<?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:blogger='http://schemas.google.com/blogger/2008' 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-9128960898000359877</id><updated>2026-10-25T23:49:44.164+01:00</updated><title type='text'>HISTORIA </title><subtitle type='html'>Cuando empece con este blog mi idea era escribir solo sobre Historia, sin restricciones y sin compromisos, con nadie y con nada.&#xa;Pero la vida da muchas vueltas y las situaciones que hemos vivido en los últimos años, me han hecho escribir algunos post sobre otros temas, sobre la situación de crisis de esta sociedad y sobre la situación laboral que los trabajadores hemos vivido y estamos viviendo.&#xa;</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://lostrescientos.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://lostrescientos.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Federico Mor</name><uri>http://www.blogger.com/profile/08627876287889684053</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>58</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-9128960898000359877.post-5523253915183125648</id><published>2026-02-27T15:01:00.000+01:00</published><updated>2026-02-27T15:01:22.040+01:00</updated><title type='text'>DICTAMEN DE ILEGITIMIDAD DE LOS PODERES EXISTENTE EL 18 DE JULIO DE 1.936</title><content type='html'>&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 12pt;&quot;&gt;La clave de bóveda tiene una función crucial, es la última piedra que se
coloca en la construcción de las bóvedas que permite que todos los arcos que
forman la bóveda queden firmemente trabados y, por tanto, que la estructura se
mantenga sólida y estable, un estado democrático también tiene su propia clave
de bóveda, esa clave da legitimidad tanto de sus instituciones, como a las
leyes que emanan del poder legislativo o del poder ejecutivo.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;En el año 1938 en España coexisten dos gobiernos, el legítimo de la
República bajo la presidencia de Manuel Azaña y bajo el segundo gobierno de
Juan Negrín, por otra parte, en el bando de los sublevados encontramos al
primer gobierno de Francisco Franco.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;Tras la victoria de los sublevados en la batalla de Ebro, la próxima caída
de Barcelona y la ocupación del territorio desde el rio Ebro hasta la frontera
francesa, ante la próxima finalización de guerra y la desaparición de las
instituciones de la República, el gobierno de Franco pone en marcha a través
del Ministerio de la Gobernación, del que es titular Ramón Serrano Suñer, la
Comisión sobre la ilegitimidad de los poderes actuantes el 18 de julio de 1936.
Fue un órgano creado por el Ministerio de la Gobernación del régimen franquista
mediante órdenes publicadas en el Boletín Oficial del Estado el 22 de diciembre
de 1938 y el 16 de febrero de 1939.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;Pero primero, veamos quienes fueron los veintidós componentes de esta
comisión a los que se les encargó redactar ese dictamen. La mayor parte de
ellos eran juristas, según Serrano Suñer todos los miembros de la comisión eran
juristas de gran prestigio.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 21.3pt; text-align: justify;&quot;&gt;&lt;/p&gt;&lt;ol&gt;&lt;li&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;Ildefonso
Bellón Gómez&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;, magistrado del Tribunal Supremo, que será su presidente.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;Adolfo
Pons y Umbert&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;, presidente de la Real Academia de
Jurisprudencia y Académico de la de Ciencias Morales y Políticas, exdiputado a
Cortes.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;Joaquín
Fernández Prida&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;, catedrático de Derecho Internacional, miembro
de la Asociación «Francisco de Vitoria», ex ministro de Estado.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;Antonio
Goicoechea y Coscuyuela&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;, presidente de la Real Academia de
Ciencias y Políticas, exministro, exdiputado a Cortes, oficial Letrado del
Consejo de Estado.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;Adolfo
Rodríguez Jurado&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;, presidente fundador de la Unión Nacional de
Abogados, exdiputado a Cortes, de la Real Academia de Buenas Letras de Sevilla.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;Federico
Castejón y Martínez de Arizala&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;, catedrático de Derecho Penal
en la Universidad de Sevilla, magistrado del Tribunal Supremo.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;Álvaro
de Figueroa y Torres&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;, presidente de la Real Academia de Bellas
Artes, expresidente del Gobierno, del Congreso y del Senado, exministro,
exdiputado a Cortes.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;Abilio
Calderón Rojo&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;, exministro de Fomento, exdiputado.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;José
María Trías de Bes&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;, catedrático de Derecho Internacional en la
Universidad de Barcelona y miembro de la Asociación «Francisco de Vitoria»,
exdiputado a Cortes.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;Manuel
Torres López&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;, decano de la Facultad de Derecho de la
Universidad de Sala manca.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;Salvador
Bermildez de Castro&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;, exministro, exdiputado a Cortes, académico de
la de Ciencias Morales y Políticas.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;José
Manuel Pedregal&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;, exministro, exdiputado a Cortes.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;José
María Cid Ruiz Zorrilla&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;, exministro, exdiputado a Cortes, abogado
del Estado.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;Wenceslao
González Oliveros&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;, catedrático de Filosofía del Derecho en la
Universidad de Salamanca, miembro de la Asociación «Francisco de Vitoria».&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;Rafael
Aizpún Santafé&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;, exministro, exdiputado a Cortes.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;José
Gascón y Marín&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;, exministro, ex decano de la Facultad de
Derecho de la Universidad de Madrid, de la Real Academia de Ciencias Morales y
Políticas, exdiputado a Cortes.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;Eduardo
Aunós Pérez&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;, exministro.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;Santiago
Fuentes Pila&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;, exdiputado a Cortes.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;Romualdo
de Toledo y Robles&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;, exdiputado a Cortes.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;Rafael
Matilla Entrena&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;, delegado de Justicia y Derecho de la
Provincia de Madrid.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;Rafael
Garcerán Sánchez&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;, secretario del Servicio Nacional de Justicia
y Derecho.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;José
Luis Palau y Martíalay&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 8.0pt; line-height: 115%;&quot;&gt;, capitán del Cuerpo Jurídico Militar.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p&gt;&lt;/p&gt;









































&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;Ahora analicemos cuál es el objetivo principal de esta comisión, tienen que
elaborar un dictamen o informe jurídico, sobre los poderes actuantes el 18 de
julio de 1936, su elaboración debe proporcionar una justificación jurídica de
que las instituciones y las leyes promulgadas por los distintos gobiernos y
votadas en las Cortes de la Segunda República Española carecían de toda
legitimidad, en el mismo sentido el dictamen debía justificar jurídicamente que
el Alzamiento nacional no fue un golpe militar contra el estado legítimo, sino
que la sublevación era una reacción lógica y legítima, de los militares y del
pueblo, en contra del Gobierno ilegitimo de la República.&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;La Orden Ministerial también tiene una visión cara al exterior, como se
puede ver en el tercer párrafo del texto, que dice textualmente &lt;i&gt;“Para que
ésta se abra paso en forma indubitable, acompañada de las pruebas más
rigurosas, capaces de satisfacer a los más exigentes, la España Nacional abre
un gran proceso, encaminado a demostrar al mundo, en forma incontrovertible y
documentada, nuestra tesis acusatoria contra los sedicentes poderes legítimos,
a saber: que los órganos de las y las personas que en 18 de julio de 1936 detentaban
el Poder adolecían de tales vicios de ilegitimidad en sus títulos y en el
ejercicio del mismo, que, al alzarse contra ellos el Ejército y el pueblo, no
realizaron ningún acto de rebelión contra la Autoridad ni contra la Ley”&lt;/i&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;El dictamen de estos juristas debía servir para que el nuevo Estado pudiese
eliminar fácilmente la clave de bóveda, a través de la ilegitimidad de todas
las actuaciones, y así poder desmontar rápidamente las estructuras de la
República.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;El argumento central del dictamen en contra de los poderes republicanos giraba
en torno a la ilegitimidad de todas sus actuaciones, desde el mismo momento de la
creación del nuevo estado. Veamos cuáles fueron los argumentos que se
utilizaron en el dictamen para justificar esa ilegitimidad. El primero, era que
los distintos gobiernos de la República habrían violado la Constitución de 1931,
al no respetar el espíritu constitucional y actuado de forma partidista. En el
segundo, se afirmaba que el Estado republicano fue incapaz de garantizar el
orden público, la convivencia y la justicia. En el tercero, para mí el más
polémico, se insiste en el fraude electoral al estar manipuladas las elecciones,
por lo que los resultados eran nulos y los gobiernos ilegítimos. En el cuarto,
se presenta al régimen republicano como corrupto, represor de las libertades
políticas y permisivo con la violencia religiosa.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;El otro argumento central del dictamen gira en torno a la legitimidad
del Alzamiento Nacional. Veamos cuáles fueron los argumentos que se utilizaron
para justificar la intervención militar. El primero que se esgrime, es que el
Alzamiento era un acto de legítima defensa ante un estado en disolución. El
segundo, que se utiliza para justificar el Alzamiento, es la obligación moral y
jurídica del ejército para salvar a España. El tercero, es el compromiso de los
partidarios del Alzamiento en restaurar el orden establecido, por lo que la
rebelión militar que denuncian los poderes republicanos no puede considerarse
como delito, ya que dichos poderes eran ilegítimos.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;El dictamen final de la comisión debemos enmarcarlo en la construcción de
un relato jurídico que avalara y justificara, la guerra civil, el nuevo Estado Franquista
y la represión posterior.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;¿Qué utilidad tuvo este dictamen para el nuevo régimen? El dictamen
actuó como si a los arcos del cuerpo de una catedral gótica se le quitases su
clave de bóveda, en ese momento se derrumbaría toda su estructura. El dictamen fue
fundamental para declarar que jurídicamente la Constitución de 1931 carecía de legalidad,
por lo tanto, las instituciones que tenían como base legal la Constitución se consideraban
ilegitimas y el orden jurídico-administrativo que emana de la misma quedaba
derogado. Este dictamen permitió al nuevo Estado derogar las leyes promovidas
por la República, declarar nulos los nombramientos, oposiciones y cargos otorgados
por la República y justificar la depuración masiva de jueces, militares, funcionarios
y maestros, entre otros nombramientos.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;El dictamen no fue un documento jurídico aislado, pero sí fue
fundamental para justificar jurídicamente la ruptura del nuevo gobierno con la
legalidad republicana y adoptar una nueva legalidad basada en las denominadas
leyes fundamentales para la restauración de la legitimidad perdida. Leyes como
El fuero del Trabajo (1938), Ley constitutiva de las Cortes (1942), Fuero de
los Españoles (1945), Ley de Sucesión en la Jefatura del Estado (1947).&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;Con este dictamen, el nuevo estado franquista disponía de una base
ideológica firme que le permitía promulgar leyes que legitimaban la represión. Como
la Ley de Responsabilidades Políticas de 1939, la Ley de Represión de la
Masonería y el Comunismo de 1940 o la Ley de Seguridad del Estado de 1941. Los
procesos judiciales que se iniciaron en aplicación de estas leyes afectaron a
miles de españoles y sus sentencias le permitían al nuevo estado confiscar los
bienes de los perdedores e imponer penas de prisión, trabajos forzados o la
muerte, por el simple hecho de haber cumplido con su deber como ciudadanos de
la República.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;Por último, el dictamen reforzaba la figura y el liderazgo de Franco al
frente del nuevo Estado en calidad de Caudillo y jefe del Estado. Como líder del
Alzamiento Nacional era el artífice de la restauración la legitimidad perdida, también
se justifica la concentración de poderes ejecutivos, legislativos, militares y otros
honores en su persona e intenta presentar al nuevo Estado franquista como una democracia
orgánica y no como una dictadura fascista.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;En conclusión, el dictamen pone negro sobre blanco que el nuevo estado
franquista surgido tras la finalización de la guerra civil es el único poder
legítimo en España, que la legislación republicana queda anulada como
consecuencia de su ilegitimidad original, por lo tanto, el nuevo estado a
través de sus nuevas estructuras tiene la obligación moral y legal de reorganizar
la vida política, social y jurídica en la nueva España.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;Realmente se trata de, como hemos indicado, no de un informe jurídico ajustado
a la legalidad, sino todo lo contrario se trata de un panfleto propagandístico que
se utilizó como una prueba irrefutable de la legitimidad del nuevo Estado
franquista y de su ideología, que se utilizó como un pilar fundamental del
adoctrinamiento del régimen.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEivBZcfiVAD_qis9Qrt7QP4BRkoxZvnCWDgqnMmnd-_q25Qt6G2cW3-UY9tnSR2AgK7_OHDj7DDKpmqezw8JznkpNe_Y3FPStZsJrO30o-5qDd2wqI28JGHzhDA5B4-jDwWHwenSrlaC-p8kkY-SeIUr5HBz0mVVIz3HfD5iemP2HCMWz42ORR6nVHFV34&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;688&quot; data-original-width=&quot;495&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEivBZcfiVAD_qis9Qrt7QP4BRkoxZvnCWDgqnMmnd-_q25Qt6G2cW3-UY9tnSR2AgK7_OHDj7DDKpmqezw8JznkpNe_Y3FPStZsJrO30o-5qDd2wqI28JGHzhDA5B4-jDwWHwenSrlaC-p8kkY-SeIUr5HBz0mVVIz3HfD5iemP2HCMWz42ORR6nVHFV34&quot; width=&quot;173&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;&lt;a href=&quot;Dictamen de la Comisión sobre ilegitimidad de poderes actuantes el 18 de julio de 1936 - Wikisource&quot;&gt;Dictamen&lt;/a&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://lostrescientos.blogspot.com/feeds/5523253915183125648/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/9128960898000359877/5523253915183125648?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/5523253915183125648'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/5523253915183125648'/><link rel='alternate' type='text/html' href='http://lostrescientos.blogspot.com/2026/02/dictamen-de-ilegitimidad-de-los-poderes.html' title='DICTAMEN DE ILEGITIMIDAD DE LOS PODERES EXISTENTE EL 18 DE JULIO DE 1.936'/><author><name>Federico Mor</name><uri>http://www.blogger.com/profile/08627876287889684053</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEivBZcfiVAD_qis9Qrt7QP4BRkoxZvnCWDgqnMmnd-_q25Qt6G2cW3-UY9tnSR2AgK7_OHDj7DDKpmqezw8JznkpNe_Y3FPStZsJrO30o-5qDd2wqI28JGHzhDA5B4-jDwWHwenSrlaC-p8kkY-SeIUr5HBz0mVVIz3HfD5iemP2HCMWz42ORR6nVHFV34=s72-c" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9128960898000359877.post-6810581650266819950</id><published>2026-02-17T14:46:00.000+01:00</published><updated>2026-02-17T14:46:51.622+01:00</updated><title type='text'>LA NACIONALIDAD ESPAÑOLA DE LOS SAHARUIS</title><content type='html'>&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 12pt;&quot;&gt;Antes de entrar en materia sobre el título, empecemos por saber algunos
datos muy importantes, como ¿Desde cuándo es español ese territorio?, ¿Por qué pertenecía
a España este territorio?, ¿Cuándo y por qué dejo de pertenecer ese territorio
a España?, y lo que en mi opinión es el nudo gordiano de la cuestión que nos reúne
hoy ¿En qué condiciones quedo ese territorio y la población al dejar de
pertenecer el Sahara Occidental a España?.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;El porqué de las dos primeras preguntas, que están muy ligadas entre sí,
es que ambas tienen motivos muy poderosos, el primero era recuperar la grandeza
de España a través de la adquisición de nuevos territorios que colonizar y de
esta manera aumentar el prestigio exterior de la monarquía y de los distintos
gobiernos españoles de la restauración, el segundo y no menos importante, es económico-jurisdiccional,
al dominar ese territorio se asegura sus aguas territoriales y de esta forma se
salvaguarda los intereses pesqueros españoles al tener el control de las ricas aguas
del banco pesquero canario-sahariano, que se encuentra ubicado entre las Islas
Canarias y el Sahara Occidental en África.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;Por lo anteriormente expuesto y bajo el reinado de Alfonso XII, en 1884
España toma posesión como potencia colonizadora de los territorios ubicados en
la costa Atlántica de África entre los paralelos 20º 45’ y 27º 40’ latitud
norte, a este territorio que se le denominó Sahara Español, comprendía Sidi
Ifni, Cabo Bojador o Cabo Juvi y el territorio que actualmente es el Sahara
Occidental, ocupaba unos 280.000 km2.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiXEfi-kF-40i2LQnitI80I73uJ2x1uwucInnMnKWGiG3Of03F-SwhYE6ywqUpCxUArzwqBhQ4zK1YLz1QABzkRFrTcjiwFA_723oYkicfQcHLfWc_9GEBCI6jIn4voMFeKHku3hj3b_snt48l7GSNuAymIsgsxtZUExtIfk-J5qJQ2_-YjCE-gzwB5V0A&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;332&quot; data-original-width=&quot;379&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiXEfi-kF-40i2LQnitI80I73uJ2x1uwucInnMnKWGiG3Of03F-SwhYE6ywqUpCxUArzwqBhQ4zK1YLz1QABzkRFrTcjiwFA_723oYkicfQcHLfWc_9GEBCI6jIn4voMFeKHku3hj3b_snt48l7GSNuAymIsgsxtZUExtIfk-J5qJQ2_-YjCE-gzwB5V0A&quot; width=&quot;274&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;En 1884 las potencias colonizadoras europeas reconocen estos territorios
como colonias españolas durante La Conferencia de Berlín de ese mismo año, esta
conferencia estuvo convocada por el Canciller alemán Otto Bon Bismarck, su fin es
delimitar la expansión colonial de las distintas potencias colonizadoras en
África y así evitar enfrentamientos y guerras innecesarias, en ella participan
además de España entre otros, Alemania, Bélgica, Francia, Reino Unido, EE. UU.
y Rusia.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;Lo limites definitivos de las nuevas colonias se establecieron en El
Tratado de Paris de 1900, firmado entre Francia y España en este tratado se delimitan
definitivamente las posesiones coloniales de España en la costa del Sahara y en
el golfo de Guinea.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEj02NyeQhW1vvlIGYYDgwhFVC9DBrkNbuVHDTKMI_bqhqo2_zoOWhQOs9h11IKaZ2m3z-sT0kYQYLAMBtUHqFCDWYIWlRwOxDOZTaPHP4vE_6Opi5TuoBJFJM9Gr2vhsDaderXnQDC01dXKi0YemDo0yAG-OGfPOjdfE5Mmmp1Ng8tj-gndDi_fhoeSP8Y&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;625&quot; data-original-width=&quot;886&quot; height=&quot;226&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEj02NyeQhW1vvlIGYYDgwhFVC9DBrkNbuVHDTKMI_bqhqo2_zoOWhQOs9h11IKaZ2m3z-sT0kYQYLAMBtUHqFCDWYIWlRwOxDOZTaPHP4vE_6Opi5TuoBJFJM9Gr2vhsDaderXnQDC01dXKi0YemDo0yAG-OGfPOjdfE5Mmmp1Ng8tj-gndDi_fhoeSP8Y&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;La estructura administrativa de España desde 1833, se mantienen con esta
estructura y/o reparto de regiones y provincias, su única modificación es la de
las Islas Canarias que fue dividida en 1927en dos provincias Las Palmas y Tenerife. Desde 1884 hasta 1958 estos nuevos territorios coloniales se denominaron Posesiones Españolas del Sahara Occidental.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Tras la finalización de la guerra civil, el gobierno de Franco establece un cambio muy importante en la organización territorial y administrativa tanto de la España peninsular como la insular, trasladando el poder, que durante la Segunda República, estaba en manos de las regiones a las Diputaciones provinciales y a los gobiernos civiles.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Este cambio en las estructuras administrativas y territoriales del estado nos adentra en la tercera de las preguntas, a la vez que genera dos nuevas preguntas, la primera ¿Cuál es el motivo de este retraso en la aplicación de esta nueva organización territorial en los territorios coloniales de África?, y la segunda ¿Por qué en los años 1.958 y 1.959 se crean las nuevas provincias en los territorios coloniales?.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 12pt;&quot;&gt;La opacidad en las deliberaciones de los distintos gobiernos de la
dictadura, no nos aporta mucha luz sobre estas preguntas, pero si podemos
concluir que el retraso en la aplicación de estas nuevas estructuras obedecía a
criterios estrictamente voluntarios del Caudillo. Lo que sí es un hecho es que
entre los años 1.958 y 1.959 se implanta este sistema administrativo-territorial,
en la agrupación de colonias españolas de los territorios de África. En 1.958
el gobierno aprueba la creación de dos nuevas provincias la número 51 Sahara y
la número 52 Sidi Ifni y en 1.959 se crean dos provincias más la 53 Fernando
Poo y la 54 Río Muni.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;Algo que si queda claro es que este cambio no fue un capricho de Franco,
ni de su gobierno, ni tan siquiera un reconocimiento a las aspiraciones de algunos
pueblos nativos, ni tan siquiera de algunos colonos. La verdad es que se trataba
de un intento por parte de los gobiernos de Franco de blindar la españolidad de
las colonias africanas. Ya que tras la finalización de II Guerra Mundial había
surgido y con muchísima fuerza un movimiento descolonizador a lo largo d todo
el globo y que afectaba a todas las potencias colonizadoras, además en aquellos
momentos en el seno de la ONU se empieza a debatir, la forma de acometer la complicada
descolonización, tanto para las potencias colonizadoras, y sobre todo para los
nuevos países que van a nacer.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;Con la creación de las nuevas provincias, la España de Franco se prepara
para evitar a través de este movimiento legislativo, la aplicación de la
resolución 1514 de la Asamblea General de la ONU, que ya se está gestando en su
seno, o por lo menos minimizar las consecuencias que su aplicación pueda tener
para los intereses españoles.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;Esta resolución es conocida como “Declaración sobre la concesión de la
independencia a los países y pueblos coloniales” de 14 diciembre de 1960, esta
importante resolución fue aprobada por 90 votos a favor, ninguno en contra y 9
abstenciones, entre las que se encontraba la de España.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;Veamos como afecto la descolonización de las cuatro provincias africanas.
Las provincias que primero se descolonizaron fueron de las Fernando Poo y Rio
Muni, las número 53 y 54, estas dos provincias obtendrían la independencia de
España el 12 de octubre de 1968, como consecuencia de la resolución 260 del
Consejo de Seguridad de las Naciones Unidas de 11 de septiembre de 1968, en el
que se reconocía a la actual Guinea Ecuatorial, a la vez qué se recomendaba a
la Asamblea General de la ONU que se aceptara a Guinea Ecuatorial como miembro
de la organización. La provincia de Sidi Ifni la número 52, fue la siguiente en
1965 la ONU recomendó a España que descolonizara esta provincia, a través de la
resolución 2072, pero esta vez no fue una independencia, después de años de duras
negociaciones se llegó a un acuerdo, que se plasmó en el Tratado de Fez, el 4
de enero de 1969, para la cesión de estos territorios a Marruecos, la cesión se
materializó el 30 de junio de 1969.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;En la presente reflexión, nos vamos a centrar en un territorio muy
concreto la provincia 51 del Sahara Occidental, esta provincia se mantuvo
operativa desde su creación en el 1958 hasta el 14 de noviembre de 1975, fue la
última que accedió a la descolonización, estamos hablando de un territorio de
266.000 km2, con una población de 23.000 habitantes, más concretamente en la
españolidad de esa población y la de sus descendientes.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;Lo primero que tenemos que analizar es como se llega y se materializa esta
teórica descolonización. En el año 1975 el gobierno español, muy a su pesar,
está dispuesto a aceptar la descolonización que exige la ONU, pero el gobierno
español se encuentra con dos actores irreconciliables, de una parte, los
saharauis y el Frente Polisario aspiran a formar un estado independiente y de
otra parte está Marruecos que reclama el Sahara Occidental como parte de su
territorio. Ahora analicemos que apoyos exteriores tienen cada uno de los
actores, los saharauis y el Frente Polisario cuentan con el apoyo logístico de
Argelia, país que está en la órbita de la URSS y Marruecos cuenta con el apoyo de
Estados Unidos y Francia.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;Ante la falta de acciones concretas, por parte de España, para facilitar
la descolonización que exigía la ONU, el gobierno español mantenía una postura
ambigua respecto del futuro del pueblo saharaui, tampoco estaba a favor de
aceptar ni reconocer las reclamaciones territoriales de Marruecos, además la
situación se agravaba por la grave enfermedad que afecta a Franco y el contexto
internacional de guerra fría. Ante esta situación de callejón sin salida Marruecos toma la iniciativa, primero con
incursiones militares desde el verano de 1975 y posteriormente se inicia la
denominada Marcha Verde, una operación orquestada por el Departamento de estado
de los Estados Unidos, con el apoyo logístico de la CIA y Francia, o lo que es
lo mismo la invasión, teóricamente pacífica, del territorio del Sahara español
por parte de 350.000 civiles marroquís en una primera fase y la posterior
ocupación militar en una segunda fase.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;color: #202122; font-size: 12pt; line-height: 115%;&quot;&gt;El 14
de noviembre de 1975 seis días antes de la muerte de Franco, se firma en Madrid
el Acuerdo de Principios entre España, Marruecos y Mauritania sobre el Sahara Occidental,
un escueto escrito de solo dos hojas, en este acuerdo España acepta y ratifica
la descolonización del territorio de acuerdo con la resolución de la ONU. Se crea
una Administración temporal entre España, Marruecos y Mauritania, en colaboración
con la Yemáa o Asamblea General, consejo gobernante de ancianos saharauis que
fue creado en mayo de 1967, a su vez se nombran dos Gobernadores Adjuntos por
parte de Marruecos y Mauritania para auxiliar al Gobernador General español, en
este proceso de descolonización. En este documento también se establece la
fecha de la finalización de la presencia española en los territorios, datada para
el 28 de febrero de 1976. Uno de los puntos que más controversia y problemas ha
suscitado es el que dice &lt;i&gt;“Que será respetada la opinión del pueblo saharaui
expresado a través de la Yemáa”&lt;/i&gt; punto que nunca se ha respetado.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;color: #202122; font-size: 12pt; line-height: 115%;&quot;&gt;Ahora
ya podemos empezar a entrar en el asunto que nos interesa, La nacionalidad de
las personas nacidas en el Sahara Occidental, mientras fue parte de España y de
sus descendientes.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;color: #202122; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: black; font-size: 12pt; line-height: 115%;&quot;&gt;Intentaremos analizar la relación entre los saharauis
y España, no a través de la historia o la cultura, sino a través del marco
legal establecido por el Estado español.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;color: #202122; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: black; font-size: 12pt; line-height: 115%;&quot;&gt;Como a cualquier español los nativos de esta provincia, como el resto de
los habitantes de las distintas colonias de África, recibían su correspondiente
Documento Nacional de Identidad DNI, pasaporte, libro de familia y otros
documentos oficiales, con el mismo formato que los nacidos en España, ya fuesen
peninsulares o insulares. Con posterioridad se decidió diferenciar los DNI de
los habitantes de las colonias, haciéndoles entrega de una segunda versión de
este de color rojo, pero con el mismo valor legislativo.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; color: black; font-family: Arial, sans-serif; font-size: 12pt; text-align: left;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhrHpVWG2ozFA9For8pqf8uiRMbxTaYUl6p1hoN35NClcDA83pbphlo9FNTAfozPilsy1TyYT_wLtDXSK696F1Glfo6JAwTit9MqpVmwveD0gw__rk1y2jLZF7IqaWt41WBBW6jujiDkDUZiw_VFd6C7Ti4YIHUQFTYPeuMaCMpe3oluUWyXQl7aguo4Lk&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;241&quot; data-original-width=&quot;401&quot; height=&quot;156&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhrHpVWG2ozFA9For8pqf8uiRMbxTaYUl6p1hoN35NClcDA83pbphlo9FNTAfozPilsy1TyYT_wLtDXSK696F1Glfo6JAwTit9MqpVmwveD0gw__rk1y2jLZF7IqaWt41WBBW6jujiDkDUZiw_VFd6C7Ti4YIHUQFTYPeuMaCMpe3oluUWyXQl7aguo4Lk=w260-h156&quot; width=&quot;260&quot; /&gt;&lt;/a&gt;&amp;nbsp;&amp;nbsp;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEixEl2sPFD2PmUygBj3M1jR7FNqIo7n9ukYEfjuEEkigKUGDFzF3Su-wgv7KoU4D3BivQ5x_Bh5b4IMHVkDFnkLxWoCiG1gWO5bzQ6fOBQDmILuaFjEa2Ah4Oosyzes57YthrBmAYQNE2sXOwrhFo7VTfcrXpnv45tjk-pCEAWH1kzcRyazFK6erNZIc2M&quot; style=&quot;font-size: 12pt; margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;250&quot; data-original-width=&quot;442&quot; height=&quot;149&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEixEl2sPFD2PmUygBj3M1jR7FNqIo7n9ukYEfjuEEkigKUGDFzF3Su-wgv7KoU4D3BivQ5x_Bh5b4IMHVkDFnkLxWoCiG1gWO5bzQ6fOBQDmILuaFjEa2Ah4Oosyzes57YthrBmAYQNE2sXOwrhFo7VTfcrXpnv45tjk-pCEAWH1kzcRyazFK6erNZIc2M=w263-h149&quot; width=&quot;263&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;p style=&quot;clear: both; color: black; font-family: Arial, sans-serif; font-size: 12pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;Veamos como la legislación española ha abordado la
cuestión de la españolidad de los saharauis en diversos momentos, reflejando la
complejidad de este vínculo.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;clear: both; color: black; font-family: Arial, sans-serif; font-size: 12pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;Según el Código Civil de 1889, que se mantuvo su vigencia hasta el mes
de agosto de 1954, en su artículo 17 establecía que &lt;i&gt;“Son españoles las
personas nacidas en territorio español”&lt;/i&gt;, recordemos que desde 1884 estos
territorios se denominaban Posesiones Españolas del Sahara Occidental, por lo
tanto, los saharauis que habitaban aquellas tierras y los que nacieron allí tenían
la consideración de españoles.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;clear: both; color: black; font-family: Arial, sans-serif; font-size: 12pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;En 1954 el Código Civil se modifica algunos artículos, entre ellos el artículo
17 modificando el término &lt;i&gt;“Son españoles las personas nacidas en territorio
español”&lt;/i&gt; por &lt;i&gt;“Son españoles los nacidos en España”&lt;/i&gt;.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;clear: both; color: black; font-family: Arial, sans-serif; font-size: 12pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;Este cambio en el texto del articulado del código, ¿qué significado
tiene?, se trata de una modificación conceptual o semántica, no queda claro, ya
que no se aclara si el concepto a que se refiere es “a territorio nacional”, “a
territorio peninsular” o “a territorio español”. &lt;/span&gt;&lt;span style=&quot;color: #202122; font-size: 12pt; line-height: 115%;&quot;&gt;Dado que este territorio se encontraba bajo la autoridad y la legislación
española y su situación se mantiene hasta noviembre de 1975. Para complicarlo
todavía más, nos encontramos que la cuestión de la descolonización efectiva,
hasta la fecha actual, no se ha logrado resolver de una manera satisfactoria para
el pueblo saharaui de acuerdo con la resolución de la ONU y de acuerdo con el
Acuerdo de Principios firmado entre España, Marruecos y Mauritania sobre el
Sahara Occidental.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;clear: both; font-family: Arial, sans-serif; font-size: 12pt; text-align: justify;&quot;&gt;&lt;span style=&quot;color: #202122; font-size: 12pt; line-height: 115%;&quot;&gt;Ahora
analicemos la legislación española actual, a este respecto.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;clear: both; text-align: left;&quot;&gt;&lt;/p&gt;&lt;p style=&quot;font-family: Arial, sans-serif; font-size: 12pt; text-align: justify;&quot;&gt;&lt;span style=&quot;color: #202122; font-size: 12pt; line-height: 115%;&quot;&gt;Veamos
primero que dice nuestra Constitución, en ella se establece en su artículo 11,
la adquisición, la conservación y la perdida de la nacionalidad española, en
concreto es su apartado 2 se establece que &lt;i&gt;“ningún &lt;/i&gt;&lt;/span&gt;&lt;i style=&quot;font-size: 12pt;&quot;&gt;español de origen podrá
ser privado de su nacionalidad”&lt;/i&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;font-family: Arial, sans-serif; font-size: 12pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;En segundo lugar, que dice nuestro código civil, según el artículo 17
son españoles, los hijos nacidos de padre o madre con nacionalidad española, los
hijos nacidos en España de padres apátridas, los hijos nacidos en España de
padres extranjeros, si al menos uno de ellos nació en España y los niños
nacidos en España y no se pueda determinar su origen.&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-family: Arial, sans-serif; line-height: 115%;&quot;&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;¿Realmente la legislación española permite que los saharauis puedan
solicitar la nacionalidad española? La respuesta es “SI”, por diversas vías. Aunque
el proceso es muy complejo y farragoso, ya que los saharauis se encuentran con
multitud de obstáculos administrativos y legales que dificultan su integración
plena en la sociedad española, a la hora de solicitar el derecho de asilo y/o
refugio. Por ello el mecanismo más habitual es a través de la residencia
continuada en España durante al menos diez años, como a cualquier extranjero
que desee solicitar la nacionalidad española.&lt;/span&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;Existen casos excepcionales en los que los saharauis han logrado obtener
la nacionalidad española por la vía de la Carta de Naturaleza, un procedimiento
que permite al Gobierno español conceder la nacionalidad por motivos
excepcionales.&amp;nbsp;Estos casos suelen estar sujetos a criterios políticos y
diplomáticos, reflejando la sensibilidad del gobierno de turno y la importancia
del momento en las relaciones exteriores de España.&lt;/span&gt;&lt;/p&gt;&lt;/span&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;color: #202122; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: black; font-size: 12pt; line-height: 115%;&quot;&gt;España en los últimos años está intentando reparar las injusticias del
pasado, a través de leyes que permiten la obtención de la nacionalidad española
a determinados pueblos y a descendientes de españoles, que la historia ha
expulsado o marginado, por motivos políticos.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;color: #202122; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: black; font-size: 12pt; line-height: 115%;&quot;&gt;En este contexto encontramos dos casos bastante recientes y relevantes.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;color: #202122; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: black; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;El primero de los casos es l&lt;/span&gt;&lt;span style=&quot;color: #202122; font-size: 12pt; line-height: 115%;&quot;&gt;a Ley 12/2015, promulgada el 24 de junio de 2015, que concede la
nacionalidad española a los judíos sefardíes originarios de España, que fueron
expulsados en el siglo XV. Esta ley permite a los sefardíes demostrar su
vinculación con España y solicitar su nacionalidad. La ley se enmarca en un
contexto histórico que busca reparar injusticias pasadas y facilitar el
reencuentro con la comunidad judía sefardí. SE trata de una vía rápida y
relativamente sencilla de obtener la nacionalidad española, que estuvo vigente
entre los años 2015 y 2019.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;color: #202122; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: black; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #202122; font-size: 12pt; line-height: 115%;&quot;&gt;En la
actualidad existen otras vías para obtener la nacionalidad. La primera a través
de la residencia, que para los sefardíes se establece en dos años, igual que los
nacidos en algunos países sudamericanos. La segunda es a través de la Carta de Naturaleza
(Desde noviembre de 2024, la Federación de Comunidades Judías de España, está
volviendo a emitir certificados que acreditan el origen sefardí, requisito que
facilita las solicitudes por carta de naturaleza).&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;color: #202122; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: black; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #202122; font-size: 12pt; line-height: 115%;&quot;&gt;El
segundo de los casos es la Ley 20/2022, de 19 de octubre, conocida como Ley de
Memoria Democrática, es una norma cuyo objetivo es recuperar, salvaguardar y
difundir la memoria democrática, reconociendo a las víctimas de la Guerra Civil
y de la Dictadura, y garantizando los valores constitucionales y los derechos
humanos. Sustituye a la Ley de Memoria Histórica de 2007 y amplía su ámbito de
acción. La Ley de Memoria Democrática incluyó una vía extraordinaria y temporal
para adquirir la nacionalidad española, a través de su Disposición Adicional
Octava, que estuvo vigente desde 2022 hasta 2025. A quien afectaba a hijos y
nietos de españoles de origen, nacidos en el exterior, a descendientes de
españoles que perdieron o renunciaron a la nacionalidad por exilio por motivos
políticos, ideológicos, de creencia o por orientación/identidad sexual y no era
necesaria residencia en España.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;color: #202122; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: black; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #202122; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;b&gt;España
mantiene una deuda histórica con el pueblo saharaui.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;color: #202122; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: black; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #202122; font-size: 12pt; line-height: 115%;&quot;&gt;Ya que
la descolonización del Sahara debe calificarse como un proceso inconcluso
porque no ha llegado a producirse una sucesión de Estados, y muchos saharauis,
antes bajo la tutela del Estado español, han quedado desamparados. En numerosas
ocasiones, personas nacidas antes de la descolonización han solicitado por una
u otra vía ver reconocida su nacionalidad española desde el entendimiento de
que ellos nacieron con esta nacionalidad y deberían continuar teniéndola y no
convertirse en apátridas.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;color: #202122; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: black; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #202122; font-size: 12pt; line-height: 115%;&quot;&gt;A pesar de los avances legislativos implementados, los saharauis continúan
enfrentándose a numerosos desafíos burocráticos en su búsqueda del
reconocimiento de su nacionalidad y de unos derechos plenos en la España actual.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;color: #202122; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: black; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #202122; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;b&gt;La
reparación de esta injusticia histórica debería ser el reconocimiento de un
derecho, como el acceso a la nacionalidad española, de forma rápida y cómoda,
para aquellos saharauis que así lo deseasen.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Aptos; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;color: #202122; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: black; font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;color: #202122; font-size: 12pt; line-height: 115%;&quot;&gt;Para conseguir ese objetivo creo que es urgente la implementación de un
marco jurídico específico como la ley 12/2015 o la ley 20/2022, con el fin de poder
abordar la situación de los saharauis.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://lostrescientos.blogspot.com/feeds/6810581650266819950/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/9128960898000359877/6810581650266819950?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/6810581650266819950'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/6810581650266819950'/><link rel='alternate' type='text/html' href='http://lostrescientos.blogspot.com/2026/02/la-nacionalidad-espanola-de-los-saharuis.html' title='LA NACIONALIDAD ESPAÑOLA DE LOS SAHARUIS'/><author><name>Federico Mor</name><uri>http://www.blogger.com/profile/08627876287889684053</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEiXEfi-kF-40i2LQnitI80I73uJ2x1uwucInnMnKWGiG3Of03F-SwhYE6ywqUpCxUArzwqBhQ4zK1YLz1QABzkRFrTcjiwFA_723oYkicfQcHLfWc_9GEBCI6jIn4voMFeKHku3hj3b_snt48l7GSNuAymIsgsxtZUExtIfk-J5qJQ2_-YjCE-gzwB5V0A=s72-c" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9128960898000359877.post-3499653325792005312</id><published>2026-01-25T22:24:00.001+01:00</published><updated>2026-01-25T22:24:33.222+01:00</updated><title type='text'>LA HISTORIA SE REPITE </title><content type='html'>&lt;p&gt;&lt;span style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;El famoso poema del pastor
luterano alemán Martin Niemöller que escribió durante su confinamiento en el
campo de concentración de Dachau, durante la segunda guerra mundial, se debe actualizar.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Este poema es un alegato contra la
cobardía de los intelectuales y de la sociedad civil alemana en general, en él se
abordan asuntos tan transcendentes como la asunción de la culpa o la
responsabilidad de nuestras acciones.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Se han escrito muchas versiones
de este poema, desde la década de los 50 del siglo pasado, no olvidemos lo que
afirmaba la supuesta versión original.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;Cuando los nazis vinieron a llevarse a los comunistas,&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;guardé silencio,&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;ya que no era comunista,&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;Cuando encarcelaron a los socialdemócratas,&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;guardé silencio,&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;ya que no era socialdemócrata,&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;Cuando vinieron a buscar a los sindicalistas,&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;no protesté,&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;ya que no era sindicalista,&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;Cuando vinieron a llevarse a los judíos,&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;no pronuncié palabra,&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;ya que no era judío,&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;Cuando finalmente vinieron a buscarme,&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;no había nadie más que pudiera protestar.&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Casi ochenta años después de su
publicación, la sociedad occidental parece reproducir los peores años del
nazismo hitleriano y del fascismo italiano: se asumen discursos xenófobos, se culpa
al diferente y al pobre de todos los males que nos afectan, y convierte en
enemigo peligroso a cualquier persona que no encaje en los parámetros de
uniformidad que imponen estas formas de poder absoluto.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;En aquel momento eran los Adolf Hitler,
Benito Mussolini, Francisco Franco, Ante Paveliç, Oswald Mosley, Pierre Daye o
Antonio de Oliveira Salazar, los referentes del fascismo en Europa, ahora los referentes mundiales son los Donald Trump, Benjamín Netanyahu,
Viktor Orban, Marine Le pen, Geert Wilders, Mateo Salvini, Giorgia Meloni,
Santiago Abascal, Javier Milei o Jair Bolsonaro, pero las ideas y mensajes que
transmiten son los mismos.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Cuando los fascistas vinieron a llevarse a los comunistas,&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;guardé silencio,&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;ya que no era comunista,&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Cuando …........&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Cuando vinieron a llevarse a los judíos,&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;no pronuncié palabra,&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;ya que no era judío,&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;Cuando vinieron a matar y a expulsar a los palestinos,&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;no hice nada,&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;no era palestino,&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;Cuando vinieron a expulsar a los migrantes negros y latinos,&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;guarde silencio,&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;no era migrante y soy blanco&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;Cuando atacaron a las feministas,&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;no hice nada,&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;justificaba a los pobres machitos&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;Cuando vinieron a maltratar y a matar a las mujeres y a sus hijos,&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;mire hacía otro lugar&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;era un hombre muy macho&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;Cuando vinieron a maltratar y perseguir a los colectivos LGTBIQ+,&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;no hice nada,&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;no pertenecía a estos colectivos&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;Cuando finalmente vinieron a buscarme,&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;no había nadie más que pudiera protestar.&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Resulta preocupante constatar que
individuos jóvenes de ambos sexos y mujeres, nacidos y socializados en
contextos democráticos, beneficiarios de la libertad de expresión y del estado
de bienestar, manifiesten inclinaciones hacia ideologías autoritarias y
fascistas. Igualmente, llama la atención que personas migrantes respalden políticas
restrictivas que afectan a otros colectivos migrantes. También llama la
atención personas que pertenecen a colectivos LGTBIQ+ defiendan medidas
xenófobas y excluyentes que inciden negativamente en sus propios derechos. Finalmente,
genera perplejidad reflexionar sobre las narrativas transmitidas en el ámbito
familiar por progenitores que, en su momento, fueron emigrantes durante el
franquismo, y que parecen haber propiciado en sus descendientes una
idealización acrítica de tiempos pretéritos.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Aquellos autodenominados
patriotas que añoran políticas del pasado deberían dedicar más tiempo a la
lectura y menos a plataformas como TikTok. Conviene recordar que Hitler accedió
al poder en Alemania mediante elecciones democráticas, del mismo modo que Donald
Trump ha alcanzado la presidencia de Estados Unidos en dos ocasiones.
Analicemos ahora las políticas implementadas por el nazismo antes de la
denominada ‘solución final’: la instauración de campos de trabajo forzado para
disidentes, seguida de campos de exterminio para minorías étnicas como judíos y
gitanos. Entre las primeras medidas se incluyó el ataque a la prensa y la
prohibición de libros; posteriormente, la culpabilización de los inmigrantes
como responsables de todos los males; la siembra del miedo que convertía a los
vecinos en enemigos; y el recorte de la financiación cultural junto con la
criminalización de los intelectuales. A ello se sumó un expansionismo
imperialista, denominado por la Alemania hitleriana como ‘espacio vital’
(Lebensraum), acompañado de la creación de Estados satélite, con el objetivo de
controlar Europa. De forma preocupante, Estados Unidos parece replicar estas
estrategias: su ‘espacio vital’ abarca Canadá, México y Groenlandia, mientras
que países como Venezuela, Argentina, El Salvador y Chile actúan como Estados
títeres, en una dinámica orientada a dominar el continente americano. Como se
observa, la historia tiende a repetirse, y si añadimos la proliferación de Fake
News, se configuran todos los elementos característicos de la política
trumpista.&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://lostrescientos.blogspot.com/feeds/3499653325792005312/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/9128960898000359877/3499653325792005312?isPopup=true' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/3499653325792005312'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/3499653325792005312'/><link rel='alternate' type='text/html' href='http://lostrescientos.blogspot.com/2026/01/la-historia-se-repite.html' title='LA HISTORIA SE REPITE '/><author><name>Federico Mor</name><uri>http://www.blogger.com/profile/08627876287889684053</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9128960898000359877.post-4392926109370236797</id><published>2026-01-13T18:20:00.003+01:00</published><updated>2026-01-13T18:20:38.527+01:00</updated><title type='text'>DOCTRINA &quot;DONROE&quot;</title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;span style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;La caída de Maduro, tras la operación realizada por el gobierno de D.
Trump de los EE.UU, se ha hablado mucho de la implantación de una Doctrina
Monroe actualizada “AMÉRICA PARA LOS EE.UU.”.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Antes de analizar lo ocurrido veamos primero en que contexto europeo se
produce la declaración de la doctrina Monroe, tras la finalización de las
guerras napoleónicas y durante la vigencia de los principios de la Santa Alianza,
pacto firmado por el zar de Rusia, el emperador de Austria y el rey de Prusia,
para mantener primero el &lt;/span&gt;&lt;b style=&quot;font-family: arial;&quot;&gt;orden legítimo&lt;/b&gt;&lt;span style=&quot;font-family: arial;&quot;&gt; que es la monarquía absolutista
y sofocar cualquier cambio de régimen de tipo liberal – revolucionario, como
los de España e Italia, segundo el &lt;/span&gt;&lt;b style=&quot;font-family: arial;&quot;&gt;orden religioso&lt;/b&gt;&lt;span style=&quot;font-family: arial;&quot;&gt; que se el cristianismo
y sofocar los brotes del secularización, en países como Francia y Alemania.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Y en el continente americano el contexto está marcado por la
emancipación de las colonias españolas y por las guerras entre las tropas
realistas y las independentistas, todo se inicia durante las guerras napoleónicas
1808-1812, se producen las primeras declaraciones de independencia Venezuela,
Colombia y Ecuador, con la promulgación de la Constitución Española de Cádiz 1812-1814
se producen la declaración de independencia de Paraguay y Mexico, con el
sexenio absolutista 1814-1819, se independizan Argentina y Chile, durante el
trienio liberal 1820-1822, se independizan Perú y Centroamérica, además se vuelven
a independizar, Mexico y Ecuador, con el fin del trienio por la intervención de
la Santa Alianza a través de los Cien Mil Hijos de San Luis para restablecer la
monarquía absolutista en el 1823.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Ahora recordemos de que estamos hablando, cuando se invoca la &lt;/span&gt;&lt;b style=&quot;font-family: arial;&quot;&gt;Doctrina
Monroe&lt;/b&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;, fue formulada por el presidente de los EE.UU. James Monroe y proclamada
por el Congreso estadounidense el 2 de diciembre de 1823. En ella se establecen
los principales principios, primero &lt;/span&gt;&lt;b style=&quot;font-family: arial;&quot;&gt;neutralidad en asuntos europeos&lt;/b&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;, los
EE.UU. no se involucrará en los conflictos europeos, igualmente los EE.UU. no interferirá
en las colonias existentes de potencias europeas en el continente americano,
segundo &lt;/span&gt;&lt;b style=&quot;font-family: arial;&quot;&gt;intervención como acto hostil&lt;/b&gt;&lt;span style=&quot;font-family: arial;&quot;&gt; cualquier intento por parte de una
potencia europea de establecer nuevas colonias o interferir en los asuntos internos
de los países americanos se considerara un acto de agresión o un acto hostil contra
los EE.UU., tercero &lt;/span&gt;&lt;b style=&quot;font-family: arial;&quot;&gt;esferas de influencia&lt;/b&gt;&lt;span style=&quot;font-family: arial;&quot;&gt; la doctrina establecía una clara
separación entre las esferas de influencia europea y estadounidense, afirmando que
el continente americano se encuentra bajo la protección de EE.UU.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Aunque de la impresión
de que se trata de una doctrina de no intervención, la realidad es que los
Estados Unidos la han utilizado un como elemento de control del todo el
continente, según un estudio del historiador John Coatsworth, entre 1898 y 1994
el Gobierno estadounidense ha estado involucrado en los cambios de los gobiernos
de los distintos países de la América Latina en al menos en cuarenta y una de
las veces. Para asegurarse gobiernos leales a sus intereses, los Estados Unidos
han utilizado todo tipo de acciones golpes de estado, invasiones, sanciones, bloqueos
y la Escuela de las Américas, esta escuela merece un capítulo especial, que
abordaremos en su&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;momento. La lista de países
afectados es larga, Guatemala, República Dominicana, Chile, Panamá, Nicaragua,
El Salvador, Costa Rica, Brasil, Colombia, Bolivia, Haití, Honduras, Argentina,
….&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Ahora volvamos
al contenido del primer párrafo. El gobierno de Donald Trump está actualizando
y reescribiendo la doctrina Monroe rebautizada como “Donroe”, con su intervención
directa para la EXTRACCIÓN de Nicolas Maduro de su residencia en Caracas en
Venezuela, para trasladarlos a Nueva York y ponerlos a disposición de la
justicia estadounidense. Un caso muy particular es el de El Salvador donde Nayid
Bukele fue realizando una serie de cambio en su constitución para poder adoptar
como moneda oficial en un principio el dólar USA o las criptomonedas “Bitcoin” y
lo más reciente es el acuerdo para “exportar” delincuentes y/o presuntos
delincuentes a las prisiones salvadoreñas. La primera intervención de Trump en su
nuevo mandato fue la de Panamá, amenazó con intervenir en el canal, el motivo
era el control que las navieras chinas tenían en los puertos y consiguió que el
gobierno panameño cambiara los protocolos para favorecer a las empresas
estadounidenses y el cambio de denominación del Golfo de México por Golfo de América. Además, se han producido diversas intervenciones en las elecciones
de Bolivia, Argentina o Chile, para que en estos países estén bajo el control
de gobiernos de derecha y de extrema derecha.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;¿Y ahora qué? Pues
ahora se abren nuevos escenarios, por una parte, las amenazas a Cuba, México y
Colombia y por otra la compra o invasión de la isla de Groenlandia, territorio danés.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;¿Realmente
estamos ante una actualización de esta doctrina o ante un cambio del orden
mundial?, para mí esta es la pregunta. Veamos que para Trump, no es necesaria una
ocupación militar de un territorio, según su punto de vista, es más rentable y efectivo que sean las autoridades del país las que controlen y gobiernen, porque realmente lo que le interesa es el control de los
recursos naturales, petróleo, tierras raras, vías de comunicación y ¿sino qué? Pues
sino se transige habrá desestabilización del país por cualquier método incluido los aranceles que llevaran a las
empresas y al país a la ruina. &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://lostrescientos.blogspot.com/feeds/4392926109370236797/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/9128960898000359877/4392926109370236797?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/4392926109370236797'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/4392926109370236797'/><link rel='alternate' type='text/html' href='http://lostrescientos.blogspot.com/2026/01/doctrina-donroe.html' title='DOCTRINA &quot;DONROE&quot;'/><author><name>Federico Mor</name><uri>http://www.blogger.com/profile/08627876287889684053</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9128960898000359877.post-783621691384690481</id><published>2025-02-03T19:59:00.008+01:00</published><updated>2025-02-03T20:06:32.434+01:00</updated><title type='text'>LA FÁBRICA DE ARMAS DE NUEVOS MINISTERIOS DE LA REPÚBLICA</title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;sub&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,sans-serif;&quot;&gt;Durante la lectura de la novela de Almudena Grandes “Las
tres bodas de Manolita” entre sus párrafos y sus páginas me cautivo una historia
aparentemente secundaria, la existencia de una fábrica subterránea de armamento
ubicada bajo los edificios de los denominados Nuevos Ministerios aprovechando las
obras inacabadas de la estación del metro de Madrid del mismo nombre, lo que me llevó a indagar y estudiar si existía esa fabrica y que importancia había desempeñado durante el conflicto.&lt;/span&gt;&lt;/sub&gt;&lt;/p&gt;

