHnLU3jk7fBGthdpBtJMDb1qDxMl63hKD7akK3gvLYuIiShPmrwM84qz4yUy+CNaXDD/RJMsOoxTXQRqeHsf8I/p0uFG61iPH+4K3Yf9WNvU81iaBGqaBpynJAtYuvb5BWzE4UZJrNvUTWhnp06d+lOVtrZXjJ9aiDbcZPPelQZ5wGx0GKtD6GD4M40O+JAONTuufX96afZNjxLq+em234/4C1Z/g8yjSb6MZCLqN1jHb94as2DMPEGqKzEkLbE4HONrVoQb5ccDIPpQ7sp54I6fSoxucAjdntxWVr0uo2ulzXdrcJEII5JCJYgd5A+UZJ4HX9KLCN5ZSzYyNvQ1JEyiR8EDBx6VyEup3WkX1pHdTJJHMGdyiKhGSoVsHOeWI49asNq9zdeGrzUrWJrWaKJ2iZlWQcAkcDPXPTtik0M6SfaZcBsbTnO7gH3FJuAZWbgqNuCeK5ee9uF8z/TgytDDuZY0JVnOGcevA4HvVqy19r2a1tWtpUaaFpElfbhcdDwe4pWYG7IQ24rjg9c1AXG8KMkdeDn+VYcvimKNJh9llcxzGFtrIR8qlifvdMA+/tSwahJdahqCx4W3S3DRAqpO7cys2OuOO+KqwHVbvkUEcBeOefpUCBQrLGAhPzk4wQeefeuStNf1Bo9OR3hE5dkvXEY+bajMuATxkKD+NTHxNunna3PlxPYNPGpA3Rld4YnJ+bkAAe1TYLkMU3iS6gWGS0mkTykDvLHEMyiVST16Yzj8MU+HVfEcLxyTRTtCkvmzObZQWTDFlHPB4HPWrh8YxJDKGs33wYG6V1UO25UJBBOB8wPI78U+XxClvZ2d3PZSrJcqztAXXMaqMtnJwcDt1zTFc6CxuXu7WCcROgkQP5ci4ZQRnDen0rkZ7fUhDqyW9hdfZbqfzUTachg4UgLnjcMNnpgH1xUl5rOpvot1qMMsQuReFLaOSMNGyrIV2cdyOcnv2pi+L44dQuryR0OnGGIxgYLsXJG7JI44PFCVgLT3WrW0o+yWkgha4lLKbbmQeYMc54GCTnr7VAniHW7RYry/tZPsixSPOFtijA5woyx55PbrV6TxbapdvDNZ3UeZTGH2qQTu2E5zwAccnHX14rS1nUl0zw/d6gsaytbxM4VWznHuP8APWkMj1SWd9MvBBG7zPAVVQOSW4IHvg8A9656xvJgXmg+2yWmnW/mw2wtzCS6rt2lcAkk7uBkfpV2TV7iznFtJe2c0zRRTOFt2ULG0gViGBKsvJwc5z+dPbxFA15FLEk/2MqfPUwncgwrK4HZcH/OKLAaelXstzC8N1v+0RIkkjmBox8wJAAJ5wBg+9WmzsZywZgvAPOKy7PxXp1/PFDB5+S7KrNAyIxXqwJ7ds1o6hqVpptm1zcFlj4UlELnnpwKljQ6KT5QxK5PHA5//XVhCCnzttXpgHt/nFYdz4l0+CzvDZyB7iDeFjkiddzLnphckDa3IBxVq8vpLPQX1I24dhGj+WASo3YycjJIGecDOB0ocWFzRlfacgDqBVNpCzAEZVcHaDWXZ+JrB7CF7+6tY7h0aRo4WMihATyCBz0+vtT77UVjlsVtYI5pbtykKsxVD8hcsWAPAA6YzyOKOVoZetLW3tpZGt7S3haQFpDEgXdz1PHIzmprfaXdmHU4IzWHaa0UvJLXUIobJxHvO6X73LZ2+owoYfWpP+Ej0VXQLqETM6pIcZGVLbQfxNDVwOh2Bzz2/MU/GTmqMWp2t4xe0kWaJHMbyIcgMO1XFX1rP0Gc9462/wDCN7mwMXdsc5/6arUPi6Ld4L1lWyQLOXPzY7Gn/EAAeFWxtI+025Oe375ab4xO7wZrQXb/AMeko5/3T3q10BGropB0GxGCAbaMj/vkVoRYBI5A75rK0Ft2haY2cD7LF7/wCtOL5zkcjvWctxrYq5LKT3NIXKR5xwoJzmmLLuPBH4elPygBLZwK1A5Hwrdf8SbUVYhP+JlctuDcH95nirWnYl8QavjJ+W3zz2CtTvDCIbHVtoDKurXOBjp83T9adZYXX9WAwp2QZ9T8rVojNkj6+Le8Fp9hvHkfeY8BRuCdSMt0Pb1zVx7q21S0liaAOoI8yKdBnJAOCOvQjr0qrJp7z61a38boI4InQxtGcnfjJzn/AGR1qte6C0811NJNEizStJ90rwQgAY56YT9abEaqLH8j+Qm5VwCQPlGegyOnAPFVLTUbdbue0jsZVCziJgsa7QzgH8iCCTip9Nht7ayigjlt2CruxGeNue3JJUUyDQYpLnVbuaSFZLlWVJowQ0KlAh74PTNTcZbt7S0VVFvbwJGzByqIoXOfQDk579aW5FrpkElykMYSCNmcwopYjqcY7+3WsaPwzN9qEsU9ttYxl1SNgoCspGznjO3n60n/AAjE0NuE+12yMYlVw0TFGYK67zz23cfTvSsBpzx6a8YkktrUZYcui8lhj8zkiiFLKWOSVbNIWlRg6tGFYrk8H1Gcn8ay38Oul4ztNZt+8SRVaNsEqTgdeuGPI7j0qF/DYminhF5aCTB3b0zt4YYznhMNyPUdaoR1DafpyiJVs7csQQjCJTg7QM/kAPpgVBHY6fFAge1th/Dny1G0E9s9Ov45PrWbDo/lanaypc2wVZWkSMLglSMbQDxjPJIx+NXtT0o6gtvteOMw7vlkXcjblK5IHcZ496nZgQT2Onal59jHbvDLG6mW5igVQWVgdpJGG/hJBHNVrm707SMaU1hPNDZQi5LNEsgiUkjceQcggjgdBWromlDR/tYkkikeWfzBIvysRhR83qeCfTmsx9FvbyXUftV1AY9Q2JJ5KMHEQUjYCWwOpyf9o8UX1A2IoLWZWQWqiBWSVWePEbMTkMvuO/vVK4m0bzpYRpYlmjJjJW0DkiMKccdhuHXvkVXk0ETPJ5d7Ds+0GWSEKTgZTCnng7F25I4BOBSjQbtfLlmvIHCkSlkjZSfmeR8EHoW2E+y4o+Yy3aeHrW3M+8LO81w04kaNcrnJHIHOCTj8KvWWmW9jYpYxRqLVItgjPI2nP58k1xsegeTe2ljIbm8s5Skpmg3bXGMYJBxjduJ5GA3Ge3VaaJ47jUWmj8pJbndCwdizqFUZwSQOc9MZHak0BTn0fRtNiuJ5LGFETbKxSNmbahyAB14Pbp7Vah0fS2tIitlERnevyk9QP0xjjsKz9a0yTUL1bm2+z+attLarvdsxM+MEY9uOfWq0Gh3a6pHKXT7JFLvSFbh1EQ3Zz0+bI4IPSjWw0W7/AMJ2M9tLCsJXzd5Gx2AXd94gZwD1HA70s8OmazBLp9w3n/ZyvmxiQkowGQMjHY9617pJniaWFA1ygJSMttVj2B9BXIjw3qluZ9gdnuLM+c7XATy5wxIwQAdvztyeelC13B+RqSaHp1zCxbzQ5LAMlzIuA2c9+CdzZx1BrQnsYbixSyO/yIwgU+a29CvRtw5zwP61R0rSJLHULyQpPtlRBHJJcGTkLgjb2Oe9S6xbajK1sLbzTDljMscuxiSp28+gPX29aVwsUYdJ037Zc6fHcskoi2vFHMwYg87m7knOM8dahv8ATdLtoora5mSykaZTa3AfZJ5gXC/NjliD+NaOhWc9t/aEt3G3my3LMcyKwcYHIxyOc8fSs7V7XUdX1ALbWvyW0kUkTSsNjNuy7hc84UAAEcnNPdh0H3Wn6fP9ptUv5HvViRjG8+6QD5sMfT7x9Pyqu+lW+nxkzXksUZaKMSvIvylWLLjI9Tj8ajt7PV7QyzLaSRNPJI8gkkQySYAEak9OeSTjPOOAKptBqtzdSW+biSaFzJGFkjbAZgoGPuj5Q5x2yMVSv0A6jTtJg0YecLidY1DyOrv8hy24tjHbFbEVzFLGksDBkdQ6MvIINcebfxK9rcztNLETEoS1VYiA7H5ic/wgEdTztqrqV1qulRTFr+WCOViIF3IBEm7BbgZG1QO3G6snG/Uu5veO23eGUUY5u7YYIzn96tJ42XZ4G1x1bI+xydF9Qap+K3aDwxbQyytPKlza5lY4Zv3q8mrXjKU/8ITraBxzZSYwcZOP/r0LoI1NDTZoenAEkfZ4h0/2BWrCgUN8vfms7QtyaBpokxlbaPvnPyCr4l2xhlOT3xzUN6hrYyosoTzxnrVpgrJtBGTVXjJGealUng1qMw/Cqr9m1hRkf8TW54/EUtlGh8TawM5/d23X/dam+GS3k62m7cV1WfB+u0/1pbBC/ijWeCVEVt+HyvVohmyiKoH3vzqnrX2n+xLyKyjaW4aNljTIGWIxzn65q2kcmcbcfjVTWXvItLmayt3kn427Yw5ye+CQKdxWMPTtFv7S52xb4YIxDAsjMm8wIpJUbRxl+pOTinWP9py/b7Npn85YCPJICq8jHDsTgDg5A6Z96la71xkkVrSQI44K2wLIvyg4BbDHlvTpVy3GoW2j6QqwyqwCLcp5W5sBDwR2+bAz2pMCvBY6xDOB50gjWOGGNFkTai7su23A5ChU/Cpb+LxBLf3jWcvlwKmIVDJ8z4U7jkem78hVSzn12OKytxaFUDKshktzkrtXjrwfvfN6irviLTdQvZbaS03hpg9rIQ5GxWG4OeexU/8AfVLQBtpaalNqNvJqQPkwR5Db1LGUgDJAHbLD8Kyn0vUXH9o+QLR4pLi6aR3QEgqUVcjPAXDHPGRgA1ftv7Ytra0mNlIst6xe53gukC7cAE54xwT9TU1nca1dvpjywI8VzlrgrFgKoHBzkgc9PYjrVJ9gKtnpd/cXa6laDmOEpaOzKAwJ25xjONoz6Zapbez8TyzuslxK4ZY42wYsoSQHcfLyQAx7VJf3Wr3Jnslt3SLzkXcsTH92ZFwAR94Mm4kjpin6tp0l9rFjZRRSLZ28LPKcOAwbC7FIP3sAke5FK7ES2sOsPfRpcmTyjK7tgIVSJVIReOSXOGPvnkdKt2NrqU/htRdGSPUGhZf3jB2Dc4yQAM9O1ZCalr8LR5093i+z+a5ML72ck4Uc8Y3KD+PpVaCbXba0ku4rUm7lYSfvYWABYlnG0NgAKqj6n8aNRlkaXrsJkeGOWOSaJEkLzRlmKxqC3+9kNg1qXVvqM/h+3syryzzlUuJJGQskefmY4wGOPT1qvoWoXepyzmea1kjhPlgQjkE/xk54U4BH1qpdzatcyKDAwH24vDvhcBI4wAu7aeQzEtyQMdj0pXvuAltYeIbXSzZRJLCLe2lRBF5WXIfEZBOdvyHp0yOTWxqaat9oshYxSbCuZ8hCd5K8Sf7O0uTt7iqs8uo3/hbVpp7WRS0Ui20KI/mYwQueh3Z5oS8u4dMjWztJ4kh8mIvNC2FyBucKfmYKR09aBGTeaLc/2FbBbG5e6aSWSRfLU72OQol2kEZB4fOVqeC11W0u5Va2f7N9r+0AlFbYSxzznJG3B9f5Vo3erX1vp1pcG22zSA+bEY2JUAZyAPqMgnpUj6pdDVVsvs5EDFFyYmO7Kks24cADH45p3BGX9r1m50CeZrdJ1mh3RM6lS2U/uLnI3E45FZ+ltrGlWDxxWVw0TOh/493YDCxhhtJyvVsnuRnitt9RurfSb2e3hgxZzPEqMGAKp6ADqenHFLf6xeWTRK0ELLMjEOHbG8AbVHHOfei7GYc9xewW10y2V0nmxNEXeCRtnzSlTgHqRgZ9xVu21DU7S7W3NoFikuWLM0UhITdGMg9BwxP/AAGtS/8AEE1nqFvamBG81UJxKQ+SwXCjHIGc/QGiw137drWoaWEjVrTCt8+SQVBHy46fN+lTqMzdG8QSXl4iXjLunl8uBEhcZ6sSeT8pwcHuBTdRe9GryR6c8+yMLbTohZQTLna/TqmByPU1sWz6XYazHZW1skMkwO+SIDCMASoPuQG79qfbajd3uoXVrLaQp9mbbIy3G5gzAMq4wOCOTyeaEwMH+19TnYRWtgRGX8pPMVyzEKPmbI75Aznsapwavc2t5MkNtDGqtJdzfKwYqpK8DGSTtz07g9K17nVLqDxjb2a3RNu7IvlKVYglCTuU/NjgfOMgcg4os76xnub7VptPWO4tXeMOHLu/VeM8ZbGPfp1p3CxXXxFqd5CMW/lh8LxHIG+aTapBxgcBievUduaZceI5bia08/TYltstIZZAXZAASTgqOcKevOR1rqNN1SHUIbeWJwHmj8wxE5KjO0g++ePwqxOkciNDKh2MuGB9KjmRSRzPiuSO88LQXFvhklntGViDyDKhH6GpPF6lPBOusUQ/6HIFz7in+NUA0KADhVvLbgcY/erS+ORnwLrYDDLWz546Uluhmnouf7B04bgR9miB9D8grRjjVVIXj2FZegsf7D05j91oIsYHbYK2I0LfN0x7dRUtaivoYaHa4x9Kst8rAj6YoorQDC8NYxruB/zFJv5JTtNk8vxNrBUdY7YHJz/C9FFUtxPYZ4m1q/0ueEWRthujLt50RfkHHGGFc9deONZhhDFLJsuy4ETjp3+/RRTQmV7z4katabAbSxcEf3XHr/te1D/E3UhGrmwszlwCPnx97H978aKKGJFaT4tagk/l/wBmWjEsoJLNjnPPX2/WiX4xagvlk6VbESAEjzG7kj+lFFAyV/i1et5kbaTaMGU53OxyDjj/AMe/zmp/+Fq3UaRN/ZFrtchQquw2jj/H9KKKAK0XxnuGMoOixkBivNyeecH+H8akX4yzkNjRIxh9p/0k8k9/u0UUCJW+Mk52r/YkWHbH/HweOD7f5yary/GiQfe0FGy2D/pR5/8AHaKKQEen/FeKGEm38NwQhyGcJPjcfc7K0U+LjgyudGB9vtP/ANhRRQBat/i2JNv/ABI8Fjtz9r6dOfue9SD4rM6MRo+0qOoucnn6pxRRQJCD4nNI6D+ydrPxkXPv/u1aj+IXmMv/ABK8AkjBuM465/h9qKKTGaUPivzWH+hkAuEOZs8Y/wB2r39r+Zg+Qo5UZJyeT16dqKKmwwNyqJvEKlgc5PXv/hUZvIoJiVtU3dd3APryQMmiiqsCJ4dWigkdltBvI3E7+pHA7elJNriIwxZj5uSQ+Ce3PHNFFAdRw1BZVEpgw2G53cnBxjOP8+9Vpb2G3ufKW0XBAkOCBk5Ht70UUmHUsQ3KsHKQohwQCAOATz0HrzUEmpyRxhigYjHU+tFFRY0RW8ZKG8Obu4u7XH/f1ab45f8A4orXOOlnL39KKKpdBM2NIQDRbEDp9niwPT5BWjCvlggZ6UUVD3F0P//Z" alt="" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-size:100%;"&gt;Nació en Alemania en el siglo XVII. Cursó estudios de medicina y humanidades. Desde muy pronto mostró un gran interés por la geografía, y fruto de ello surgió su primer libro que versaba sobre el reino de Japón, y que estaba basado en las descripciones que de él hicieron viajeros árabes y europeos. Su escritos no eran meras descripciones sino que incorporaba descripciones geográficas, históricas y sociales.