&lt;h1 style=&quot;margin-top: 0cm;&quot;&gt;&lt;sub&gt;&lt;span style=&quot;color: windowtext; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%;&quot;&gt;Contexto histórico&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/sub&gt;&lt;/h1&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;sub&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,sans-serif;&quot;&gt;La Segunda República fue proclamada el 14 de abril de
1931, este cambio de régimen trajo consigo una serie de reformas progresistas que buscaban la modernización del país. Sin embargo, la República se enfrentó una oposición interior y exterior que únicamente buscaba su desprestigio y su desaparición fin que se consiguió primero con el levantamiento militar y después la guerra civil. En medio de este
clima polarizado, la necesidad de un ejército bien equipado se hizo evidente, y
la fábrica de armas de Nuevos Ministerios se convirtió en un componente
esencial de esta estrategia.&lt;/span&gt;&lt;/sub&gt;&lt;/p&gt;

&lt;h2&gt;&lt;sub&gt;&lt;span style=&quot;color: windowtext; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%;&quot;&gt;Su ubicación estratégica&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/sub&gt;&lt;/h2&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;sub&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,sans-serif;&quot;&gt;La fábrica de armas de Nuevos Ministerios desempeñó un
papel crucial en la defensa de Madrid por parte de las fuerzas de la Segunda
República Española. Durante la guerra civil la industria armamentística nacional
tenía una gran importancia estratégica para el gobierno republicano, debido a
la escasa ayuda internacional provocada por el no intervencionismo de las
potencias occidentales, esta dependencia se acentuó tras la caída del frente norte
en poder de los sublevados. La fábrica se erigió no solo como un centro de
producción, sino también como un símbolo de resistencia y modernización.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/sub&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;SCXW217537273 BCX8&quot; style=&quot;-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; display: inline-block; font-family: &amp;quot;Segoe UI&amp;quot;, &amp;quot;Segoe UI Web&amp;quot;, Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; padding: 0px; text-align: left; user-select: text; white-space-collapse: preserve;&quot;&gt;&lt;span class=&quot;WACImageContainer NoPadding DragDrop BlobObject SCXW217537273 BCX8&quot; role=&quot;presentation&quot; style=&quot;-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; cursor: move; display: inline-block; height: 252px; left: 0px; margin: 0px; padding: 0px; position: relative; top: 2px; transform: rotate(0deg); user-select: text; width: 471px;&quot;&gt;&lt;img class=&quot;WACImage SCXW217537273 BCX8&quot; 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&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;sub&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,sans-serif;&quot;&gt;La elección de Madrid, particularmente el área de Nuevos
Ministerios, para albergar la fábrica no fue casual. Madrid, siendo la capital,
ofrecía ventajas logísticas y de seguridad, además de contar con una
infraestructura ferroviaria y de transporte desarrollada, lo que facilitaba la
distribución de armamento por todo el territorio controlado por el gobierno republicano.
Desde el estallido del conflicto, la fábrica operó a plena capacidad para
abastecer al ejército republicano. La producción no solo se centró en el
equipamiento de las tropas en el frente, sino también en armar a las milicias
populares que surgieron en apoyo del gobierno legítimo.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/sub&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;SCXW165448072 BCX8&quot; style=&quot;-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; display: inline-block; font-family: &amp;quot;Segoe UI&amp;quot;, &amp;quot;Segoe UI Web&amp;quot;, Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; padding: 0px; text-align: left; user-select: text; white-space-collapse: preserve;&quot;&gt;&lt;span class=&quot;WACImageContainer NoPadding DragDrop BlobObject SCXW165448072 BCX8&quot; role=&quot;presentation&quot; style=&quot;-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; cursor: move; display: inline-block; height: 369px; left: 0px; margin: 0px; padding: 0px; position: relative; top: 2px; transform: rotate(0deg); user-select: text; width: 467px;&quot;&gt;&lt;img 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&quot; 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&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;sub&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,sans-serif;&quot;&gt;La fábrica estaba equipada con tecnología punta para la
época y producía una variedad de armamentos que incluían fusiles, pistolas y
municiones. La modernización de la maquinaria y la adopción de técnicas de
producción en masa permitieron a la República mantener un suministro constante
de armas para sus fuerzas armadas. Además, esta fábrica también fue un centro
de innovación donde se desarrollaron nuevas armas y se mejoraron las
existentes.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/sub&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;sub&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,sans-serif;&quot;&gt;A lo largo de la guerra, la fábrica enfrentó múltiples
desafíos, desde bombardeos aéreos por parte de las fuerzas franquistas hasta la
escasez de materias primas y mano de obra. Sin embargo, el espíritu de
resistencia y la determinación de los trabajadores permitieron que la
producción continuara. La fábrica se convirtió en un símbolo de la lucha
republicana y de la capacidad de la población para sobreponerse a las
adversidades.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/sub&gt;&lt;/p&gt;

&lt;h1 style=&quot;margin-top: 0cm;&quot;&gt;&lt;sub&gt;&lt;span style=&quot;color: windowtext; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%;&quot;&gt;La posguerra y el legado&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/sub&gt;&lt;/h1&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;sub&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,sans-serif;&quot;&gt;Tras la caída de Madrid en marzo de 1939 y el fin de la
guerra, la fábrica de armas de Nuevos Ministerios fue desmantelada por el
régimen franquista. Aunque la fábrica dejó de existir, su legado perduró como
un testimonio de la resistencia y la innovación durante uno de los periodos más
turbulentos de la historia de España.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/sub&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;sub&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,sans-serif;&quot;&gt;La fábrica de armas de Nuevos Ministerios de la Segunda
República no solo fue un centro de producción militar, sino también un símbolo
de resistencia, innovación y modernización en tiempos de extrema adversidad. Su
legado perdura en la memoria colectiva como un testimonio de los esfuerzos
republicanos por defender su visión de una España libre y democrática.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/sub&gt;&lt;/p&gt;

&lt;h2&gt;&lt;sub&gt;&lt;span style=&quot;color: windowtext; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 12.0pt; line-height: 115%;&quot;&gt;Impacto en la memoria histórica&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/sub&gt;&lt;/h2&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;sub&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,sans-serif;&quot;&gt;Hoy en día, la fábrica de armas de Nuevos Ministerios es
recordada como un elemento crucial en la defensa de la Segunda República y un
ejemplo de la capacidad de adaptación y resiliencia de la industria española.
Su historia es un recordatorio de los sacrificios realizados en pro de la
libertad y la democracia, y sigue siendo un tema de estudio y reflexión en la
memoria histórica de España.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/sub&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://lostrescientos.blogspot.com/feeds/783621691384690481/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/9128960898000359877/783621691384690481?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/783621691384690481'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/783621691384690481'/><link rel='alternate' type='text/html' href='http://lostrescientos.blogspot.com/2025/02/la-fabrica-de-armas-de-nuevos.html' title='LA FÁBRICA DE ARMAS DE NUEVOS MINISTERIOS DE LA REPÚBLICA'/><author><name>Federico Mor</name><uri>http://www.blogger.com/profile/08627876287889684053</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9128960898000359877.post-422194055055108268</id><published>2024-05-22T16:37:00.000+02:00</published><updated>2024-05-22T16:37:22.975+02:00</updated><title type='text'>OAS – DE GOLPISTAS A TERRORISTAS</title><content type='html'>&lt;p&gt;&lt;span style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;OAS - Organisation de l’Armée
Secrète (Organización del Ejército Secreto), se trata de una organización de extrema
derecha, que curiosamente pasa de organizar un golpe de estado, a intentar un
magnicidio y acaba convertida en un grupo terrorista, esta organización se funda
en febrero de 1961 y se disuelve en junio de 1968.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjB5q60QrJmtdp-uRVOSgDJoU_UwUdDMGYP4gZDiaAyDqiCLASv55oiOv_Cn_XohzTxBUhKaVD8PXorOpjgsTfkHwiPbjENexp8YsmufUZBcKY3eSGsfZ4cgSP6gYyzI7q5nhCoV6dM1D5XoLlTNhbfYYpuJzmL7wBZ_9EsTKqUWpevDekSbvPfFCmqCFc&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;582&quot; data-original-width=&quot;472&quot; height=&quot;161&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjB5q60QrJmtdp-uRVOSgDJoU_UwUdDMGYP4gZDiaAyDqiCLASv55oiOv_Cn_XohzTxBUhKaVD8PXorOpjgsTfkHwiPbjENexp8YsmufUZBcKY3eSGsfZ4cgSP6gYyzI7q5nhCoV6dM1D5XoLlTNhbfYYpuJzmL7wBZ_9EsTKqUWpevDekSbvPfFCmqCFc=w131-h161&quot; width=&quot;131&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;En un contexto internacional muy
complicado tras finalizar la II Guerra Mundial y en plena Guerra Fría entre los
dos bloques el Occidental (capitalista) y el Oriental (comunista), nace la 4ª
República Francesa (1946-1958), por el contrario, fue una época de gran
crecimiento económico en Francia y en Europa, gracias al Plan Marshall ideado
por los EE. UU.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;La Francia de la 4ª República fue
uno de los fundadores de la Comunidad Europea del Carbón y del Acero, también
tuvo un posicionamiento, claro y activo, en pro de un mundo capitalista y
anticomunista, fue miembro fundador de la OTAN y de la fallida Comunidad
Europea de Defensa. Aunque la 4ª República Francesa estuvo lastrada
políticamente por el fracaso en su defensa del Imperio Colonial, este último
dato es clave para entender la inestabilidad política que se instaló durante
los doce años que duró, en este tiempo dirigieron al país hasta 20 gobiernos
distintos y de diversas tendencias.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;En este contexto de fragilidad
institucional nacional, Francia vuelve a ejercer la ocupación militar y colonial
de Indochina en 1945, pero todo ha cambiado en la colonia asiática, tras la
ocupación japonesa de la II Guerra Mundial, si a toda esta inestabilidad política
le añadimos los intereses estratégicos y de posicionamiento de ambos bloques de
la Guerra Fría, y aprovechando el proceso social y político impulsado por la
ONU para poner fin al colonialismo.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Los enfrentamientos entre las
fuerzas coloniales francesas (con el apoyo de EE.UU.) y el Viet Minh (Con el
apoyo de la URSS y China) no tardaron en producirse en el actual Vietnam (1949),
pero rápidamente el conflicto se va extendiendo a otras zonas de la Indochina
Francesa, aumentando paulatinamente el nivel bélico de la contienda y la
gravedad de los ataques y de los actos terroristas, tal era la gravedad que
llegó a ser insostenible para las autoridades coloniales, su punto álgido se da
en la primavera del 1954 cuando los dos ejércitos deciden que ha llegado el
momento de un enfrentamiento total, en esa primavera se produce la batalla
definitiva entre ambos bandos en el valle del Bien Dien Phu, el resultado fue
una humillante y sangrienta derrota del cuerpo expedicionario de los paracaidistas
del ejército francés por parte del ejército del Viet Minh, y que supuso de
hecho el fin de la ocupación francesa de Indochina y de las dolorosas
negociaciones de la Conferencia de Ginebra para determinar la independencia de Vietnam
del Norte, Vietnam del Sur, Laos y Camboya.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Con la perdida de Indochina, se
instaura en el colectivo, político y social, la idea de que el Imperio colonial
francés se está desquebrajando y que los dirigentes políticos no son
conscientes de la situación, pero que deben reacciones y hacer algo para
solucionar el problema, recuperar el honor perdido y la sensación de fracaso y
humillación del pueblo y del ejército francés, pero lejos de solucionarse los
conflictos coloniales, el 1 de noviembre de ese mismo año da comienzo otro
nuevo conflicto, pero esta vez el foco se encuentra muy cerca de la metrópoli,
justo al otro lado del Mar Mediterráneo se trata de Argelia, pero este nuevo
foco será mucho más traumático y más sangriento, nuevamente es el ejército
colonial francés el que se ve involucrado, en esta ocasión el adversario es el FLN
Frente de Liberación Nacional y el MNA Movimiento Nacional Argelino, pero el
final de este nuevo conflicto será el mismo, la consecución de la independencia
de Argelia, que se producirá en el 1962, ahora veamos algunos datos para ver su
magnitud de la barbarie, se estima que en el conflicto que apenas duro 8 años, pero
en el murieron entre 350.000 y de 500.000 argelinos que procesaban la religión
musulmana según los datos de la administración colonial, según los datos del FNL
fueron más de un millón, además unos 10.000 colonos franceses entre muertos y
desparecidos según datos de la administración colonial, entre 65.000 y 185.000
argelinos muertos y desaparecidos según los pied-noirs, 141.000 milicianos del
FNL y del MNA&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;y unos 25.000 soldados
franceses, por último se desconoce el número de desaparecidos entre los
musulmanes argelinos, no obstante las cifras ya son suficientemente escalofriantes.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Tal y como comentábamos en el segundo
párrafo la inestabilidad política durante la 4ª República, un factor
determinante de esta inestabilidad fueron los cambios constantes en las
políticas que se debían aplicar en las colonias, entre los partidos que otorgaban
un mayor peso a la defensa del imperio colonial aplicando mano dura y los
partidos que promovían hacer políticas que dieran concesiones a los movimientos
nacionalistas que habían surgido en las colonias, finalmente triunfo la visión
de los primeros ya que se entendía que las concesiones a los movimientos
nacionalistas de las colonias, porque esas políticas no hacían más que
favorecer el expansionismo soviético y chino, y por ello los distintos
gobiernos empezaron a aplicar las políticas que negaban el derecho a la descolonización
y de enfrentamiento a los movimientos nacionalistas.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;El 13 de mayo de 1958 el último
primer ministro de la 4ª República Pierre Pflimlin se enfrenta a un posible
golpe de estado o lo que sería todavía peor a una guerra civil, esta
insurrección, denominada Operación Resurrección, está promovida por una parte
del ejército, sobre todo el colonial, grupos de extrema derecha y dirigentes de
los pied-noirs (franceses nacidos en Argelia) a la cabeza de este levantamiento
se encuentra el prestigioso general Raoul Albin Louis Salan, jefe militar de
Argelia, veterano de la Guerra de Indochina y de las dos Guerras Mundiales, desde
la colonia, y sin oposición del Presidente de la República, exige al primer
ministro el fin de su gobierno y a la postre de la 4ª República. Para proceder al
traspaso del poder ejecutivo a un nuevo gobierno bajo el mando de Charles De
Gaulle, hecho que se produjo el 1 de junio del mismo año, la pretensión de los golpistas
es que el nuevo gobierno surgido, no esté sujeto a los vaivenes de las disputas
políticas de los distintos partidos sobre todo de la izquierda, de tal forma que
tenga suficiente poder para reconstruir el orden dentro de la metrópoli y sobre
todo en las colonias, &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;con una finalidad patriótica
que no es otra que recuperar el prestigio y honor del pueblo francés, a la vez
que pusiera los cimientos de lo que sería la 5ª República.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Tras acceder al poder De Gaulle, recompensa
a Rauol Salan con un importante puesto dentro del organigrama del nuevo gobierno,
pero en Paris, lejos de su zona de influencia, al poco tiempo y en contra de lo
esperado por los lideres de la insurrección, se percatan que en el nuevo
ejecutivo no están por aplicar las políticas de mano dura que ellos esperaban y
muy necesarias, para extirpar las aspiraciones de independencia de los
nacionalista argelinos, marroquíes y tunecinos. De Gaulle y su gobierno son mucho
más pragmáticos y entienden que algunas colonias son un lastre para la economía
francesa y que una mayoría de la población e la metrópoli no a favor de
invertir dinero y vidas en conservar parte del imperio colonial, por ello lo primero
es solucionar los problemas del protectorado marroquí y del tunecino y posteriormente
empieza las negociaciones con los distintos movimientos nacionalistas e
independentistas argelinos para acabar con el conflicto y proceder a la
descolonización del territorio.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;En este contexto de desilusión y ante
el aumento de los sangrientos ataques y atentados del FLN y de otros
movimientos nacionalistas argelinos, contra los intereses de las instituciones
coloniales francesas y también contra las haciendas de los propios colonos
franceses, nace Organisation de l’Armée Secrète el 10 de febrero de 1961, pero la
fundación de OAS no se produce en ningún cuartel de ejército, ni en la Argelia
que tanto defienden, ni tan siquiera en Francia que su honor dicen defender, su
fundación se hace realidad en Madrid.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Veamos quienes son los fundadores
de esta organización (OAS), el motivo de porque se produce su fundación en
Madrid, porque fuera de la metrópoli o de la colonia, la patria de los patrióticos
y por último analizaremos su trayectoria, como es posible que una organización se
ha la organizadora de un intento de golpe de estado, y de un intento de
magnicidio, para al final acabe por convertirse en un grupo terrorista.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEi_f1_sZ-Ykm4iYg3hvrTV-vonVk1U9WzjShA0JM2f8ra2YxJEzwf49c58PaQnTYWzLzAmnESX6BcXfgHHzL0jxYqeTYyOrU6_vFDh9jFvwTe_rpI09FE8vccuZmAeqhj3zgRE2o4RiNM5qrA-sclbjOjMozn9HZykmRUv0k77dNn9cwtZ7N_wXxWv-ZG8&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;402&quot; data-original-width=&quot;297&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEi_f1_sZ-Ykm4iYg3hvrTV-vonVk1U9WzjShA0JM2f8ra2YxJEzwf49c58PaQnTYWzLzAmnESX6BcXfgHHzL0jxYqeTYyOrU6_vFDh9jFvwTe_rpI09FE8vccuZmAeqhj3zgRE2o4RiNM5qrA-sclbjOjMozn9HZykmRUv0k77dNn9cwtZ7N_wXxWv-ZG8&quot; width=&quot;177&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;Raoul Salan&lt;/div&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Los fundadores más importantes
fueron, el político y líder carismático de los pied-noirs &lt;b&gt;Pierre Lagaillarde&lt;/b&gt;
y el general &lt;b&gt;Raoul Salan&lt;/b&gt;, ambos habían participado activamente en
insurrección de 1958 que llevo al poder a Charles De Gaulle, junto a ellos
encontramos a &lt;b&gt;Marcel Ronda&lt;/b&gt;, un pied-noirs de origen español, capitán de
la milicia que luchaba contra el FLN y el MNA, y a &lt;b&gt;Jean-Jacques Susini&lt;/b&gt;
líder estudiantil de los pied-noirs. El ideólogo de la OAS es Lagaillarde,
aunque era diputado electo de la Asamblea Francesa, estaba exiliado en Madrid
por conspirar contra De Gaulle, en su opinión había que volver a cambiar al
inquilino del Palacio del Eliseo y volver a iniciar el proceso, para ello
necesitan a un patriota de gran prestigio dispuesto a afrontar el desafío que
supone enfrentarse a los nacionalistas argelinos, con un único fin aplastarlos
y ganar la guerra, ese prestigioso patriota no era otro que el general Salan,
que casualmente también se encontraba exiliado en Madrid. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiYPNfd2ubfudkH3oHKftLFGW9K20hDdGrxwQrt69Lm4mxoHE5JA0kpxeREEqoiqJgG_d0b2TPEqRJ85TX8vhNrMYXfUMJ53vwmDcPfCDIlA-7vW_xX3QM6Gg9I2DxE6nUX36pcZfHwOXb2Z1kv79fV_vpJ0sRn5iYHWkD4LqAQXmsk4npEPLggDtSy0_0&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;384&quot; data-original-width=&quot;566&quot; height=&quot;217&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiYPNfd2ubfudkH3oHKftLFGW9K20hDdGrxwQrt69Lm4mxoHE5JA0kpxeREEqoiqJgG_d0b2TPEqRJ85TX8vhNrMYXfUMJ53vwmDcPfCDIlA-7vW_xX3QM6Gg9I2DxE6nUX36pcZfHwOXb2Z1kv79fV_vpJ0sRn5iYHWkD4LqAQXmsk4npEPLggDtSy0_0&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;Pierre Lagaillarde&lt;/div&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;El 10 de febrero de 1961 se
celebró una cena en un apartamento de la Torre de Madrid a la que asistieron
los anteriormente mencionados, el anfitrión de tan magno evento no era otro que,
Ramón Serrano Suñer (El cuñadísimo de Franco), intimo amigo de Salan, Serrano
Suñer dispone de magníficos contactos y gente fiel para dar apoyo a las
operaciones necesarias para lograr el objetivo del cambio de gobierno que
desean los miembros de la OAS, además es un experto en el arte de la intriga,
la conspiración y la propaganda.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;El primero de los pasos que se debe
acometer es la organización de una nueva sublevación, el lugar elegido es
Argelia, donde el General Salan, tenía un gran prestigio y muchos apoyos sobre todo
entre las unidades de élite de los paracaidistas de la Legión Extranjera, para
llevar a cabo el plan preparado era indispensable contar con la ayuda de
Serrano Suñer, con su apoyo y la permisividad del gobierno de Franco, la
operación será un éxito y así no levantar sospechas en el vecino país, el
equipo logístico lo componen españoles muy cercanos a Serrano Suñer, todos son
fascistas de reconocido prestigio, unos nostálgicos del pasado reciente, muy
implicados y dispuestos a jugársela en un nuevo alzamiento, pero veamos quienes
son estos individuos, el primero es Carlos Texidor subdirector de Aviaco y
piloto de caza en la División Azul, el segundo es José Vicente Insarría oficial
de tráfico aéreo del aeropuerto de Madrid-Barajas, junto a estos personajes
imprescindibles, también encontramos a Narciso Perales un camisa vieja
perteneciente, igual que Serrano Suñer, al núcleo fundacional de Falange y
amigo de Salan y por último Víctor de Felipe oficial legionario retirado.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;En el plan elaborado por Serrano
Suñer y los dirigentes de la OAS, es fundamental el traslado de Salan a Argel
para que desde allí dirija el levantamiento y asegure la adhesión de las
unidades no comprometidas inicialmente aprovechando su prestigio dentro del
estamento militar. Para ello la noche del 22 al 23 de abril de 1961, se fleta
un avión de la compañía Aviaco para un vuelo privado, la aeronave está pilotada
por Carlos Texidor, en el avión viajan tres viajeros Narciso Perales, Víctor de
Felipe y un periodista francés amigo de Salan, todo normal hasta que momentos antes
de despegar, cuando el avión ya está en la pista de despegue, se produce un
hecho insólito y tres personajes misteriosos suben al avión, estos elementos
son Raoul Salan, el comandante Ferrandi ayudante de campo del general y Susini,
ahora la operación ya está en marcha.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;El plan ideado por la cúpula de
OAS y Serrano Suñer, sale a perfección y Salan llega a Argel sin ningún
contratiempo, ahora se inicia la segunda parte del plan, el inicio de la
sublevación aunque saben Argelia no es solo la capital, ni el ejercito colonial
son las unidades de los paracaidistas de la Legión Extranjera y por último Salan
que tiene un gran prestigio dentro de ejército inicia los contactos con los mandos
y con las unidades que no han comprometido su apoyo, pero existe un gran
problema De Gaulle también dispone de un gran prestigio y tras el discurso de
gran General condenando a los generales golpistas, consigue abortar el
levantamiento. Una vez constatado que el golpe de estado había fracasado,
Salan, los generales y demás oficiales que han secundado su levantamiento, así
como los dirigentes de la OAS tienen que exiliarse y/o pasar a la
clandestinidad.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;¿Y ahora qué? Tras el fracaso del
levantamiento y desde el exilio los dirigentes de la OAS, debe replantearse sus
actividades, ahora su principal misión es la de sabotear las negociaciones entre
De Gaulle y el FNL, segundo misión deben contener el contiguo abandono de los
colonos europeos de sus tierras en Argelia y por último deben castigar de forma
contundente tanto al FNL, como a la metrópoli, la segunda sobre todo por
permitir la perdida de la colonia, para conseguir los nuevos retos la
organización se servirá de sangrientos actos terroristas.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Según uno de los fundadores de la
OAS Jean-Jacques Susini la organización llego a disponer de más de un millar de
milicianos armados y más de 3000 militantes, sobre todo su implantación fue muy
potente en tres zonas de la colonia, Oran, Constantina y Argel.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhX_g-Yuv5uHp3j7ZDyfhmmAdyW-7y32S5I3VfP0fVCpjM9s7IMK7hqZecUES7ixwtsMArW5P3wpDl1a_gJ93kJ5KDvLTZD5yafwRYWWiMvSkRJAKXdVm2mTmp3hhaB3N_GSfx2mvqLD--xAdnnSBX5zzu4neqfrF61S2tBTc6Hj5pf2O0lzySglPo_fFY&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;276&quot; data-original-width=&quot;886&quot; height=&quot;192&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhX_g-Yuv5uHp3j7ZDyfhmmAdyW-7y32S5I3VfP0fVCpjM9s7IMK7hqZecUES7ixwtsMArW5P3wpDl1a_gJ93kJ5KDvLTZD5yafwRYWWiMvSkRJAKXdVm2mTmp3hhaB3N_GSfx2mvqLD--xAdnnSBX5zzu4neqfrF61S2tBTc6Hj5pf2O0lzySglPo_fFY=w614-h192&quot; width=&quot;614&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Como se puede apreciar las zonas
de influencia de la organización son muy reducidas y todas en parte norte de
Argelia y cerca de la costa, además los dirigentes de estas tres zonas no siempre
estuvieron de acuerdo, ni en la forma en que se decidían los objetivos a atacar
tanto en Argelia como en Francia, ni en la forma en que se debía llevar a cabo dichos
ataques. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;La OAS tiene el privilegio de
haber perpetrado el mayor atentado terrorista del siglo XX en Francia, el 18 de
junio de 1961 hicieron estallar una bomba en un tren que realizaba el trayecto
Estrasburgo-Paris en la localidad de Vitry-Le-François, causando 28 muertos y
más de 100 heridos. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;El 18 de marzo de 1962 se firman
los Acuerdos de Evian, por los que se decreta el alto el fuego, la liberación
de los detenidos y se estipula la retirada de las tropas francesas, así como el
mantenimiento y la utilización de algunas bases militares por parte de Francia.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;El 26 de marzo de 1962 en el trascurso
de una manifestación promovida por la OAS, en defensa de la Argelia francesa en
Argel, la manifestación fue disuelta a tiros por unidades del ejército francés,
los hechos se producen frente a la sede de correos en la rue d’Isly, causando
una matanza entre los manifestantes, según dato oficiales hubieron 46 muertos y
150 heridos, aunque otras cifras hablan de 70 muertos y 200 heridos. La
disolución por la fuerza de esta manifestación, marco el comienzo del exilio
masivo de la población argelina de origen europeo, pasando de los 1.100.000
argelinos de origen europeo que residían en la colonia en esos momentos, en poco
tiempo se pasó a apenas 170.000.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Desde la firma de los Acuerdos y
el 31 de diciembre de 1962 la OAS aumento sus ataques contra musulmanes,
europeos partidarios de la independencia y contra los cuerpos policiales, fue
una campaña de terror, se calcula que más de 3.000 civiles fueron secuestrados
y torturados, no encontramos datos fiables de la cantidad de ellos que murieron
y/o desaparecieron, la finalidad de estas actuaciones no eran otros que
revertir los acuerdos firmados y obligar al gobierno a volver al estatus
anterior.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Por otra parte, la nueva
situación creada tras la concesión de la independencia obliga a la mayoría de
los miembros de la organización a establecerse en el sur de Francia, para desde
allí continuar la lucha, pero la mayor parte de sus dirigentes, entre los que
se encuentran Pierre Lagaillarde y Raoul Salan, y unos 700 militantes, con sus
respectivas familias eligen la España de Franco para fijar su residencia y así
poder planificar y dirigir con más facilidad las operaciones a realizar. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Otro hecho importante de la OAS se
produjo el 22 de agosto de 1962, cuando el ingeniero militar Jean-Marie
Bastien-Thiry, intenta asesinar en París a Charles De Gaulle, por firmar los
Acuerdos de la independencia de Argelia.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Según el historiador Guy Perville,
en siete años de actividad de la organización terrorista, el número total de
muertos por los atentados de la OAS en Argelia estaría alrededor de 2.200
personas, de los cuales el 85% serían musulmanes, el número de heridos y
desaparecidos no están contabilizados, para que veamos la magnitud de los
hechos y no la frialdad de los números, recordemos que ETA en 60 años de
actividad terrorista mató a 864 personas, no entro en las comparaciones,
simplemente constato la barbarie de este grupo terrorista.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Otro aspecto interesante es
analizar la procedencia de las personas que militaban en la OAS, la dirección
estaba en manos de militares y políticos fascistas, sus militantes aunque mayoritariamente
provenían de las filas neofascistas y de derechas (algunos de ellos habían
formado parte de la resistencia), también encontramos a algunos descontentos de
izquierdas, el caso más relevante es el de Susini líder estudiantil que
provenía del Partido Comunista, y por último también hallamos a algunos
exiliados españoles que lucharon en el bando republicano.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;

















&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Para finalizar apuntar que los militantes de la OAS
que durante 7 años aterrorizaron Francia y Argelia, sufrieron únicamente 100
muertes, se desconoce el número de heridos y aproximadamente 2.000 detenidos y
que todos ellos fueron amnistiados en el 1968.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://lostrescientos.blogspot.com/feeds/422194055055108268/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/9128960898000359877/422194055055108268?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/422194055055108268'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/422194055055108268'/><link rel='alternate' type='text/html' href='http://lostrescientos.blogspot.com/2024/05/oas-de-golpistas-terroristas.html' title='OAS – DE GOLPISTAS A TERRORISTAS'/><author><name>Federico Mor</name><uri>http://www.blogger.com/profile/08627876287889684053</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEjB5q60QrJmtdp-uRVOSgDJoU_UwUdDMGYP4gZDiaAyDqiCLASv55oiOv_Cn_XohzTxBUhKaVD8PXorOpjgsTfkHwiPbjENexp8YsmufUZBcKY3eSGsfZ4cgSP6gYyzI7q5nhCoV6dM1D5XoLlTNhbfYYpuJzmL7wBZ_9EsTKqUWpevDekSbvPfFCmqCFc=s72-w131-h161-c" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9128960898000359877.post-8426677252308870382</id><published>2024-05-06T11:56:00.002+02:00</published><updated>2024-05-06T11:56:48.761+02:00</updated><title type='text'>UNOS PERGAMINOS CARBONIZADOS DEL VESUBIO TIENEN LA CLAVE DE LA MUERTE DE PLATÓN</title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;span style=&quot;font-family: arial;&quot;&gt;La importancia de aplicar adecuadamente las nuevas tecnologías de IA y como está y otras herramientas nos ayudan a entender mejor nuestro pasado.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://es.euronews.com/cultura/2024/05/01/unos-pergaminos-carbonizados-del-vesubio-tienen-la-clave-de-la-muerte-de-platon&quot;&gt;Unos pergaminos carbonizados del Vesubio tienen la clave de la muerte de Platón | Euronews&lt;/a&gt;&lt;/p&gt;&lt;p class=&quot;c-article-summary&quot; style=&quot;border: 0px; box-sizing: inherit; color: #1a1b1b; font-family: Inter, &amp;quot;Arial size-adjust&amp;quot;, Arial, sans-serif; font-size: 18px; font-weight: 700; letter-spacing: -0.02em; line-height: 1.625rem; margin: 0px; padding: 0px; text-rendering: optimizelegibility; vertical-align: initial;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhvzHaJ0TPqaXn3vLY0_snv-xHTt-Z4QlNgEtvAlEeUm2WJCYajkyXCJCtt5A_7KlU0kav7NIAMLB1XO445HdKfUPCLBsGBLnJQQvwmslUZ_KDnFE-GOi147WUON754gulhqFEKXNFowaRKYEqpzsQeWCvQIx9vYfFQy7Z40CXN3xoXgPbylN1qTVjhdsg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;1080&quot; data-original-width=&quot;1920&quot; height=&quot;180&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhvzHaJ0TPqaXn3vLY0_snv-xHTt-Z4QlNgEtvAlEeUm2WJCYajkyXCJCtt5A_7KlU0kav7NIAMLB1XO445HdKfUPCLBsGBLnJQQvwmslUZ_KDnFE-GOi147WUON754gulhqFEKXNFowaRKYEqpzsQeWCvQIx9vYfFQy7Z40CXN3xoXgPbylN1qTVjhdsg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;c-article-summary&quot; style=&quot;border: 0px; box-sizing: inherit; color: #1a1b1b; font-family: Inter, &amp;quot;Arial size-adjust&amp;quot;, Arial, sans-serif; font-size: 18px; font-weight: 700; letter-spacing: -0.02em; line-height: 1.625rem; margin: 0px; padding: 0px; text-rendering: optimizelegibility; vertical-align: initial;&quot;&gt;La historia desconocida de la muerte del célebre filósofo Platón puede haber sido revelada a partir de un antiguo pergamino que acaba de ser descifrado.&lt;/p&gt;&lt;div class=&quot;c-article-content js-article-content &quot; style=&quot;background-repeat: no-repeat; border: 0px; box-sizing: inherit; color: #1a1b1b; font-family: Inter, &amp;quot;Arial size-adjust&amp;quot;, Arial, sans-serif; font-size: 1rem; margin: 0px; padding: 0px; transition: font-size 1s ease 0s; vertical-align: initial;&quot;&gt;&lt;div class=&quot;c-article-content__first-element&quot; style=&quot;background-repeat: no-repeat; border: 0px; box-sizing: inherit; margin: 0px; min-width: 650px; padding: 0px; vertical-align: initial;&quot;&gt;&lt;/div&gt;&lt;p style=&quot;border: 0px; box-sizing: inherit; letter-spacing: -0.02em; line-height: 1.5rem; margin: 1rem 0px 0px; padding: 0px; text-rendering: optimizelegibility; vertical-align: initial;&quot;&gt;Investigadores de la&amp;nbsp;&lt;strong style=&quot;border: 0px; box-sizing: inherit; margin: 0px; padding: 0px; vertical-align: initial;&quot;&gt;Universidad de Pisa&lt;/strong&gt;&amp;nbsp;han descubierto una narración que pretende&amp;nbsp;&lt;strong style=&quot;border: 0px; box-sizing: inherit; margin: 0px; padding: 0px; vertical-align: initial;&quot;&gt;contar las últimas horas de Platón&lt;/strong&gt;, uno de los más grandes filósofos de la Antigua Grecia. La narración se encontró en un rollo de&amp;nbsp;&lt;a href=&quot;https://es.euronews.com/2024/03/06/el-desafio-vesubio-resolvio-el-problema-de-los-pergaminos-que-se-desenrollan-virtualmente&quot; style=&quot;border: 0px; box-sizing: inherit; cursor: pointer; font-weight: 600; margin: 0px; padding: 0px; text-decoration-line: none; transition: opacity 0.3s ease-in-out 0s; vertical-align: initial;&quot;&gt;&lt;span style=&quot;border: 0px; box-sizing: inherit; font-weight: inherit; margin: 0px; padding: 0px; vertical-align: initial;&quot;&gt;papiro&lt;/span&gt;&amp;nbsp;que había sido destruido casi por completo&lt;/a&gt;&amp;nbsp;en la erupción del monte&amp;nbsp;&lt;strong style=&quot;border: 0px; box-sizing: inherit; margin: 0px; padding: 0px; vertical-align: initial;&quot;&gt;Vesubio en el 79 d.C.&lt;/strong&gt;&lt;/p&gt;&lt;p style=&quot;border: 0px; box-sizing: inherit; letter-spacing: -0.02em; line-height: 1.5rem; margin: 1rem 0px 0px; padding: 0px; text-rendering: optimizelegibility; vertical-align: initial;&quot;&gt;En el texto, cuenta la historia del filósofo,&amp;nbsp;&lt;strong style=&quot;border: 0px; box-sizing: inherit; margin: 0px; padding: 0px; vertical-align: initial;&quot;&gt;discípulo de Sócrates&lt;/strong&gt;, que murió en el 348 a. C. El pensador falleció en la cama mientras&amp;nbsp;&lt;strong style=&quot;border: 0px; box-sizing: inherit; margin: 0px; padding: 0px; vertical-align: initial;&quot;&gt;escuchaba a una esclava&lt;/strong&gt;&amp;nbsp;tracia&amp;nbsp;&lt;strong style=&quot;border: 0px; box-sizing: inherit; margin: 0px; padding: 0px; vertical-align: initial;&quot;&gt;tocarle la&lt;/strong&gt;&lt;strong style=&quot;border: 0px; box-sizing: inherit; margin: 0px; padding: 0px; vertical-align: initial;&quot;&gt;flauta&lt;/strong&gt;, según sugiere el texto. Murió y fue&amp;nbsp;&lt;strong style=&quot;border: 0px; box-sizing: inherit; margin: 0px; padding: 0px; vertical-align: initial;&quot;&gt;enterrado en el jardín de la Academia de Atenas&lt;/strong&gt;, cerca de un santuario sagrado dedicado a las musas.&lt;/p&gt;&lt;p style=&quot;border: 0px; box-sizing: inherit; letter-spacing: -0.02em; line-height: 1.5rem; margin: 1rem 0px 0px; padding: 0px; text-rendering: optimizelegibility; vertical-align: initial;&quot;&gt;&lt;span style=&quot;letter-spacing: -0.32px;&quot;&gt;Este nuevo texto concuerda con algunos detalles que el filósofo epicúreo Filodemo creía anteriormente sobre la muerte de Platón, pero añade información potencial sobre su&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;border: 0px; box-sizing: inherit; letter-spacing: -0.32px; margin: 0px; padding: 0px; vertical-align: initial;&quot;&gt;comportamiento&lt;/strong&gt;&lt;span style=&quot;letter-spacing: -0.32px;&quot;&gt;&amp;nbsp;en sus últimos momentos. Contrasta la narración de&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;border: 0px; box-sizing: inherit; letter-spacing: -0.32px; margin: 0px; padding: 0px; vertical-align: initial;&quot;&gt;Diógenes&lt;/strong&gt;&lt;span style=&quot;letter-spacing: -0.32px;&quot;&gt;&amp;nbsp;Laertius de que Platón murió en un&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;border: 0px; box-sizing: inherit; letter-spacing: -0.32px; margin: 0px; padding: 0px; vertical-align: initial;&quot;&gt;banquete de bodas.&lt;/strong&gt;&lt;/p&gt;&lt;p style=&quot;border: 0px; box-sizing: inherit; letter-spacing: -0.02em; line-height: 1.5rem; margin: 1rem 0px 0px; padding: 0px; text-rendering: optimizelegibility; vertical-align: initial;&quot;&gt;&lt;span style=&quot;letter-spacing: -0.32px;&quot;&gt;También especifica&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;border: 0px; box-sizing: inherit; letter-spacing: -0.32px; margin: 0px; padding: 0px; vertical-align: initial;&quot;&gt;en qué parte de la Academia pudo haber sido enterrado&lt;/strong&gt;&lt;span style=&quot;letter-spacing: -0.32px;&quot;&gt;&amp;nbsp;Platón por primera vez.&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;widget widget--type-image widget--size-fullwidth widget--align-center&quot; data-peekaboo=&quot;widget--animation-ease-in-up&quot; data-ratio=&quot;0.5625&quot; style=&quot;background-repeat: no-repeat; border: 0px; box-sizing: inherit; clear: both; margin: 2rem auto 0px; min-height: 366px; opacity: 1; overflow: hidden; padding: 0px; position: relative; transform: translate(0px); transition: opacity 1.3s ease 0s, transform 1.3s ease 0s; vertical-align: initial; width: 650px;&quot;&gt;&lt;div class=&quot;widget__wrapper&quot; style=&quot;background-repeat: no-repeat; border: 0px; box-sizing: inherit; margin: 0px; padding: 0px; vertical-align: initial;&quot;&gt;&lt;div class=&quot;widget__ratio widget__ratio--auto&quot; style=&quot;background-repeat: no-repeat; border: 0px; box-sizing: inherit; height: auto; margin: 0px; max-width: 100%; overflow: visible; padding: 0px; position: static; vertical-align: initial;&quot;&gt;&lt;div class=&quot;widget__contents&quot; style=&quot;background-repeat: no-repeat; border: 0px; box-sizing: inherit; height: auto; margin: 0px; max-width: 100%; overflow: visible; padding: 0px; position: static; vertical-align: initial;&quot;&gt;&lt;figure class=&quot;widget__figure&quot; style=&quot;border: 0px; box-sizing: inherit; height: 393.783px; margin: 0px; padding: 0px; vertical-align: initial; width: 650px;&quot;&gt;&lt;img alt=&quot;The Academy in Athens, as painted by Raphael&quot; class=&quot;widgetImage__image&quot; loading=&quot;lazy&quot; pinger-seen=&quot;true&quot; sizes=&quot;(max-width: 768px) 95vw, (max-width: 1024px) 80vw, (max-width: 1280px) 55vw, 728px&quot; src=&quot;https://static.euronews.com/articles/stories/08/40/74/20/808x454_cmsv2_538a0770-bbe4-5181-bbff-9386398e26e9-8407420.jpg&quot; srcset=&quot;https://static.euronews.com/articles/stories/08/40/74/20/384x216_cmsv2_538a0770-bbe4-5181-bbff-9386398e26e9-8407420.jpg 384w, https://static.euronews.com/articles/stories/08/40/74/20/640x360_cmsv2_538a0770-bbe4-5181-bbff-9386398e26e9-8407420.jpg 640w, https://static.euronews.com/articles/stories/08/40/74/20/750x422_cmsv2_538a0770-bbe4-5181-bbff-9386398e26e9-8407420.jpg 750w, https://static.euronews.com/articles/stories/08/40/74/20/828x466_cmsv2_538a0770-bbe4-5181-bbff-9386398e26e9-8407420.jpg 828w, https://static.euronews.com/articles/stories/08/40/74/20/1080x608_cmsv2_538a0770-bbe4-5181-bbff-9386398e26e9-8407420.jpg 1080w, https://static.euronews.com/articles/stories/08/40/74/20/1200x675_cmsv2_538a0770-bbe4-5181-bbff-9386398e26e9-8407420.jpg 1200w, https://static.euronews.com/articles/stories/08/40/74/20/1920x1080_cmsv2_538a0770-bbe4-5181-bbff-9386398e26e9-8407420.jpg 1920w&quot; style=&quot;border: 0px; box-sizing: inherit; height: auto; margin: 0px; max-width: 100%; padding: 0px; vertical-align: middle; width: 650px;&quot; /&gt;&lt;figcaption class=&quot;widget__caption&quot; style=&quot;border: 0px; box-sizing: inherit; font-size: 0.9em; font-style: italic; margin: 0px; padding: 0px; text-align: center; vertical-align: initial; width: 650px;&quot;&gt;&lt;span class=&quot;widget__captionWrap&quot; style=&quot;border: 0px; box-sizing: inherit; color: #666767; display: inline-block; line-height: 1.4; margin: 0px; padding: 0.5rem 0px 0px; text-align: left; vertical-align: initial;&quot;&gt;&lt;span class=&quot;widget__captionText&quot; style=&quot;border: 0px; box-sizing: inherit; color: #1a1b1b; font-size: 0.875rem; margin: 0px; padding: 0px; vertical-align: initial;&quot;&gt;The Academy in Athens, as painted by Raphael&lt;/span&gt;&lt;span class=&quot;widget__captionCredit&quot; style=&quot;border: 0px; box-sizing: inherit; color: #7c8789; font-size: 0.625rem; font-style: normal; margin: 0px; padding: 0px; vertical-align: initial;&quot;&gt;Canva&lt;/span&gt;&lt;/span&gt;&lt;/figcaption&gt;&lt;/figure&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;p style=&quot;border: 0px; box-sizing: inherit; letter-spacing: -0.02em; line-height: 1.5rem; margin: 2rem 0px 0px; padding: 0px; text-rendering: optimizelegibility; vertical-align: initial;&quot;&gt;Además de los detalles sobre su muerte, los pergaminos también podrían revelar información sobre&amp;nbsp;&lt;strong style=&quot;border: 0px; box-sizing: inherit; margin: 0px; padding: 0px; vertical-align: initial;&quot;&gt;la vida de Platón&lt;/strong&gt;. Sugiere que el erudito pudo haber sido&amp;nbsp;&lt;strong style=&quot;border: 0px; box-sizing: inherit; margin: 0px; padding: 0px; vertical-align: initial;&quot;&gt;vendido como esclavo&lt;/strong&gt;&amp;nbsp;en la isla de Egina, ya sea alrededor del 404 a.C., cuando los espartanos conquistaron la isla, o cinco años después, tras la ejecución de Sócrates.&lt;/p&gt;&lt;h2 style=&quot;border: 0px; box-sizing: inherit; font-size: 1.25rem; letter-spacing: -0.02em; line-height: 1.5rem; margin: 2rem 0px 0px; padding: 0px; text-rendering: optimizelegibility; vertical-align: initial;&quot;&gt;La IA, clave para descifrar los papiros&lt;/h2&gt;&lt;p style=&quot;border: 0px; box-sizing: inherit; letter-spacing: -0.02em; line-height: 1.5rem; margin: 1rem 0px 0px; padding: 0px; text-rendering: optimizelegibility; vertical-align: initial;&quot;&gt;Este es solo el último descubrimiento que se obtiene al descifrar los famosos&amp;nbsp;&lt;strong style=&quot;border: 0px; box-sizing: inherit; margin: 0px; padding: 0px; vertical-align: initial;&quot;&gt;papiros de Herculano&lt;/strong&gt;, una colección de pergaminos que antes se consideraban ilegibles debido a los daños causados por la erupción del monte Vesubio.&lt;/p&gt;&lt;p style=&quot;border: 0px; box-sizing: inherit; letter-spacing: -0.02em; line-height: 1.5rem; margin: 1rem 0px 0px; padding: 0px; text-rendering: optimizelegibility; vertical-align: initial;&quot;&gt;Los papiros de Herculano fueron&amp;nbsp;&lt;strong style=&quot;border: 0px; box-sizing: inherit; margin: 0px; padding: 0px; vertical-align: initial;&quot;&gt;descubiertos en 1752 por un granjero&lt;/strong&gt;. Al principio, se pensaba que la mayoría de los rollos carbonizados eran solo carboncillo. Solo cuando alguien notó el débil rastro de las letras se reconoció la amplitud del conocimiento histórico atrapado bajo el papiro carbonizado.&lt;/p&gt;&lt;p style=&quot;border: 0px; box-sizing: inherit; letter-spacing: -0.02em; line-height: 1.5rem; margin: 1rem 0px 0px; padding: 0px; text-rendering: optimizelegibility; vertical-align: initial;&quot;&gt;Si bien los primeros intentos de descifrar algunos de los delicados pergaminos acabaron con su destrucción, cientos de otros pergaminos se han conservado en&amp;nbsp;&lt;strong style=&quot;border: 0px; box-sizing: inherit; margin: 0px; padding: 0px; vertical-align: initial;&quot;&gt;museos&lt;/strong&gt;&amp;nbsp;de todo el mundo.&amp;nbsp;Para fomentar el desciframiento de los papiros de Herculano, en 2023 se creó el&amp;nbsp;&lt;strong style=&quot;border: 0px; box-sizing: inherit; margin: 0px; padding: 0px; vertical-align: initial;&quot;&gt;&lt;a href=&quot;https://es.euronews.com/2024/03/06/el-desafio-vesubio-resolvio-el-problema-de-los-pergaminos-que-se-desenrollan-virtualmente&quot; style=&quot;border: 0px; box-sizing: inherit; cursor: pointer; margin: 0px; padding: 0px; text-decoration-line: none; transition: opacity 0.3s ease-in-out 0s; vertical-align: initial;&quot;&gt;Desafío del Vesubio&lt;/a&gt;&lt;/strong&gt;&amp;nbsp;con un fondo de premios de más de un millón de dólares (930.000 euros) para los&amp;nbsp;&lt;strong style=&quot;border: 0px; box-sizing: inherit; margin: 0px; padding: 0px; vertical-align: initial;&quot;&gt;investigadores&lt;/strong&gt;&amp;nbsp;que pudieran avanzar con los pergaminos carbonizados.&lt;/p&gt;&lt;div class=&quot;widget widget--type-image widget--size-fullwidth widget--align-center&quot; data-peekaboo=&quot;widget--animation-ease-in-up&quot; data-ratio=&quot;0.5625&quot; style=&quot;background-repeat: no-repeat; border: 0px; box-sizing: inherit; clear: both; margin: 2rem auto 0px; min-height: 366px; opacity: 1; overflow: hidden; padding: 0px; position: relative; transform: translate(0px); transition: opacity 1.3s ease 0s, transform 1.3s ease 0s; vertical-align: initial; width: 650px;&quot;&gt;&lt;div class=&quot;widget__wrapper&quot; style=&quot;background-repeat: no-repeat; border: 0px; box-sizing: inherit; margin: 0px; padding: 0px; vertical-align: initial;&quot;&gt;&lt;div class=&quot;widget__ratio widget__ratio--auto&quot; style=&quot;background-repeat: no-repeat; border: 0px; box-sizing: inherit; height: auto; margin: 0px; max-width: 100%; overflow: visible; padding: 0px; position: static; vertical-align: initial;&quot;&gt;&lt;div class=&quot;widget__contents&quot; style=&quot;background-repeat: no-repeat; border: 0px; box-sizing: inherit; height: auto; margin: 0px; max-width: 100%; overflow: visible; padding: 0px; position: static; vertical-align: initial;&quot;&gt;&lt;figure class=&quot;widget__figure&quot; style=&quot;border: 0px; box-sizing: inherit; height: 393.783px; margin: 0px; padding: 0px; vertical-align: initial; width: 650px;&quot;&gt;&lt;img alt=&quot;Mount Vesuvius&#39;s eruption by Albert Bierstadt&quot; class=&quot;widgetImage__image&quot; loading=&quot;lazy&quot; pinger-seen=&quot;true&quot; sizes=&quot;(max-width: 768px) 95vw, (max-width: 1024px) 80vw, (max-width: 1280px) 55vw, 728px&quot; src=&quot;https://static.euronews.com/articles/stories/08/40/74/20/808x454_cmsv2_b0fce76c-fd8e-5bd9-ae2a-371bec10a9b9-8407420.jpg&quot; srcset=&quot;https://static.euronews.com/articles/stories/08/40/74/20/384x216_cmsv2_b0fce76c-fd8e-5bd9-ae2a-371bec10a9b9-8407420.jpg 384w, https://static.euronews.com/articles/stories/08/40/74/20/640x360_cmsv2_b0fce76c-fd8e-5bd9-ae2a-371bec10a9b9-8407420.jpg 640w, https://static.euronews.com/articles/stories/08/40/74/20/750x422_cmsv2_b0fce76c-fd8e-5bd9-ae2a-371bec10a9b9-8407420.jpg 750w, https://static.euronews.com/articles/stories/08/40/74/20/828x466_cmsv2_b0fce76c-fd8e-5bd9-ae2a-371bec10a9b9-8407420.jpg 828w, https://static.euronews.com/articles/stories/08/40/74/20/1080x608_cmsv2_b0fce76c-fd8e-5bd9-ae2a-371bec10a9b9-8407420.jpg 1080w, https://static.euronews.com/articles/stories/08/40/74/20/1200x675_cmsv2_b0fce76c-fd8e-5bd9-ae2a-371bec10a9b9-8407420.jpg 1200w, https://static.euronews.com/articles/stories/08/40/74/20/1920x1080_cmsv2_b0fce76c-fd8e-5bd9-ae2a-371bec10a9b9-8407420.jpg 1920w&quot; style=&quot;border: 0px; box-sizing: inherit; height: auto; margin: 0px; max-width: 100%; padding: 0px; vertical-align: middle; width: 650px;&quot; /&gt;&lt;figcaption class=&quot;widget__caption&quot; style=&quot;border: 0px; box-sizing: inherit; font-size: 0.9em; font-style: italic; margin: 0px; padding: 0px; text-align: center; vertical-align: initial; width: 650px;&quot;&gt;&lt;span class=&quot;widget__captionWrap&quot; style=&quot;border: 0px; box-sizing: inherit; color: #666767; display: inline-block; line-height: 1.4; margin: 0px; padding: 0.5rem 0px 0px; text-align: left; vertical-align: initial;&quot;&gt;&lt;span class=&quot;widget__captionText&quot; style=&quot;border: 0px; box-sizing: inherit; color: #1a1b1b; font-size: 0.875rem; margin: 0px; padding: 0px; vertical-align: initial;&quot;&gt;Mount Vesuvius&#39;s eruption by Albert Bierstadt&lt;/span&gt;&lt;span class=&quot;widget__captionCredit&quot; style=&quot;border: 0px; box-sizing: inherit; color: #7c8789; font-size: 0.625rem; font-style: normal; margin: 0px; padding: 0px; vertical-align: initial;&quot;&gt;Canva&lt;/span&gt;&lt;/span&gt;&lt;/figcaption&gt;&lt;/figure&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;p style=&quot;border: 0px; box-sizing: inherit; letter-spacing: -0.02em; line-height: 1.5rem; margin: 2rem 0px 0px; padding: 0px; text-rendering: optimizelegibility; vertical-align: initial;&quot;&gt;Desde entonces, Luke Farritor, de 21 años, ganó 40.000$ (37.000€) en el desafío por&amp;nbsp;&lt;strong style=&quot;border: 0px; box-sizing: inherit; margin: 0px; padding: 0px; vertical-align: initial;&quot;&gt;decodificar con éxito la primera palabra completa&lt;/strong&gt;&amp;nbsp;de los pergaminos al encontrar la palabra&amp;nbsp;&lt;strong style=&quot;border: 0px; box-sizing: inherit; margin: 0px; padding: 0px; vertical-align: initial;&quot;&gt;&quot;ΠΟΡΦΥΡΑϹ&quot;&lt;/strong&gt;&amp;nbsp;(morado, un color vinculado a la realeza).&amp;nbsp;A principios de este año, Youssef Nader, Julian Schilliger y Farritor ganaron un premio mayor de&amp;nbsp;&lt;strong style=&quot;border: 0px; box-sizing: inherit; margin: 0px; padding: 0px; vertical-align: initial;&quot;&gt;850.000 dólares&lt;/strong&gt;&amp;nbsp;(790.000 euros) por&amp;nbsp;&lt;strong style=&quot;border: 0px; box-sizing: inherit; margin: 0px; padding: 0px; vertical-align: initial;&quot;&gt;decodificar con éxito el 5%&lt;/strong&gt;&amp;nbsp;de uno de los rollos de papiros.&lt;/p&gt;&lt;p style=&quot;border: 0px; box-sizing: inherit; letter-spacing: -0.02em; line-height: 1.5rem; margin: 1rem 0px 0px; padding: 0px; text-rendering: optimizelegibility; vertical-align: initial;&quot;&gt;Este último descubrimiento de la narración de Platón fue dirigido por el profesor Graziano Ranocchia de la&amp;nbsp;&lt;strong style=&quot;border: 0px; box-sizing: inherit; margin: 0px; padding: 0px; vertical-align: initial;&quot;&gt;Universidad de Nápoles&lt;/strong&gt;. El equipo de Ranocchia leyó los papiros con un&amp;nbsp;&lt;strong style=&quot;border: 0px; box-sizing: inherit; margin: 0px; padding: 0px; vertical-align: initial;&quot;&gt;ojo biónico&lt;/strong&gt;.&amp;nbsp;En una presentación en la Biblioteca Nacional de Nápoles, Ranocchia agradeció &quot;las técnicas de diagnóstico por imágenes más avanzadas&quot;.&amp;nbsp;&quot;Por fin podemos leer y descifrar nuevas secciones de textos que antes parecían inaccesibles&quot;, dijo.&lt;/p&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lostrescientos.blogspot.com/feeds/8426677252308870382/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/9128960898000359877/8426677252308870382?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/8426677252308870382'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/8426677252308870382'/><link rel='alternate' type='text/html' href='http://lostrescientos.blogspot.com/2024/05/unos-pergaminos-carbonizados-del.html' title='UNOS PERGAMINOS CARBONIZADOS DEL VESUBIO TIENEN LA CLAVE DE LA MUERTE DE PLATÓN'/><author><name>Federico Mor</name><uri>http://www.blogger.com/profile/08627876287889684053</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEhvzHaJ0TPqaXn3vLY0_snv-xHTt-Z4QlNgEtvAlEeUm2WJCYajkyXCJCtt5A_7KlU0kav7NIAMLB1XO445HdKfUPCLBsGBLnJQQvwmslUZ_KDnFE-GOi147WUON754gulhqFEKXNFowaRKYEqpzsQeWCvQIx9vYfFQy7Z40CXN3xoXgPbylN1qTVjhdsg=s72-c" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9128960898000359877.post-934397640383501521</id><published>2023-12-13T10:47:00.082+01:00</published><updated>2023-12-14T12:00:37.708+01:00</updated><title type='text'>LA LIBERTAD DE EXPRESIÓN - INFORMACIÓN, OPINIÓN, MANIPULACIÓN, CENSURA</title><content type='html'>&lt;div style=&quot;text-align: left;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Actualmente en España
demasiados medios de comunicación han abandonado los fundamentos de la noticia,
que no son otros que la objetividad, el interés y la actualidad, los grandes
grupos de comunicación por su ideario político/religioso y por sugerencia de
sus expertos, han adoptado la fórmula de mezclar la información y la opinión de
periodistas a sueldo, politólogos o de especialista, en el mejor de los casos a
partes iguales, porque según los expertos de los distintos medios, este es el
formato que demanda la ciudadanía actualmente.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Para que el ciudadano sea
libre y se pueda formar su propia opinión, la objetividad y la claridad en la
exposición de las noticias es un requisito indispensable, el ciudadano necesita
de esa objetividad y de un equilibrio entre ambas cuestiones, con el fin de que
el ciudadano pueda formar su propia opinión sobre un hecho concreto.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Pero en España existen
demasiados y poderosos medios de comunicación que para ellos el equilibrio
entre ambas cuestiones no existe, su opinión sobre un tema, una noticia o una
realidad es más importante que la objetividad, lo que supone de hecho la
aceptación de la manipulación como medio de trasladar la información a la
ciudadanía, ya que su principal &amp;nbsp;función es
la de influir en la opinión pública.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Este honorable colectivo es
un firme defensor de la españolidad, de la libertad en el sentido más amplio
que te puedas imaginar, la de la ley del embudo y sobre todo de la libertad de
expresión. Un colectivo defensor de la polarización, de la posverdad, del
adoctrinamiento y del negacionismo, y a este fin dedican todo su tiempo y su
dinero.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;En nombre de esa libertad
de expresión esos medios de comunicación utilizan el adoctrinamiento, para ello
se valen de todas técnicas de manipulación aprendidas y retorcidas que conocen
y poseen, técnicas que ya en el año 2002, el escritor francés Sylvain Timsit
denominó como “Las 10 estrategias de manipulación mediática”&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;ol style=&quot;text-align: left;&quot;&gt;&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES; mso-font-kerning: 18.0pt;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Distracción.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;ol&gt;&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES; mso-font-kerning: 18.0pt;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Consiste en lograr desviar la atención de asuntos de
gran importancia, para conseguir que la ciudadanía no muestre ningún interés
por esos asuntos.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES; mso-font-kerning: 18.0pt;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Problema – Reacción – Solución.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;ol&gt;&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES; mso-font-kerning: 18.0pt;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Consiste en&amp;nbsp;crear un problema para luego, en
base a la respuesta del público, solucionarlo.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES; mso-font-kerning: 18.0pt;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Gradualidad&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;ol&gt;&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES; mso-font-kerning: 18.0pt;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Consiste en&amp;nbsp;
aplicar lentamente una medida inaceptable e impopular.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES; mso-font-kerning: 18.0pt;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Diferir&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;ol&gt;&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES; mso-font-kerning: 18.0pt;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Consiste en diferir una medida inaceptable e
impopular, para que sea asumida por él ciudadano.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES; mso-font-kerning: 18.0pt;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Infantilizar&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;ol&gt;&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES; mso-font-kerning: 18.0pt;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Consiste en la utilización de un discurso y
argumentos simplista para explicar una problemática. &lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES; mso-font-kerning: 18.0pt;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Apelar a la emoción&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;ol&gt;&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES; mso-font-kerning: 18.0pt;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Consiste en apelar a las emociones para
cortocircuitar cualquier razonamiento lógico.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES; mso-font-kerning: 18.0pt;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Mantener al público en la ignorancia y la mediocridad&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;ol&gt;&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES; mso-font-kerning: 18.0pt;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Consiste en mantener a la ciudadanía aislada de la
realidad y del conocimiento para que así sea más fácil el manipularles.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES; mso-font-kerning: 18.0pt;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Estimular para contribuir a la mediocridad&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;ol&gt;&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES; mso-font-kerning: 18.0pt;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Consiste en hacernos creer que somos nosotros los
que decidimos y ver que nos están condicionando nuestra decisión.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES; mso-font-kerning: 18.0pt;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Auto culpabilidad&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;ol&gt;&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES; mso-font-kerning: 18.0pt;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Consiste en que creamos que somos culpables de
situaciones que nosotros no controlamos.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES; mso-font-kerning: 18.0pt;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Conocimiento total del público&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;ol&gt;&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES; mso-font-kerning: 18.0pt;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Consiste en la utilización de los avances
psicológicos, sociales y tecnológicos para conocer y condicionar las decisiones
de la ciudadanía.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;/ol&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; line-height: 115%;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: 12pt; letter-spacing: -0.25pt;&quot;&gt;Las noticias políticas,
las económicas, las malas noticias en general, las catástrofes naturales en
particular, las guerras, el catastrofismo y por supuesto el fútbol, son el eje
de las escaletas de la mayoría de los informativos en España. Sobre estas noticias
se estructuran las escaletas de la prensa escrita y digital, los programas de
debate y los informativos de radio y televisión, en fin los distintos medios de
comunicación utilizan estas técnicas/estrategias/herramientas, en beneficio de
determinados grupos económicos y políticos, con la finalidad de formar una
opinión entre la ciudadanía afín a sus idearios e intereses, buenos más bien en
deformar dicha realidad, de esta forma tendremos una opinión o visión
distorsionada de un hecho, de un problema o de una realidad.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: 12pt; letter-spacing: -0.25pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Para explicar a lo que me
refiero valgan un par de ejemplos:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 0cm 18pt; mso-outline-level: 1; text-align: justify; vertical-align: baseline;&quot;&gt;&lt;/p&gt;&lt;ol&gt;&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES; mso-font-kerning: 18.0pt;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Se reducen los efectivos de los Cuerpos y Fuerzas de
Seguridad del Estado y de las Policías Locales, una consecuencia directa de
esta acción es el aumento la inseguridad ciudadana, la intensificación de la
violencia urbana y/o la posibilidad de que se produzcan atentados violentos,
con la finalidad de que la ciudadanía exija a sus dirigentes leyes de seguridad
más estrictas, aunque esas normas supongan recortes o perjuicios sobre las
libertades individuales.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES; mso-font-kerning: 18.0pt;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Los grandes grupos económicos, favorecen y/o crean
crisis económicas locales y globales, cual es el mensaje que se traslada a la
ciudadanía “Los españoles han vivido por encima de nuestras posibilidades”, la
finalidad de este tipo de mensaje es condicionar la opinión pública de que el
retroceso de los derechos sociales y el desmantelamiento de los servicios
públicos como un mal necesario.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Veamos un último ejemplo,
en una cadena de televisión nacional, la presentadora introdujo una noticia en
su mesa de debate, el titular era el siguiente “Una familia, residente en la
provincia de Tarragona, había solicitado una plaza para escolarizar a su hijo
en un centro que está ubicado a escasos 500 metros de su residencia y el
ayuntamiento se le había denegado, a la vez que les había asignado una plaza en
otro centro que obligaba al menor a tener que desplazarse más de 5 km”. La
presentadora del programa partiendo de esta información y tras escuchar a los
padres del menor que cargan contra el Ayuntamiento por no defender y no atender
la petición de escolarización de su hijo. A partir de ese momento la
presentadora pasa a dar su opinión este hecho es una atrocidad y continua
indicando que se trata de una arbitrariedad de la administración local
correspondiente, sin más aclaración solicita la opinión de los tertulianos que
componen la mesa, de distintas ideologías políticas, una parte de la mesa carga
contra la administración local, la otra parte no opina por falta de información.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Cuando analizas
detenidamente esta noticia, te das cuenta que la noticia está mal enfocada
desde el inicio, veamos porque:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 0cm; mso-outline-level: 1; text-align: justify; vertical-align: baseline;&quot;&gt;



&lt;/p&gt;&lt;ol&gt;&lt;li&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES; mso-font-kerning: 18.0pt;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Los padres efectivamente han solicitado con buen
criterio una plaza para la escolarización de su hijo en el centro más cercano.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES; mso-font-kerning: 18.0pt;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;El Ayuntamiento cumpliendo con su obligación les
asigna una plaza escolar en el centro escolar más cercano a su domicilio.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES; mso-font-kerning: 18.0pt;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;El Ayuntamiento no puede defender la posición sobre
la solicitud de los padres, no por arbitrariedad, sino porque el centro que
solicitaban los padres está ubicado en el término de otro municipio.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;No sé quién, es el padre
o la madre, del análisis de esta información, pero tanto el titular, como la
exposición de la noticias, deja mucho que desear, y no entro a comentar las
opiniones que se vertieron, por no tacharlo de manipulación.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; letter-spacing: -0.25pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Por último cuando leo,
escucho y/o veo los informativos en determinados medios de comunicación,
alucino con el nivel explicativo y de análisis de los especialistas e
informadores, porque destrozan los fundamentos de la noticia. Que recordemos
son la objetividad, el interés y la actualidad, aunque no los utilicen. Ya que
su único fin es la manipulación de la información a través de la utilización de
los avances psicológicos, sociales y tecnológicos para condicionar las
decisiones de la ciudadanía, en nombre de la libertad de expresión.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lostrescientos.blogspot.com/feeds/934397640383501521/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/9128960898000359877/934397640383501521?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/934397640383501521'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/934397640383501521'/><link rel='alternate' type='text/html' href='http://lostrescientos.blogspot.com/2023/12/la-libertad-de-expresion-informacion.html' title='LA LIBERTAD DE EXPRESIÓN - INFORMACIÓN, OPINIÓN, MANIPULACIÓN, CENSURA'/><author><name>Federico Mor</name><uri>http://www.blogger.com/profile/08627876287889684053</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9128960898000359877.post-1322578698844200273</id><published>2023-02-23T13:00:00.000+01:00</published><updated>2023-02-23T13:00:27.550+01:00</updated><title type='text'>LA ORDEN DEL TEMPLE EN LA CORONA DE ARAGÓN</title><content type='html'>&lt;p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;span style=&quot;text-align: justify;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhMjlPLHziriHR_HSVJoN1oThKQBkSA23I3mLbnmPnrg0bbOfny8d99Bpet0eg3DuTC_g7dWU2665w0rtMpGke-WMmuL4seiuOF25MhGevXArgkGmmib5fk_kaGRhriPiLy0gxRaEkBiTlh_JsskIG7PfuO9rLACagMRNLj0AiUxeKnQG8CECv_-n2d&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;359&quot; data-original-width=&quot;780&quot; height=&quot;147&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhMjlPLHziriHR_HSVJoN1oThKQBkSA23I3mLbnmPnrg0bbOfny8d99Bpet0eg3DuTC_g7dWU2665w0rtMpGke-WMmuL4seiuOF25MhGevXArgkGmmib5fk_kaGRhriPiLy0gxRaEkBiTlh_JsskIG7PfuO9rLACagMRNLj0AiUxeKnQG8CECv_-n2d&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;span style=&quot;text-align: justify;&quot;&gt;La Orden &lt;/span&gt;&lt;span style=&quot;background: white; color: #202122; text-align: justify;&quot;&gt;de los Pobres Compañeros de Cristo
del Templo de Salomón&lt;/span&gt;&lt;span style=&quot;text-align: justify;&quot;&gt; más conocida
como “Orden del Templo” o “Orden del Temple” fue una de las principales ordenes
monásticas militares católicas, esta orden fue fundada entre 1118 y 1119 por Hugo
de Payens y Godofredo de Saint-Omer junto a otros siete caballeros franceses,
tras la primera cruzada, con el fin de amparar y socorrer a los peregrinos que
acudían a visitar los Santos Lugares, la mayor parte de los cuales corría el
peligro de caer en manos de ladrones y sarracenos. La Orden fue reconocida en
Jerusalén bajo la denominación de “pobres soldados de Jesucristo” y ante el
patriarca latino de Jerusalén Garmond de Picquigny, donde se les impuso la
regla de los agustinos, y donde realizaron sus votos de &amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: windowtext; text-align: justify;&quot;&gt;pobreza, castidad, obediencia&lt;/span&gt;&lt;span style=&quot;text-align: justify;&quot;&gt;” a la vez que se comprometían a defender a los
peregrinos durante su tránsito por los caminos que les llevaban a Tierra Santa,
la orden fue aprobada oficialmente por la Iglesia Católica en el año 1129 en el
Concilio de Troyes y ratificado por la Bula de Inocencio II “Omne datum optimun”
&amp;nbsp;el 29 de marzo de 1139.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;El gran maestre de los Templarios Hugo de Payens, tras la fundación y a la
espera de la aprobación oficial de la Orden, inicia un viaje por todos los
reinos cristianos de occidente para visitar Francia, Inglaterra, Portugal,
Castilla y la Corona de Aragón, entre otros, en todos ellos el Gran Maestre y
su misión en Tierra Santa tuvieron una magnífica acogida.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Pero en la Península Ibérica se daban unas circunstancias muy diferentes al
resto de Europa &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;y a la vez muy similares
a las de Tierra Santa, de guerra contra él infiel, de recuperación del
territorio ocupado por los musulmanes, de defensa y auxilio a los peregrinos en
su viaje a lugares santos, tan emblemáticos como son y eran, la peregrinación
para venerar los restos del Apóstol Santiago, localizados a principio del S. IX
en la ciudad de Santiago de Compostela, que pertenecía al Reino de León, por
último también se ocupaban de la defensa de los colonos de las&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;tierras fronterizas, es por ello que estas
órdenes y más en concreto los templarios pudieron asentarse con mayor facilidad
en los distintos Reinos cristianos de la Península, especial mención debe tener
la relación de la Orden del Temple con el Reino de León (Portugal) y sobre todo
con los distintos Reinos de la Corona de Aragón, donde esa implantación fue mucho
más evidente, lo que hizo que aumentase su poder político y económico.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Como decíamos el primer castillo que gestiono la orden del Temple en
occidente fue el de Soure en el territorio de Coimbra, este castillo fue una
donación de Infanta Teresa de Portugal, Reina Consorte de León (Alfonso IX), lo
más curioso es que la donación se produce en el mes de marzo de 1129, escasos dos
meses después del reconocimiento oficial de la Orden por el Papado en él
Concilio de Troyes, este castillo se encontraba ubicado muy cerca de la
frontera entre el Reino de Portugal y la Taifa de Badajoz, esta donación tan
temprana puede darnos una idea de la importancia que las órdenes religioso –
militares tuvieron durante la mal denominada reconquistada y más en concreto
los caballeros templarios, de hecho esta donación es anterior al primer
castillo del Temple en Tierra Santa, que fue el de Antioquía.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgLQETvjHVnNa7pPx5EvNOSQTHfVaqi8BKPzjMKWlyGfweeXmNOLa3SOHzCPl4tvfibWrD2tsfVYJ99v68WedjOO2Y_3vv3G3cMXaLVmm-LgoO0DQdW905Nh-H9TvDJgxZdVNbB2jC_D-qyiDQgtayLYA4y4UWr7eMI8RKtlLo7SOLhhoEGRZcnXDuX&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;242&quot; data-original-width=&quot;325&quot; height=&quot;238&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgLQETvjHVnNa7pPx5EvNOSQTHfVaqi8BKPzjMKWlyGfweeXmNOLa3SOHzCPl4tvfibWrD2tsfVYJ99v68WedjOO2Y_3vv3G3cMXaLVmm-LgoO0DQdW905Nh-H9TvDJgxZdVNbB2jC_D-qyiDQgtayLYA4y4UWr7eMI8RKtlLo7SOLhhoEGRZcnXDuX&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Ahora analizaremos más detenidamente como fue la actuación y como fue la
relación de estas órdenes militares con
los monarcas de la Corona de Aragón, y cuáles fueron los motivos por los cuales
se les facilitó enormemente su implantación sobre el territorio.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Las distintas órdenes religioso - militar como la del Temple, la del
Hospital o la de San Jaume, entre otras, tuvieron una actuación esencial y muy
decisiva durante los siglos XII y XIII en la expansión y consolidación de los
dominios de la Corona de Aragón a costa de las taifas Almohades limítrofes, estos
monjes – caballeros formaban la base de los ejércitos de los distintos monarcas
de la Corona de Aragón, pero a la vez eran la piedra angular que les permitía acometer
los procesos de colonización de los nuevos territorios, así como mantener el
control de las fronteras y por último también eran &lt;span style=&quot;background: white;&quot;&gt;una
garantía de seguridad en zonas durante los periodos de paz.&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Pero entre todas las órdenes militares, serán los caballeros de la Orden
del Temple, los que demuestran un mayor apoyo a los monarcas aragoneses en sus
ansias expansivas, de hecho a mediados del siglo XII ya se encontraba
perfectamente establecidos en los territorios de la Corona, donde contaban con
numerosos privilegios y donaciones. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;En el 1131 muere Ramón Berenguer III Conde Barcelona, Gerona, Osuna,
Provenza y Cerdeña y es enterrado con el hábito de la Orden del Temple y ese
mismo año se produce la primera de las donaciones de las muchas que se
realizaron en la Corona de Aragón, es Guillermo Ramón I de Moncada “El Gran
Senescal de Barcelona” quien dona el alodio de Sant Pere de Vilamajor.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Ahora veremos la donación más importante de la Corona de Aragón, a &amp;nbsp;la muerte de Pedro I de Aragón en el 1104, al no
tener descendencia viva, es nombrado rey de Aragón y Pamplona su hermanastro
Alfonso I al que se le conoce con el sobre nombre de “El Batallador”, Alfonso
era el tercero en la línea dinástica, es uno de los hijos de Sancho Ramírez de
Aragón y de su segunda esposa Felicia de Roucy, dado que él no estaba llamado a
ser rey, dedico su infancia a la vida monástica y también pasó algún tiempo en
Francia en los territorios de la familia de su madre.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;