&lt;br /&gt;&lt;br /&gt;Para él la geografía debía considerarse como una disciplina independiente, la separó en dos ramas básicas: la geografía general o universal, cuyo objeto de estudio serían los sucesos relacionados con la Tierra; y la geografía especial o corografía. Entre sus obras cabe destacar su Geografía General, traducido a varios idiomas, ya en propio siglo XVII.&lt;br /&gt;&lt;br /&gt;Por su obra es conocido como el fundador de la llamada Geografía científica, ya que estudia la conexión causal de los hechos geográficos, de acuerdo con una sistemática trazada de antemano. Su muerte relativamente con tan solo 28 años, posiblemente nos ha privado de una obra mucho más extensa.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="color: rgb(0, 0, 0);font-size:130%;" &gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #000099; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #000099; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="Textbody" style="margin-bottom: 14.15pt;"&gt;&lt;/div&gt;&lt;div class="Textbody" style="margin-bottom: 14.15pt;"&gt;&lt;span  lang="CA" style="color:black;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="Standard"&gt;&lt;span style="color:black;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="Textbody" style="margin-bottom: 14.15pt;"&gt;&lt;span  lang="CA" style="color:black;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="Textbody" style="text-align: justify;"&gt;&lt;span lang="CA"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="Standard" style="text-align: justify;"&gt;&lt;span lang="CA"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="Textbody" style="margin-bottom: 14.15pt; text-align: justify;"&gt;&lt;span lang="CA"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2291573182715373679-4656133856497165783?l=concurso-historia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2291573182715373679/posts/default/4656133856497165783'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2291573182715373679/posts/default/4656133856497165783'/><link rel='alternate' type='text/html' href='http://concurso-historia.blogspot.com/2009/11/de-que-batalla-se-trata-1.html' title=''/><author><name>Concurseros</name><uri>http://www.blogger.com/profile/00169152419858912050</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-2291573182715373679.post-1570561745342734934</id><published>2009-03-13T13:40:00.000-07:00</published><updated>2012-02-05T11:02:18.402-08:00</updated><title type='text'>RESULTADOS IES JUAN DE GARAY</title><content type='html'>&lt;div style="color: red; text-align: center;"&gt;RESULTADOS 2ª EVALUACIÓN&lt;br /&gt;(por número de aciertos)&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-weight: bold;"&gt;SEMANAS: 8&lt;/span&gt;&lt;span style="font-weight: bold;"&gt; - 9 - 10&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center; color: rgb(204, 51, 204);"&gt;&lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold; color: rgb(255, 0, 0);"&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:100%;"&gt;CURSO 3ºA&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;ul style="text-align: justify;"&gt;&lt;li&gt;&lt;span style="color: rgb(255, 0, 0); font-weight: bold;"&gt;Claudia Esteban: NP - NP - 1&lt;/span&gt;&lt;span style="font-weight: bold; color: rgb(0, 0, 0);"&gt;&lt;span style="color: rgb(255, 0, 0); font-weight: bold;"&gt;0&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=" font-weight: bold; color: rgb(0, 0, 0);"&gt;&lt;span style=" color: rgb(255, 0, 0); font-weight: bold;"&gt;Arnau Seguí: NP - NP - 7&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold; color: rgb(255, 0, 0);"&gt;&lt;span style="font-size:100%;"&gt;CURSO 3ºB&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: rgb(255, 0, 0); font-weight: bold;"&gt;&lt;span style="font-size:100%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;ul style="text-align: justify;"&gt;&lt;li style="color: rgb(255, 0, 0);"&gt;&lt;span style="color: rgb(255, 0, 0); font-weight: bold;"&gt;Maribel Puche: 6 - NP - NP&lt;/span&gt;&lt;span style="color: rgb(0, 0, 0); font-weight: bold;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=" color: rgb(0, 0, 0); font-weight: bold;"&gt;&lt;span style="color: rgb(255, 0, 0);"&gt;Christian Garrido: 9 - 9 - 10&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold; color: rgb(255, 0, 0);"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="color:red;"&gt;CURSO 3ºD&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;ul style="font-weight: bold;"&gt;&lt;li&gt;Víctor González: 9 - 10 - 10&lt;br /&gt;&lt;/li&gt;&lt;li&gt;Ángela Granell: 10 - 10 - 10&lt;br /&gt;&lt;/li&gt;&lt;li&gt;Alberto Tejero: 10 - 10 - 10&lt;br /&gt;&lt;/li&gt;&lt;li&gt;Paula Bonet: 10 - 10 - NP&lt;br /&gt;&lt;/li&gt;&lt;li&gt;Raúl Aguilar: 10 - 10 - 10&lt;br /&gt;&lt;/li&gt;&lt;li&gt;Raquel Ajaú: 10 - 10 - 5&lt;span style="color: rgb(255, 0, 0);"&gt;&lt;/span&gt;&lt;br /&gt;&lt;/li&gt;&lt;li&gt;Juanjo Fernández: 9 - NP - 10&lt;br /&gt;&lt;/li&gt;&lt;li&gt;Pablo Villalba: 10 - 10 - 10&lt;br /&gt;&lt;/li&gt;&lt;li&gt;Sergio Huerta: 10 - 8 - 9&lt;br /&gt;&lt;/li&gt;&lt;li&gt;Andrés Rodríguez: 9 - 9 - 10&lt;/li&gt;&lt;li&gt;Jonathan Cadena: NP - NP - 8&lt;br /&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div style="text-align: center;"&gt;&lt;span style="color:red;"&gt;CURSO 3º D-E&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;&lt;b&gt;Carlos Zafra: 9 - 7 - 10&lt;/b&gt;&lt;/li&gt;&lt;li&gt;&lt;b&gt;Mayra Zamora: NP - NP - 7&lt;/b&gt;&lt;br /&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div style="color: red; text-align: center;"&gt;CURSO 3ºF&lt;/div&gt;&lt;ul style="font-weight: bold;"&gt;&lt;li&gt;Jorge Quezada: 9 - 10 - 10&lt;br /&gt;&lt;/li&gt;&lt;li&gt;Javier Lisart: 8 - 8 - 10&lt;br /&gt;&lt;/li&gt;&lt;li&gt;Coral González: 9 - 10 - 8&lt;br /&gt;&lt;/li&gt;&lt;li&gt;Celia Guillem: 9 - 10 - 8&lt;br /&gt;&lt;/li&gt;&lt;li&gt;Amanda Nuñez: 9 - 10 - 10&lt;br /&gt;&lt;/li&gt;&lt;li&gt;Vanessa Acosta: 9 - 10 - 10&lt;span style="color: rgb(255, 0, 0);"&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="color: rgb(255, 0, 0);"&gt;&lt;span style="color: rgb(0, 0, 0);"&gt;Borja González: 8 - 8 - 10&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="color: rgb(255, 0, 0);"&gt;&lt;span style="color: rgb(0, 0, 0);"&gt;Andrés Yang: 9 - 9 - 10&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="color: rgb(255, 0, 0);"&gt;&lt;span style="color: rgb(0, 0, 0);"&gt;José Aguilar: 8 - 9 - 10&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="color: rgb(255, 0, 0);"&gt;&lt;span style="color: rgb(0, 0, 0);"&gt;Lucía Calzada: 8 - NP - 10&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="color: rgb(255, 0, 0);"&gt;&lt;span style="color: rgb(0, 0, 0);"&gt;Cristo Ruíz: NP - 8 - NP&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=" color: rgb(255, 0, 0);"&gt;&lt;span style=" color: rgb(0, 0, 0);"&gt;Mishall Mishall: NP - 10 - 10&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div style="text-align: center;"&gt;&lt;span style="color:red;"&gt;CURSO 3ºG&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;ul style="font-weight: bold;"&gt;&lt;li&gt;Melissa Terceros: 8 - 10 - 10&lt;br /&gt;&lt;/li&gt;&lt;li&gt;Alejandro Sánchez: 10 - 10 - 10&lt;span style="color: rgb(255, 0, 0);"&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="color: rgb(255, 0, 0);"&gt;&lt;span style="color: rgb(0, 0, 0);"&gt;Diana Aguayo: 9 - 10 - 9&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=" color: rgb(255, 0, 0);"&gt;&lt;span style=" color: rgb(0, 0, 0);"&gt;David Hellín: NP - 9 - 10&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p style="text-align: center; color: rgb(255, 0, 0);"&gt;CURSO 3ºF-G&lt;/p&gt;&lt;ul&gt;&lt;li&gt;&lt;span style="font-weight: bold;"&gt;Jorge Muñoz: 10 - 10 - 10&lt;/span&gt;&lt;br /&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div