&lt;span style=&quot;font-size: 11pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Alfonso I se casó en el 1109 con Urraca de León, de
esta manera se unían los reinos más importantes de la península, pero no tuvieron
descendencia, para más INRI en el 1112 su matrimonio fue declarado nulo, por consanguinidad
de los cónyuges, por el Papa Pascual II, bajo amenaza de excomunión y no volvió
a casarse. En el 1131, durante el sitio de Bayona, &amp;nbsp;Alfonso I hace testamento en favor de Dios,
que posteriormente es ratificado el 4 de septiembre de 1134 en Sariñena, tres
días antes de su muerte cerca de Almuniente.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 11pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiGv7C328X589geJxkaiZGOE_XKczvO08Hg5KKwVGjuhPrqaqnQrlePtcDv-nJ-ctrrXC7lCrb_AQqt5d_M-tVdY5GMw-4T6OONtsXptb0Glyy2wG9SMzKWEydn0xtYL5_t2Pzm44iNZL1umcyVWavNEvpgfsOtoO1__msaexOFegQfUEdW9VXo3zC0&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;529&quot; data-original-width=&quot;460&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiGv7C328X589geJxkaiZGOE_XKczvO08Hg5KKwVGjuhPrqaqnQrlePtcDv-nJ-ctrrXC7lCrb_AQqt5d_M-tVdY5GMw-4T6OONtsXptb0Glyy2wG9SMzKWEydn0xtYL5_t2Pzm44iNZL1umcyVWavNEvpgfsOtoO1__msaexOFegQfUEdW9VXo3zC0&quot; width=&quot;209&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 11pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Pero analicemos que decía ese testamento tan importante para la Orden y
para el futuro de la Corona de Aragón, empezaremos por lo más trivial, aunque
no por ello menos importante y lucrativo para las arcas de la Iglesia, que
fueron una serie de donaciones&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;- concesiones
a distintos monasterios y catedrales:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;ol&gt;&lt;li&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;A la Catedral de Pamplona.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;ol&gt;&lt;li&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;La villa y el castillo de Estella.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;li&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;A la Catedral de Santiago de Compostela.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;ol&gt;&lt;li&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Las villas y los castillos de Calahorra,
Cervera de Alhama y Tudején.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;li&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Al Monasterio de Santo Domingo de Silos.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;ol&gt;&lt;li&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;La villa y el castillo de Sigüenza.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;li&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Al Monasterio de San Salvador de Oña.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;ol&gt;&lt;li&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;La villa y el castillo de Belardo.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;li&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Al Monasterio de San Salvador de Oviedo.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;ol&gt;&lt;li&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;La villa y el castillo de Almazán.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;li&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;A los Monasterios de Santa María de Nájera y de San Millán de la Cogolla.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;ol&gt;&lt;li&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;El Monasterio de Leire.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Las villas y los castillos de Nájera y Tobías.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;li&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;A los Monasterios de San Juan de la Peña y de San Pedro de Siresa.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;ol&gt;&lt;li&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Las villas de Biel, Bailo, Astorit, Ardanes y
Sosa.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;/ol&gt;&lt;p&gt;&lt;/p&gt;



























&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Alfonso nombra herederos y sucesores suyos, a partes iguales, a las
siguientes órdenes religioso militar, Orden de San Juan de Jerusalén, Orden de
los Caballeros Templarios y Orden del Santo Sepulcro, otorgándoles el “DOMINATUM”,
el “PRINCIPATÚM” y el “REGNUM”, o lo que es lo mismo el dominio sobre la tierra
como señor feudal, el caudillaje sobre todos los hombres y la propiedad del
reino, estas donaciones nos pueden dar una idea de la importancia que estás
órdenes tenía.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjpqDqOxrRjdjEEH6xw_7dd5-35dPO9J58unf-tFijO6oApjK-JcLRaGMGPh1GK3fBnxb6-HPuHHCwVmqvjVwdEjNmF77YscJm06ye92ciXDmD1GavULU56xg-MOgqOrmr-zKCaqz9roJT8dm-DwWWE3ZvcKlBz5B__nFIDo7GKdMNiLitmE09zWFN3&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;209&quot; data-original-width=&quot;254&quot; height=&quot;89&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjpqDqOxrRjdjEEH6xw_7dd5-35dPO9J58unf-tFijO6oApjK-JcLRaGMGPh1GK3fBnxb6-HPuHHCwVmqvjVwdEjNmF77YscJm06ye92ciXDmD1GavULU56xg-MOgqOrmr-zKCaqz9roJT8dm-DwWWE3ZvcKlBz5B__nFIDo7GKdMNiLitmE09zWFN3=w109-h89&quot; width=&quot;109&quot; /&gt;&lt;/a&gt;&amp;nbsp;&amp;nbsp;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEivq8dv81l403AkoLN0SS1j7YBAc-br2rd33k0_Dshyn1zew8po1bo0qm8yAKVBo51ZA26EvN73Pch_3XQC_pVUX8VwkUvsPk3ehgAOiPE0jSswPOu2iFjCuI24nxTGT926Ra8qpie8bQz2XhYk42o9en4RD1PPkSEY1WJ9n63ATqW7xJ4uAfH-8P2X&quot; style=&quot;font-size: 11pt; margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;267&quot; data-original-width=&quot;248&quot; height=&quot;83&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEivq8dv81l403AkoLN0SS1j7YBAc-br2rd33k0_Dshyn1zew8po1bo0qm8yAKVBo51ZA26EvN73Pch_3XQC_pVUX8VwkUvsPk3ehgAOiPE0jSswPOu2iFjCuI24nxTGT926Ra8qpie8bQz2XhYk42o9en4RD1PPkSEY1WJ9n63ATqW7xJ4uAfH-8P2X=w77-h83&quot; width=&quot;77&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size: 11pt;&quot;&gt;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEi2HtP5pKtxpVVqt12a4UKFOgYwe8qpfPtQJWiXvE13VOQgqeSaZ2UWIOqAJIC5v9CxLe8_fp5S03YSd-K9Tk_iki66bpWTPU2ocWNIZan_PcEFqlT2tN7_FZv7X01nVw-HV2N2JnLGLuGZQMKezD0fIpSqfiGvt5zhBpBts9jFIUbTmUsHwTUt9_Id&quot; style=&quot;font-family: arial; font-size: 11pt; margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;253&quot; data-original-width=&quot;251&quot; height=&quot;89&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEi2HtP5pKtxpVVqt12a4UKFOgYwe8qpfPtQJWiXvE13VOQgqeSaZ2UWIOqAJIC5v9CxLe8_fp5S03YSd-K9Tk_iki66bpWTPU2ocWNIZan_PcEFqlT2tN7_FZv7X01nVw-HV2N2JnLGLuGZQMKezD0fIpSqfiGvt5zhBpBts9jFIUbTmUsHwTUt9_Id=w88-h89&quot; width=&quot;88&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;span style=&quot;font-size: 11pt;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Pero este testamento tuvo una gran contestación por parte la nobleza
aragonesa y navarra, alegando que estas órdenes aun siendo importantes e imprescindibles
para la expansión de los dominios del reinado, eran ajenas a las formas de vida
de los navarros y de los aragoneses, como consecuencia, la nobleza navarra
escogen a García VII como rey de Navarra y la nobleza aragonesa escogen a
Ramiro II “El monje” como rey de Aragón, poniendo fin a más de 50 años de unión
de ambos reinos. Este desacuerdo, llevó a una disputa entre las órdenes junto
al Papado y los nuevos reyes junto a la nobleza navarro y aragonesa, que no fue
hasta el 1140 ya como Reina de Aragón Petronila, que estaba casada Ramón
Berenguer IV, Conde de Barcelona, con autorización del Papa, pudo iniciar las
negociaciones con las órdenes religiosas para solucionar el conflicto dinástico,
con las órdenes del Santo Sepulcro y del Hospital el acuerdo se fraguo en el
verano de 1141, pero con la Orden del Temple el acuerdo fue más complicado ya
que no fue hasta el 1143 cuando se pudieron iniciar las negociaciones, que se llevarían
a buen término el 27 de noviembre de 1143 a través de las capitulaciones de la
Concordia de Gerona, por la cual se integraban en la Orden del Temple la
Militia Christi, la primera orden militar de la península, junto a otras
posesiones y los castillos de Monzón, Montgay, Chalamera, Barberà y Remolinos, entre
otros beneficios, con el fin de garantizar que la orden continuaría apoyando
los interese expansivos de los monarcas catalano-aragoneses, aunque el acuerdo
ya era un hecho no fue hasta el año 1158 con el Papa Adriano IV, cuando la
situación quedo totalmente normalizada y de nuevo la implicación de una forma
totalmente decidida de los caballeros del Temple en sus aventuras expansivas,
aunque no habían dejado de colaborar, de hecho en 1148 colaboran en la
conquista de Tortosa y se establecen en Huesca, en el 1150 también les cede los
castillos de Ambel y Alberich, en el 1153 tras la conquista de MIravet les cede
su castillo y las villas de Gandes, Corbera, Algars, Batea, Pinell y Rasquera.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEi6S0osagUOzBpQjFiLBmMHAvONPaHe7Sp69m2FecxsIcwN_ZltHMF5W8cv178jyZ315CrDYmWQRyj5GNUZkVqr4E9e5RSGe7S5EyLDRoeBM5q-QX5nku-0jvt4SjJfh9EVl4RXTGZjFprGUX99IE1ek1H2O5P7DuxRQsuLCBBhALc0dVlw2L8TID6R&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;360&quot; data-original-width=&quot;221&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEi6S0osagUOzBpQjFiLBmMHAvONPaHe7Sp69m2FecxsIcwN_ZltHMF5W8cv178jyZ315CrDYmWQRyj5GNUZkVqr4E9e5RSGe7S5EyLDRoeBM5q-QX5nku-0jvt4SjJfh9EVl4RXTGZjFprGUX99IE1ek1H2O5P7DuxRQsuLCBBhALc0dVlw2L8TID6R&quot; width=&quot;147&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt;Los caballeros Templarios siguieron ayudando y sirviendo a sus sucesores
con &lt;/span&gt;&lt;span style=&quot;color: windowtext; mso-fareast-language: ES; text-decoration: none; text-underline: none;&quot;&gt;Alfonso II&lt;/span&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt; “El casto”, tras la conquista de Tortosa en el
1165, se establece la encomienda de Comillas y en el 1167 se le ceden los
castillos de Asco y Riba-roja, posteriormente se establecen encomiendas en
Huesca y Monzón y en el 1177 se les cede la villa de Horta, pero además Alfonso
instauro una nueva costumbre las pre donaciones al Temple por el apoyo en la
futura conquista de la Taifa de Balansiya, en concreto los castillos y villas
de Oropesa y Chivert.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt;Con &lt;/span&gt;&lt;span style=&quot;color: windowtext; mso-fareast-language: ES; text-decoration: none; text-underline: none;&quot;&gt;Pedro II&lt;/span&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;“El
católico” y con el nombramiento de Arnaldo de Torroja en el 1180 como Gran
Maestre de la Orden del Temple, la Orden presta un gran apoyo para iniciar la
conquista de las tierras dela Taifa de Balensiya, que en el futuro se convertirá
en el Reino de Valencia, con la conquista de los castillos de Ademuz,
Castielfabib y Sertella, por esa ayuda en el 1211 también los pueblos y la
torre de Ruzafa, el pueblo de Cantavella y el castillo y término de&amp;nbsp;&lt;span style=&quot;color: windowtext; text-decoration: none; text-underline: none;&quot;&gt;Culla&lt;/span&gt;.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhIh453RX-u1Bbs0ko1IGTk9DB30yw4cWl64oqFxkpXYk-nN1gKMgMfg9LB77zYM2DEgju6C0PnqXmNbNCvL-U6dXzP8IjUJSN5gqqu9l1eqKf0cXV5KtCRQMtSeACJFm88VIznEwfIlwp_gfsW43pEynX7DYUVKrvfDuwbP8h9lSvXc2Re4EfOaHv_&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;446&quot; data-original-width=&quot;270&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhIh453RX-u1Bbs0ko1IGTk9DB30yw4cWl64oqFxkpXYk-nN1gKMgMfg9LB77zYM2DEgju6C0PnqXmNbNCvL-U6dXzP8IjUJSN5gqqu9l1eqKf0cXV5KtCRQMtSeACJFm88VIznEwfIlwp_gfsW43pEynX7DYUVKrvfDuwbP8h9lSvXc2Re4EfOaHv_&quot; width=&quot;145&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt;Pero el apoyo a los monarcas aragoneses por parte de los Templarios, no
solo se circunscribió al ámbito militar, ya que tuvieron un papel fundamental en
el reinado de&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: windowtext; mso-fareast-language: ES; text-decoration: none; text-underline: none;&quot;&gt;Jaime I&lt;/span&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt;. En el 1213 muere Pedro II, en la batalla de
Muret, dentro de la Cruzada Albigense, siendo aún un niño de 6 años. Los nobles
aragoneses lo coronaron rey en Lleida en el 1214, pero por mandato del &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;Papa&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: windowtext; mso-fareast-language: ES; text-decoration: none; text-underline: none;&quot;&gt;Inocencio III&lt;/span&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt;, el joven rey quedo bajo la protección de la
Orden del Temple, en concreto fue su tutor el maestre templario de Aragón
Guillen de Montredón hasta su mayoría de edad a la edad de 10 años. Es por ello
que durante toda su vida y sobre todo durante su reinado los Templarios fueron
sus consejeros más fieles, además de asesores y compañeros de armas, siempre acompañaron
a Jaime en todas sus conquistas tanto en Mayurqa, como en Balansiya. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt;El Rey Jaume I tuvo muy en cuenta a los Templarios en “Els Llibres del Repartiment
de València” por el apoyo recibido durante la conquista de las tierras del
nuevo Reino de Valencia, perteneciente a la Corona de Aragón. Las donaciones se
iniciaron antes de la conquista de Valencia en el 1238, de hecho se les concedió
en el 1227 el&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: windowtext; mso-fareast-language: ES; text-decoration: none; text-underline: none;&quot;&gt;castillo de Pulpis&lt;/span&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt;, &amp;nbsp;en el 1233 el castillo de Chivert, las
villas de Mantella y Benahamet y un tercio de Burriana, en el 1237 la villa de Seca,
en el 1238 año de la conquista recibieron en la ciudad de Valencia la&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: windowtext; mso-fareast-language: ES; text-decoration: none; text-underline: none;&quot;&gt;torre de Alibufat, una torre grande y
fuerte, eje central&lt;/span&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt;&amp;nbsp;de la
defensa, junto con un largo sector de la muralla y la barbacana, también unas
calles de la ciudad en la parroquia de San Esteve, con cincuenta casas.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 11pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 11pt;&quot;&gt;En el 1244 la mitad de las dársenas
de Denia, las alquerías fortificadas de Moncada y Carpesa y un sector de la
villa de Lliria.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;span style=&quot;font-size: 11pt;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhnESX3iqFQVKPiIuGVsXcyIIJiJytzzzQR9g9Jmg73ZCGukvrPq7L27rrfsB-7J7S5obhUAjzuu7MLviyU_nyckNFp48MVp9osDXQfaFux7eWPpp5VOoLNFavGUlTcCPVhTC454GRMfcIVBUjVyFCNntfKXPHBZ5v_aMc5SsBXGAddKsKZvt6xdTMQ&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;361&quot; data-original-width=&quot;350&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhnESX3iqFQVKPiIuGVsXcyIIJiJytzzzQR9g9Jmg73ZCGukvrPq7L27rrfsB-7J7S5obhUAjzuu7MLviyU_nyckNFp48MVp9osDXQfaFux7eWPpp5VOoLNFavGUlTcCPVhTC454GRMfcIVBUjVyFCNntfKXPHBZ5v_aMc5SsBXGAddKsKZvt6xdTMQ&quot; width=&quot;233&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Y bajo el reinado de Jaume II en el 1294 se completaron las donaciones comprometidas
por Jaume I, como el Castillo de Peñíscola, &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;Albocacer, Ares, Benicarló, Cuevas de Vinromá,
Serratella, Tirig, la torre de los Domeges, Villanueva de Alcolea, Vinaroz y
muchas otras posesiones menores. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;En el 1307 el papa Clemente V de Avignon, prisionero, coaccionado y
manipulado por el rey de Francia Felipe IV “El Hermoso” inicia un cruel proceso,
lleno de mentiras y falsedades achacándoles una falta de caridad en sus
encomiendas, una falta de eficacia por la pérdida de las posesiones en Tierra
Santa y sobre todo se les achaca un afán enorme de poder, todo con un único fin
que era otro, que el de conseguir la&amp;nbsp;condena de la Orden por parte de la
Santa Inquisición, pero la presión que soporta el Papa hace que el proceso que
no se circunscriba únicamente al Reino de Francia, sino que extiende a todos los
reinos cristianos de Europa, tras la condena se inicia una persecución feroz y
ejecución de una gran parte de los Templarios. Que desembocaría en la abolición
de la Orden del Temple el 22 de mayo de 1312, dictada por el Papa Clemente V. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt;La persecución que se estaba produciendo en Francia con la Orden del Temple
provoca una gran indignación en los distintos reinos que forman la Corona de
Aragón, ya que los caballeros del Temple gozaban de un gran prestigio en estas
tierras, no a su&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: windowtext; mso-fareast-language: ES; text-decoration: none; text-underline: none;&quot;&gt;habilidad política&lt;/span&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt;, sino debido a ejemplaridad y excelente&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: windowtext; mso-fareast-language: ES; text-decoration: none; text-underline: none;&quot;&gt;espíritu militar&lt;/span&gt;&lt;span style=&quot;mso-fareast-language: ES;&quot;&gt;, tal era la imagen de los Templarios que El
Rey Jaume II pidió al Papa Clemente V, que autorizara que se juzgara por
separado los distintos consejos provinciales de los Templarios. De esta manera
y tras una minuciosa investigación &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;el 7
de julio de 1312 en el Concilio de Tarragona fueron declarados inocentes. No
obstante el Rey Jaume II dado que la Orden estaba abolida por el Papa, decretó,
primero que se dispersaran los caballeros y que sus posesiones en la Corona de
Aragón pasasen a manos de la Orden del Hospital. Una excepción fue el Reino de
Valencia, donde el rey creo en el 1317 la Orden de Santa María de Montesa, con
la aprobación del Papa Juan XXII, que fue la heredera de las posesiones de los
Templarios, más tarde también pasaron a manos de esta Orden los bienes de la
Orden del Hospital.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgztGuP2KhF4exSajlifMM4rZHzqEtN2cluAvQIFVhADcopY74GaMhhxn38CDtoGsFZHsR0RCZVfl8mkG6pMPxRsHecwt0cSJIO7QF1f0-mvsZ8kXIzMfNt3_CwKm7CFAKOQijg8fqM2ohMxvYeRYorcN7kqZdTi3RT9IoRbRVy1vefSoTjwVixMB-A&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;267&quot; data-original-width=&quot;312&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgztGuP2KhF4exSajlifMM4rZHzqEtN2cluAvQIFVhADcopY74GaMhhxn38CDtoGsFZHsR0RCZVfl8mkG6pMPxRsHecwt0cSJIO7QF1f0-mvsZ8kXIzMfNt3_CwKm7CFAKOQijg8fqM2ohMxvYeRYorcN7kqZdTi3RT9IoRbRVy1vefSoTjwVixMB-A&quot; width=&quot;280&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://lostrescientos.blogspot.com/feeds/1322578698844200273/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/9128960898000359877/1322578698844200273?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/1322578698844200273'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/1322578698844200273'/><link rel='alternate' type='text/html' href='http://lostrescientos.blogspot.com/2023/02/la-orden-del-temple-en-la-corona-de.html' title='LA ORDEN DEL TEMPLE EN LA CORONA DE ARAGÓN'/><author><name>Federico Mor</name><uri>http://www.blogger.com/profile/08627876287889684053</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEhMjlPLHziriHR_HSVJoN1oThKQBkSA23I3mLbnmPnrg0bbOfny8d99Bpet0eg3DuTC_g7dWU2665w0rtMpGke-WMmuL4seiuOF25MhGevXArgkGmmib5fk_kaGRhriPiLy0gxRaEkBiTlh_JsskIG7PfuO9rLACagMRNLj0AiUxeKnQG8CECv_-n2d=s72-c" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9128960898000359877.post-2816780487597686534</id><published>2022-09-01T13:31:00.003+02:00</published><updated>2022-09-01T13:31:30.811+02:00</updated><title type='text'>VALENCIA CIUDAD AMURALLADA (III)</title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;span style=&quot;font-family: arial; font-size: 12pt;&quot;&gt;LA MURALLA CRISTIANA&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: arial; font-size: 12pt;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhauwhmlBKzbAWesmHw_R-0TMl9nQNc_swK00_1of0xxfui7M7YE1D0LpzUHxMaIS0qr23HPXUpLGJl65opViwbA_P4-X3GQpIRRsYbtPmhWf5EGv8qTU9Xqqm4k_8MesEheT69YZEfwyAEWfPtdW0C6DVpvbPsVXbhMHMudpr_mnh1IpIYDiBeCXAK&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;510&quot; data-original-width=&quot;502&quot; height=&quot;315&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhauwhmlBKzbAWesmHw_R-0TMl9nQNc_swK00_1of0xxfui7M7YE1D0LpzUHxMaIS0qr23HPXUpLGJl65opViwbA_P4-X3GQpIRRsYbtPmhWf5EGv8qTU9Xqqm4k_8MesEheT69YZEfwyAEWfPtdW0C6DVpvbPsVXbhMHMudpr_mnh1IpIYDiBeCXAK=w310-h315&quot; width=&quot;310&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt;&quot;&gt;La muralla musulmana había sufrido dos
asedios cristianos uno en 1094 por parte de El Cid y otro en 1231 por parte de
Jaume I, tras este último asedio cae la ciudad de Valencia y a continuación toda
la Taifa se desmorona y es rápidamente conquistada, a partir de ese momento
dentro de las murallas solo vive los cristianos y el barrio de la judería que
está totalmente delimitado, por el contrario los musulmanes son obligados a
vivir fuera de las murallas en la morería, en la zona del actual barrio del
Carmen.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;



&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt;&quot;&gt;La ciudad se encuentra estructurada en doce
parroquias, diez dentro de la muralla y dos fuera de ella, además de la
Catedral de Santa María, construida sobre la Gran Mezquita o Mezquita Mayor de
Valencia.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 18pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt;&quot;&gt;Dentro de las
Murallas encontramos las siguientes iglesias.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 18pt; text-align: justify;&quot;&gt;&lt;/p&gt;&lt;ol&gt;&lt;li&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt;&quot;&gt;Santa Catalina,
(Iglesia de los mercaderes), conservan los arco-solios del antiguo cementerio,
en la Plaza de Lope de Vega y esta edificada sobre una mezquita.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt;&quot;&gt;San Nicolás, esta
edificada sobre una mezquita, por eso uno de sus accesos es a través de un
azucat (calle sin salida para dar acceso a las viviendas típica de las ciudades
musulmanas).&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt;&quot;&gt;San Martín, esta
edificada sobre una mezquita (Calle S. Vicente).&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt;&quot;&gt;San Esteban, esta
edificada sobre una mezquita.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt;&quot;&gt;San Andrés, en la
actualidad de San Juan de la Cruz y esta edificada sobre una mezquita.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt;&quot;&gt;San Salvador, esta
edificada sobre una mezquita.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt;&quot;&gt;San Lorenzo, esta
edificada sobre una mezquita.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt;&quot;&gt;San Bartolomé, esta
edificada sobre una mezquita.&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p&gt;&lt;/p&gt;















&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 18pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 11pt;&quot;&gt;Por último en algunos
escritos se habla de existencia de dos iglesias más, la de Santo Tomas y la de
San Miguel, aunque de estás no he podido verificar ni su ubicación exacta, ni
si eran dependientes de otras de mayor importancia.&lt;/span&gt;&lt;span face=&quot;Arial, &amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 11pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 18pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt;&quot;&gt;Dentro de la Judería
se encontraban:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 18pt; text-align: justify;&quot;&gt;&lt;/p&gt;&lt;ol&gt;&lt;li&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt;&quot;&gt;San Juan del
Hospital, en la actualidad se conservan los arco-solios del antiguo cementerio
a las puertas de la Judería&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt;&quot;&gt;San Cristóbal (de los
judíos conversos), está edificada sobre la sinagoga mayor de la judería.&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 18pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt;&quot;&gt;Fuera de las Murallas
se encontraban:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 18pt; text-align: justify;&quot;&gt;&lt;/p&gt;&lt;ol&gt;&lt;li&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt;&quot;&gt;Santa Cruz&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt;&quot;&gt;Sant Joan del Mercat
o De los Santos Juanes&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;div&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Además de estas dos parroquias fuera de las
murallas musulmanas se encontraban Los Monasterios de las órdenes mendicantes, estos
monasterios recibían gran cantidad donaciones ya que en aquella época había
mucha devoción por estas órdenes.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEi-O7N3KctiqPr5RWN7fpbK98JGoCD03eni-Z1djKacYOejFl3LMfxPegzjfalrS8iaF-xs4YIR3fldZ9hE5C9paIj0G7krr9dJIxRpjcnpZm5nckzkWzNTB_H7ob0KbQ4Wz5pcSPH_XhmS1l9li2XbHoDhDRKR5CIsHC0D-eNCaYOlYJLrN6v-x9kt&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;span style=&quot;clear: left; float: left; font-family: arial; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;623&quot; data-original-width=&quot;651&quot; height=&quot;251&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEi-O7N3KctiqPr5RWN7fpbK98JGoCD03eni-Z1djKacYOejFl3LMfxPegzjfalrS8iaF-xs4YIR3fldZ9hE5C9paIj0G7krr9dJIxRpjcnpZm5nckzkWzNTB_H7ob0KbQ4Wz5pcSPH_XhmS1l9li2XbHoDhDRKR5CIsHC0D-eNCaYOlYJLrN6v-x9kt=w263-h251&quot; width=&quot;263&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt; text-align: justify;&quot;&gt;&lt;div&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt;&quot;&gt;Carmelitas,
Convento del Carmen,&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt;&quot;&gt;Llegaron a controlar
una gran parte de las casas del actual barrio del Carmen&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;div&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 107.4pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt;&quot;&gt;Dominicos,
Convento de Santo Domingo, actualmente Capitanía General.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 107.4pt; text-align: justify;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 107.4pt; text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 107.4pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt;&quot;&gt;Franciscanos,
Convento de San Francisco, estaba en la Plaza del Ayuntamiento.&lt;/span&gt;&lt;/p&gt;

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&quot; o:spid=&quot;_x0000_s1026&quot; strokecolor=&quot;#4f81bd [3204]&quot; strokeweight=&quot;2pt&quot; style=&quot;flip: x; height: 15.5pt; left: 0px; margin-left: -190pt; margin-top: 6.8pt; mso-height-percent: 0; mso-height-relative: margin; mso-position-horizontal-relative: text; mso-position-horizontal: absolute; mso-position-vertical-relative: text; mso-position-vertical: absolute; mso-width-percent: 0; mso-width-relative: margin; mso-wrap-distance-bottom: 0; mso-wrap-distance-left: 9pt; mso-wrap-distance-right: 9pt; mso-wrap-distance-top: 0; mso-wrap-style: square; position: absolute; text-align: left; visibility: visible; width: 181.05pt; z-index: 251665408;&quot; type=&quot;#_x0000_t32&quot;&gt;
 &lt;v:stroke endarrow=&quot;open&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;
 &lt;v:shadow color=&quot;black&quot; offset=&quot;0,.55556mm&quot; opacity=&quot;24903f&quot; origin=&quot;,.5&quot;&gt;
&lt;/v:shadow&gt;&lt;/span&gt;&lt;/v:stroke&gt;&lt;/v:shape&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 107.4pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; text-align: left;&quot;&gt;Agustinos,
Convento de San Agustín, junto a la actual Iglesia de San Agustín&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 18pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt;&quot;&gt;Por último también se encontraban fuera de las
murallas musulmanas tres importantes núcleos poblacionales, el burdel y las minorías judía y musulmana.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjVZLn-qZSc92qRY8HG-SywMZxxNEIrzgW9du8jVmZGB7dHp9_YLRkyF5Ad5oUDyxYZKsVAH-9TZDLjRN0k5pIOK8Iq2ejYkMLy4e7tIH9oXW5j7wTlvZ7K1FIaFBK_VjNyDg1rrOVgFGe5IUQ1gUFs9GmJ4EWN5X3vH4XNB4TF-MnJsPGhv9irtP1M&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;536&quot; data-original-width=&quot;569&quot; height=&quot;265&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjVZLn-qZSc92qRY8HG-SywMZxxNEIrzgW9du8jVmZGB7dHp9_YLRkyF5Ad5oUDyxYZKsVAH-9TZDLjRN0k5pIOK8Iq2ejYkMLy4e7tIH9oXW5j7wTlvZ7K1FIaFBK_VjNyDg1rrOVgFGe5IUQ1gUFs9GmJ4EWN5X3vH4XNB4TF-MnJsPGhv9irtP1M=w282-h265&quot; width=&quot;282&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 71.4pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 11pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 71.4pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;span face=&quot;Arial, &amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 11pt;&quot;&gt;El
Burdel, estaba amurallado y protegido por soldados (IVAM)&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 11pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span face=&quot;Arial, &amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 11pt;&quot;&gt;La
morería, estaba ubicada entre la plaza del Tosal y la Beneficencia, el actual barrio del
Carmen.&amp;nbsp;&lt;/span&gt;&lt;span face=&quot;Arial, &amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 11pt;&quot;&gt;La mezquita de la
morería esta en los bajos de la Iglesia de San José junto al mercado de Mosen
Sorell&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 18pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 71.4pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt;&quot;&gt;La judería, estaba
ubicada entre la calle del mar y la calle de las barcas, y desde la muralla
(plaza de los patos) hasta la plaza de la Reina&amp;nbsp;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt;&quot;&gt;Ciento treinta y cinco años después de la
toma de la ciudad por parte de Jaume I y con el fin de proteger mejor la ciudad
y de abarcar los barrios extramuros que se habían formado, además de los
monasterios que tenían mucha riqueza y los arrabales, bajo el reinado de Pedro
IV de Aragón, llamado “el Ceremonioso” en el año 1356 se ordena al Consejo
General de la Ciudad de Valencia, que se acometa la construcción de la nueva
muralla, se trata de una nueva muralla con un&amp;nbsp;
perímetro de 4 km, cosa que supuso triplicar la superficie interior del
recinto, aproximadamente unas 142 Ha, la nueva muralla que se diseñó contaba
con trece puertas de acceso, además contaba con un amplio foso para aumentar su
poder disuasorio y con la protección del rio Turia o Guadalaviar denominación
medieval del mismo, en musulmán Wàli l’Abyad, por último se reforzó las
defensas con una serie de torres distribuidas a lo largo de la muralla, sobre
todo en la zona recayente al rio.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt;&quot;&gt;El encargado de llevar a cabo la construcción
de la nueva muralla fue Guillem Nebot y en tan solo catorce años, en 1370 las
obras estaban finalizadas, esta premura se debe a la guerra que el rey Pedro IV
de Aragón mantenía con el rey de Castilla Pedro I (El Cruel), por sus disputas
sobre la expansión hacia el sur de la Corona de Aragón, donde se establecían
determinadas las fronteras y el dominio del estratégico reino de Murcia, en el
año 1363 la ciudad tuvo que soportar el asedio del Rey Castellano y sus tropas,
aspecto que todavía acelero más su finalización, esta premura en la
construcción provocó que con posterioridad se tuviesen que acometer diversas
actuaciones para su adecuación definitiva.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt;&quot;&gt;Del trazado de la nueva muralla, que ocupa lo
que actualmente conocemos como ronda interior, desde Las Torres de Serranos,
Conde de Trenor, Plaza del Temple, Plaza Tetuán, Ciudadela, Porta de la Mar,
Colón, Xativa, Guillen de Castro, Torres de Quart y Blanquerias, únicamente se mantiene
en la nueva una parte del trazado de la muralla islámica, el tramo de Torres de
Serrano y Conde Trenor hasta la Plaza del Temple, la nueva muralla cuenta con
once puertas.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTgGP6aJvz0sSe4v8GCca65h2YIUQ6umBRnQw5axeltMbbZeluymNAxPdzLxdcTLPsL5DDcsxqjn7qyezXv6iRZOZQ_-AmbZ8TcPj1hh9sMndW3ffYAMBT6_CON1ZcJrNpCjOnGto1HYGwzaWSSj5rbn8ruMywL_7RXdugnIHpS0N-qaGvr73Vkdoc/s949/Puertas.PNG&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;664&quot; data-original-width=&quot;949&quot; height=&quot;376&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTgGP6aJvz0sSe4v8GCca65h2YIUQ6umBRnQw5axeltMbbZeluymNAxPdzLxdcTLPsL5DDcsxqjn7qyezXv6iRZOZQ_-AmbZ8TcPj1hh9sMndW3ffYAMBT6_CON1ZcJrNpCjOnGto1HYGwzaWSSj5rbn8ruMywL_7RXdugnIHpS0N-qaGvr73Vkdoc/w538-h376/Puertas.PNG&quot; width=&quot;538&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt;&quot;&gt;Con la construcción de la nueva muralla la
antigua muralla musulmana no se derribó, se mantuvo como un segundo anillo
defensivo, además como medida de protección de las familias cristianas ante una
posible rebelión de la minoría musulmana, únicamente se abrió una nueva puerta
para facilitar la comunicación el Portal de la Valldigna.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt;&quot;&gt;Las puertas estaban divididas en dos grupos
en función de su importancia, Els Portals Grans que estaban formados por las
cuatro entradas principales, al norte las Torres de Serrans, al este La Porta
de la Mar, al sur La Porta de Sant Vicent y al oeste las Torres de Quart y el
resto de puertas formaban Els Portals Xics.&amp;nbsp;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;span&gt;&lt;div style=&quot;font-family: arial;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifQNkj5Fav6Gdj3RiwrO9KK9XMbP3VvlSBoXdb0B-cInCZi7Un-VHQOhuQ2CxtI4KL_GIY0Mf5o1xKCaeOR-ul_5n_9lk_DDrkYxF3348rX9i9h_-3W60hSCXnLCvF5z0B8oXFamG1tNio5LWBDSQxKipGKW1IZ1aatVBqxyJewXFXuTYmVqpjImut/s898/MURALLA.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;898&quot; data-original-width=&quot;800&quot; height=&quot;391&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifQNkj5Fav6Gdj3RiwrO9KK9XMbP3VvlSBoXdb0B-cInCZi7Un-VHQOhuQ2CxtI4KL_GIY0Mf5o1xKCaeOR-ul_5n_9lk_DDrkYxF3348rX9i9h_-3W60hSCXnLCvF5z0B8oXFamG1tNio5LWBDSQxKipGKW1IZ1aatVBqxyJewXFXuTYmVqpjImut/w348-h391/MURALLA.jpg&quot; width=&quot;348&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 18pt; text-align: justify;&quot;&gt;&lt;v:shapetype coordsize=&quot;21600,21600&quot; filled=&quot;f&quot; id=&quot;_x0000_t75&quot; o:preferrelative=&quot;t&quot; o:spt=&quot;75&quot; path=&quot;m@4@5l@4@11@9@11@9@5xe&quot; stroked=&quot;f&quot;&gt;
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&lt;/o:lock&gt;&lt;/v:path&gt;&lt;/v:stroke&gt;&lt;/v:shapetype&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;b style=&quot;text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 11pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;span style=&quot;text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 11pt;&quot;&gt;Torres dels Serrans, puerta de acceso norte de
la ciudad y una de las dos puertas que todavía están en pie en la actualidad.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;span style=&quot;text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 11pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMQbZ16ZXQ5BioGpTLVAbfzHrh4gE7DpZ-1W8Kl8yYC_szEpDgVZUwGCNyGbHAAyyWjkfilzMdO0tO5r1TirdohBfvs7r6xwIthvPhWrtYV3da9_yzrYMmjmXLfyA5hAvb7MQD4IoERsrwTlzerKQ-yr2WfhBUw_RCVnn26YdBXfKsLCq37x1QeSV9/s420/serranos.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;311&quot; data-original-width=&quot;420&quot; height=&quot;237&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMQbZ16ZXQ5BioGpTLVAbfzHrh4gE7DpZ-1W8Kl8yYC_szEpDgVZUwGCNyGbHAAyyWjkfilzMdO0tO5r1TirdohBfvs7r6xwIthvPhWrtYV3da9_yzrYMmjmXLfyA5hAvb7MQD4IoERsrwTlzerKQ-yr2WfhBUw_RCVnn26YdBXfKsLCq37x1QeSV9/s320/serranos.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;span style=&quot;text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 11pt;&quot;&gt;Portal
dels Catalans, estaba ubicada en la entrada de la calle del Salvador frente al
Puente de la Trinidad.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;text-align: justify;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQSYLjZffTMoQrO6inwmRrMa7NWf6DeoupqGCb_QtHKBOovAgH9b9N08n6n0MxEnMvWcSLPkH-QCuE-TTePcFLpz2Wio60KJnvMQQCjIDXRU_O5KAyiqGCx7Y1WUXvcfasa6g4O2pW0tq2-PokLsoKwI1tlmie3T__51xEK0V5hPhCuQVkojR5Skvg/s428/catalans.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;377&quot; data-original-width=&quot;428&quot; height=&quot;282&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQSYLjZffTMoQrO6inwmRrMa7NWf6DeoupqGCb_QtHKBOovAgH9b9N08n6n0MxEnMvWcSLPkH-QCuE-TTePcFLpz2Wio60KJnvMQQCjIDXRU_O5KAyiqGCx7Y1WUXvcfasa6g4O2pW0tq2-PokLsoKwI1tlmie3T__51xEK0V5hPhCuQVkojR5Skvg/s320/catalans.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 11pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;span style=&quot;text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 11pt;&quot;&gt;Porta del Reial, estaba ubicada frente al puente del Real y era el acceso al Palacio Real.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;span style=&quot;text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 11pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGSPc1w1__ecr3UqZW_rU2nAITcCP0-vLg1gD63fZregQ0VqKfcE9ybEMtWC0GlvRH6vWZ6_YApvjZ32M759gko0E0orfPHbxh_DQdmFGqpVeqrZj4eKBWYtjg6cIJ209NM_A-nQdTv1DKdYPzOca-KfDOtycDO5ctrxgbQm2vg-va1WAeZfY9quGE/s423/reial.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;272&quot; data-original-width=&quot;423&quot; height=&quot;206&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGSPc1w1__ecr3UqZW_rU2nAITcCP0-vLg1gD63fZregQ0VqKfcE9ybEMtWC0GlvRH6vWZ6_YApvjZ32M759gko0E0orfPHbxh_DQdmFGqpVeqrZj4eKBWYtjg6cIJ209NM_A-nQdTv1DKdYPzOca-KfDOtycDO5ctrxgbQm2vg-va1WAeZfY9quGE/s320/reial.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 18pt; text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 11pt;&quot;&gt;Porta
de la Mar, era el acceso este de la ciudad, se encontraba junto al actual
convento de Santo Domingo.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhScrCwYNz-d8ZhjI-tF7fm7MoXj1FwKCTW9eB-pjhp4dwBOk4IXJ0hqil4gV_tE2pT58uX0kpgruJdTYfktxOCM4zJUjQqNR9vTXiQxLOIB29PIEMzNkrNiWvVr7sEeJUCz14fz6CbBjC7pAH-orMigYNOJxuTyaplraHeX0rqiceZ9DqK2X1atZrp/s423/mar.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;287&quot; data-original-width=&quot;423&quot; height=&quot;217&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhScrCwYNz-d8ZhjI-tF7fm7MoXj1FwKCTW9eB-pjhp4dwBOk4IXJ0hqil4gV_tE2pT58uX0kpgruJdTYfktxOCM4zJUjQqNR9vTXiQxLOIB29PIEMzNkrNiWvVr7sEeJUCz14fz6CbBjC7pAH-orMigYNOJxuTyaplraHeX0rqiceZ9DqK2X1atZrp/s320/mar.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14.6667px;&quot;&gt;Porta dels Jueus, se encontraba ubicada en la calle Colón, hoy en día se pueden ver los restos de la puerta en la salida del metro del Corte Ingles de Pintor Sorolla.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwPhIhKEvguHsLrhMNo8fu2qrLrS4mDQkGLOGb1UkBH76-7Bvfdusd-6rJsOr1DGEGoLYw-LPuV5aaZMweWb6y7WBKf8bqwaZKJj_WORazjsarJ7XYvdqoPL-_OsYcvT6kU3_Pl7EqSiTGZGTQE6Y3AKdUyefLJcP90veWwFRNRFEMJi6DpYkJ5Gvz/s448/jueus.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;378&quot; data-original-width=&quot;448&quot; height=&quot;270&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwPhIhKEvguHsLrhMNo8fu2qrLrS4mDQkGLOGb1UkBH76-7Bvfdusd-6rJsOr1DGEGoLYw-LPuV5aaZMweWb6y7WBKf8bqwaZKJj_WORazjsarJ7XYvdqoPL-_OsYcvT6kU3_Pl7EqSiTGZGTQE6Y3AKdUyefLJcP90veWwFRNRFEMJi6DpYkJ5Gvz/s320/jueus.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14.6667px;&quot;&gt;Portal de Russafa, estaba ubicada en la calle Xativa cruce con el Pasaje Ruzafa.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjr5qBuVlrArh0rZ8j_4Vu_RuAGCdOwHi7I2csy11sDJf4i0YJVcmnRdL8nyUKfMZoivXKwtPugSTyJAZFSRxIkDblytteZzQvkplPvyhsvsJ7o3kF-ezyL14vbhxwyB7VyqPDX_X_MpNuVwjqnrvqYNBW9zy60j29IFz-bybpbYJPf8RL4GGGBfGL9/s424/russafa.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;307&quot; data-original-width=&quot;424&quot; height=&quot;232&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjr5qBuVlrArh0rZ8j_4Vu_RuAGCdOwHi7I2csy11sDJf4i0YJVcmnRdL8nyUKfMZoivXKwtPugSTyJAZFSRxIkDblytteZzQvkplPvyhsvsJ7o3kF-ezyL14vbhxwyB7VyqPDX_X_MpNuVwjqnrvqYNBW9zy60j29IFz-bybpbYJPf8RL4GGGBfGL9/s320/russafa.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-size: 14.6667px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14.6667px;&quot;&gt;Porta de Sant Vicent, esta era el acceso sur de ciudad, se encontraba en la actual Plaza de San Agustín.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQXnayHLnCvwaUupoC8aE5KDEv-YtQalyBbslG9-3bTebQf3L9i7cdWBYUOeEdiRVssZxRgVQ4SJwRAnvM1TIvfk01O2xaIaeU7paf4wU6hdUVDKdPukrblUTdxSjMxo76uCXt4Chkd79DnnSYR_gtTnDhZRSD4NDRLnuQ_dt-t299TMcbkDEvIptt/s410/San%20Vicent.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;337&quot; data-original-width=&quot;410&quot; height=&quot;263&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQXnayHLnCvwaUupoC8aE5KDEv-YtQalyBbslG9-3bTebQf3L9i7cdWBYUOeEdiRVssZxRgVQ4SJwRAnvM1TIvfk01O2xaIaeU7paf4wU6hdUVDKdPukrblUTdxSjMxo76uCXt4Chkd79DnnSYR_gtTnDhZRSD4NDRLnuQ_dt-t299TMcbkDEvIptt/s320/San%20Vicent.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14.6667px;&quot;&gt;Portal dels Inocents o de Torrent, estaba ubicada en la calle Guillen de Castro, cruce con la calle Hospital frente al antiguo Hospital General.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgReqXwtdBuechWPcHnEqaICnoL72KrOmDORSV3bX7vGmMysg4S7hHjTX5uzpH0abp3LnneVRfV2sWHzjDLInqQIrG0tXPB5bohgGHWDMkenwX5xtT-5UiyH1gGIkbbBs3v3lnEQFQjRRGIp4NdqE9tBHi5h5B3_uGv7Tvq59unFsJGxOrXxcBtBw1v/s416/torrent.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;295&quot; data-original-width=&quot;416&quot; height=&quot;227&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgReqXwtdBuechWPcHnEqaICnoL72KrOmDORSV3bX7vGmMysg4S7hHjTX5uzpH0abp3LnneVRfV2sWHzjDLInqQIrG0tXPB5bohgGHWDMkenwX5xtT-5UiyH1gGIkbbBs3v3lnEQFQjRRGIp4NdqE9tBHi5h5B3_uGv7Tvq59unFsJGxOrXxcBtBw1v/s320/torrent.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14.6667px;&quot;&gt;Torres de Quart, este era el acceso oeste de la ciudad y es la otra puerta que todavía hoy en día se mantiene en pie.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPc8rzMGswoPQobwql3YpR6spmI_GOpK2suWXiumPD4UpVAslaJW7cE11W94SlBneSj0NDAJ-tW88wKhipq8P13gut2TwicR0nGw-bGm_lwuPA5kWTJjkoDQ7t24Amm-NELxq7737E4oD8XnYpfRId7nHQycPz2DwgKnWGiur1-Z1w5ALoehv7D4aH/s425/quart.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;425&quot; data-original-width=&quot;323&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPc8rzMGswoPQobwql3YpR6spmI_GOpK2suWXiumPD4UpVAslaJW7cE11W94SlBneSj0NDAJ-tW88wKhipq8P13gut2TwicR0nGw-bGm_lwuPA5kWTJjkoDQ7t24Amm-NELxq7737E4oD8XnYpfRId7nHQycPz2DwgKnWGiur1-Z1w5ALoehv7D4aH/s320/quart.png&quot; width=&quot;243&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14.6667px;&quot;&gt;Portal de la Corona o dels Tints, estaba ubicada en la entrada de la calle de la Corona a la altura del Centre Cultural La Beneficencia.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGt_LzutKHUqOIhNLUGx2x6zXyxc4C57UXHP5BhKJy794tg-ErHfcGpaTmHHunjPA0RLy7WSVtrqZbLH51vPfawqt1Eh02Gvn_1Wf59tCp9BS_zpu9WA9BxieR8eFmF6f3HydvlH1CnPMRkboBOI13GG9vliFtcbm1oEXQopf-HCU66oAmWGEZNz4Q/s354/tints.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;223&quot; data-original-width=&quot;354&quot; height=&quot;202&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGt_LzutKHUqOIhNLUGx2x6zXyxc4C57UXHP5BhKJy794tg-ErHfcGpaTmHHunjPA0RLy7WSVtrqZbLH51vPfawqt1Eh02Gvn_1Wf59tCp9BS_zpu9WA9BxieR8eFmF6f3HydvlH1CnPMRkboBOI13GG9vliFtcbm1oEXQopf-HCU66oAmWGEZNz4Q/s320/tints.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14.6667px;&quot;&gt;Portal Nou o de Sant Josép, estaba ubicado en la Plaza de Na Jordana, frente el puente de San Josép.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_uEbLA5zeeJLaxficGCKDyPF7RQVJgHTVUYKpbPld3ccyTJO8kHo-mRHC0AZBG2p3VWacSsbRXUj6zWsQT0mO5ZmH1geUB0prEY4cUOxcXqTZpWMxkI8lQdPnqgZvSNQZqJFV6O8ZAttHdxsj9LL_bycxR4X-n78_tNNnIiBLm5Wzuo11qGsWsrjx/s421/sant%20josep.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;269&quot; data-original-width=&quot;421&quot; height=&quot;204&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_uEbLA5zeeJLaxficGCKDyPF7RQVJgHTVUYKpbPld3ccyTJO8kHo-mRHC0AZBG2p3VWacSsbRXUj6zWsQT0mO5ZmH1geUB0prEY4cUOxcXqTZpWMxkI8lQdPnqgZvSNQZqJFV6O8ZAttHdxsj9LL_bycxR4X-n78_tNNnIiBLm5Wzuo11qGsWsrjx/s320/sant%20josep.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14.6667px;&quot;&gt;Además la muralla disponía de dos torres defensivas, la Torre de Santa Catalina en la parte noroeste de la muralla en la zona del Burdel en la ribera del río, entre el Portal de la Corona o dels Tints y el Portal de Sant Josep y la Torre del Esperó en la parte sureste de la muralla entre el monasterio de los Dominicos y la Porta de la Mar, también estaba ubicada en la ribera del río.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfR6KBY-Yqc4iiGypEygNGsvIeakDC8PI5MHPMhYRHBYU3Hf8-AHGKmUkfERjGVp8kAOhSuofpm1-S_wxrcBJdK91-e_RsBYq_G91mjci9qMxACewHQyJ2PtdjldPPu2n6Es2SSu4HmvXPthSx_OKPvvgDktHpn2wnqrHCVknBZIbKJJvVGKEWzAK6/s988/torres%20II.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;631&quot; data-original-width=&quot;988&quot; height=&quot;169&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfR6KBY-Yqc4iiGypEygNGsvIeakDC8PI5MHPMhYRHBYU3Hf8-AHGKmUkfERjGVp8kAOhSuofpm1-S_wxrcBJdK91-e_RsBYq_G91mjci9qMxACewHQyJ2PtdjldPPu2n6Es2SSu4HmvXPthSx_OKPvvgDktHpn2wnqrHCVknBZIbKJJvVGKEWzAK6/w265-h169/torres%20II.png&quot; width=&quot;265&quot; /&gt;&lt;/a&gt;&amp;nbsp;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUPQvZ_fK5QhFPwcJ0IaCnkLW5gpKgC7n66o2AYWkbeCwgwwx4SuaJaUYmgQkSZujRrRxKPPidNLcdwM_b9SfFDbqqWlpDNmaVBiUYZXmuG_dUL5sq_DJMw2mzoAkLWyt12-azwq9pWjsTkr3QLutjdROkXBlbTbs70gWJjhRet2hekPfZB8DbzaSz/s961/torres.PNG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;460&quot; data-original-width=&quot;961&quot; height=&quot;155&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUPQvZ_fK5QhFPwcJ0IaCnkLW5gpKgC7n66o2AYWkbeCwgwwx4SuaJaUYmgQkSZujRrRxKPPidNLcdwM_b9SfFDbqqWlpDNmaVBiUYZXmuG_dUL5sq_DJMw2mzoAkLWyt12-azwq9pWjsTkr3QLutjdROkXBlbTbs70gWJjhRet2hekPfZB8DbzaSz/w324-h155/torres.PNG&quot; width=&quot;324&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt;&quot;&gt;Para acceder a la ciudad por la parte del rio
además de las puertas la ciudad contaba con diversos puentes tres eran de
piedra, uno él de Serranos que data de época musulmana frente a las torres del
mismo nombre, el de la Trinidad frente al Portal dels Catalans y él del Reial,
frente a la puerta del mismo nombre, el resto de los puentes eran de madera.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Arial, &amp;quot;sans-serif&amp;quot;; font-size: 11pt;&quot;&gt;Después de casi 500 años y después de
soportar un asedio la muralla cristiana de la ciudad se derribó.&lt;/span&gt;&lt;span style=&quot;font-family: Arial, &amp;quot;sans-serif&amp;quot;; font-size: 11pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt;&quot;&gt;Pero veamos que ocurrió en ese tiempo, las
distintos hechos históricos acaecidos en España &amp;nbsp;entre los siglos XIV y el XVIII, no habían
hecho necesaria la utilización disuasoria de las murallas, ya que no se había
sufrido ningún asedio. Pero en el siglo XIX, durante la guerra contra el
francés, la ciudad sufrió tres asedios en 1808, 18010 y 1811, y las murallas cumplieron
con el cometido para el que se habían creado, servir de defensa de los
habitantes de la ciudad contra un enemigo exterior.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt;&quot;&gt;Pero tan solo cuarenta años después, en el año
1854 un hecho que se produjo al otro lado del Mar Mediterráneo, más
concretamente en el Mar Negro, a más de 2.000 km en línea recta condicionaría
la vigencia y la utilidad de las murallas de la ciudad. La Guerra de Crimea
demostró que las murallas ya no tenían la utilidad defensiva para la que se las
había creado, las nuevas armas más potentes (artillería pesada) y con un poder
destructor mayor, hacían que las murallas solo fuesen un impedimento más que
facilitara la defensa como mucho, cuando no las convertían en un mero adorno
decorativo y arquitectónico. &amp;nbsp;&amp;nbsp;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, &amp;quot;sans-serif&amp;quot;; font-size: 11pt;&quot;&gt;Ante esa nueva realidad, a las autoridades
civiles y militares de la ciudad de Valencia, se les presenta una gran
pregunta. Sí la muralla ya no es el elemento disuasorio y además ha perdido la
utilidad defensiva para la que se había creado y concebido.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt;&quot;&gt;¿Qué hacemos con la muralla?, Las autoridades
militares que son las responsables de la misma elaboran una primera propuestas,
la propuesta para aumentar el poder disuasorio y defensivo de la misma es
aumentar la altura y la volumetría de la fortificación, para que la imponente
muralla pueda enfrentarse a los posibles ataques de ejércitos extranjeros, pero
esta propuesta no convence a parte de la autoridades militares y mucho menos a las
autoridades civiles de la ciudad, que a partir de ese momento las propias
autoridades que se cuestionan su utilidad, se hacen otras preguntas,&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-size: 14.6667px;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHawQjfVElzAFlFINepAarTAwaMUyEZuTOrF5blzcX1KY9A7YxTjakFNozi070KzhX8WxzU79fdAOaPbk_N5uOgzzpRsaKrWc0OS1CR-bhXRRmOe0NvsM7Tur-rgDPC257aKPscFY2D9m6pcGW79dKTh0Ll-QLmAqJuO-7toXycWpnc6WtDkbB1Gru/s987/Plaza%20de%20toros.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;707&quot; data-original-width=&quot;987&quot; height=&quot;229&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHawQjfVElzAFlFINepAarTAwaMUyEZuTOrF5blzcX1KY9A7YxTjakFNozi070KzhX8WxzU79fdAOaPbk_N5uOgzzpRsaKrWc0OS1CR-bhXRRmOe0NvsM7Tur-rgDPC257aKPscFY2D9m6pcGW79dKTh0Ll-QLmAqJuO-7toXycWpnc6WtDkbB1Gru/s320/Plaza%20de%20toros.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt;&quot;&gt;¿Para que la queremos?, ¿La necesitamos?, ¿Qué
debemos hacer con ella?, todas ellas de difícil respuesta. Aun sabiendo que su
utilidad ya no era lo importante que había sido, este aspecto aunque muy importante
y esencial no fueron suficiente para que las autoridades de Valencia enviaran
una petición en el año 1856 a las Cortes Generales donde solicitaban la demolición
de las murallas y sus puertas de acceso, con dos excepciones las Torres de
Serranos y de Quart, ya que estás torres tenían una utilidad concreta, ya que
se utilizaban como prisiones militares.&lt;/span&gt;&lt;/p&gt;

&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Veamos entonces que otros factores y motivaciones incidieron en los
responsables, en favor de la decisión de solicitar la demolición de las
murallas.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 18.0pt; text-align: justify;&quot;&gt;&lt;/p&gt;&lt;ol&gt;&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt;&quot;&gt;La burguesía venia
solicitando su demolición desde principios de siglo XIX, al interpretar que la
muralla simbolizaba un viejo vestigio feudal y a la vez era una representación
del viejo régimen.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt;&quot;&gt;Las murallas suponían
un corsé para el desarrollo urbanístico de la ciudad, ya que impedían su
expansión, a la vez que marcaban grandes diferencias entre la parte de la
ciudad intramuros y los arrabales periféricos, las zonas más influyentes se
encontraban en la ciudad intramuros, pero las zona periféricas cada vez pedían
mejores comunicaciones entre ellas y con la zona intramuros, porque ellos
también eran parte de la ciudad.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt;&quot;&gt;Las murallas
establecían las comunicaciones y las puertas marcaban el acceso de las gentes y
de las mercancías a la ciudad, para la burguesía esto también suponía un corsé
que impedía la mejora de las comunicaciones, aspecto muy importante y esencial
para la expansión económica y comercial de sus negocios.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt;&quot;&gt;Otro factor y no
menos importante fue la crisis de la industria de la seda valenciana, que se
inició a mediados del siglo XIX, la industria de la seda fue el principal
sector industrial y comercial durante los siglos XVII y XVIII. Ante esta crisis
en la industria de la seda, los empresarios pusieron en marcha una serie de
innovaciones tecnológicas y productivas con el fin de recuperar el control de
este mercado, pero en el 1854 llego a epidemia de la pebrina que afectaba
dramáticamente a la crianza de los gusanos de seda, esto produjo que la calidad
de la seda valenciana fuese de mala calidad, la desaparición de bastante de la
actividad artesanal, también afectó a las condiciones laborales de los trabajadores
de los grandes empresarios, todo el sector entró en crisis debido a las
pérdidas económicas, que llevo a la ruina total del sector y a su desaparición.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt;&quot;&gt;El último de factores
que influyeron en la decisión, fue la epidemia de Cólera que afectó a la ciudad
de Valencia y a la provincia entre los años 1834 y 1890, que provocó miles de
muertes, las condiciones de salubridad de la ciudad amurallada y sus pésimas
condiciones higiénicas hacían muy difícil la lucha contra la epidemia, y las
autoridades pensaban que cuando se derribara la muralla todo mejoraría.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p&gt;&lt;/p&gt;







&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt;&quot;&gt;Ante todas estas circunstancias, en el año
1856 las autoridades civiles y con el beneplácito de las militares, tomaron la
decisión de enviar un escrito solicitando el derribo de las murallas de la ciudad,
a las Cortes Generales en Madrid.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt;&quot;&gt;Ahora se presentaba un nuevo escollo legal ¿A
quién correspondía la titularidad de los nuevos terrenos que se generaban por
la demolición de la muralla y quien debía asumir su explotación. Esta disputa
la gano el Ayuntamiento, ante la Capitanía General que representaba al ejército
y al Estado.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt;&quot;&gt;Las autoridades civiles tuvieron que esperar
hasta el 18 de febrero de 1965, cuando el Gobernador civil interino Cirilo
Amorós i Pastor, recibió un telegrama de la Reina Isabel II en el que se le
comunicaba, la aprobación por parte del Estado de la demolición de las murallas
de la ciudad.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0xUOI4XW1U-6-lwPPIn7xqR7AXcurLJzCbbLSgd38dtrYMKK_XykAycE6ESAsvptGh3IIQJI4WhFy84I01me5IotBR-WZb-9qnzzF8WsGdB84zXZ0U3p_6AMrWXVa9_HpYxUUa65cl5Lk3f9mmdOwfQedj3FwSCAr4uRL9uHjT_wg7ODEA_-kDg6I/s1070/Derribo.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;704&quot; data-original-width=&quot;1070&quot; height=&quot;211&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0xUOI4XW1U-6-lwPPIn7xqR7AXcurLJzCbbLSgd38dtrYMKK_XykAycE6ESAsvptGh3IIQJI4WhFy84I01me5IotBR-WZb-9qnzzF8WsGdB84zXZ0U3p_6AMrWXVa9_HpYxUUa65cl5Lk3f9mmdOwfQedj3FwSCAr4uRL9uHjT_wg7ODEA_-kDg6I/s320/Derribo.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt;&quot;&gt;Desde Gobierno Civil, se planificó la
demolición y se comunicó oficialmente a los habitantes de la ciudad el 20 de
febrero del 1865.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 18.0pt; text-align: justify;&quot;&gt;&lt;/p&gt;&lt;ol&gt;&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt;&quot;&gt;El mismo día 20&amp;nbsp; a las 16:30 horas El Gobernador Civil, tras
un breve discurso y junto a diversos miembros del Ayuntamiento, inicio el
derribo del primer tramo de las murallas en la Puerta del Real en dirección a
las Torres de Serranos.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt;&quot;&gt;El derribo del segundo
tramo se inició el 3 de noviembre y se demolió el tramo desde las Torres de
Serrano hasta la puerta de la Corona.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt;&quot;&gt;A principio del año
1865 finalizaba la demolición de la muralla.&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;



&lt;/p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 11pt;&quot;&gt;El único tramo de la muralla que se puede visitar
en la actualidad, es el tramo ubicado junto a las Torres de Quart, en la calle
Gillem de Castro.&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_CIaG080Pgdhb5306Mv4CU09ZYx-g40_Tvm84yOsPeKk_NP4txqiQIw6y1TvxeqKKJYOXw0EVYiiFGDN230jQqeeTj0yN5LV7DKu4Iw0njuZwmdJwljCFc_cLCOzWJGVN5Sca4E0-OoTPWSq4byC3gjal7UFCGy30US8x5umvsc00xI7ssUdsATKC/s1002/tramo.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;751&quot; data-original-width=&quot;1002&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_CIaG080Pgdhb5306Mv4CU09ZYx-g40_Tvm84yOsPeKk_NP4txqiQIw6y1TvxeqKKJYOXw0EVYiiFGDN230jQqeeTj0yN5LV7DKu4Iw0njuZwmdJwljCFc_cLCOzWJGVN5Sca4E0-OoTPWSq4byC3gjal7UFCGy30US8x5umvsc00xI7ssUdsATKC/s320/tramo.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 14.6667px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span&gt;&lt;p style=&quot;font-family: arial;&quot;&gt;&lt;/p&gt;

&lt;p style=&quot;font-family: arial; margin-left: 18pt; text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;font-family: arial;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;font-family: arial;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;font-family: arial;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: arial; font-size: 11pt; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 11pt; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;

&lt;span face=&quot;Arial, &amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 12pt;&quot;&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://lostrescientos.blogspot.com/feeds/2816780487597686534/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/9128960898000359877/2816780487597686534?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/2816780487597686534'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/2816780487597686534'/><link rel='alternate' type='text/html' href='http://lostrescientos.blogspot.com/2022/09/valencia-ciudad-amurallada-iii.html' title='VALENCIA CIUDAD AMURALLADA (III)'/><author><name>Federico Mor</name><uri>http://www.blogger.com/profile/08627876287889684053</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEhauwhmlBKzbAWesmHw_R-0TMl9nQNc_swK00_1of0xxfui7M7YE1D0LpzUHxMaIS0qr23HPXUpLGJl65opViwbA_P4-X3GQpIRRsYbtPmhWf5EGv8qTU9Xqqm4k_8MesEheT69YZEfwyAEWfPtdW0C6DVpvbPsVXbhMHMudpr_mnh1IpIYDiBeCXAK=s72-w310-h315-c" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9128960898000359877.post-1811769803051813014</id><published>2022-02-14T15:15:00.002+01:00</published><updated>2022-02-14T15:21:34.698+01:00</updated><title type='text'>HISTORIA DE UN APELLIDO “MOR”  -- ¿DICE ALGO DE TI TU APELLIDO?</title><content type='html'>&lt;p&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; font-family: Calibri, &amp;quot;sans-serif&amp;quot;; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjYEv0WiNnXnNxArWnyhDN3eG2ipUY5Rno_eJfgQBY-ivTxeGm0m8-zDqe2JcwLCU41HkPxeFXWy7mfqanPAGC2GTfZ0SaWSJPmkaYjDoLM7f1r7Nv2UFQl03CKpyJSDkQTMqVcb9QkufLNOt_GRbqDQCI2IIKC4D7oIVWUnxu9Ll2J-wdlEywWP_h3&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;362&quot; data-original-width=&quot;280&quot; height=&quot;161&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjYEv0WiNnXnNxArWnyhDN3eG2ipUY5Rno_eJfgQBY-ivTxeGm0m8-zDqe2JcwLCU41HkPxeFXWy7mfqanPAGC2GTfZ0SaWSJPmkaYjDoLM7f1r7Nv2UFQl03CKpyJSDkQTMqVcb9QkufLNOt_GRbqDQCI2IIKC4D7oIVWUnxu9Ll2J-wdlEywWP_h3=w125-h161&quot; width=&quot;125&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;¿Dice
algo de ti tú apellido? La verdad no lo sé, aunque en mi caso creo que mi
apellido sí ha ido condicionando algo mi vida. Mi primer apellido es “MOR”,
corto, sonoro y aparentemente fácil de comprender, pero la realidad &lt;/span&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;es que es bastante difícil de asimilar y
entender por los demás. Me han llamado, AMOR, MIR, MORE “MUR”, MORO, MORA, MORT,
cualquier expresión parecida, menos Mor, así que he acabado por deletrearlo M
de Madrid, O de Oviedo y R de Roma, de esta manera me ahorro repeticiones y explicaciones.&lt;/span&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Este motivo y algunas
coincidencias a lo largo de mi vida han hecho crecer mi interés por saber cuál
es su significado, cuál es su origen, de donde proviene y es por ello que
empecé a hacer indagaciones, con el fin ver que hay detrás de un apellido tan
poco corriente como el mío “MOR”.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;A lo largo de este
artículo iré desgranando las distintas vertientes del mismo, etimológica,
demográfica, historia geográfica, etc… Empezamos.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;ARQUEOLOGIA&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;

&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Fue asistiendo a una Conferencia en la Facultad de
Historia de Valencia, cuando me encontré con la primera de las coincidencias,
el ponente de historia antigua estaba hablando sobre unos hechos acaecidos de
Egipto antiguo, sus faraones y las guerras contra sus vecinos cananeos –
filisteos,&amp;nbsp; &amp;nbsp;&amp;nbsp;nombraron unos restos arqueológicos “Tell Mor”.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; font-size: 10pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhMBuOoKJhUA4aw8cRsg7KAB96oIs7-zmNqLv7pyTQuKBDS_JHKWfeW6xezrS5VLX7XTrx5PHDpKwM9gvra2NlXXNkd4GfFkF-OyQ46DdehiX-GwtKsWyuVFzy5Pfl-xx4rEtDlN_7O2pu41lLlsvN7-nPHfaDHFIs1uGr-dUszY2G1uromBBpKIkdD&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;437&quot; data-original-width=&quot;786&quot; height=&quot;227&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhMBuOoKJhUA4aw8cRsg7KAB96oIs7-zmNqLv7pyTQuKBDS_JHKWfeW6xezrS5VLX7XTrx5PHDpKwM9gvra2NlXXNkd4GfFkF-OyQ46DdehiX-GwtKsWyuVFzy5Pfl-xx4rEtDlN_7O2pu41lLlsvN7-nPHfaDHFIs1uGr-dUszY2G1uromBBpKIkdD=w408-h227&quot; width=&quot;408&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;span style=&quot;font-size: 13.3333px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;TELL MOR&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;line-height: 115%; text-align: justify;&quot;&gt; es el nombre hebreo de Tell el Murreh, era una antigua ciudad portuaria
fortificada defensivamente cananea – filistea, se trata de un pequeño montículo
ubicado en la ciudad de Ashdod (Israel), cerca de su actual puerto, en la época
de su creación estaba junto a la desembocadura del río&amp;nbsp;Nahal Lachish, a nivel
arqueológico aquí podemos encontrar gran cantidad de restos desde el siglo XVI
a.C. finales de la Edad del Bronce medio.&lt;/span&gt;&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 0cm 18pt; text-align: justify;&quot;&gt;&lt;/p&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Periodo Cananeo (siglo XVI-XII a.C.)&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Edad de Hierro (siglo XII-VI a.C.)&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Filisteos &lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Periodo de los Jueces (siglo XII-X
a.C.)&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Reinos de Israel (siglo X-VI a.C.)&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;/ul&gt;&lt;li&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Asirios (732-632 a.C.)&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Periodo Helénico (siglo IV-I a.C.)&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Periodo Romano / Bizancio (siglo I
a.C.-VII d. C.)&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Periodo Otomano (siglo XVI-XX)&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;&lt;/p&gt;















&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;&lt;a href=&quot;https://www.biblewalks.com/telmor&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;https://www.biblewalks.com/telmor&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;EL MOR&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;, el poblado de “El Mor” es un yacimiento se encuentra ubicado en el
municipio de Tàrrega, en la comarcal de L’ Urgell, provincia de Lleida.&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;v:shapetype coordsize=&quot;21600,21600&quot; filled=&quot;f&quot; id=&quot;_x0000_t75&quot; o:preferrelative=&quot;t&quot; o:spt=&quot;75&quot; path=&quot;m@4@5l@4@11@9@11@9@5xe&quot; stroked=&quot;f&quot; style=&quot;font-size: 10pt;&quot;&gt;
 &lt;v:stroke joinstyle=&quot;miter&quot;&gt;
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&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Se trata de un
asentamiento bastante antiguo donde se localizan restos del neolítico pero en
contextos indeterminados de la época del bronce, así como restos iberos y
romanos.&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

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&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 10pt; margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-size: 10pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEipEaiiD7mCQM-8Vs9hemWms0P1kfZi9El3gSpC9tPoWcDocvvwjS8vFgCvzJIkHOBvSqDMqNHAXtOpy1opfMzIWPbcJ5BJduJWqOQ4OvtD72QLcSY30bRpuFZk1_X2K8APwIPCxnxyje4MPNoW8vxdWDsPWeKLYcB7KtG1XL_pfg1pS_U-NfI3sWFX&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;267&quot; data-original-width=&quot;328&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEipEaiiD7mCQM-8Vs9hemWms0P1kfZi9El3gSpC9tPoWcDocvvwjS8vFgCvzJIkHOBvSqDMqNHAXtOpy1opfMzIWPbcJ5BJduJWqOQ4OvtD72QLcSY30bRpuFZk1_X2K8APwIPCxnxyje4MPNoW8vxdWDsPWeKLYcB7KtG1XL_pfg1pS_U-NfI3sWFX&quot; width=&quot;295&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;a href=&quot;https://iberiagraeca.net/base/yacimientos.php?id=196&quot;&gt;&lt;span style=&quot;font-size: x-small; line-height: 115%;&quot;&gt;https://iberiagraeca.net/base/yacimientos.php?id=196&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;ETIMOLÓGIA&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Si miramos la
vertiente Etimológica del apellido, según la RAE se trata de un arcaísmo poco
común en la actualidad y puede tratarse de una aféresis de la palabra latina
“AMOR”.&amp;nbsp; También he localizado otras
raíces etimológicas del apellido que ubican sus orígenes en la palabra latina
“MAURUS” moro.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;DEMOGRAFÍA&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Una de las primeras
preguntas que me hice fue a nivel demográfico.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;Soy natural de Burjassot, se trata de una ciudad de la comarca de L&#39; Horta, perteneciente a la provincia de Valencia, y hasta donde sé, somos pocos los habitantes con mí apellido en mi lugar de nacimiento y en los alrededores.&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;¿Cuántos habitantes hay en España con
mi mismo apellido?&lt;/p&gt;&lt;/div&gt;&lt;/span&gt;&lt;blockquote style=&quot;border: none; margin: 0px 0px 0px 40px; padding: 0px;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;En España a principio del año 2020 ya se han superado los 47.000.000 de habitantes, pero los datos estadísticos del INE están actualizados a fecha 01-01-2019, y en ese momento en España éramos 46.937.060 de habitantes, de todos ellos únicamente se apellidan “MOR” como primero, segundo o ambos 2.914 habitantes, lo que representa un escaso 0,0062 % del total de habitantes, si analizamos un poco más estos datos, vemos que solo con el primer apellido somos 1.405 habitantes, con lo que este porcentaje se reduce al 0,00299 % y si el análisis lo hacemos a nivel del segundo apellido la cantidad es de 1.509, que representa el 0,00321 %.&amp;nbsp;&lt;/p&gt;&lt;/div&gt;&lt;/span&gt;&lt;/blockquote&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;