style="text-align: center;"&gt;&lt;span style="color:red;"&gt;CURSO 4ºE&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;ul style="font-weight: bold;"&gt;&lt;li&gt;Raquel Llorens: 9 - 10 - 10&lt;br /&gt;&lt;/li&gt;&lt;li&gt;Manel Benedicto: 10 - 10 - 9&lt;br /&gt;&lt;/li&gt;&lt;li&gt;David Esparza: 10 - 10 - NP&lt;br /&gt;&lt;/li&gt;&lt;li&gt;Míriam Perea: 10 - 10 - 10&lt;br /&gt;&lt;/li&gt;&lt;li&gt;Gemma Olmo: 10 - 10 - 9&lt;br /&gt;&lt;/li&gt;&lt;li&gt;David Blay: 7 - 9 - 9&lt;br /&gt;&lt;/li&gt;&lt;li&gt;Jordi Aviñó: 9 - 8 - 8&lt;br /&gt;&lt;/li&gt;&lt;li&gt;Ana Andreu: 10 - 10 - 10&lt;br /&gt;&lt;/li&gt;&lt;li&gt;Andreu Pujol: 10 - 10 - 9&lt;br /&gt;&lt;/li&gt;&lt;li&gt;Miguel Urbán: 9 - 8 - 10&lt;br /&gt;&lt;/li&gt;&lt;li&gt;Alberto Carrascosa: 9 - 10 - 10&lt;br /&gt;&lt;/li&gt;&lt;li&gt;Míriam Ruíz:  10 - 8 - 10&lt;br /&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p style="color: rgb(255, 0, 0); text-align: center;"&gt;CURSO 4ºE (PDC)&lt;/p&gt;&lt;ul&gt;&lt;li&gt;&lt;span style="font-weight: bold;"&gt;Alina Schifos: 10 - 10 - 10&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-weight: bold;"&gt;Álvaro Sánchez: 10 - 10 - 10&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-weight: bold;"&gt;Jorge Aguado: 10 - NP - 10&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-weight: bold;"&gt;Selva García: 10 - 10 - 10&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-weight: bold;"&gt;Eva Rubio: 9 - 10 - 10&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-weight: bold;"&gt;Adrián Domínguez: 10 - 10 - 9&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-weight: bold;"&gt;Lucía López: 10 - 10 - 10&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-weight: bold;"&gt;Sozana: NP - 10 - 10&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-weight: bold;"&gt;Sandra Roig: 8 - 9&lt;/span&gt;&lt;span style="font-weight: bold;"&gt; - 9&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p style="text-align: center;"&gt;&lt;span style="color: rgb(255, 0, 0);"&gt;CURSO Y GRUPO SIN DETERMINAR (por favor indicar en el próximo correo vuestro grupo y curso)&lt;/span&gt;&lt;/p&gt;&lt;ul&gt;&lt;li style="font-weight: bold;"&gt;Fernanda Gómez: 8 - 8 - NP&lt;br /&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div style="text-align: center;"&gt;&lt;span style="color:red;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2291573182715373679-1570561745342734934?l=concurso-historia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2291573182715373679/posts/default/1570561745342734934'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2291573182715373679/posts/default/1570561745342734934'/><link rel='alternate' type='text/html' href='http://concurso-historia.blogspot.com/2009/11/en-que-municipio-de-espana-nos_14.html' title='RESULTADOS IES JUAN DE GARAY'/><author><name>Concurseros</name><uri>http://www.blogger.com/profile/00169152419858912050</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-2291573182715373679.post-7838674381434668297</id><published>2009-03-13T13:38:00.000-07:00</published><updated>2012-02-12T08:39:00.766-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Resultats'/><title type='text'>RESULTATS IES JOANOT MARTORELL</title><content type='html'>&lt;span class="Apple-style-span"&gt;&lt;b&gt;&lt;/b&gt;&lt;/span&gt;&lt;div&gt;&lt;span class="Apple-style-span"&gt;&lt;b&gt;&lt;/b&gt;&lt;/span&gt;&lt;div&gt;&lt;div&gt;&lt;div&gt;&lt;div&gt;&lt;div&gt;&lt;div&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;b&gt;IES JOANOT MARTORELL 2ª AVALUACIÓ &lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;b&gt;Resultats Setmanes 8, 9, 10 i 11&lt;/b&gt;&lt;div&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;div&gt;&lt;b&gt;1r M&lt;/b&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Lydia  González  10-8-NP-NP&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Cecilia Ramón  