&lt;/p&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiUm6C2xO9mCzemBNGF6BkjyanWmAH3dfUcL64IQnPbIVFzhlwjS6OVd6PLak3v3RfolMzUNMEUzybYiW4fLrPTr9EiwhfM3QNSVMypCgmzgNOK0c8kHyWxUbOY3Nl5A7M6OCo-WhSudUY3h-121ZGXQORnCzgWdHvJjLPhgo0qJREnDMaf5Z9hXrV8&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;357&quot; data-original-width=&quot;678&quot; height=&quot;168&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiUm6C2xO9mCzemBNGF6BkjyanWmAH3dfUcL64IQnPbIVFzhlwjS6OVd6PLak3v3RfolMzUNMEUzybYiW4fLrPTr9EiwhfM3QNSVMypCgmzgNOK0c8kHyWxUbOY3Nl5A7M6OCo-WhSudUY3h-121ZGXQORnCzgWdHvJjLPhgo0qJREnDMaf5Z9hXrV8&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;margin: 0cm 0cm 0.0001pt 35.4pt;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;/span&gt;&lt;blockquote style=&quot;border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;div&gt;&lt;span style=&quot;line-height: 18.4px;&quot;&gt;Las provincias donde reside algún habitante con este apellido son Girona, Barcelona, Tarragona, Lleida, Huesca, Zaragoza, Teruel, Castellón, Valencia, Murcia, Madrid, A Coruña, Les Illes Balears y las islas de Gran Canaria, Lanzarote y Fuerteventura.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/span&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;Como se puede apreciar en el gráfico su reparto está muy concentrado en la antigua Corona de Aragón.&lt;/div&gt;&lt;/span&gt;&lt;/blockquote&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;¿Entonces
cuántos habitantes hay con este apellido en la provincia de Valencia?&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;blockquote style=&quot;border: none; margin: 0px 0px 0px 40px; padding: 0px;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Si continuamos
analizando los datos del INE y descendiendo vemos que en la provincia de
Valencia a nivel de primer apellido, únicamente somos 142 habitantes, con lo
que este porcentaje se reduce al 0,00030 % y si lo analizamos a nivel del segundo
apellido la cantidad es de 161, que representa el 0,000034 %.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;/blockquote&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEitPjTqDVDuOuYpgV7NySM_DTPK7odCK9huzRU5P68XpLQZRoHu9zhxqQYz_28Qo5SJhzCefaB75kyNLefZ7M9EXAulFSsZlhskWv9ApBNc7kK-yHox9QaVQIjTvIPfSxcT1k0R-7X4JMUYFaZYL9PgF4T4vk4IJFmGV10u2K1W5hfGZGMBwlV-iG1d&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;212&quot; data-original-width=&quot;846&quot; height=&quot;80&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEitPjTqDVDuOuYpgV7NySM_DTPK7odCK9huzRU5P68XpLQZRoHu9zhxqQYz_28Qo5SJhzCefaB75kyNLefZ7M9EXAulFSsZlhskWv9ApBNc7kK-yHox9QaVQIjTvIPfSxcT1k0R-7X4JMUYFaZYL9PgF4T4vk4IJFmGV10u2K1W5hfGZGMBwlV-iG1d=w560-h80&quot; width=&quot;560&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;¿Cuántos
habitantes hay en Burjassot con mi mismo apellido?&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;blockquote style=&quot;border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;En la
ciudad de Burjassot hay 12 habitantes, 3 como primer apellido y 9 como segundo
apellido, de estos habitantes 6 son familia directa mía.&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;El en
municipio de Burjassot según datos del INE a fecha 1 de enero de 2021 habían 38.712
habitantes censados, por lo tanto los Mor representan 0,031 % de la población
del municipio.&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;/blockquote&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;text-align: left;&quot;&gt;Pero ¿hay más MOR a lo largo y ancho de este planeta?&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;¿Cuántos en el
planeta?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/span&gt;&lt;blockquote style=&quot;border: none; margin: 0px 0px 0px 40px; padding: 0px;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Para conseguir
esta información indagué web &lt;/span&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;a href=&quot;http://www.foerebears.io/&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;line-height: 115%; text-decoration-line: none;&quot;&gt;www.foerebears.io&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;, los datos no están muy actualizados ya que son de
2014, pero aproximadamente en el año 2014 en el mundo había unos 7.200 millones
de habitantes de los cuales únicamente 34.686 con este mismo apellido.&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;/blockquote&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;¿En
qué Países residen?&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;blockquote style=&quot;border: none; margin: 0px 0px 0px 40px; padding: 0px;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Los
países que más habitantes tienen con el apellido MOR son:&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;/blockquote&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;/p&gt;&lt;ol&gt;&lt;li&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;India &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; con 9.646.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Israel &amp;nbsp;&amp;nbsp;&amp;nbsp; con 8.746.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Turquía con 3.235.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Italia&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; con 2.386.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;EE. UU.&amp;nbsp; con 1.640.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;España&amp;nbsp; con 1.628.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Entre 500 y 999 están
los siguientes países Egipto (971), Brasil (872) y Pakistán (788)&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Entre 100 y 499 están
los siguientes países Papúa, Marruecos, Portugal, Francia, Dinamarca, Arabia
Saudí, Polonia, Indonesia, Nigeria, Irán, Malasia, México, Canadá, Ucrania y
Yibuti&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Por debajo de 99
encontramos hasta 104 países más.&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEh1l-Gl4Je-TZaxRKmh6pqGDPDl7sQgJ2dIG4jdZtipDXNmvTzuR_JIqM-iToG7HR6PAF6DH5sSRax6ZBN2qgnBjY-Zc8a1AG67_9atmkpblz37Jy3s9XMvO--2XFbh_SBaHqEXCHKAJZMK9g-bastwBFjuCSm44Q5cEgrhkrc5paMs4WMnNEyiUPHU&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;366&quot; data-original-width=&quot;599&quot; height=&quot;196&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEh1l-Gl4Je-TZaxRKmh6pqGDPDl7sQgJ2dIG4jdZtipDXNmvTzuR_JIqM-iToG7HR6PAF6DH5sSRax6ZBN2qgnBjY-Zc8a1AG67_9atmkpblz37Jy3s9XMvO--2XFbh_SBaHqEXCHKAJZMK9g-bastwBFjuCSm44Q5cEgrhkrc5paMs4WMnNEyiUPHU&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;¿Dónde
encontramos la mayor densidad de habitantes?&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/span&gt;&lt;blockquote style=&quot;border: none; margin: 0px 0px 0px 40px; padding: 0px;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;div&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Es
curioso se trata de Gibraltar donde residen 38 habitantes con este apellido.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/span&gt;&lt;/blockquote&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;div&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;A
estos datos debemos añadir las formas alternativas Mór y Mör.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Con la
grafía Mór encontramos a 129 habitantes.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/span&gt;&lt;blockquote style=&quot;border: none; margin: 0px 0px 0px 40px; padding: 0px;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;div&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Hungría
(98), Brasil (22), República Checa (6), Inglaterra (1), Suiza (1) y EE.UU. (1).&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/span&gt;&lt;/blockquote&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjiBV2MRLVkZbixooKj0z5xIA2qAhjFHf1Y7qoxgztM2sALO-nssxlzQz1MmNtRadAXcGlKNYunB70dPweI7i2AmK9HSTCPsUzAD03wE0qdZIL4R1E8weE-oOTUxIovWtuIFeHo9l36YgWdEeRi-Zpy-oBXsqmJQEgWymNcpkRmN6G8LwniTMKKx5pU&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;361&quot; data-original-width=&quot;596&quot; height=&quot;194&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjiBV2MRLVkZbixooKj0z5xIA2qAhjFHf1Y7qoxgztM2sALO-nssxlzQz1MmNtRadAXcGlKNYunB70dPweI7i2AmK9HSTCPsUzAD03wE0qdZIL4R1E8weE-oOTUxIovWtuIFeHo9l36YgWdEeRi-Zpy-oBXsqmJQEgWymNcpkRmN6G8LwniTMKKx5pU&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Con la
grafía Mör encontramos a 33 habitantes.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/span&gt;&lt;blockquote style=&quot;border: none; margin: 0px 0px 0px 40px; padding: 0px;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;div&gt;Mongolia
(32) y Austria (1).&lt;/div&gt;&lt;/div&gt;&lt;/span&gt;&lt;/blockquote&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgm0JMe1it41bFbNpU3IqJA18V4p-8QA0EENclddAj5ZUuhlsa5BeFiai9wvHuwub6UCB-5u6AqgiAOOG1JBe7x16mYpDZmSkkR9DAdoJYMamLgJTkN8xxCASBeGGyOKx1ttZbcb4mr1dfWSVeNHprPYID_ILPX8d-HA9dHUfZDCZLDAchbPdUk8kAj&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;359&quot; data-original-width=&quot;595&quot; height=&quot;193&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgm0JMe1it41bFbNpU3IqJA18V4p-8QA0EENclddAj5ZUuhlsa5BeFiai9wvHuwub6UCB-5u6AqgiAOOG1JBe7x16mYpDZmSkkR9DAdoJYMamLgJTkN8xxCASBeGGyOKx1ttZbcb4mr1dfWSVeNHprPYID_ILPX8d-HA9dHUfZDCZLDAchbPdUk8kAj&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Otras
grafía&lt;/span&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;s&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEj9GLeGxCaP1ey-e9oI-t7PG9md1Y7R2l_Epbref4dz-u5XcT4ETzJ_2rvt6sqmZr-79vunbafzvo_A64vuLfzX5PBZwNZdf29VQDnKVLKZX7G8hpQU5Htcz2LVHS7Cv1SrQLH97dBhpEHWbOCfEV6F2I7StnlAM5tBHBkmLF3D9AvxY1i5nfbuVatb&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;289&quot; data-original-width=&quot;830&quot; height=&quot;213&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEj9GLeGxCaP1ey-e9oI-t7PG9md1Y7R2l_Epbref4dz-u5XcT4ETzJ_2rvt6sqmZr-79vunbafzvo_A64vuLfzX5PBZwNZdf29VQDnKVLKZX7G8hpQU5Htcz2LVHS7Cv1SrQLH97dBhpEHWbOCfEV6F2I7StnlAM5tBHBkmLF3D9AvxY1i5nfbuVatb=w580-h213&quot; width=&quot;580&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Tal y como indicaba, la
población mundial superó los 7.200 millones de habitantes en el año 2014, de
los cuales únicamente un 0,00048175 % se apellidan “MOR”.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;El apellido más común
en el mundo es “Li” que proviene de China y se estima que lo ostentan unas 200
millones personas, de las cuales solo en China ya son casi 100 millones,
representarían un 2,77 %. En español el apellido más común es “García” que son
casi un millón y medio, &amp;nbsp;representando
0.0208 % .En inglés el más común es “Smith”, en alemán “Müller”, en francés
“Martin” y en portugués “Silva”, lo que demuestra que los que nos apedillamos
“MOR” somos una minoría, en el ranking de apellidos en España ocupamos el
puesto 3092.&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Otras curiosidades de
la estadística demográfica en USA del apellido “MOR”, este apellido ocupa el
puesto 35621. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;/div&gt;&lt;/div&gt;&lt;/span&gt;&lt;blockquote style=&quot;border: none; margin: 0px 0px 0px 40px; padding: 0px;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;div&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Por filiación política, vemos que los Mor son
mayoritariamente votantes Demócratas y además están por encima de la media de
USA.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/span&gt;&lt;/blockquote&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;div&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgx0mYgsjk8fn2kibPfKBRJdHUQkBeNQ8Gq_15JXM4nmLbrpuZbd6ashELYCJ-DloteVRvAgQiEO51oc97U5E8P_4tgVb84z2_n8S6c4NQzpSmtopsyOS0SfcALpFvk4TSCClwiFSRxQw_xhXNTpfTr0g5yh1LV59XCQ1wF1KOamD0sQkzdsvS-lvtQ&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;355&quot; data-original-width=&quot;579&quot; height=&quot;210&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgx0mYgsjk8fn2kibPfKBRJdHUQkBeNQ8Gq_15JXM4nmLbrpuZbd6ashELYCJ-DloteVRvAgQiEO51oc97U5E8P_4tgVb84z2_n8S6c4NQzpSmtopsyOS0SfcALpFvk4TSCClwiFSRxQw_xhXNTpfTr0g5yh1LV59XCQ1wF1KOamD0sQkzdsvS-lvtQ=w343-h210&quot; width=&quot;343&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/span&gt;&lt;blockquote style=&quot;border: none; margin: 0px 0px 0px 40px; padding: 0px;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Por origen racial&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/span&gt;&lt;/blockquote&gt;&lt;blockquote style=&quot;border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;&quot;&gt;&lt;blockquote style=&quot;border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;/p&gt;&lt;ol&gt;&lt;li&gt;&lt;span style=&quot;color: #777777;&quot;&gt;El 68,17% de personas con el apellido MOR son Blancos&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;color: #777777;&quot;&gt;El 0,00 % de personas con el apellido MOR son Negros&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;color: #777777;&quot;&gt;El 11,89% de personas con el apellido MOR son Nativos
(amerindios)&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;color: #777777;&quot;&gt;El 0,00 % de personas con el apellido MOR son Asiáticos&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;color: #777777;&quot;&gt;El 7,21 % de personas con el apellido MOR son una mezcla
de dos o más razas&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;color: #777777; line-height: 115%;&quot;&gt;El 12,73% de personas con el apellido MOR son Hispanos&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p&gt;&lt;/p&gt;&lt;/div&gt;&lt;/span&gt;&lt;/blockquote&gt;&lt;/blockquote&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEid6Wqa2digXciFNSAtv2yYoiLGDEjBb8u6VN6acP6KFkCkXomr0Zu4PoMX-62wZtF2RnG34mDXH6hgezxXyKZLSYDabJzQxVdAt9cexRqyIU7e8Jog2ThFvq8on-7_qGuLle4uZ9PnAje8MSsq87Kc4b3bxV7BovqMrXEx5eAK2NhRX3knSQjWKh04&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;272&quot; data-original-width=&quot;643&quot; height=&quot;189&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEid6Wqa2digXciFNSAtv2yYoiLGDEjBb8u6VN6acP6KFkCkXomr0Zu4PoMX-62wZtF2RnG34mDXH6hgezxXyKZLSYDabJzQxVdAt9cexRqyIU7e8Jog2ThFvq8on-7_qGuLle4uZ9PnAje8MSsq87Kc4b3bxV7BovqMrXEx5eAK2NhRX3knSQjWKh04=w449-h189&quot; width=&quot;449&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;GEOGRAFÍA, &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;en España encontramos dos emplazamientos relacionados con el
topónimo “Mor”, en Lugo la parroquia de San Pedro de Mor y en Lleida en la
ciudad de Tàrrega el Tossal de Mor, un elemento del relieve, en Hungría&amp;nbsp; la ciudad de Mór.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;TOSSAL DEL MOR&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;, “El Tossal del Mor” se trata de un montículo de 400 metros
que se encuentra ubicado en el municipio de Tàrrega, de la comarcal de L’ Urgell,
provincia de Lle&lt;span style=&quot;font-size: 10pt;&quot;&gt;ida.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiMR9WY8oHvgTUX1qn16lsWP-9kY6KtrMCWU3_XneCUZbH2PU68f59mUQMsXjtQXIwI7Nftmv0cF-ZanxN4X-WZ9Biu0qC44QL6r_KL1Ih8gspO3i5AJsxLTyNhaOE23lespEKvQXIut_xgD1O0FN1M990y1eN88zA0OvBRJpDkzBOR0EzKMKHQZCpf&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;272&quot; data-original-width=&quot;550&quot; height=&quot;232&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiMR9WY8oHvgTUX1qn16lsWP-9kY6KtrMCWU3_XneCUZbH2PU68f59mUQMsXjtQXIwI7Nftmv0cF-ZanxN4X-WZ9Biu0qC44QL6r_KL1Ih8gspO3i5AJsxLTyNhaOE23lespEKvQXIut_xgD1O0FN1M990y1eN88zA0OvBRJpDkzBOR0EzKMKHQZCpf=w471-h232&quot; width=&quot;471&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Coordenadas:&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&amp;nbsp;41.65903 - 1.12172&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 10pt; line-height: 115%;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 10pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;a href=&quot;https://ca.wikipedia.org/wiki/Tossal_del_Mor&quot; style=&quot;text-indent: 35.4pt;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;https://ca.wikipedia.org/wiki/Tossal_del_Mor&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-indent: 35.4pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;MÓR&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;, La
ciudad de Mór, se encuentra en el condado de Fejér en Hungría, se encuentra
ubicada entre las colinas de Vértes y Barkonyo, la ciudad es el centro
económico, institucional y cultural de la región de Mór que la componen 13 entidades
de población. El desarrollo de la cuidad comenzó con la llegada de colonos de
origen alemán y monjes capuchinos en el 1697. Aunque las raíces históricas de
la ciudad actual se remontan a la época celta y romana.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEglnyuTlluaUc7Milb6f5WcpjF7ASHfi-wZzxrvQzLvldszuCxCKxtihe0oF1mzw-wt2PmS-jvV-5CfVAXN_9-7C0Qzsuw0UkiTHE1KyE92UEbjfWP_qgUWqY8O54SAptW0-JfXEQmbyfkTPwI82c3z6h3X4uEjLrCXR7UQH_yFY0RUCP83zxNK9XL8&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;323&quot; data-original-width=&quot;909&quot; height=&quot;157&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEglnyuTlluaUc7Milb6f5WcpjF7ASHfi-wZzxrvQzLvldszuCxCKxtihe0oF1mzw-wt2PmS-jvV-5CfVAXN_9-7C0Qzsuw0UkiTHE1KyE92UEbjfWP_qgUWqY8O54SAptW0-JfXEQmbyfkTPwI82c3z6h3X4uEjLrCXR7UQH_yFY0RUCP83zxNK9XL8=w441-h157&quot; width=&quot;441&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class=&quot;MsoListParagraph&quot; style=&quot;line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; mso-add-space: auto;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;a href=&quot;https://www.google.es/maps/place/mor,+8060+Hungr%C3%ADa/@47.3932312,18.1197392,12z/data=!3m1!4b1!4m5!3m4!1s0x476a2489032a1c61:0x526c0555d12671f4!8m2!3d47.374928!4d18.2036035?hl=es&quot;&gt;https://www.google.es/maps/place/mor,+8060+Hungr%C3%ADa/@47.3932312,18.1197392,12z/data=!3m1!4b1!4m5!3m4!1s0x476a2489032a1c61:0x526c0555d12671f4!8m2!3d47.374928!4d18.2036035?hl=es&lt;/a&gt;&lt;span class=&quot;MsoHyperlink&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;span face=&quot;Calibri, &amp;quot;sans-serif&amp;quot;&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;a href=&quot;https://en.wikipedia.org/wiki/M%C3%B3r&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;https://en.wikipedia.org/wiki/M%C3%B3r&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;div style=&quot;line-height: normal; margin: 6pt 0cm;&quot;&gt;&lt;b&gt;MOR&lt;/b&gt;, es una parroquia del municipio de Alfoz, provincia
de Lugo, su denominación oficial es San Pedro de Mor.&amp;nbsp; Las parroquias son organizaciones
territoriales de la Comunidad Gallega, esta parroquia está compuesta por quince
entidades de población.&lt;span style=&quot;font-size: 10pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEinQuwHYSnQNr0-KadLrdKCzmeK7JFlFJ8tkUWkYd4eUolXy3VSCy1oQ4y3gJJSHDf5w5tA8gXZyvkGlum3OLvbHM3laGBCXKvLyoyKJPJj5dULX2wzjY0e7ycOsEBn37EBQSZA4oMRqJjZQfJLM74BjT6bm00SdOpTp6P6oqJd4O6L3dbKoVzFDC7D&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;440&quot; data-original-width=&quot;803&quot; height=&quot;218&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEinQuwHYSnQNr0-KadLrdKCzmeK7JFlFJ8tkUWkYd4eUolXy3VSCy1oQ4y3gJJSHDf5w5tA8gXZyvkGlum3OLvbHM3laGBCXKvLyoyKJPJj5dULX2wzjY0e7ycOsEBn37EBQSZA4oMRqJjZQfJLM74BjT6bm00SdOpTp6P6oqJd4O6L3dbKoVzFDC7D=w399-h218&quot; width=&quot;399&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;a href=&quot;https://es.wikipedia.org/wiki/Mor_(Espa%C3%B1a)&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;https://es.wikipedia.org/wiki/Mor_(Espa%C3%B1a)&lt;/span&gt;&lt;/a&gt;&lt;span class=&quot;MsoHyperlink&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;ARQUITECTURA, &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;en España encontramos dos emplazamientos relacionados con el
topónimo “Mor”, en Lugo en la parroquia de San Pedro de Mor su iglesia, en
Lleida en Tàrrega&amp;nbsp; los restos del
Castillo de Mor y en Lisboa (Portugal) el palacio del Contador Mor.&lt;/span&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt; &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;ARQUITECTURA MILITAR&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;CASTELL DE MOR&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;, se trata de un castillo con recinto amurallado del tipo de
castillo cristiano medieval militar, con un sistema constructivo de sillería&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgyMUQJKQQpgSF121Ct_GS-JcxMYHGFyjGR1xH9oORa5f8_7appKNHo4Gk4j2MOsQ6qGpiXlgT2PV-QDkk7KAz7GSf0DZcjT6GzeDnRvtg3iAl357bwtpDALocHSdlokAkzZK76E8XHSI8RO9ODWGGv5R2T_WjFmT1ZyngA5HytLeFNaxQZaAghsk9f&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;289&quot; data-original-width=&quot;439&quot; height=&quot;211&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgyMUQJKQQpgSF121Ct_GS-JcxMYHGFyjGR1xH9oORa5f8_7appKNHo4Gk4j2MOsQ6qGpiXlgT2PV-QDkk7KAz7GSf0DZcjT6GzeDnRvtg3iAl357bwtpDALocHSdlokAkzZK76E8XHSI8RO9ODWGGv5R2T_WjFmT1ZyngA5HytLeFNaxQZaAghsk9f&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;a href=&quot;https://www.xn--castillosdeespaa-lub.es/es/content/mor-castillo&quot;&gt;&lt;span style=&quot;font-size: 10pt; line-height: 115%;&quot;&gt;https://www.xn--castillosdeespaa-lub.es/es/content/mor-castillo&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-size: 10pt; line-height: 115%;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;ARQUITECTURA RELIGIOSA&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;IGLESIA
DE SAN PEDRO DE MOR&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;, se
trata de un templo de estilo gótico, se acabó su construcción en el 1906. &lt;span style=&quot;background: white; color: #212121;&quot;&gt;En su interior destaca el precioso
retablo del s.&amp;nbsp;XVII, pintado con motivos dorados.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEg4tDiA0xMFtr2kFI3BeNnB4p_J1wOzxGGEWC6MdEvh8Mt0B4iZHA_e3U22GQCEyjU-zh5X1kZttKWkma-dp6B11-DjTXwjQZekQ5j6NVp5kDb492AUvE0DcnkPdUq80RyGiNTf6-viMnLlF9zbhemOy9k9usIq-I_eVKC16fl48H3csN_HgG0xb00R&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;290&quot; data-original-width=&quot;389&quot; height=&quot;239&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEg4tDiA0xMFtr2kFI3BeNnB4p_J1wOzxGGEWC6MdEvh8Mt0B4iZHA_e3U22GQCEyjU-zh5X1kZttKWkma-dp6B11-DjTXwjQZekQ5j6NVp5kDb492AUvE0DcnkPdUq80RyGiNTf6-viMnLlF9zbhemOy9k9usIq-I_eVKC16fl48H3csN_HgG0xb00R&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;a href=&quot;https://es.wikipedia.org/wiki/Mor_(Espa%C3%B1a)&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;https://es.wikipedia.org/wiki/Mor_(Espa%C3%B1a)&lt;/span&gt;&lt;/a&gt;&lt;span class=&quot;MsoHyperlink&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;div&gt;&lt;span class=&quot;MsoHyperlink&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 11pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;a href=&quot;https://www.concellodealfoz.com/esp/ampliacion/41/iglesia-de-san-pedro-de-mor.html&quot;&gt;https://www.concellodealfoz.com/esp/ampliacion/41/iglesia-de-san-pedro-de-mor.html&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;span style=&quot;font-size: 10pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;ARQUITECTURA CIVIL&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;

&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;LARGO
DO CONTADOR MOR&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;, esta
es la segunda de esas coincidencias fue en septiembre de 2016 en la ciudad de
Lisboa, cuando subíamos, mi mujer y yo, para realizar una visitar el Castillo
de San Jorge, a unos 400 metros antes de llegar, &amp;nbsp;pasamos por la plaza “Largo do Contador Mor” y
el palacete del mismo nombre, que se encuentran ubicados en el barrio de la
Alfama.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgRLM95kOHFD3JRN-jfHPYZuYQr7Vmu5kBqM-RGF6GdEf1lPgPJgVqaG0FjgqonWx_ryVIxBcpcrnbYpl_SB1goZAK_CBqQorkd-kR3JPg6M8Qxj0DYXSErbDQ2ChZD33rirD5JAH0ZiFUqmJx9Ab5DJNoh6SVhcXbVZol1Q8Srq6DAcdnjSL7UCIYW&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;303&quot; data-original-width=&quot;897&quot; height=&quot;182&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgRLM95kOHFD3JRN-jfHPYZuYQr7Vmu5kBqM-RGF6GdEf1lPgPJgVqaG0FjgqonWx_ryVIxBcpcrnbYpl_SB1goZAK_CBqQorkd-kR3JPg6M8Qxj0DYXSErbDQ2ChZD33rirD5JAH0ZiFUqmJx9Ab5DJNoh6SVhcXbVZol1Q8Srq6DAcdnjSL7UCIYW=w540-h182&quot; width=&quot;540&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;a href=&quot;https://www.google.com/url?sa=i&amp;amp;source=images&amp;amp;cd=&amp;amp;cad=rja&amp;amp;uact=8&amp;amp;ved=2ahUKEwifq9q075XiAhVnAmMBHWMrAT4QjRx6BAgBEAU&amp;amp;url=https%3A%2F%2Fcommons.wikimedia.org%2Fwiki%2FFile%3ALargo_do_Contador-Mor.JPG&amp;amp;psig=AOvVaw0TsceC7O5TAKnGuNcn4-XO&amp;amp;ust=1557746145156882&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;https://www.google.com/url?sa=i&amp;amp;source=images&amp;amp;cd=&amp;amp;cad=rja&amp;amp;uact=8&amp;amp;ved=2ahUKEwifq9q075XiAhVnAmMBHWMrAT4QjRx6BAgBEAU&amp;amp;url=https%3A%2F%2Fcommons.wikimedia.org%2Fwiki%2FFile%3ALargo_do_Contador-Mor.JPG&amp;amp;psig=AOvVaw0TsceC7O5TAKnGuNcn4-XO&amp;amp;ust=1557746145156882&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;CULTURA&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;ANTONIO SORIANO MOR – LA LIBRERÍA ESPAÑOLA (PARIS), &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: #2d3037; line-height: 115%;&quot;&gt;Antonio
Soriano Mor nació en Segorbe (Castellón) en 1913. A los quince años marchó a
Barcelona, en Barcelona creció, estudió, trabajó, se afilio a las juventudes
socialistas y cuando estalló la Guerra Civil, se enroló en el ejército
republicano, participo en el frente de Aragón. Cruzó la frontera a principios
de 1939, estuvo internado en el campo de concentración de Bram (Carcasone). En
junio de 1940 escapó hacia el sur, por causa de los nazis, y se instaló en
Toulouse, donde se convirtió en librero. En el verano de 1947 recibió una carta
de la cuñada de Luis Buñuel, Georgette Rucar, donde le animaba a hacerse cargo
de una vieja librería de París. Soriano aceptó el reto y se presentó allí con una
maleta repleta de libros y poco más. Inició su actividad en una pequeña
habitación, situada en el segundo piso del número 48 de la rue Mazarine. Al
poco tiempo se trasladó al local de una vieja librería en la misma calle y a
principios de 1950 se instaló por su cuenta en el definitivo establecimiento de
la rue de Seine, esquina con rue Clément.&lt;b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEinXEqTZkouYuUhU1Y-hS7-v0gy1yH4aqJtEh_I5iPW-9oRzIuFksbaVvovaH8aEjggEkJE1-hb5nhChw_lNhbt17boTkjkQyyODYyBWEptBg1gmkOzS6zfY-wMfwcCkeJKgSXvB_ZpFW1Zydc3xuRGuMSaI5KXzl5bHCDK9oO7DtuZmoet9vWZ0m5i&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;432&quot; data-original-width=&quot;882&quot; height=&quot;265&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEinXEqTZkouYuUhU1Y-hS7-v0gy1yH4aqJtEh_I5iPW-9oRzIuFksbaVvovaH8aEjggEkJE1-hb5nhChw_lNhbt17boTkjkQyyODYyBWEptBg1gmkOzS6zfY-wMfwcCkeJKgSXvB_ZpFW1Zydc3xuRGuMSaI5KXzl5bHCDK9oO7DtuZmoet9vWZ0m5i=w538-h265&quot; width=&quot;538&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;color: #2d3037;&quot;&gt;A partir de ese momento, la actividad
del valenciano fue arrolladora. Se movió con esfuerzo, cariño y habilidad en el
mundo del libro español (por ejemplo, compró a la Universidad de la Sorbona los
derechos exclusivos de las publicaciones en castellano), tanto el editado en
España, en Hispanoamérica como en Francia (él mismo se constituyó en editor).&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;color: #2d3037;&quot;&gt;Pero su labor no se circunscribió al
mero mundo comercial, siempre trabajó con la idea de expandir la cultura
hispana entre propios y ajenos.&amp;nbsp;&lt;/span&gt;Parodiando a Machado Soriano repetía por
doquier: “Mi patria es la tierra que yo labro, no la tierra que yo piso”, y
aclaraba que pisaba Francia pero labraba por España porque era su cultura y su
vocación. Por ejemplo, en febrero de 1959, junto con un grupo de hispanistas
como Couffon, Marrast y de la Souchère, organizó un homenaje a Antonio Machado
en Collioure.&lt;b&gt;&lt;span style=&quot;color: #2d3037; font-size: 10pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgNROPjNTFfj1Ke88Mx-NLmwLIDZjqtfsyRR0NUbCnGt0MuWBr9p8V7ExXye0TXs5I76TJRE_ye3w8IEeBNr8UBukE3A91Sy_BWCG1evWGCGNmxu-CXHomVoCZubra04IKHDJBDx7mLLa7T0S6vu3V49Epj5c-O29BcL8_Ia0M6KomYPOVlA9mqXsVy&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;263&quot; data-original-width=&quot;935&quot; height=&quot;148&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgNROPjNTFfj1Ke88Mx-NLmwLIDZjqtfsyRR0NUbCnGt0MuWBr9p8V7ExXye0TXs5I76TJRE_ye3w8IEeBNr8UBukE3A91Sy_BWCG1evWGCGNmxu-CXHomVoCZubra04IKHDJBDx7mLLa7T0S6vu3V49Epj5c-O29BcL8_Ia0M6KomYPOVlA9mqXsVy=w528-h148&quot; width=&quot;528&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class=&quot;MsoListParagraph&quot; style=&quot;margin-left: 0cm; mso-add-space: auto;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;a href=&quot;http://blocdebotibolera.blogspot.com/2014/04/antonio-soriano-algo-mas-que-un-librero.html&quot;&gt;http://blocdebotibolera.blogspot.com/2014/04/antonio-soriano-algo-mas-que-un-librero.html&lt;/a&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 6pt 0cm;&quot;&gt;&lt;b&gt;JOSÉ MOR DE FUENTES, &lt;/b&gt;&lt;b&gt;&lt;span style=&quot;color: #222222; mso-bidi-font-family: Arial; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;José Mor y Pano&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: #222222; mso-bidi-font-family: Arial; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;, más conocido como&amp;nbsp;&lt;b&gt;José Mor de
Fuentes&lt;/b&gt;, nació en Monzón (Huesca) en 1762 y murió en 1848, fue un
periodista, dramaturgo, poeta y novelista del denominado prerrománico.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEj20NTpjiWtnTa3rfRFifibZn8ELo6Mh5wYkJaIH7rn6rMvR5H4NRBNFucAwapfQpD1EbJyDaHcFeK4VzJTI1IQbtkiaO6vQ0-6EPhqUW_2U7DzjgqPmLFMC97HsNUIvLBtohiE-dJvACIguD5v73pAWKXFX2LGO_s8g2m_y5DvFj0lmVKY9ERypKUK&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;441&quot; data-original-width=&quot;344&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEj20NTpjiWtnTa3rfRFifibZn8ELo6Mh5wYkJaIH7rn6rMvR5H4NRBNFucAwapfQpD1EbJyDaHcFeK4VzJTI1IQbtkiaO6vQ0-6EPhqUW_2U7DzjgqPmLFMC97HsNUIvLBtohiE-dJvACIguD5v73pAWKXFX2LGO_s8g2m_y5DvFj0lmVKY9ERypKUK&quot; width=&quot;187&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 6pt 0cm;&quot;&gt;&lt;span style=&quot;color: #222222; mso-bidi-font-family: Arial; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Es conocido fundamentalmente por su novela “La Serafina”&amp;nbsp;(1798), una
de las más incipientes muestras de novela contemporánea española, y por un
original y vivaz libro de memorias, su “Bosquejillo de la vida”&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;VINICULTURA&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p style=&quot;background: white; margin-bottom: .0001pt; margin: 0cm;&quot;&gt;&lt;b&gt;MÓR (vino), &lt;/b&gt;&lt;span style=&quot;color: #202122;&quot;&gt;(en húngaro &lt;i&gt;Móri
borvidék&lt;/i&gt;) se trata de una región vinícola de Hungría situada en la
Transdanubia Central, se ubica alrededor de la ciudad Mór en el condado de
Fejér. Fue reconocida oficialmente en 1996 como una de las 22 regiones
vinícolas productoras de vino “VCPRD” (&lt;b&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;&quot;&gt;V&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;&quot;&gt;ino de Calidad Producido en una Región Determinada&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #202122;&quot;&gt;) &lt;/span&gt;&lt;span style=&quot;color: #202122;&quot;&gt;del país, y como tal es utilizada como denominación de
origen reconocida por la UE. No obstante la tradición vitícola de la región es
muy anterior.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;background: white; margin-bottom: .0001pt; margin: 0cm;&quot;&gt;&lt;span style=&quot;color: #202122;&quot;&gt;Se trata de una de las regiones vitícolas más pequeñas de
Hungría. Los viñedos ocupan una extensión de unas 900 ha. Los vinos de esta
región son principalmente blancos elaborados a base de la variedad Ezerjó.
Estos vinos alcanzan la madurez tres años después de la vendimia, cuando su
sabor característico adquiere mayor fuerza.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;background: white; margin-bottom: .0001pt; margin: 0cm;&quot;&gt;&lt;span style=&quot;color: #202122;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;HISTORIA, &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;en este nivel lo separaremos en dos tipos, los hechos
históricos y los personajes históricos.&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt; &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;CASTELL DE MOR&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;, &lt;span style=&quot;background: white; color: #333333;&quot;&gt;Conquistado por
Ramón Berenguer I, aparece citado documentalmente en 1079, entre las posesiones
de los Anglesola. El dominio jurisdiccional pertenecía al conde. En 1177 se
estableció un convenio entre Alfonso el Casto y los caballeros de Castell de
Mor, por el que se comprometían a defender el castillo para el rey. En 1192 el
rey Alfonso dio el castillo a Guillem de Anglesola. La desaparición de esta
dinastía en 1417 originó diversos pleitos con los Cardona, sucesores de los
Anglesola de Bellpuig, más tarde el duque de Seosa se impuso definitivamente.&lt;/span&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;a href=&quot;https://www.xn--castillosdeespaa-lub.es/es/content/mor-castillo&quot;&gt;&lt;span style=&quot;font-size: 10pt; line-height: 115%;&quot;&gt;https://www.xn--castillosdeespaa-lub.es/es/content/mor-castillo&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;LA BATALLA DE MOR, &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;que tuvo lugar&lt;/span&gt;&lt;span style=&quot;background: white; color: #202122; line-height: 115%;&quot;&gt; 30
de diciembre de 1848 fue una victoria crucial para las&amp;nbsp;fuerzas del Imperio
Austriaco&amp;nbsp;en el aplastamiento de &lt;/span&gt;&lt;span style=&quot;color: #202122; line-height: 115%;&quot;&gt;La&amp;nbsp;Revolución Húngara de 1848, también
llamada&amp;nbsp;Revolución Cívica y Guerra
de Independencia&amp;nbsp;totalmente&amp;nbsp;húngaras de 1848-1849&amp;nbsp;(en húngaro:&amp;nbsp;&lt;/span&gt;&lt;i&gt;&lt;span lang=&quot;HU&quot; style=&quot;color: #202122; line-height: 115%;&quot;&gt;1848–49-es polgári forradalom és
szabadságharc&lt;/span&gt;&lt;/i&gt;&lt;span style=&quot;color: #202122; line-height: 115%;&quot;&gt;&amp;nbsp;) fue una de las muchas
revoluciones europeas de 1848&amp;nbsp;y estuvo estrechamente ligada a otras
revoluciones de la misma época en los dominios de los Habsburgo.&amp;nbsp;Aunque la
revolución fracasó, es uno de los eventos más importantes de la historia
moderna de Hungría y constituye una piedra angular de la identidad nacional
húngara moderna.&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;background: white; margin: 6pt 0cm;&quot;&gt;&lt;span style=&quot;color: #202122;&quot;&gt;Después de Francia&amp;nbsp;(1791)
y Bélgica&amp;nbsp;(1831), Hungría se&amp;nbsp;convirtió en el tercer país de Europa&amp;nbsp;en
celebrar elecciones democráticas (junio de 1848) y, posteriormente, estableció
un tipo de parlamento representativo que reemplazó al&amp;nbsp;sistema
parlamentario basado en los Estados Federale&lt;/span&gt;&lt;span style=&quot;color: #202122;&quot;&gt;s.&lt;span face=&quot;Calibri, &amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgB5-ngNRjqcNTNGmi-eVNLcSkTfXbF643f0iZgS7rRDToZ_1-vYWLNoQrIwixRIdkcuR7HvjZQGEDXwdzYAQigofM47XMSi7WSZ7GHjqUeqQSOKouogCZwAK4sv6pU4CEzMD96wTUJZrhqtZJggRFXa-AYELzGvkAnat34AHXQNDJYM8hkdOOiHPvz&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;417&quot; data-original-width=&quot;529&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgB5-ngNRjqcNTNGmi-eVNLcSkTfXbF643f0iZgS7rRDToZ_1-vYWLNoQrIwixRIdkcuR7HvjZQGEDXwdzYAQigofM47XMSi7WSZ7GHjqUeqQSOKouogCZwAK4sv6pU4CEzMD96wTUJZrhqtZJggRFXa-AYELzGvkAnat34AHXQNDJYM8hkdOOiHPvz&quot; width=&quot;304&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;MOR ALFONSO&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;, aunque su verdadero nombre era &lt;/span&gt;&lt;b&gt;&lt;span style=&quot;color: #202122; line-height: 115%;&quot;&gt;Madragana
Ben Aloandro&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: #202122; line-height: 115%;&quot;&gt;&amp;nbsp;(Faro, Algarve, c. 1230 -?) fue
una amante del Rey Alfonso III de Portugal, desde el momento en que se completó
la conquista de conquista de Portugal con la toma de Faro en 1249. Faro formaba
parte de la Taifa musulmana del Algarve, el padre de Madragana, Aloandro, era
el Cadí (&lt;/span&gt;&lt;span style=&quot;color: #202122; line-height: 115%;&quot;&gt;قاضى&lt;/span&gt;&lt;span style=&quot;color: #202122; line-height: 115%;&quot;&gt;) o gobernador militar
del castillo de Faro.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;color: #202122; line-height: 115%;&quot;&gt;Madragana ha
resultado ser una antecesora de las más importantes familias reales y
aristocráticas europeas. Cuando la pasión del rey desapareció, la casaron con
Fernão Rei, y existe documentación de la existencia de una hija de este
matrimonio, Sancha Fernandes.&lt;/span&gt;&lt;span style=&quot;font-size: 10pt; line-height: 115%;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhM1EacssE0h8rLKyubAIVNoEPi5In7DUDRmwOgt9gjOotDDwqt1QSH83ZAFoSvDU3z2T9SPvUpI3ZZPoqWmRdDUcrfoXnTmU3vhkMv8HRlhppY9_owXEeH-RVbUAPcxSaTEmaU4Uc26FjR0-Hj2w84pofQu1tuOWO73MYJWHUOBohg3zLH_XJRVRCl&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;731&quot; data-original-width=&quot;421&quot; height=&quot;573&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhM1EacssE0h8rLKyubAIVNoEPi5In7DUDRmwOgt9gjOotDDwqt1QSH83ZAFoSvDU3z2T9SPvUpI3ZZPoqWmRdDUcrfoXnTmU3vhkMv8HRlhppY9_owXEeH-RVbUAPcxSaTEmaU4Uc26FjR0-Hj2w84pofQu1tuOWO73MYJWHUOBohg3zLH_XJRVRCl=w329-h573&quot; width=&quot;329&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;a href=&quot;https://en.wikipedia.org/wiki/Madragana&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;https://en.wikipedia.org/wiki/Madragana&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;b&gt;&lt;span style=&quot;font-size: 10pt; line-height: 115%;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;div style=&quot;background: white; margin: 6pt 0cm;&quot;&gt;&lt;b&gt;MÓR PERCZEL, &lt;/b&gt;&lt;span style=&quot;color: #202122;&quot;&gt;Sir Mór Perczel de Bonyhád&lt;/span&gt;&lt;span style=&quot;color: #202122;&quot;&gt;&amp;nbsp;(en húngaro:&amp;nbsp;&lt;/span&gt;&lt;i&gt;&lt;span lang=&quot;HU&quot; style=&quot;color: #202122;&quot;&gt;Bonyhádi lovag
Perczel Mór&lt;/span&gt;&lt;/i&gt;&lt;span style=&quot;color: #202122;&quot;&gt;&amp;nbsp;, alemán:&amp;nbsp;&lt;/span&gt;&lt;i&gt;&lt;span lang=&quot;DE&quot; style=&quot;color: #202122;&quot;&gt;Ritter Moritz Perczel von Bonyhád&lt;/span&gt;&lt;/i&gt;&lt;span style=&quot;color: #202122;&quot;&gt;&amp;nbsp;; nació el 11 de noviembre de 1811,en BonyHád del Condado
de Tolna, falleció 23 de mayo de 1899, Bonyhád), era un terrateniente húngaro,
general y uno de los líderes de la Revolución, que participó en diversas
batallas de la Revolución Húngara de 1848.&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;font-size: 10pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiC7p53VdoYGCspwaDMCilAjhhk5u4rozbpOmRlIp7zdD-NqJNZAuBoG-MIIG-m7ndbOkmUDzEvh5chN-YvM4zJfBk5kBXHkGczPu5OilZjQ4rbzygBdl4Ncjcht8_X-OD3wQSjUpQO9h309so4JSt1ZmshUHVQvnFapTcEtfRppVxPrEufi8ItsZD6&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;429&quot; data-original-width=&quot;1082&quot; height=&quot;220&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiC7p53VdoYGCspwaDMCilAjhhk5u4rozbpOmRlIp7zdD-NqJNZAuBoG-MIIG-m7ndbOkmUDzEvh5chN-YvM4zJfBk5kBXHkGczPu5OilZjQ4rbzygBdl4Ncjcht8_X-OD3wQSjUpQO9h309so4JSt1ZmshUHVQvnFapTcEtfRppVxPrEufi8ItsZD6=w556-h220&quot; width=&quot;556&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;a href=&quot;https://en.wikipedia.org/wiki/M%C3%B3r_Perczel&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;https://en.wikipedia.org/wiki/M%C3%B3r_Perczel&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;HERÁLDICA&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;/div&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgnbBYJI-T9m6f4X7NAcpgRMAILIL6eST69ZkurdgO9JjTUNHjiK3TXbmoljbIRhznY8tde3g797a84jk6dlN93YHaHzJGPvY2FFHAXWz-Own0e-sk1Tlt8e7LlmV8mUr_6t6zUjbQ9Zaj1uwqwp4vTrSUICRQVlxyNy__bl6squvQs0tkYT0ZDaQN1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;416&quot; data-original-width=&quot;725&quot; height=&quot;205&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgnbBYJI-T9m6f4X7NAcpgRMAILIL6eST69ZkurdgO9JjTUNHjiK3TXbmoljbIRhznY8tde3g797a84jk6dlN93YHaHzJGPvY2FFHAXWz-Own0e-sk1Tlt8e7LlmV8mUr_6t6zUjbQ9Zaj1uwqwp4vTrSUICRQVlxyNy__bl6squvQs0tkYT0ZDaQN1=w356-h205&quot; width=&quot;356&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;background: white; color: #3e3e3e; line-height: 115%;&quot;&gt;Se trata de un apellido poco frecuente,
aunque muy extendido por la península con numerosas casas solariegas,
principalmente en los territorios de la antigua Corona de Aragón, en Catalunya,
Aragón y Comunidad Valenciana. Por referencias de historiadores de la época y
otras averiguadas en los archivos registrales de ciudades y otros privados,
podríamos afirmar, pero no asegurar, que este escudo y el otro muy similar, la
aparición está datada inicialmente desde el siglo XI al XIV, y particularmente
en la corte del rey Teobaldo de Champagne, hijo de Blanca de Navarra y sobrino
de Sancho el Fuerte, formando parte del servicio personal y su guardia privada
desde 1234 a 1240.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;background: white; color: #3e3e3e; line-height: 115%;&quot;&gt;Las referencias de esta familia parecen
precisarse con más frecuencia desde el siglo XV al XIX en especial los hechos
de la celebración de las fiestas y justas que se celebraron en Madrid con
motivo de la visita de D. Carlos, príncipe de Gales, hijo de Jacobo I, en
tiempos de Felipe IV. Todo ello parece coincidir con la memoria familiar de algunos
de los miembros de la rama de la familia Mor.&lt;/span&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;color: #333333; line-height: 115%;&quot;&gt;El apellido Mor aparece
recogido por el Cronista y Decano Rey de Armas, Don Vicente de Cadenas y
Vicent, en su &quot;Repertorio de Blasones de la Comunidad Hispánica&quot;, eso
significa que el linaje Mor tiene armas oficiales certificadas&lt;/span&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;PERSONAJES&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;DEPORTES, &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;La última de las coincidencias llegó por mi trabajo como jefe
de retransmisiones deportivas en Canal 9, en el año 2003 el Valencia CF se
enfrentó en la Copa de UEFA al Maccabi Haifa y a través del dossier del equipo
israelí de la ciudad de Haifa, me enteré que un miembro de la directiva del
Club, más concretamente su Vicepresidente se apellidaba Mor, actualmente
continua desempeñando ese mismo cargo dentro del club&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgTQBCR1c8Ek1rybwgdM170KnjyV29m6NLr6-o-ex-9SOEL0PNzlcOXhHyr0CjZT8v_uQVrIXWqL2XJ5cGjlEaN_nbvQgQ-FIaZjv6BpYH_ZvKXvHrg40h_SunHrM347sB9N-lcSBATmHobpIGDUk9Ncs135KkCBA2OuljbzOIcIX0L3HlLpNZMs9Dz&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;356&quot; data-original-width=&quot;737&quot; height=&quot;173&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgTQBCR1c8Ek1rybwgdM170KnjyV29m6NLr6-o-ex-9SOEL0PNzlcOXhHyr0CjZT8v_uQVrIXWqL2XJ5cGjlEaN_nbvQgQ-FIaZjv6BpYH_ZvKXvHrg40h_SunHrM347sB9N-lcSBATmHobpIGDUk9Ncs135KkCBA2OuljbzOIcIX0L3HlLpNZMs9Dz=w357-h173&quot; width=&quot;357&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;a href=&quot;https://mhaifafc.com/management?lang=en&quot;&gt;&lt;span style=&quot;font-size: 10pt; line-height: 115%;&quot;&gt;https://mhaifafc.com/management?lang=en&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;MONUMENTOS, &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;por último también he podido localizar referencia con el
apellido MOR, en algunos monumentos en Francia y Hungría.&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt; &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;SANT
JEAN LA POTERIE, &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;en la ciudad
de Sant Jean la Poterie situada&lt;b&gt; &lt;/b&gt;la
región de la Bretaña, en el departamento de Morbihan, localizamos un monolito
en recuerdo de los caídos en la I Guerra Mundial&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgbPHgvX7-ndXfEv23L5e2sxcfBvK0y4OqlXzaKMS_clzS7_FtoEQdPBFYwxJHCTbZ4KIUxSBw2dpqfRgdt4lNkQ6ta9YwIu2Sgg02pZMcGSKXGE79XMqDXGXsSfP2fUodPsjPtDOOS3tLt5FN-0_PVWVM3txP8aJ7Vlv1PY9B59OskhQxQKXQyWuVJ&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;704&quot; data-original-width=&quot;811&quot; height=&quot;417&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgbPHgvX7-ndXfEv23L5e2sxcfBvK0y4OqlXzaKMS_clzS7_FtoEQdPBFYwxJHCTbZ4KIUxSBw2dpqfRgdt4lNkQ6ta9YwIu2Sgg02pZMcGSKXGE79XMqDXGXsSfP2fUodPsjPtDOOS3tLt5FN-0_PVWVM3txP8aJ7Vlv1PY9B59OskhQxQKXQyWuVJ=w479-h417&quot; width=&quot;479&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;PARIS, &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;en la Capital de Francia en Paris también encontramos un monumento en
recuerdo de los caídos en la I Guerra Mundial, donde se recoge un tal Jean Mor,
del cual no he localizado ninguna referencia&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEghmP6ChaZFLrrd8S2-BQ_VH0O4j4HdXM7MuFUSAfDEWGvQp05NmOX-0BTjeYZ0YpV6xGkejvYnmfDqGuovw-Bnx5MJDfGR40lvW7oe6KEKJDuwfTkEDs0NBfeVXzjL3XjSOQPl0leehn0Xn7qQ7C65_zqMB4SVhHsBPH2h7f_VYBHF1siZETS_GaC0&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;384&quot; data-original-width=&quot;306&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEghmP6ChaZFLrrd8S2-BQ_VH0O4j4HdXM7MuFUSAfDEWGvQp05NmOX-0BTjeYZ0YpV6xGkejvYnmfDqGuovw-Bnx5MJDfGR40lvW7oe6KEKJDuwfTkEDs0NBfeVXzjL3XjSOQPl0leehn0Xn7qQ7C65_zqMB4SVhHsBPH2h7f_VYBHF1siZETS_GaC0&quot; width=&quot;191&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;BUDAPEST, &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;en la Capital de Hungría Budapest, también encontramos una
placa conmemorativa, donde se recoge un tal Jean Mor, del cual no he localizado
ninguna referencia&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjAt4SlqBgmCNgSyvG9eQHsybvpo7sSSQft5dH7o1Y2OIJIYyQiwqkBJ8kkDhY4I3atOyorRpjLXZ96ysToXmqXpA35NyIEMkaHzwJZjyfwXUbHq_-ETcpDBOfFy5IeC4T1H8y8ATWC-WNcM8-CMkn93jJsuCcEHi-uwVG9jp7FYZmUBomKFWXZEpVR&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;603&quot; data-original-width=&quot;806&quot; height=&quot;363&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjAt4SlqBgmCNgSyvG9eQHsybvpo7sSSQft5dH7o1Y2OIJIYyQiwqkBJ8kkDhY4I3atOyorRpjLXZ96ysToXmqXpA35NyIEMkaHzwJZjyfwXUbHq_-ETcpDBOfFy5IeC4T1H8y8ATWC-WNcM8-CMkn93jJsuCcEHi-uwVG9jp7FYZmUBomKFWXZEpVR=w485-h363&quot; width=&quot;485&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;a href=&quot;https://monumentsmorts.univ-lille.fr/monument/31498/saintjeanlapoterie-presdeleglise/&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;https://monumentsmorts.univ-lille.fr/monument/31498/saintjeanlapoterie-presdeleglise/&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;b&gt;ESTE TRABAJO DE
BÚSQUEDA CONTINUA, PERSONALMENTE HA SIDO MUY GRATIFICANTE Y SOBRETODO ME HA
HECHO VER LO IMPORTANTE QUE PUEDE LLEGAR A SER ASPECTOS TAN PECULIARES COMO ES
TU APELLIDO.&lt;/b&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&amp;nbsp;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;















&lt;/div&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://lostrescientos.blogspot.com/feeds/1811769803051813014/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/9128960898000359877/1811769803051813014?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/1811769803051813014'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/1811769803051813014'/><link rel='alternate' type='text/html' href='http://lostrescientos.blogspot.com/2022/02/historia-de-un-apellido-mor-dice-algo.html' title='HISTORIA DE UN APELLIDO “MOR”  -- ¿DICE ALGO DE TI TU APELLIDO?'/><author><name>Federico Mor</name><uri>http://www.blogger.com/profile/08627876287889684053</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEjYEv0WiNnXnNxArWnyhDN3eG2ipUY5Rno_eJfgQBY-ivTxeGm0m8-zDqe2JcwLCU41HkPxeFXWy7mfqanPAGC2GTfZ0SaWSJPmkaYjDoLM7f1r7Nv2UFQl03CKpyJSDkQTMqVcb9QkufLNOt_GRbqDQCI2IIKC4D7oIVWUnxu9Ll2J-wdlEywWP_h3=s72-w125-h161-c" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9128960898000359877.post-3866480997912167088</id><published>2021-12-12T21:45:00.001+01:00</published><updated>2021-12-12T21:46:30.732+01:00</updated><title type='text'>VALENCIA CIUDAD AMURALLADA (II)</title><content type='html'>&lt;p&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt;LA
MURALLA MUSULMANA I (&lt;/span&gt;&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt;&quot;&gt;الجدار&lt;/span&gt;&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt;&quot;&gt;الإسلامي&lt;/span&gt;&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt;)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioH7YZEJ7jmevwjj92C9jVj4upsDKk9q9mS2Aty0nEDghM_IiUUoybgklSvb0WBLyqSyOYKRQsOTiurCyOdxPBXSwwgK5tK7qgvcWmuv6vzS-8RRO_PZbgldiOpkZj-p7diEh2chCDL2A/&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;383&quot; data-original-width=&quot;684&quot; height=&quot;179&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioH7YZEJ7jmevwjj92C9jVj4upsDKk9q9mS2Aty0nEDghM_IiUUoybgklSvb0WBLyqSyOYKRQsOTiurCyOdxPBXSwwgK5tK7qgvcWmuv6vzS-8RRO_PZbgldiOpkZj-p7diEh2chCDL2A/&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; letter-spacing: -0.15pt; mso-ascii-theme-font: minor-latin; mso-font-kerning: .5pt; mso-hansi-theme-font: minor-latin;&quot;&gt;En el año 711 el islam
inicia la conquista de la península Ibérica a la vez su produce rápido desmoronamiento
y la desaparición del Reino Visigodo de Toledo, de hecho en el 719 los
musulmanes ya controlaban prácticamente toda la península, este rápido control
sobre el territorio se consiguió a través de pactos y capitulaciones, con los
distintos jefes tribales en cada zona.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; letter-spacing: -0.15pt; mso-ascii-theme-font: minor-latin; mso-font-kerning: .5pt; mso-hansi-theme-font: minor-latin;&quot;&gt;Tal y como indicábamos
y siguiendo los procedimientos del islam Tarik consiguió la capitulación de la
ciudad de Valentia en el 714 por parte de los señores de la ciudad, sabemos que
la ciudad estaba amurallada, gracias a la mención que se hace de las murallas
de Valencia, es la del geógrafo y médico persa Al-Razi quien en el siglo X
describe la ciudad con un recinto amurallado con cuatro puertas, esta
afirmación nos confirma que la ciudad estuvo amurallada desde su refundación,
tal y como afirmábamos en VALENCIA CIUDAD AMURALLADA (I), ya que la estructura
de la muralla es la misma de la época romana, lo que nos indica que durante la
época de dominio Visigodo, realizaron pocos cambios en las estructuras de la
muralla defensiva de la ciudad.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; letter-spacing: -0.15pt; mso-ascii-theme-font: minor-latin; mso-font-kerning: .5pt; mso-hansi-theme-font: minor-latin;&quot;&gt;Las tierras de la
Comunidad Valenciana, estaban incluidas en lo que los historiadores del periodo
denominan el Sarq Al-Andalus o Sarquia, cuyo significado es el oriente de Al-Andalus.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; letter-spacing: -0.15pt; mso-ascii-theme-font: minor-latin; mso-font-kerning: .5pt; mso-hansi-theme-font: minor-latin;&quot;&gt;La Valentia musulmana
se denominaba en este periodo con el nombre de Balansiya, hay otros textos que
la denominan &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;Madinat al-Turab (Ciudad de
la tierra), estos autores consideran que el término Balansiya se aplicaba en
general cuando se referían al conjunto de la taifa musulmana, dejando la
denominación Madinat para citar exclusivamente a la ciudad de Valencia, No
obstante la denominación que aparece en el museo de historia de la Ciudad de
Valencia es Balansiya y nosotros entendemos que es la denominación más correcta
de la ciudad en época musulmana.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;color: black; font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Durante la época de ocupación musulmana la muralla sufrió
dos modificaciones, ambas de gran calado, la primera en el año 1060 y la
segunda en el 1185.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;color: black; font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;La ocupación islámica de la península, es total y su
poder es tal que Abderramán I en el 756 pone fin al Emirato independiente y con
él nace el Califato de Córdoba, se trata de una época de gran esplendor tan
político, como cultural y sobretodo militar, pero tras las revueltas de la I
Fitna (852-912), el Califato de Córdoba queda muy debilitado y poco a poco se
va desmembrando, hasta su total desaparición en el 1031, dando paso a los
denominados Reinos de Taifas.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; letter-spacing: -0.15pt; mso-ascii-theme-font: minor-latin; mso-font-kerning: .5pt; mso-hansi-theme-font: minor-latin;&quot;&gt;La Taifa de Balansiya nace
en el 1010, es un momento convulso &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;como
consecuencia del paulatino debilitamiento y desmembramiento del Califato de
Córdoba, esto unido al empuje de los reinos cristianos del norte de la
península y los ataque de los piratas bereberes del norte de África, pero a la
vez se trata de un periodo de gran crecimiento económico y cultural, estos
factores provocan un aumento de la riqueza de la ciudad, de su comercio, de su
población, aspectos que provocan la necesidad de la ampliación de la zona
amurallada, con el fin de proteger a los habitantes de la urbe, con la llegada
al poder en el 1021 de &lt;/span&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;color: black; font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Abd
al-Aziz ibn Abi Amir, nieto del gran al-Mansur, de la dinastía de los Amiríes, entre
1021 y 1061 &lt;/span&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; letter-spacing: -0.15pt; mso-ascii-theme-font: minor-latin; mso-font-kerning: .5pt; mso-hansi-theme-font: minor-latin;&quot;&gt;se acomete la construcción de una nueva muralla
que de mayor protección y un mejor control del territorio.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; letter-spacing: -0.15pt; mso-ascii-theme-font: minor-latin; mso-font-kerning: .5pt; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYa8rccHiCthl1yKxqPNRdd46eSB9C9GR2Z1hjDN3MOIl4Vn4vwv2DLUo_gVCAiBbk9lhbrE8ruIESYymjJR2iP1BgtXhz1er9-qVKsGc6X_yYd4mDysUefotIqckoLQ_73VpQgnJ4_uQ/&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;258&quot; data-original-width=&quot;293&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYa8rccHiCthl1yKxqPNRdd46eSB9C9GR2Z1hjDN3MOIl4Vn4vwv2DLUo_gVCAiBbk9lhbrE8ruIESYymjJR2iP1BgtXhz1er9-qVKsGc6X_yYd4mDysUefotIqckoLQ_73VpQgnJ4_uQ/&quot; width=&quot;273&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span face=&quot;Calibri, &amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt;&quot;&gt;Esta nueva muralla fue construida en tapial de
hormigón con relleno de piedras de mediano tamaño y disponía torres de planta
semicircular, hechas con mampostería regular muy sólidas, y macizas hasta el
último piso, donde se abría una estancia abovedada para facilitar la defensa.
Su anchura media era de 2,25 mts. Aproximadamente las torres se colocaban a una
distancia entre una y otra de 26 metros.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span face=&quot;Calibri, &amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt;&quot;&gt;Los elementos principales de la muralla musulmana
valenciana eran: el foso, la barbacana y la muralla propiamente dicha. El foso
se solía anegar con agua para que resultase más eficaz. La barbacana antecede a
la muralla y es un muro normalmente almenado de menor altura y grosor, y cuya
función es la evitar la labor de zapa, estrategia militar que consiste en la
excavación de túneles bajo la muralla para tomar la ciudad. Por ello sus
cimientos eran bastantes profundos. La muralla propiamente dicha se remataba
con almenas y con torres cuadradas con perfil semicircular al exterior.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;







&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span face=&quot;Calibri, &amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt;&quot;&gt;Abd al-Aziz vivió hasta el año 1061, y en su largo
reinado, Valencia disfrutó el período de mayor esplendor musulmán. Entre
algunas de sus realizaciones más importantes, está la construcción de las
murallas que aquí tratamos, que según al Adzri, transformó nuestra ciudad en la
plaza más fuerte de todo el Al-Andalus, ya que la solidez del recinto
amurallado permitió a los moros valencianos resistir el duro asedio de que
fueron objeto por parte del Cid y posteriormente a la conquista de la ciudad
por Jaime I el conquistador, continuaron prestando servicio a la ciudad durante
siglo y medio.&lt;/span&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; letter-spacing: -0.15pt; mso-ascii-theme-font: minor-latin; mso-font-kerning: .5pt; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; letter-spacing: -0.15pt; mso-ascii-theme-font: minor-latin; mso-font-kerning: .5pt; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuuXWFcHT9eNDWF531XsGK4QRpg2z-aqS4wjQZMcxcElWJEDpZABvbk63Cx7jENVPVrdEhgtEDlGoqClcUBy48cEMkdXCvRfa1djQtUSQUpXlVLFUblKzXW64TwLTJUQXkFgpE0VlPj90/&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;432&quot; data-original-width=&quot;480&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuuXWFcHT9eNDWF531XsGK4QRpg2z-aqS4wjQZMcxcElWJEDpZABvbk63Cx7jENVPVrdEhgtEDlGoqClcUBy48cEMkdXCvRfa1djQtUSQUpXlVLFUblKzXW64TwLTJUQXkFgpE0VlPj90/&quot; width=&quot;267&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt;Este sería el trazado de la muralla si
lo superponemos sobre el callejero actual, la muralla discurría hacia el este
desde las torres de Serranos, por la calle del Conde de Trénor más a menos en paralelo
al cauce del Rio Turia hasta la Plaza del Temple donde giraba hacia el sur, por
la Plaza de los Patos y la Calle la Nave, donde giraba hacia el oeste hacía la
Plaza del Collado, hasta la Plaza del Tossal, donde giraba hacia el norte por
la calle Tenerías, hasta llegar nuevamente a las torres de Serranos.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; letter-spacing: -0.15pt; mso-ascii-theme-font: minor-latin; mso-font-kerning: .5pt; mso-hansi-theme-font: minor-latin;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span face=&quot;Calibri, &amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt;&quot;&gt;La muralla islámica de la ciudad
disponía de seis puertas de acceso:&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;margin-left: 53.4pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;1.&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;b&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt;Bab
Al-Qantara&lt;/span&gt;&lt;/b&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt; – del puente (Torres de Serranos)&lt;br /&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;2.&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;b&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt;Bab
Al-Warraq&lt;/span&gt;&lt;/b&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt; – de la Hoja (C/ Salvador/Pte. De la Trinidad)&lt;br /&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;3.&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;b&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt;Bab
Ibn-Sajar&lt;/span&gt;&lt;/b&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt; – del Real (Palacio del Temple)&lt;br /&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;4.&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;b&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt;Bab
Al-Xaria&lt;/span&gt;&lt;/b&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt; – de la Ley (Pl. S. Vicente Ferrer)&lt;br /&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;5.&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;b&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt;Bab
Al-Qaysariya&lt;/span&gt;&lt;/b&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt; – de la Alcaicería ó nueva (Junto al Pl. del Dr. Collado)&lt;br /&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;6.&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;b&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt;Bab
Al-Hanax&lt;/span&gt;&lt;/b&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt; – de la culebra (Pl. del Tossal)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span face=&quot;Calibri, &amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt;&quot;&gt;A
partir del siglo XII el recinto amurallado se amplió hacia el Sur y hacia el
Este incorporándose nuevos elementos defensivos como las torres de planta
cuadrada construidas con tapial de tierra sobre cimientos de hormigón. A su
vez, algunos puntos estratégicos se reforzaron para una mejor defensa como es
el caso del Tossal, donde se construyó una puerta avanzada en recodo para una
mejor defensa del acceso.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; letter-spacing: -0.15pt; mso-ascii-theme-font: minor-latin; mso-font-kerning: .5pt; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheG3gIpn6vdP60ve6HJLEmwvizmES_gz9tpP0WThWnyeZQIMrKdLAlal0NhMV3UaNUBRcXhyphenhyphenK0XC-JSaarwa-AYVJldTkj38o3C8sSS6924KgCuScMdDKchG6OAMgJvTwcw4yettsG6sA/&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;377&quot; data-original-width=&quot;637&quot; height=&quot;189&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheG3gIpn6vdP60ve6HJLEmwvizmES_gz9tpP0WThWnyeZQIMrKdLAlal0NhMV3UaNUBRcXhyphenhyphenK0XC-JSaarwa-AYVJldTkj38o3C8sSS6924KgCuScMdDKchG6OAMgJvTwcw4yettsG6sA/&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; letter-spacing: -0.15pt; mso-ascii-theme-font: minor-latin; mso-font-kerning: .5pt; mso-hansi-theme-font: minor-latin;&quot;&gt;El tiempo que pasará
el País Valencià bajo el control de los almohades será también muy corto,
después de la derrota de las Navas de Tolosa el 1212 a manos de una coalición
de distintos reinos cristianos de la península. Las luchas internas entre los
gobernantes almohades, y la aristocracia local facilitarán la rápida conquista
por parte de Jaume I (1238).&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span face=&quot;Calibri, &amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt;&quot;&gt;A continuación intentaremos superponer el trazado del recinto
amurallado musulmán sobre un plano actual de la ciudad, con el fin de que nos
sirva de guía, para que nos podamos hacer una idea de su magnitud.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span face=&quot;Calibri, &amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt;&quot;&gt;Comenzando por las Torres de Serranos avanzaríamos en
línea recta hasta la plaza del Tossal, recorriendo las calles Palomino, plaza
del Ángel, plaza Navarros y calle Salinas para desembocar en el Tossal. Girando
desde este punto hacia la calle Bolseria, plaza Horno de San Nicolás, plaza del
Mercado pasando por encima del edificio de la Lonja y calle San Fernando para
desembocar en la calle San Vicente aproximadamente a la altura de la Iglesia de
San Martín.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span face=&quot;Calibri, &amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt;&quot;&gt;Por la plaza de Mariano Benlliure y la calle Moratin
en dirección a la calle de las Barcas para continuar por Pintor Sorolla y girar
nuevamente hacia la calle Universidad pasando por la Universidad. Continuamos
por la calle Comedias atravesando la calle de la Paz y la calle del Mar para
desembocar en la plaza de San Vicente Ferrer (plaza de los Patos). Seguía en
paralelo por la calle Trinquete de Caballeros y a la altura de la calle Aparisi
Guijarro doblaba para entrar en la calle Maestres y plaza del Temple. Desde
aquí y por el marginal del río vuelta a las Torres de Serranos, por las calles
Pintor López y Conde Trenor.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span face=&quot;Calibri, &amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt;&quot;&gt;La nueva muralla islámica de la ciudad
disponía de siete puertas de acceso:&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;margin-left: 35.4pt; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span face=&quot;Calibri, &amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; text-indent: -18pt;&quot;&gt;1.&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;b style=&quot;text-indent: -18pt;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt;Bab
Al-Qantara&lt;/span&gt;&lt;/b&gt;&lt;span face=&quot;Calibri, &amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; text-indent: -18pt;&quot;&gt; – Puerta del puente (&lt;/span&gt;&lt;span face=&quot;Calibri, &amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; text-indent: -18pt;&quot;&gt;Puerta de Roteros o de Serranos)&lt;br /&gt;&lt;/span&gt;&lt;span face=&quot;Calibri, &amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt;&quot;&gt;Situada
aproximadamente donde hoy dia se encuentran las Torres de Serranos. Era la
entrada norte a la medina. Recibía ese nombre porque daba enfrente a un puente
mandado construir por Abd al Aziz y que cruzaba el río Turia, el que los
musulmanes llamaban &quot;Wàli l&#39;Abyad&quot; y de donde deriva
&quot;Guadalaviar&quot;. Este puente era el único de piedra de la ciudad. La
ubicación exacta de la puerta se sitúa en la plaza de los Fueros, unos metros
más atrás de donde se encuentran las actuales Torres de Serranos&lt;/span&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt;Bab
Al-Qantara – del puente (Torres de Serranos).&lt;br /&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;2.&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;b&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt;Bab
Al-Warraq&lt;/span&gt;&lt;/b&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt; – Puerta de la Hoja (Puerta dels Catalans o de ka Trinitat)&lt;br /&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;span face=&quot;Calibri, &amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt;&quot;&gt;También llamada
puerta del Sol o de Poniente. Abierta en la actual calle del Salvador que iba a
dar a un puente de madera que comunicaba con la actual zona de los jardines de
Viveros y del monasterio de la Trinidad. Frente al actual&amp;nbsp;&lt;/span&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Puente de la Trinidad.&lt;br /&gt;&lt;/span&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;3.&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;b&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt;Bab
Ibn-Sajar&lt;/span&gt;&lt;/b&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt; – Puerta de la Piedra (Puerta del Real o del Temple)&lt;br /&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;span face=&quot;Calibri, &amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt;&quot;&gt;Situada en el lugar
donde hoy se encuentra el Palacio del Temple. Según el cronista Al Udri estaba
orientada hacia La Meca.&lt;br /&gt;&lt;/span&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;4.&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;b&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt;Bab
Al-Xaria&lt;/span&gt;&lt;/b&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt; – Puerta de la Ley (Puerta de la Xerea)&lt;br /&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;span face=&quot;Calibri, &amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt;&quot;&gt;Puerta Este. Ubicada
en la actual plaza de San Vicente Ferrer, todavía hoy da nombre al barrio de La
Xerea.&lt;br /&gt;&lt;/span&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;5.&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;b&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt;Bab
Baytala&lt;/span&gt;&lt;/b&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt; – Casa de Dios o Casa de la oración (Puerta de la Boatella)&lt;br /&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;span face=&quot;Calibri, &amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt;&quot;&gt;Entrada sur de la
ciudad. Situada en el cruce de las actuales calle de Cerrajeros y la calle San
Vicente Mártir (cercana a la Iglesia de San Martín). Por ella salían las
caravanas en dirección a Denia, Játiva y Alzira.&lt;br /&gt;&lt;/span&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;6.&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;b&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt;Bab
Al-Qaysariya&lt;/span&gt;&lt;/b&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt; – Puerta de la Alcaicería (Puerta Nueva)&lt;br /&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;span face=&quot;Calibri, &amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt;&quot;&gt;Puerta menor que
servía de acceso al zoco o mercado, situado en el entorno de la actual calle de
las Mantas y la calle Trench, (Plaza del Collado).&lt;br /&gt;&lt;/span&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;7.&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;b&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt;Bab
Al-Hanax&lt;/span&gt;&lt;/b&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt; – Puerta de la culebra (&lt;/span&gt;&lt;span face=&quot;Calibri, &amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt;&quot;&gt;Puerta de la Morería&lt;/span&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt;)&lt;br /&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;span face=&quot;Calibri, &amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt;&quot;&gt;Situada entre las
actuales calle Salinas y calle Caballeros (muy cerca de la Pl.del Tossal). Era
la entrada Oeste de la ciudad&lt;/span&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt; Bab Al-Hanax – de la Culebra (Pl. del
Tossal).&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span face=&quot;Calibri, &amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt;&quot;&gt;En la actualidad son
muy pocos los restos que nos quedan de las puertas y del recinto amurallado, y los
que quedan se encuentran en pésimas condiciones de conservación, pues a pesar
de que en algunos la declaración de Monumento Artístico Nacional les podría
haber inyectado algo de vida y esplendor, la realidad es que se encuentran en
el más caótico y lamentable estado de conservación, tanto a nivel de monumento
como en su entorno.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;











































&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; letter-spacing: -0.15pt; mso-ascii-theme-font: minor-latin; mso-font-kerning: .5pt; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiu25_-Jda7F8Jr4MF_AVRrP14pWd-Eh9tTGBWuSYA2WjlpRwjVqtMKG5Ro3jeldTqjZuYYctGAjsbK3Z7atf0GBKzkPlJ9VDHk7LULHfvw85R59EBT5uHIH5kc7ixLDU0Gavmpoiw9brs/&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;171&quot; data-original-width=&quot;248&quot; height=&quot;221&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiu25_-Jda7F8Jr4MF_AVRrP14pWd-Eh9tTGBWuSYA2WjlpRwjVqtMKG5Ro3jeldTqjZuYYctGAjsbK3Z7atf0GBKzkPlJ9VDHk7LULHfvw85R59EBT5uHIH5kc7ixLDU0Gavmpoiw9brs/&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span face=&quot;Calibri, &amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt;&quot;&gt;El primero de ellos, es un resto de muralla árabe que emerge en la calle
de Salinas, entre los números 15 y 19. No está en absoluto protegido y por no
tener, no tiene ningún rotulo que nos indique su pasado histórico, el cual se
remonta al año 1000. Está construida de mampuesto, con un espesor que pasa los
dos metros, su parte superior está maltrecha por el tiempo. Este resto de muralla
pertenecía a la que provenía en línea recta desde las torres de Serranos
haciendo una suave curva por la calle de Salinas -curva que aún se aprecia en
el trazado de la calle y edificaciones- para cruzarse en este punto con la
calle de Caballeros.&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span face=&quot;Calibri, &amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAmSMc9pME2rgXfUs6bLfcR64Dcl0DXgGJhPjj-C5lop8xb0pE96U-iy9fhToG6IEFFJHdC1EWpDt3Gpe936SlP6PABmb96LLT27N8o2bCOmMPi6Mh3hVTwJyysNHFsD25bV4MP1UYCZ4/&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;240&quot; data-original-width=&quot;317&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAmSMc9pME2rgXfUs6bLfcR64Dcl0DXgGJhPjj-C5lop8xb0pE96U-iy9fhToG6IEFFJHdC1EWpDt3Gpe936SlP6PABmb96LLT27N8o2bCOmMPi6Mh3hVTwJyysNHFsD25bV4MP1UYCZ4/&quot; width=&quot;317&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;El segundo de los restos de la muralla es la denominada&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;Torre del Ángel, (llamada así por formar parte esta torre, de una antigua
posada ya desaparecida llamada con ese nombre), es otro de los pocos vestigios
que quedan en pie de las murallas de la Valencia musulmana, y asoma entre los
patios de las casas recayentes a esta calle. Es una torre de planta
semicircular, hoy convertida en vivienda, que en origen formaría parte de la
muralla levantada en el siglo XI, en época taifal. Fue declarada Monumento
Histórico Artístico Nacional en el año 1963. Junto a ella resta un trozo de
lienzo de muralla en estado de abandono.&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQyCskFHoga6MRynJ4xdgnbLDVMOkoskJ0OvTtFWrKIv-cNFgcnWkuCd-Bo0gQLShIJHoOIw2D0mHubs_8hVF4FjbgpFkEc4NLwYj3hb5kJvgHc08aySmvAlNoIBoFqH5rMW6ipTOT3vE/&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;245&quot; data-original-width=&quot;375&quot; height=&quot;209&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQyCskFHoga6MRynJ4xdgnbLDVMOkoskJ0OvTtFWrKIv-cNFgcnWkuCd-Bo0gQLShIJHoOIw2D0mHubs_8hVF4FjbgpFkEc4NLwYj3hb5kJvgHc08aySmvAlNoIBoFqH5rMW6ipTOT3vE/&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span face=&quot;Calibri, &amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt;&quot;&gt;El tercer resto de las murallas musulmanas lo tenemos en otra torre,
situada en la calle Mare Vella y que se encuentra parcialmente reformada. La
misma se integra en el conjunto de los edificios de la ciudad.&lt;/span&gt;&lt;span face=&quot;Calibri, &amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; letter-spacing: -0.15pt; mso-ascii-theme-font: minor-latin; mso-font-kerning: .5pt; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiD54DCavrcnD4wHRaqzMcERjAFTbRX55Cx5Q3tf8Wb70s9vqmqRG3zp4RiNyPsSPc-zXyh9gmD_M93uaJHkyzeEktgLz2cg33zEE4eh3O-fvTwddYdA7S-zSpIjxVHfanjsnZygfd0GGo/&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;246&quot; data-original-width=&quot;279&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiD54DCavrcnD4wHRaqzMcERjAFTbRX55Cx5Q3tf8Wb70s9vqmqRG3zp4RiNyPsSPc-zXyh9gmD_M93uaJHkyzeEktgLz2cg33zEE4eh3O-fvTwddYdA7S-zSpIjxVHfanjsnZygfd0GGo/&quot; width=&quot;272&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span face=&quot;Calibri, &amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt;&quot;&gt;En la calle Blanquerías número 2, en el interior de un edificio
particular del año 1892, podemos encontrar un cuarto resto de las antiguas
murallas musulmanas de Valencia. En su interior y perfectamente rehabilitadas y
consolidadas encontramos un&amp;nbsp;&lt;/span&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES; mso-hansi-theme-font: minor-latin;&quot;&gt;lienzo de
la muralla&amp;nbsp;que cercaba la ciudad frente al río.
El lienzo está realizado en muro de tapial de hormigón blanquecino, además
podemos apreciar el revoque o lucido exterior que disponía la muralla. Otro
aliciente de estos restos es que todavía se conservan un grupo de&amp;nbsp;almenas&amp;nbsp;que remataba la parte superior de la muralla. También
se puede encontrar una torre semicircular&amp;nbsp;realizada en mampostería y
maciza por su interior.&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; letter-spacing: -0.15pt; mso-ascii-theme-font: minor-latin; mso-font-kerning: .5pt; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvTuoQIZ7Def86eHs4oiGkE9_VdN92LxJeoj-P41ykGORkJtDq9M7EplQaIgaR8kN3x-8z5Zaz8iHSO9H6vbKSvVzQjk6jM280HAp2MzrlOsPRx5AMdq_ddgk33yOSN1c78nJ2pm6bres/&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;214&quot; data-original-width=&quot;370&quot; height=&quot;185&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvTuoQIZ7Def86eHs4oiGkE9_VdN92LxJeoj-P41ykGORkJtDq9M7EplQaIgaR8kN3x-8z5Zaz8iHSO9H6vbKSvVzQjk6jM280HAp2MzrlOsPRx5AMdq_ddgk33yOSN1c78nJ2pm6bres/&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span face=&quot;Calibri, &amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt;&quot;&gt;Adosado a este trozo de muralla podemos encontrar un grupo de&amp;nbsp;&lt;/span&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES; mso-hansi-theme-font: minor-latin;&quot;&gt;cinco balsas circulares&amp;nbsp;de un metro de diámetro, suelo de ladrillos o mortero
y paredes realizadas en barro cocido. Como complemento podemos encontrar además
una serie de conducciones o canalizaciones hidráulicas. Este conjunto se
corresponde con las balsas que utilizaban &quot;los blanquers&quot; o
tintoreros en época ya cristiana para el curtido y tintado de pieles. Las
canalizaciones desaguaban a la acequia de Na Rovella que discurría por el valladar
por delante de la muralla, y recogía las aguas manchadas de las balsas.&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span face=&quot;Calibri, &amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt;&quot;&gt;Muy cerca de este lugar, en la calle Roteros cruce con la calle
Palomino, en un establecimiento dedicado a la actividad de Horno, encontramos
un trozo de lienzo de la muralla, integrado en el establecimiento.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span face=&quot;Calibri, &amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt;&quot;&gt;Otro resto de las murallas musulmanas son los que podemos encontrar en
la&amp;nbsp;Galería del Tossal. En ella podemos encontrar un trozo de lienzo de
muralla de unos 20 metros de longitud y una torre de planta cuadrada construida
en tapial de hormigón.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span face=&quot;Calibri, &amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEht5nTf4oDvL139auq8dwuDhmapQLdLOh008NJVSd3xlgKcwIOt3eWp3LBNGs0hTvld_pBjCjCtFgm_UDF9li3EHc2WmniPpctjmtkfM1FAZKmBU25tNCExucwwYkHIemn8v5W7WHoCK2A/&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;259&quot; data-original-width=&quot;343&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEht5nTf4oDvL139auq8dwuDhmapQLdLOh008NJVSd3xlgKcwIOt3eWp3LBNGs0hTvld_pBjCjCtFgm_UDF9li3EHc2WmniPpctjmtkfM1FAZKmBU25tNCExucwwYkHIemn8v5W7WHoCK2A/&quot; width=&quot;318&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://lostrescientos.blogspot.com/feeds/3866480997912167088/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/9128960898000359877/3866480997912167088?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/3866480997912167088'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/3866480997912167088'/><link rel='alternate' type='text/html' href='http://lostrescientos.blogspot.com/2021/12/valencia-ciudad-amurallada-ii.html' title='VALENCIA CIUDAD AMURALLADA (II)'/><author><name>Federico Mor</name><uri>http://www.blogger.com/profile/08627876287889684053</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioH7YZEJ7jmevwjj92C9jVj4upsDKk9q9mS2Aty0nEDghM_IiUUoybgklSvb0WBLyqSyOYKRQsOTiurCyOdxPBXSwwgK5tK7qgvcWmuv6vzS-8RRO_PZbgldiOpkZj-p7diEh2chCDL2A/s72-c" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9128960898000359877.post-3276340369160116296</id><published>2021-09-10T16:41:00.098+02:00</published><updated>2022-03-15T11:29:34.965+01:00</updated><title type='text'>¿Es el 11 de Septiembre la fecha más nefasta del año?</title><content type='html'>&lt;p&gt;&lt;span style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;Es el 11 de septiembre es una fecha
fatídica.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;span style=&quot;text-align: left;&quot;&gt;La
verdad no lo sé, cada uno tendrá su propia impresión en función de los acontecimientos
que más le hayan afectado o impactado y también en función de donde resida y de su entorno. Bajo mí prisma
particular y eso sí lo puedo afirmar se trata de una de esas fechas que a lo
largo de la historia nos ha ido dejando una serie de hechos que han dejado
mucha huella por su transcendencia o por las connotaciones y consecuencias que
ha traído aparejadas, a continuación enumeraré las que para mí han sido las más
importantes e impactantes&lt;/span&gt;.&lt;/span&gt;&lt;/div&gt;

&lt;p class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;/p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;Año 9&lt;/b&gt; &lt;span&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;Finaliza
la Batalla del bosque de Teutoburgo o Clades Variana (desastre de Varo), en
ella la alianza de tribus germánicas bajo el mando del caudillo Arminio,
derrotaron a la toda poderosa Roma son prácticamente aniquiladas tres legiones,
seis cohortes auxiliares y tres alas de caballería bajo el mando de Publio
Quintilio Varo, se trata de la mayor derrota que sufrió el imperio romano y
supuso un cambio en la estrategia expansiva de Roma al este del Rin&lt;/span&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;.&lt;/span&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjX4YQOKUILiWsAnZqny5ysRyu9eWUy2d0HscmJ-CZI6ooWFpAC5glpdWFHeNWy-AKXpRpa15vYgOFCioAcVjcdT77lmJDkJQcrTO1GlmaOWpIRg9X-MLoEZCYdej1kwZr-17P_8_eOrjE/s800/teutoburgo-2.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;446&quot; data-original-width=&quot;800&quot; height=&quot;178&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjX4YQOKUILiWsAnZqny5ysRyu9eWUy2d0HscmJ-CZI6ooWFpAC5glpdWFHeNWy-AKXpRpa15vYgOFCioAcVjcdT77lmJDkJQcrTO1GlmaOWpIRg9X-MLoEZCYdej1kwZr-17P_8_eOrjE/s320/teutoburgo-2.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;b&gt;Año 813&lt;/b&gt; &amp;nbsp; &amp;nbsp; &amp;nbsp; Ludovico
Pius – Luis I denominado “El Piadoso” Rey de Aquitania, hijo de Carlo Magno, es
coronado Emperador de los Francos en Aquisgram.&lt;br /&gt;&lt;b&gt;Año 1297&lt;/b&gt; &lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;En La
Batalle del puente de Stirling los ejércitos escoceses dirigidos por Willian
Wallace y Andrew de Moray derrotan al ejercito ingles enviado por de Eduardo I
para sofocar la rebelión dirigido por John de Warenne.&lt;br /&gt;&lt;b&gt;Año 1609&lt;/b&gt; &lt;span&gt;&amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Felipe
III ordena la expulsión de los moriscos o musulmanes no convertidos de España
entre el 1609 y el 1913, este éxodo forzado se inicia en el Reino de Valencia
siendo Virrey de Valencia Luis Carrillo de Toledo&lt;/span&gt;.&lt;br /&gt;&lt;b&gt;Año 1697&lt;/b&gt; &lt;span&gt;&amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Batalla
de Zenta victoria decisiva de los ejércitos del Sacro Imperio Romano Germánico (Austria)
bajo el mano de Eugenio de Saboya, frente a los ejércitos del Imperio Otomano
bajo el mando del Sultán Mustafa II&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;.&lt;br /&gt;&lt;b&gt;Año 1714&lt;/b&gt; &lt;span&gt;&amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Guerra
de Sucesión Española, las tropas borbónicas de Felipe V derrotan en Barcelona a
la tropas del Archiduque de Austria, cuyas consecuencias son la perdida de los
fueros del principado que como parte de la Corona de Aragón ostentaba, y en
conmemoración de este hecho se festeja la Diada de Catalunya.&lt;/span&gt;&lt;br /&gt;&lt;b&gt;Año 1972&amp;nbsp;&lt;/b&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Se
clausuran los trágicos XX Juegos Olímpicos de Munich, juegos que se recordaran por
el atentado de un grupo terrorista islamista contra un grupo de atletas de
Israel&lt;/span&gt;.&lt;br /&gt;&lt;b&gt;Año 1973&lt;/b&gt; &lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;Golpe de Estado de la cúpula militar liderada
por Cesar Augusto Pinochet, contra el gobierno del socialista Salvador Allende,
que muere en el asalto a la Casa de Moneda residencia del presidente de la
nación.&lt;br /&gt;&lt;b&gt;Año 1982&amp;nbsp;&lt;/b&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Líbano
se retiran las fuerzas pacificadoras de la UNIFIL que actuaban bajo el paraguas
de la ONU, la consecuencia directa de esa retirada fueron las masacres en los
campos de refugiados de Sabra y Chatila, perpetradas por parte de la Falange
Libanesa,&amp;nbsp; milicia de origen cristiano maronitas.&lt;/span&gt;&lt;br /&gt;&lt;b&gt;Año 1991&lt;/b&gt;&amp;nbsp;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;La
URSS decide retirar a sus tropas y asesores de la Isla de Cuba, que estaban
desde la crisis de los misiles en 19620&lt;/span&gt;.&lt;br /&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;&lt;span style=&quot;font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&lt;b&gt;Año&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;!--[endif]--&gt;2001&lt;/b&gt; &lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;Atentados perpetrados por parte de Al Qaeda
a las Torres Gemelas de Nueva York, al Pentágono en Washington y en Shanksville,
Pensilvania de EEUU, con un balance de 3016 muertos.&lt;br /&gt;&lt;/span&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEQgT1CJGjmAnSeO-mV29BIvPGK8RSBfID6NoAUi2DPCXoM9JxJkcr4Y8lQumvqi8JXnUeN1h09UF-zIG7nz1WKNS0Mkq5HlVdqJUHBKbUJDAPkTHM0XVT76HyCgtswAmyreZusWHosRE/s275/descarga.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;183&quot; data-original-width=&quot;275&quot; height=&quot;183&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEQgT1CJGjmAnSeO-mV29BIvPGK8RSBfID6NoAUi2DPCXoM9JxJkcr4Y8lQumvqi8JXnUeN1h09UF-zIG7nz1WKNS0Mkq5HlVdqJUHBKbUJDAPkTHM0XVT76HyCgtswAmyreZusWHosRE/s0/descarga.jpg&quot; width=&quot;275&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;span&gt;&lt;br /&gt;&lt;/span&gt;&lt;!--[if !supportLists]--&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;

