10-10-10-9&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;María Ofir Perpiñán 10-10-10-10&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;2n A&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Luis Martínez Sánchez 10-9-10-10&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;3r B&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Laura Campos  9- NP-NP-NP&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt; &lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;3r C&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Laura Fresno  9-10-10-10&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Noelia Ruiz  9-9-9-10&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Irene Hernández 10-10-10-10&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Javier Safont 10-10-10-10&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;3r V&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Guillermo Martos 9-10-10-10&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Jorge Castejón  9-8-NP-10&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Santi Pérez 10-10-10-10&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;4t A&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Carlos Sanz 10-10-10-9&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Andrea Martínez 10-10-10-10&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Marcial Dolz 9-10-10-10&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Sense identificar grup&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Silvana Soriano  8-NP-NP&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;b&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;&lt;/b&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&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/2291573182715373679-7838674381434668297?l=concurso-historia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2291573182715373679/posts/default/7838674381434668297'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2291573182715373679/posts/default/7838674381434668297'/><link rel='alternate' type='text/html' href='http://concurso-historia.blogspot.com/2009/11/en-que-ciudad-estamos-esta-ciudad-que.html' title='RESULTATS IES JOANOT MARTORELL'/><author><name>Concurseros</name><uri>http://www.blogger.com/profile/00169152419858912050</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-2291573182715373679.post-8749089960445972561</id><published>2009-03-13T13:36:00.000-07:00</published><updated>2012-02-11T01:46:42.636-08:00</updated><title type='text'>RESULTADOS IES THIAR</title><content type='html'>&lt;span style=" ;font-size:100%;color:red;"  &gt;SI VEIS ALGÚN ERROR, PODÉIS MANDAR UN CORREO A:&lt;/span&gt; &lt;span style="color:#330099;"&gt;geothiar@hotmail.com&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="color: rgb(255, 255, 255); font-weight: bold;font-size:130%;" &gt;&lt;span&gt;2ª EVALUACIÓN&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="color: rgb(255, 102, 102);"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size:100%;"&gt;1º E&lt;br /&gt;MARÍA DEL CARMEN LÓPEZ 9 - 9 - 9 - 9&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;1º F&lt;br /&gt;EVA BLANCO 9&lt;/span&gt; - 9 - 10 -&lt;br /&gt;&lt;span style="font-size:100%;"&gt;JUAN MARÍA CEBALLO 10 - 10 - 10 - 10&lt;br /&gt;&lt;/span&gt;FEDERICO MARTÍNEZ - - 10 - 10&lt;br /&gt;&lt;span style="font-size:100%;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size:100%;"&gt;2º C&lt;br /&gt;CLAUDIA AGEA 10 - 10&lt;/span&gt; - 10 - 10&lt;br /&gt;&lt;span style="font-size:100%;"&gt;MIGUEL SÁNCHEZ ORTIZ 9&lt;/span&gt; - 10 - 10 - 9&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:100%;"&gt;3º B&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size:100%;"&gt;LAURA FERNÁNDEZ 8 - 10 - 10 - 9&lt;br /&gt;NURIA MARTÍNEZ - - - 9&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size:100%;"&gt;3º C&lt;br /&gt;CYNTHIA SÁNCHEZ 9 - 10 - 10 - 10&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;3º D&lt;br /&gt;CELIA BALLESTER 10 - 10 - 10 - 10&lt;br /&gt;JORGE BLANCO 9 - 9 - 10 -&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size:100%;"&gt;&lt;br /&gt;&lt;br /&gt;3º E&lt;br /&gt;BORJA ARAGONÉS 7 - 9 - 10 - 9&lt;br /&gt;DANIEL BLANCO 9 - 9 - -&lt;br /&gt;&lt;/span&gt;IVÁN CHUECOS 9 - 9 - 9 - 8&lt;br /&gt;&lt;span style="font-size:100%;"&gt;JOSÉ LÓPEZ 9 - 9 - 9 - 9&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size:100%;"&gt;PILAR MARTÍNEZ - 9 - 10 - 9&lt;br /&gt;ESTEFANÍA SÁNCHEZ 8 - 9 - 9 - 9&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;3º F&lt;br /&gt;JAVIER BÉITAR 9 - 9 - 10 - 9&lt;br /&gt;LAURA RUIZ - 9 - 10 - 9&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size:100%;"&gt;ANDREA SÁNCHEZ 9 - 10 &lt;/span&gt;-&lt;br /&gt;&lt;span style="font-size:100%;"&gt;&lt;br /&gt;&lt;br /&gt;3º G&lt;br /&gt;MÓNICA ALBALADEJO 10 - 10 - 10 -&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size:100%;"&gt;CRISTRINA GARCÍA  - 10 - 10 - 10&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size:100%;"&gt;MARI TIRNI MARÍN 10 - 10 - 10 - 10&lt;br /&gt;GONZALO MARTÍNEZ - - 10 - 10&lt;br /&gt;EDUARDO ROS 10 - 10 - 10 - 10&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;4º A&lt;br /&gt;DANIEL ESPÍN 6 - 9 - 10 - 9&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size:100%;"&gt;MIGUEL IBÁÑEZ 10 - 9 - 10 - 10&lt;br /&gt;SERGIO OLMOS 9 - 10 - - 9&lt;br /&gt;JAVIER MARTÍNEZ 9 - 10 - 10 - 9&lt;br /&gt;ANTONIO MORENO 9 - 10 - 10 -&lt;br /&gt;SHELIA SÁNCHEZ 9 - 10 - - 9&lt;br /&gt;&lt;br /&gt;4º B&lt;br /&gt;ELISABET MADRID 10 - 10 - - 9&lt;br /&gt;MARÍA NAVARRO 10 - 10 - 10 - 9&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:100%;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size:100%;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size:100%;"&gt;&lt;br /&gt;&lt;b&gt;&lt;span style="color:red;"&gt;¿DE QUÉ CURSO SON?&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;VÍCTOR ANIORTE 7&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:100%;"&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2291573182715373679-8749089960445972561?l=concurso-historia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2291573182715373679/posts/default/8749089960445972561'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2291573182715373679/posts/default/8749089960445972561'/><link rel='alternate' type='text/html' href='http://concurso-historia.blogspot.com/2009/11/en-que-lugar-nos-encontramos-el-lugar.html' title='RESULTADOS IES THIAR'/><author><name>Concurseros</name><uri>http://www.blogger.com/profile/00169152419858912050</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-2291573182715373679.post-2057418877575629238</id><published>2009-03-12T00:44:00.000-07:00</published><updated>2012-02-05T10:27:27.964-08:00</updated><title type='text'>RESULTATS IES SOROLLA</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;span style="color:red;"&gt;RESULTADOS 2ª EVALUACIÓN&lt;/span&gt;&lt;br /&gt;&lt;span style="color:red;"&gt;(por número de aciertos)&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-weight: bold;"&gt;SEMANAS: 8 &lt;/span&gt;&lt;span style="font-weight: bold;"&gt;- 9&lt;/span&gt; &lt;span style="font-weight: bold;"&gt;- 10&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color:red;"&gt;CURSO 3ºA&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;&lt;span style="font-weight: bold;"&gt;Raquel Acebrón: 9 - 8 - 10&lt;span style="color: rgb(255, 0, 0);"&gt;&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-weight: bold;"&gt;María Manglano: 6 - 4 - 7&lt;span style="color: rgb(255, 0, 0);"&gt;&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-weight: bold;"&gt;Elena Doria: 10 - 9 - 8&lt;span style="color: rgb(255, 0, 0);"&gt;&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-weight: bold;"&gt;Patricia Ainsa: 8 - 9 - 4&lt;span style="color: rgb(255, 0, 0);"&gt;&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-weight: bold;"&gt;Yolanda Pulido: 7 - 8 - 10&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-weight: bold;"&gt;Sara Cruz: NP - 7 - 9&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-weight: bold;"&gt;Joana Casanova: NP - 8 - 10&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=" font-weight: bold;"&gt;Helena Ferrandis: NP - 8 - 9&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div style="color: red; text-align: center;"&gt;CURSO 3ºB&lt;/div&gt;&lt;br /&gt;&lt;ul&gt;&lt;li style="font-weight: bold;"&gt;Cristina Zhou: 8 - 9 - 7&lt;br /&gt;&lt;/li&gt;&lt;li style="font-weight: bold;"&gt;Ana Fernández: 10 - 8 - 10&lt;br /&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-weight: bold;"&gt;Juan Talaga: 10 - 8 - 10&lt;span style="color: rgb(255, 0, 0);"&gt;&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-weight: bold;"&gt;Daniel Murciano: 9 - 9 - 6&lt;span style="color: rgb(255, 0, 0);"&gt;&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-weight: bold;"&gt;Abigail Fuentes: 9 - 9 - 10&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-weight: bold;"&gt;Marlon Ruíz: 9 - NP - NP&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-weight: bold;"&gt;Ana Cárdenas: 9 - 10 - 9&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-weight: bold;"&gt;Tatiana Chuquihuanca: 9 - 9 - 10&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=" font-weight: bold;"&gt;Ruth Gil: 8 - 8 - 9&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div style="text-align: center;"&gt;&lt;span style="color:red;"&gt;CURSO 3ºC&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;ul&gt;&lt;li style="font-weight: bold;"&gt;Felipe Martínez: 8 - 8 - NP&lt;br /&gt;&lt;/li&gt;&lt;li style="font-weight: bold;"&gt;Daniel Escriche: 8 - 8 - 9&lt;br /&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-weight: bold;"&gt;Samuel Femenía: 10 - 9 - 9&lt;span style="color: rgb(255, 0, 0);"&gt;&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-weight: bold;"&gt;Raúl Marqués: 7 - 8 - 8&lt;span style="color: rgb(255, 0, 0);"&gt;&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-weight: bold;"&gt;Yessica Espín: 5 - 3 - 2&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-weight: bold;"&gt;José Manuel Sánchis: 7 - NP - 3&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-weight: bold;"&gt;Pablo Hernández: 4 - NP - 5&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-weight: bold;"&gt;Sara Alberto: 8 - 9 - 10&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-weight: bold;"&gt;Gloria Core: 7 - 8 - 7&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-weight: bold;"&gt;Alicia Arlandi: 10 - 10 - 10&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-weight: bold;"&gt;Antonio Sánchez: NP - 8 - NP&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p style="color: rgb(0, 0, 0); font-weight: bold;"&gt;CURSO Y GRUPO SIN DETERMINAR&lt;br /&gt;&lt;/p&gt;&lt;ul&gt;&lt;li&gt;&lt;span style="color: rgb(0, 0, 0); font-weight: bold;"&gt;Laura: NP - 7&lt;/span&gt;&lt;span style="font-weight: bold;"&gt; - 9&lt;/span&gt;&lt;br /&gt;&lt;/li&gt;&lt;/ul&gt;&lt;br /&gt;&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/2291573182715373679-2057418877575629238?l=concurso-historia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2291573182715373679/posts/default/2057418877575629238'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2291573182715373679/posts/default/2057418877575629238'/><link rel='alternate' type='text/html' href='http://concurso-historia.blogspot.com/2009/03/resultats-ies-sorolla.html' title='RESULTATS IES SOROLLA'/><author><name>Concurseros</name><uri>http://www.blogger.com/profile/00169152419858912050</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry></feed>