&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Son pocos los acontecimientos que
a mi parecer reconcilian esta fecha con la humanidad, pero los pocos que ha
habido a lo largo de la historia también han tenido su importancia y relevancia.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;Año 910&lt;/b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Se funda la abadía de
Cluný por Guillermo I de Aquitania, se trata de una de las abadías más
importantes dentro de la Orden Benedictina, desde la cual en el siglo X se
promueve una de las reformas más importantes de la orden religiosa.&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;Año 1906&lt;/b&gt; &amp;nbsp;&amp;nbsp;&amp;nbsp; Mahatma Gandhi inicia su
Movimiento de No Violencia contra la ocupación de la India por parte el Imperio
Británico.&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;Año 1961&lt;/b&gt; &amp;nbsp;&amp;nbsp;&amp;nbsp; Fundación del Fondo
Mundial para la Naturaleza&amp;nbsp;(WWF - World Wide Fund for Nature).&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;Año 1978&lt;/b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; En Camp David se firman
los acuerdos de paz entre Israel y Egipto, auspiciados por el presidente de los
Estados Unidos de América Jimmy Carter, los firmantes son Anwar el-Sadat
presidente de Egipto y Menájem Beguim primer ministro de Israel, en estos
acuerdos también se sientan las bases para una paz más extensa en todo Oriente
Medio.&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;Año 1981&lt;/b&gt; &amp;nbsp;&amp;nbsp;&amp;nbsp; El Museo
de Arte Moderno de Nueva York entrega a España el Guernica de Picasso, símbolo
de las masacres de la Guerra Civil Española, pintado en 1937.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;text-indent: -18pt;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEji9rSI9gPIq7q6k-yMaFh3NmV-poDXIDPCPePpyCmcCxY5KI-qdYbuTEf6gIHrCV7Pmeq9iTb7CUVC0JnHoBgaRpDFlaEMbKkuKaIamuuBcc2pkv-Ycm18qKOFq5564CndSh5gNY_IhP4/s1247/Gernika.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;650&quot; data-original-width=&quot;1247&quot; height=&quot;167&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEji9rSI9gPIq7q6k-yMaFh3NmV-poDXIDPCPePpyCmcCxY5KI-qdYbuTEf6gIHrCV7Pmeq9iTb7CUVC0JnHoBgaRpDFlaEMbKkuKaIamuuBcc2pkv-Ycm18qKOFq5564CndSh5gNY_IhP4/s320/Gernika.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;Espero que estéis un poco de acuerdo conmigo.&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;blockquote style=&quot;border: none; margin: 0px 0px 0px 40px; padding: 0px;&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;div style=&quot;text-indent: -24px;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;/blockquote&gt;&lt;span style=&quot;text-align: justify; text-indent: -18pt;&quot;&gt;&lt;div style=&quot;text-align: left; text-indent: 0px;&quot;&gt;&lt;span style=&quot;font-family: arial; text-indent: -18pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;p class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;margin-left: 38.35pt; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://lostrescientos.blogspot.com/feeds/3276340369160116296/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/9128960898000359877/3276340369160116296?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/3276340369160116296'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/3276340369160116296'/><link rel='alternate' type='text/html' href='http://lostrescientos.blogspot.com/2021/09/el-11s.html' title='¿Es el 11 de Septiembre la fecha más nefasta del año?'/><author><name>Federico Mor</name><uri>http://www.blogger.com/profile/08627876287889684053</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjX4YQOKUILiWsAnZqny5ysRyu9eWUy2d0HscmJ-CZI6ooWFpAC5glpdWFHeNWy-AKXpRpa15vYgOFCioAcVjcdT77lmJDkJQcrTO1GlmaOWpIRg9X-MLoEZCYdej1kwZr-17P_8_eOrjE/s72-c/teutoburgo-2.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9128960898000359877.post-5174768084547356852</id><published>2021-03-02T20:26:00.002+01:00</published><updated>2021-03-02T20:26:11.409+01:00</updated><title type='text'>LA EXPEDICIÓN DE LA PRIMERA VACUNA</title><content type='html'>&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&quot;&quot; class=&quot;BLOG_video_class&quot; height=&quot;266&quot; src=&quot;https://www.youtube.com/embed/52PgHf5CIjY&quot; width=&quot;320&quot; youtube-src-id=&quot;52PgHf5CIjY&quot;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;br /&gt;&amp;nbsp;&lt;p&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://lostrescientos.blogspot.com/feeds/5174768084547356852/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/9128960898000359877/5174768084547356852?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/5174768084547356852'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/5174768084547356852'/><link rel='alternate' type='text/html' href='http://lostrescientos.blogspot.com/2021/03/la-expedicion-de-la-primera-vacuna.html' title='LA EXPEDICIÓN DE LA PRIMERA VACUNA'/><author><name>Federico Mor</name><uri>http://www.blogger.com/profile/08627876287889684053</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/52PgHf5CIjY/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9128960898000359877.post-2065611254501328983</id><published>2020-10-08T22:26:00.001+02:00</published><updated>2020-10-13T17:05:51.466+02:00</updated><title type='text'>VALENCIA CIUDAD AMURALLADA (I)</title><content type='html'>&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIxU-anHbAiBIgslZ569HDnL1GBr5rjtb324Jc0ccDUk3VKWDn1hAztpPAVupPN8Kp6VDQBCDNS12YcYhnsCf2yaLRvW7PLlaak-rr86fFfJrjoQxKPyUQLN9nZZRzRcixDSO3Alv2y2o/s743/Plano+muralla+romana.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;743&quot; data-original-width=&quot;577&quot; height=&quot;222&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIxU-anHbAiBIgslZ569HDnL1GBr5rjtb324Jc0ccDUk3VKWDn1hAztpPAVupPN8Kp6VDQBCDNS12YcYhnsCf2yaLRvW7PLlaak-rr86fFfJrjoQxKPyUQLN9nZZRzRcixDSO3Alv2y2o/w173-h222/Plano+muralla+romana.png&quot; width=&quot;173&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;LA
MURALLA ROMANA&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;Valentia, denominación romana de la
actual ciudad de Valencia se fundó en el siglo II &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;aproximadamente en el 143 a. C., el nombre de
Valentia lo debemos buscar en el hecho de que los &lt;/span&gt;&lt;span style=&quot;color: #333333; font-size: 10pt;&quot;&gt;romanos la consideraran como “tierra de valientes”, la denominación corresponde al hecho de que el Cónsul &lt;/span&gt;&lt;span style=&quot;border: 1pt none windowtext; color: black; font-size: 10pt; padding: 0cm;&quot;&gt;romano
Décimo Junio Brutus Galaico, licenció a sus legiones tras las guerras contra
los lusitanos con &lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;“honesta misio” (honorable
misión)&lt;/i&gt; y les concedió,&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;las tierras
en la isla fluvial de Tyrin. En las &lt;/span&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;referencias históricas a Valentia la
denominaban como &lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;OPPIDUM&lt;/i&gt;, lugar
fortificado, ciudad fortificada o campamento fortificado, al tratarse de un &lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;oppidum&lt;/i&gt; debió estar amurallada desde su
creación, por lo que podemos datar la muralla de la misma época.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUQqN4Cf5rK_Oo-JJmC_byguUG0tHo3BZLZOrdXFo1zCJd4psSisemxMDpil37uClzogoiGmkUR6fFgjcYCDyFjRqWSZoyUVciWaG3QMrFu-y-QcfwyzHa2rjIu3uyPcQ2Z-BK228jQJM/s560/Plano+Valentia1.PNG&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;462&quot; data-original-width=&quot;560&quot; height=&quot;203&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUQqN4Cf5rK_Oo-JJmC_byguUG0tHo3BZLZOrdXFo1zCJd4psSisemxMDpil37uClzogoiGmkUR6fFgjcYCDyFjRqWSZoyUVciWaG3QMrFu-y-QcfwyzHa2rjIu3uyPcQ2Z-BK228jQJM/w246-h203/Plano+Valentia1.PNG&quot; width=&quot;246&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;&lt;i&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt;&quot;&gt;“Iunius Brutus cos. in Hispania iis qui sub Viriatho
militaverant agros et oppidum dedit, quod vocatum est Valentia” (Junius Brutus&lt;/span&gt;&lt;/i&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt;&quot;&gt;. &lt;/span&gt;&lt;/i&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;Había dado a los que habían servido
bajo su mando contra Viriato, una ciudad en España, con sus campos, que se
llamaba Valentia&quot;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8GqCxaQQKscxEHuRCa3bSfrZ0BD1JpYl7k0jVpqSS0VjUYliZVsa-qXHRrYV-1LrTStmkAH0Eq4cy94MU2k_bldGLJZmgZZIQQgU2Vr2JSE7Z7YpdlQoYX3yRzi_VAheF7tL-HFkomq8/s444/Moneda+Valentia.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;194&quot; data-original-width=&quot;444&quot; height=&quot;122&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8GqCxaQQKscxEHuRCa3bSfrZ0BD1JpYl7k0jVpqSS0VjUYliZVsa-qXHRrYV-1LrTStmkAH0Eq4cy94MU2k_bldGLJZmgZZIQQgU2Vr2JSE7Z7YpdlQoYX3yRzi_VAheF7tL-HFkomq8/w280-h122/Moneda+Valentia.png&quot; width=&quot;280&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;Era tal la importancia de Valentia como
ciudad dentro del Imperio Romano que llego a acuñar su propia moneda. La
primera referencia histórica conocida corresponde al cronista historiador
romano Cayo Salustio (Amiternum 86 a.C. – Roma 34 a.C.), cuando narra una
batalla de la primera de las guerras civiles de la República Romana entre Lucio
Cornelio Sila y Cayo Mario, dicha batalla tuvo lugar en el 75 a.C. al pie de
las murallas, donde las tropas de Pompeyo derrotaron a las de Sertorio.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&quot;.. inter laeva moenium et dexterum flumen Turiam, quod Valentiam
parvo intervallo proeterfluit ..&quot; &lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;(entre
las murallas a la izquierda y el río Turia a la derecha, a poca distancia de
Valentia)&lt;/span&gt;&lt;/i&gt;&lt;em&gt;&lt;span style=&quot;background: white; border: 1pt none windowtext; font-size: 10pt; font-style: normal; padding: 0cm;&quot;&gt;.&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;Este sería el trazado de la muralla si
lo superponemos sobre el callejero actual, la muralla discurría hacia el este
desde las torres de Serranos, por la calle del Conde de Trénor más a menos en paralelo
al cauce del rio Turia hasta la calle Salvador/Viciana donde giraba hacia el
sur, a través de la calle del Tosalet hasta el cruce de la calle Avellanas con
Cabillers donde giraba hacia el oeste, cruzaba por la Plaza de la Reina, Calle de
la Corregería hasta la calle Juristas, donde giraba hacia el norte hacía la
calle de Caballeros por debajo de la torre nueva del Palau de la Generalitat
por la calle Serranos hasta llegar nuevamente a las torres de Serranos.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrlI_12c9KzpqFU757gvObTxy0uUJdPF_4Ykr-ayoy_Fo9xuByfiwPpEVfT5hb6_-DGvNWv61N_E2PzWrECvW2EDqstPCbKJAlbJD_omCq0IJDnu_pCoqgOHPgqD9mZCHTZG4yVJXPNWk/s1139/Plano+ciudad+romana.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;700&quot; data-original-width=&quot;1139&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrlI_12c9KzpqFU757gvObTxy0uUJdPF_4Ykr-ayoy_Fo9xuByfiwPpEVfT5hb6_-DGvNWv61N_E2PzWrECvW2EDqstPCbKJAlbJD_omCq0IJDnu_pCoqgOHPgqD9mZCHTZG4yVJXPNWk/s320/Plano+ciudad+romana.png&quot; width=&quot;320&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;Las murallas de la ciudad disponían de cuatro
puertas de acceso y dos calles principales, tal y como era habitual en las
ciudades romanas amuralladas. Las puertas se denominaban:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;La Porta Septentrional o Saguntum (N)
en dirección a Saguntum por donde transitaba la Vía Augusta de norte a sur.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;La Porta Meridional o Sucronensis (S) en
dirección a Sucro (Alzira o rio Jucar).&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;La porta del Mar (E) en los alrededores
de la Iglesia de San Esteban&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;La Porta Celtibera (O) en los bajos de
la torre del Palau de la Generalitat.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;









&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;Actualmente se conservan muy pocos
restos de esta muralla y sus puertas, tenemos constancia epigráfica (Corpus
Inscriptionum Latinorum II2/14,33), restos arqueológicos podemos encontrar de
la Porta Saguntina en las calles Salvador/Viciana una torre y parte del lienzo
de la muralla.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2xerahdzTxebkxec944BfH11n09TDrd_NnFjSF6Pf1hw7j-b9TX1fSTstkExftqjTMEQsGFWiVagLmQ0qtMKvF7Ubwg7zfZCocAWg6tcllM0N85VusHNAt2i3EbhWAcCbNCHpY0-p1Gc/s981/Porta+Saguntum.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;485&quot; data-original-width=&quot;981&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2xerahdzTxebkxec944BfH11n09TDrd_NnFjSF6Pf1hw7j-b9TX1fSTstkExftqjTMEQsGFWiVagLmQ0qtMKvF7Ubwg7zfZCocAWg6tcllM0N85VusHNAt2i3EbhWAcCbNCHpY0-p1Gc/s320/Porta+Saguntum.png&quot; width=&quot;320&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;De la Porta Sucronensis podemos
encontrar restos debajo del edificio de la calle Avellanas 14.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqO7zB_SXsdVyL4xJwxroz_cthsTBmLH9m6UnCG1JI127BX_oNqJ6eQkYgGp7orBZQwVk5FGqrHLKB6cNEI944FM0p-x2H93qYWAfLr0QOhckGSdegDdArjZzIlI94MZMDWqWXu-17Exc/s616/Muralla+romana+calle+avellanas.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;616&quot; data-original-width=&quot;504&quot; height=&quot;239&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqO7zB_SXsdVyL4xJwxroz_cthsTBmLH9m6UnCG1JI127BX_oNqJ6eQkYgGp7orBZQwVk5FGqrHLKB6cNEI944FM0p-x2H93qYWAfLr0QOhckGSdegDdArjZzIlI94MZMDWqWXu-17Exc/w195-h239/Muralla+romana+calle+avellanas.png&quot; width=&quot;195&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;También se han identificado algunos
tramos de la fosa de la muralla que delimitaba el recinto, en el edificio entre
calle Cabillers y plaza de la Reina, entre las calles Serranos y Conde de Trénor.
Las dos calles principales que unían las cuatro puertas de la ciudad y a su vez
la dividían en cuatro partes, son la que va de norte a sur la&amp;nbsp;Cardo Maximus sobre el trazado de la
Vía Augusta en el eje de las calles del Salvador y San Vicente Mártir y la de este
a oeste la Decumanus Maximus en el eje de las calles Caballeros y la calle
Vergara o la calle LLimera, estas calles convergían en la actual Plaza de la
Almoina.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;Tras la derrota de Sertorio en el año
75 a. C., Pompeyo arrasó la ciudad, y durante más de ochenta años la ciudad se
mantuvo deshabitada.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;







&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;En el año 5 d.C. ya en la época
imperial se produce su refundación de Valentia como ciudad renaciendo de sus
propias cenizas, recuperando su importancia y la capitalidad dentro del
territorio, la ciudad vivió un periodo de esplendor, que se materializó con la
construcción de un circo y un puerto fluvial junto a las Torres de Serrano, hacia
el siglo II d.C. siendo emperador de origen hispano Publio Elio Adriano&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKXtyz5CH8tFrS8tC-KNqBILfvu20g-565hMf1nCIrXL6RMok1MIfKCPNB_YdSmi1RSIaEmfZZtT3Hblutxazfs_GR9I3fR06hznMFF3PM-fHY2D98dMuO6ididEpsDkzkstuDdC2IVDI/s1004/Circo+romana+Valencia.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;472&quot; data-original-width=&quot;1004&quot; height=&quot;185&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKXtyz5CH8tFrS8tC-KNqBILfvu20g-565hMf1nCIrXL6RMok1MIfKCPNB_YdSmi1RSIaEmfZZtT3Hblutxazfs_GR9I3fR06hznMFF3PM-fHY2D98dMuO6ididEpsDkzkstuDdC2IVDI/w395-h185/Circo+romana+Valencia.png&quot; width=&quot;395&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;Plano de la Valentia imperial&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZ6Nu_kSTIqAtQgxsjizbPEZ5g0PERewH8apLCfvxMoX4bEWjnNX3QORckNOkCLxGeN0zgX1UasNjd8u8ywFqr7AAqghZXdynp203bBUHuN0NDV2ki0DMik5Tb2vQIf3gEL-xd0sYO0ng/s731/Plano+Valentia+imperial.png&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;clear: left; float: left; font-family: verdana; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;731&quot; data-original-width=&quot;487&quot; height=&quot;420&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZ6Nu_kSTIqAtQgxsjizbPEZ5g0PERewH8apLCfvxMoX4bEWjnNX3QORckNOkCLxGeN0zgX1UasNjd8u8ywFqr7AAqghZXdynp203bBUHuN0NDV2ki0DMik5Tb2vQIf3gEL-xd0sYO0ng/w262-h420/Plano+Valentia+imperial.png&quot; width=&quot;262&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;Las ciudades de la época imperial
también se construían con sus murallas. Aunque cuando se refundo la ciudad de
Valentia nos encontrábamos en un periodo muy estable desde el punto de vista
militar y político, parece poco probable que una ciudad de tanta relevancia y
riqueza, que además disponía de un puerto fluvial, no dispusiera de poderosas
defensas por lo que entendemos que la ciudad estuvo amurallada desde su
refundación.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;div&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;&lt;span style=&quot;font-size: 13.3333px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;ol style=&quot;text-align: left;&quot;&gt;&lt;ol&gt;&lt;ol&gt;&lt;ol&gt;&lt;ol&gt;&lt;li&gt;&lt;span style=&quot;font-family: verdana; font-size: x-small;&quot;&gt;Circo Romano&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: verdana; font-size: x-small;&quot;&gt;Santuario de Bellona&lt;/span&gt;&lt;/li&gt;&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: verdana; font-size: x-small;&quot;&gt;Puerto fluvial en la calle Serranos&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: verdana; font-size: x-small;&quot;&gt;Termas ded l’ Almoina&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: verdana; font-size: x-small;&quot;&gt;&amp;nbsp;Termas
calle Micalet&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: verdana; font-size: x-small;&quot;&gt;Termas Plaza de la Reina&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: verdana; font-size: x-small;&quot;&gt;Termas calle Salvador&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: verdana; font-size: x-small;&quot;&gt;L’ Almoina. Foro romano&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: verdana; font-size: x-small;&quot;&gt;Templo del foro&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: verdana; font-size: x-small;&quot;&gt;Basílica romana&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: verdana; font-size: x-small;&quot;&gt;Santuario de Asklepios&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: verdana; font-size: x-small;&quot;&gt;Km 0 cruce de Cardo y de Decumano en l’
Almoina&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;/ol&gt;&lt;/ol&gt;&lt;/ol&gt;&lt;/ol&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;





















&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;En la actualidad, solamente se ha podido analizar los
cimientos de las murallas, pero reseñaremos las &amp;nbsp;técnicas de construcción que se utilizaban en
ambas épocas, ya que los romanos perfeccionaron los distintos métodos de
defensa de las ciudades aplicando nuevas técnicas.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;La muralla de la época republicana estaría construida
en tapial&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;El tapial, o tierra pisada, es un método de
construcción que consiste en&amp;nbsp;elaborar muros con tierra arcillosa húmeda,&amp;nbsp;compactada
a golpes con un pisón rellenando un encofrado con diferentes capas. El
encofrado suele ser de madera, y en el proceso se van colocando dos maderas
paralelas, entre las que se vierte tierra en capas de 10 o 15 cm, y se compacta
a golpes con un pisón. Después se mueve el encofrado a otra posición contigua
para seguir con el muro. Es frecuente la incorporación a la tierra de aditivos
como&amp;nbsp;&lt;a href=&quot;https://arquitectura-sostenible.es/casas-de-paja-una-tendencia-que-repunta/&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;color: black; text-decoration-line: none;&quot;&gt;paja&lt;/span&gt;&lt;/a&gt;&amp;nbsp;o crin de caballo, que aportan&amp;nbsp;una
mayor estabilidad.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;li&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;La muralla de la de época imperial estaría construida
con sillares, ladrillos y hormigón romano.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;Por lo general, consistían en dos paramentos paralelos
de sillería -opus quadratum- de tamaño variable, y entre ellos un relleno de
piedras e incluso de hormigón romano. Estas paredes exteriores, a veces tenían
los sillares&amp;nbsp;almohadillados,&amp;nbsp;y estaban separadas por 4 m. como
mínimo, llegando a los 10 m. en ocasiones excepcionales.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;/ul&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;









&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: verdana;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;En ambos casos por delante de la muralla transcurriría
un foso lo suficientemente profundo como para dificultar un posible ataque
enemigo.&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;font-size: 10pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 10pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;/span&gt;&lt;/b&gt;&lt;p&gt;&lt;/p&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lostrescientos.blogspot.com/feeds/2065611254501328983/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/9128960898000359877/2065611254501328983?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/2065611254501328983'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/2065611254501328983'/><link rel='alternate' type='text/html' href='http://lostrescientos.blogspot.com/2020/10/valencia-ciudad-amurallada-i.html' title='VALENCIA CIUDAD AMURALLADA (I)'/><author><name>Federico Mor</name><uri>http://www.blogger.com/profile/08627876287889684053</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIxU-anHbAiBIgslZ569HDnL1GBr5rjtb324Jc0ccDUk3VKWDn1hAztpPAVupPN8Kp6VDQBCDNS12YcYhnsCf2yaLRvW7PLlaak-rr86fFfJrjoQxKPyUQLN9nZZRzRcixDSO3Alv2y2o/s72-w173-h222-c/Plano+muralla+romana.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9128960898000359877.post-7724651823590715026</id><published>2020-04-26T21:45:00.000+02:00</published><updated>2020-04-27T20:05:02.805+02:00</updated><title type='text'>¡QUE VIENEN LOS MOROS!</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;¿Por qué algunos nativos de las cabilas del protectorado español en
Marruecos apoyaron de una forma clara el levantamiento militar contra de la
República?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: right;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;sans-serif&amp;quot;;&quot;&gt;لماذا&lt;/span&gt; &lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;sans-serif&amp;quot;;&quot;&gt;دعم&lt;/span&gt;
&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;sans-serif&amp;quot;;&quot;&gt;بعض&lt;/span&gt;
&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;sans-serif&amp;quot;;&quot;&gt;سكان&lt;/span&gt;
&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;sans-serif&amp;quot;;&quot;&gt;المحمية&lt;/span&gt;
&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;sans-serif&amp;quot;;&quot;&gt;الإسبانية&lt;/span&gt;
&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;sans-serif&amp;quot;;&quot;&gt;في&lt;/span&gt;
&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;sans-serif&amp;quot;;&quot;&gt;المغرب&lt;/span&gt;
&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;sans-serif&amp;quot;;&quot;&gt;بوضوح&lt;/span&gt;
&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;sans-serif&amp;quot;;&quot;&gt;الانتفاضة&lt;/span&gt;
&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;sans-serif&amp;quot;;&quot;&gt;العسكرية&lt;/span&gt;
&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;sans-serif&amp;quot;;&quot;&gt;ضد&lt;/span&gt;
&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;sans-serif&amp;quot;;&quot;&gt;الجمهورية؟&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_oH6TcMvuyQz9ZLhIz03hhxbAI1qa-6tuYza8YGuxVnsiOPrxy9MGw0-WSquKnm7zbp9Hq5RYiRq1vrEwAyMeP-UfNFsaE9Vvx1_CIlMIwQAeDjLps4Ppv6n49b0OiYeX0fS81NX3n8A/s1600/moros.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;464&quot; data-original-width=&quot;649&quot; height=&quot;228&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_oH6TcMvuyQz9ZLhIz03hhxbAI1qa-6tuYza8YGuxVnsiOPrxy9MGw0-WSquKnm7zbp9Hq5RYiRq1vrEwAyMeP-UfNFsaE9Vvx1_CIlMIwQAeDjLps4Ppv6n49b0OiYeX0fS81NX3n8A/s320/moros.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Antes de entrar en el fondo de la
cuestión que nos plantea la pregunta, debemos empezar por dejar claros algunos
puntos, ya que como podremos ver nos vamos encontrar ante una cuestión que
tiene muchos ángulos que inciden en su análisis y condicionan la respuesta.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Lo primero es que debe quedar
claro que la guerra civil fue la consecuencia del fracaso de un golpe de estado
contra el gobierno legítimo de la República. Algunos lo denominarán como sublevación,
asonada o levantamiento militar, pero realmente se trataba de un golpe de
estado, una forma muy habitual de cambiar el sistema de gobierno durante el
siglo XIX y principios del XX en España, un golpe de estado orquestado por la
cúpula militar africanista y tradicionalista. Codo con codo con estos militares
estaban la mayoría de los partidos que componían la Confederación Española de
Derechas Autónomas (CEDA), Falange Española de las JONS y Comunión
Tradicionalista “Requetés”, que contaban con la financiación de la banca y las
grandes fortunas españolas, además de la inestimable colaboración de las
potencias Europeas del EJE. Los partidos políticos de las derechas y
monárquicos que dan soporte a los sublevados, tomaron la decisión de que la
única posibilidad de resolver los graves problemas que acucian a España, era a
través del aniquilamiento/destrucción del adversario político/enemigo y elevar
a su máximo exponente &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;el odio ideológico
y el abandono de la dialéctica política, porque no olvidemos que en este
conflicto se enfrentaban “LAS DOS ESPAÑAS”, dos formas de entender la política
y la vida, de una parte encontramos defendiendo valores como la libertad, la
democracia y el laicismo a los colectivos que dan soporte y defienden al
gobierno legítimo y a la República, de la otra parte encontramos a los
sublevados que defienden los valores de las tradiciones más rancias e
inmovilistas de la España más casposa, la uniformidad y la nueva forma de hacer
política que se estaba imponiendo en Europa, los totalitarismos de corte
nacionalista/fascistas, que con la victoria final de los sublevados,
desembocaron en la dictadura de Franco, que como ella misma se definió de
carácter Nacional/catolicismo.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;La segunda cuestión, y no menos
importante de las cuestiones que deberíamos tener en cuenta sería la implicación
o no implicación de las potencias europeas y de otros colectivos, que tuvieron
alguna o mucha incidencia en el enfrentamiento fratricida que ambos bandos
llevaron a cabo a lo largo de la Guerra Civil española, para ello vamos a
empezar por analizar a los contendientes y sus aliados, que intervinieron en el
conflicto armado, dejaremos en un segundo término el paraguas de legitimidad
que la Iglesia Católica otorgó a los sublevados al defender los valores
católicos frente a los agnósticos y los ateos. Fueron las potencias del eje,
Alemania e Italia, las que mantuvieron una posición claramente intervencionista
a favor de los sublevados, esa posición la mantuvieron mucho antes de que se
iniciara el conflicto el 17 – 18 de julio de 1936, estas potencias facilitaron
todo tipo de apoyos logísticos y económicos a los sublevados, ya durante el
conflicto además de estos apoyos, aportaron gran cantidad de material militar
moderno y unidades militares completas bien preparadas y adiestradas, los
efectivos que aportaron estas potencias durante el conflicto fueron
aproximadamente de unos 20.000 alemanes y unos 80.000 italianos, a este gran
contingente humano y material, debemos añadir los 8.000 voluntarios portugueses
aportados por la dictadura de Antonio de Oliveira Salazar. Cuando se inicia el
conflicto bélico el gobierno del Frente Popular se encuentra prácticamente sin
ningún apoyo exterior, ya que las potencias occidentales dan la espalda a la
República, los gobiernos de las potencias occidentales entienden que este
conflicto es únicamente un problema interno de España y que debe ser España
quien lo solucione y como consecuencia acuerdan mantener unas políticas activas
“DE NO INTERVENCIÓN”, aún a sabiendas de que los sublevados sí están recibiendo
una importantísima ayuda por parte de Italia y Alemania, una consecuencia de la
aplicación de estas políticas de no intervención, fue la aparición de un
movimiento romántico de apoyo a la democracia y a la República conocidas “Las
Brigadas Internacionales”. Los brigadistas fueron inicialmente la única ayuda
exterior que recibió el gobierno legítimo, los historiadores no se ponen de
acuerdo en las cifras, pero se estima que el número total de brigadistas estuvo
entre 40.000 y 60.000, pero en lo que todos los historiadores coinciden es que
en ningún momento de la guerra civil la cifra total de brigadistas que
intervinieron en el conflicto, superaría la cifra de 20.000 efectivos. Este
contingente se nutre básicamente de voluntarios franceses, aunque también encontramos
de otras nacionalidades como ingleses, norteamericanos o polacos, hasta un
total de 50 nacionalidades diferentes, coordinar esta amalgama de
nacionalidades y convertirlos en unidades militares efectivas no fue tarea nada
fácil, si a todos estos inconvenientes&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;añadimos la falta de tiempo que tuvieron los militares fieles al
gobierno, se podría explicar algunos de los problemas que tuvieron estas
unidades. Cuando ya el conflicto estaba más avanzado llegó la única ayuda
importante desde el plano económico y del material militar que recibió el
gobierno de la II República, esta ayuda procede de la URSS, que además aportó
entre 3.000 y 5.000 militares.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;La tercera de las cuestiones que no
debemos obviar es la religiosa, aunque en este momento no la vamos a analizar
en profundidad, recordemos que los enfrentamientos entre cristianos y
musulmanes, han sido constantes y muy sangrientos desde hace bastantes siglos,
ya que ambas creencias religiosas se han impuesto a sangre y fuego, con el fin
de afianzar y consolidar sus afanes expansionistas, en los distintos
territorios que controlaban de Europa, África y Asia, ambas confesiones
religiosas entienden la vida desde un punto de vista totalmente excluyente del que
es diferente no solo a nivel religioso, en muchos momentos y lugares se llegó al
exterminio total del contrario. Pero si debemos analizar cuál fue la posición
mantenida por España tras la finalización de la Reconquista, con la caída del
Reino Nazarí de Granada en 1496 hasta el inicio del conflicto armado. Con el
fin de defender el territorio peninsular el Reino de las Españas y el Reino de
Portugal ocuparon una serie de plazas y puntos estratégicos en el norte de
África, para el análisis de este asunto únicamente nos ocuparemos de las plazas
que se encuentran en el territorio marroquí y que posteriormente formaron parte
del Protectorado y de las colonias españolas en África. Melilla fue primera de
estas plazas que ocupó España que se remonta al mismo 1496, en el caso de Ceuta
la ocupación se realizó por el Reino de Portugal y se remonta a 1415, Ceuta y
otras plazas de la zona atlántica de África pasaron a la Corona de España bajo
el reinado de Felipe II. A lo largo de los siglos XV al XIX se producen constantes
enfrentamientos entre las Cabilas o tribus bajo el poder del Sultán de
Marruecos y España por el control de las plazas y los territorios, como
consecuencia de estos enfrentamientos España va realizando una ocupación
efectiva sobre más ciudades y zonas de influencia como Tetuán, Agadir, Tánger o
sobre territorios como el Sahara Occidental, Sidi Ifni o Cabo Juby, además de
un sinfín de islas, islotes y peñones con el fin de garantizarse una defensa
efectiva. En 1860 se firma el Tratado de paz y amistad entre Marruecos y
España, el cual solo garantizó una paz relativa y corta, ya que durante lo que
queda del siglo XIX y principios del XX la debilidad del Sultanato Marroquí va
en aumento, llegando al extremo de tener que solicitar la intervención de las
potencias europeas (Francia, Inglaterra, Alemania y España) para mantener y
restaurar su poder sobre el territorio marroquí, esta dependencia de las
potencias extranjeras obliga finalmente al Sultán a firmar los acuerdos de
protectorado sobre el territorio marroquí. España en un principio no toma parte
de este juego de alianzas, estratégico / coloniales, pero a finales del siglo
XIX tras la I Guerra del Rif (1893-94) y tras la pérdida de las últimas
colonias de ultramar (Cuba y Filipinas - 1898), el espíritu de grandeza del colonialismo
español se encuentre huérfano, es por eso que El Rey Alfonso XIII y sus
gobiernos, tan conservadores como liberales, ven en estos territorios del norte
de Marruecos, una opción perfecta para recobrar el prestigio como potencia
colonizadora y como nación, al mismo tiempo que se rescata el prestigio del
ejército y porque no del propio Rey y de la Constitución, es por ello que en
1904 se firma el Convenio Hispano francés, con el beneplácito de Reino Unido, por
el que se realiza el reparto del territorio Marroquí. Posteriormente en 1906 se
celebra la Conferencia Internacional de Algeciras, entre las grandes potencias
europeas ambos hechos le otorgan la legitimidad necesaria a la ocupación del
territorio por parte de España y apoyan la implantación del Protectorado (1912).
Pero la ocupación efectiva del territorio y la puesta en marcha del
Protectorado no hacen desaparecer el conflicto, de hecho hasta 1927 no se
consigue la total pacificación en el Protectorado.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieDs6gJrN8sIAiWBdW5iBM2Ak9mTA0diWd6WFZI28G76E0gg8RDINOMTSSMibagXO6WN1ff0aercd2-vUOIbEgpdDccKsyhmBjEr-E8WkIJSf7n7ChTo8q2DvNB_naer6gYT5YQSNcAa4/s1600/algecirasconference1906.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;461&quot; data-original-width=&quot;640&quot; height=&quot;230&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieDs6gJrN8sIAiWBdW5iBM2Ak9mTA0diWd6WFZI28G76E0gg8RDINOMTSSMibagXO6WN1ff0aercd2-vUOIbEgpdDccKsyhmBjEr-E8WkIJSf7n7ChTo8q2DvNB_naer6gYT5YQSNcAa4/s320/algecirasconference1906.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;El último elemento que debemos
tener en cuenta es el de los musulmanes que intervinieron en el conflicto, qué
hechos motivaron la intervención de una gran cantidad de magrebíes básicamente
del Protectorado, los denominados moros, qué motivó que este colectivo
interviniera en un conflicto de ámbito nacional. Este conflicto también
contenía todos los ingredientes de una confrontación internacional, ya que se
ensayaron, aunque a pequeña escala, algunas de las tácticas de las que se utilizaran
en el futuro gran conflicto mundial. Este contingente humano tomó partido por
uno de los bandos y pasó a formar parte del denominado Ejército de África,
compuesto por unos 75.000 efectivos, estamos ante las unidades más
profesionales de las que disponía el ejército español en aquellos momentos. Se
trata de unidades básicamente de infantería como los Regulares y la Legión, como
decíamos a estas unidades ya creadas debemos añadir la participación de entre
65.000 y 130.000 &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;marroquíes. Según las
estimaciones de la mayoría de los historiadores, estos efectivos se encuadraron
básicamente también en unidades de infantería, como los Tiradores del Rif o los
Fusileros de Ifni entre otros, también se formaron algunas unidades de
caballería, se trata generalmente de unidades provisionales pero muy efectivas,
estas unidades se nutren de marroquíes provenientes de las Cabilas o tribus del
Rif y de Sidi Ifni. No obstante, también hubo una minoría que apoyó a la
República, en total fueron unos 1.000 musulmanes que se integraron dentro de
las Brigadas Internacionales, la mayoría de estos musulmanes no provenían de
Marruecos.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;En esta locura colectiva nos faltan
los actores principales, el ejército de la República y el ejército de los sublevados,
aproximadamente unos 800.000 efectivos cada bando, a estos efectivos hay que
sumar los reemplazos que se fueron realizando a lo largo de la contienda, por cada
bando en las zonas que controlaba, llegando a unos 1.750.000 efectivos en el
bando republicano y 1.250.000 en el bando sublevado. Hay que recordar que en la
España de 1936 habían aproximadamente unos 24.693.000 habitantes, de los cuales
los hombres representaban el &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;48.8 % del
total, lo que supone que un tercio de los hombres intervinieron directamente en
la contienda.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Ahora que ya tenemos los papeles
repartidos y a todos los actores en escena, podemos empezar a contestar a la
pregunta inicial. Una de las tesis más aceptadas por la mayoría de los
historiadores indica qué lo que motivó el apoyo de los marroquíes al bando
sublevado, fue una exigua paga de 4 pesetas por día, esa paga aliviaba la mala
situación económica por la que atravesaba el Protectorado, además, estaba la
promesa de botín realizada por parte de la administración militar colonial. De
hecho, Franco les hizo esta promesa que nunca cumplió “¡Volveréis a vuestros
pueblos con babuchas de oro!”.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieyNyRbBSFi95EiqdbJGlqZc62HxLxCI6o90D7a0kG0BrHUgoXjVgw_woI3B6AXp4_7nL90opP8w2EcYqOrmqZCHER1LQP-MDEkIJcCbnAIw0yQSB7ukeWwcUnUZM__2GYU4ZHrdoKdcg/s1600/guardia+mora.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;263&quot; data-original-width=&quot;191&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieyNyRbBSFi95EiqdbJGlqZc62HxLxCI6o90D7a0kG0BrHUgoXjVgw_woI3B6AXp4_7nL90opP8w2EcYqOrmqZCHER1LQP-MDEkIJcCbnAIw0yQSB7ukeWwcUnUZM__2GYU4ZHrdoKdcg/s1600/guardia+mora.png&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Pero realmente fue la paga y el
botín, si atendemos a los antecedentes de enfrentamientos continuos que hubo entre
las tropas españolas y las tribus rifeñas, esto parece poco probable, aún
suponiendo que esos fueran los motivos, cómo es posible que en tal solo cuatro
años se forje un apoyo tan decidido por parte de las tribus a los sublevados. Por
otra parte, cómo se consiguió la connivencia o el consentimiento tácito o por
omisión del Sultán y de sus asesores, para que los sublevados pudieran disponer
de sus súbditos y del control del territorio, cuando además sabemos que una gran
parte de los cadíes rifeños estaban en contra de este apoyo, porque entendían,
con buen criterio y con argumentos religiosos, que los musulmanes no debían
intervenir en un conflicto entre cristianos. Además, será la circunstancia de
que un conflicto de estas características los situaba en una posición perfecta
para recuperar el control sobre sus territorios, y por último, los sublevados
obviaron informar a Francia de los movimientos militares que tenían previstos como
era preceptivo de acuerdo con los protocolos del Acuerdo Hispano-Francés y de
la Conferencia de Algeciras, pero también es verdad que Francia en aplicación
de sus política de no intervención miró hacía otra parte ante los movimiento de
tropas que se estaban produciendo. Esta situación tan favorable se traducía de
hecho en facilidades y en una falta total de hostigamiento por parte de tribus
locales a los sublevados, aspecto que favoreció que los mandos militares y sus
aliados pudiesen organizar sin ningún contratiempo el complicado paso del
estrecho del grueso del ejercito de África, y así llevar a cabo la primera de
las fases del alzamiento, ya que se trataba de una operación compleja y
arriesgada.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;color: black; mso-bidi-font-family: Arial;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Está claro que algo no se hizo bien en las políticas que se
aplicaron en el Protectorado con la llegada de la República y de los primeros gobiernos
republicano-socialistas. El posicionamiento político de los distintos partidos
de izquierdas, en lo referente al Marruecos español, durante los años
anteriores a la proclamación de la II República, había sido muy crítico y había
mantenido una posición clara de enfrentamiento continuo a las políticas y a los
gobiernos de Alfonso XIII y de la Dictadura Primo de Rivera. Este
posicionamiento se plasmó en movilizaciones en contra de la participación de
soldados españoles en la aventura colonial del ejército y de las clases altas,
el caso más claro fue el de la “Semana Trágica de Barcelona” (1909). Analicemos
pues cuales fueron esas políticas que se implementaron o no por estos gobiernos
causando esos efectos tan negativos de desafección entre las élites y los
nativos del Protectorado, una desafección que acabó con el apoyo sin fisuras a
los sublevados. La verdad es que la llegada de la República y el acceso al
poder del primer gobierno había suscitado unas enormes expectativas de
autodeterminación y autonomía en los movimientos nacionalistas del Protectorado,
porque ese sentimiento y esas políticas estaban en el ADN de todos los partidos
de izquierdas, prueba de ello es que los gobiernos de la República consienten
la actividad de los movimientos nacionalistas. Tal y como escribe Mª Rosa de
Madariaga “Tetuán se convirtió en un punto focal de la propaganda nacionalista
marroquí durante la década de los años treinta. Todos los periódicos árabes,
procedentes del Oriente Próximo, se podían encontrar allí, mientras que estaban
prohibidos en la zona francesa del Protectorado. Los nacionalistas marroquíes
podían con suma libertad expresar sus opiniones&quot;.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;color: black; mso-bidi-font-family: Arial;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Esta nueva forma de hacer y entender la política debería
haber tenido un claro reflejo en el diseño de la nueva estructura
administrativa que la República implementó en los territorios del Protectorado.
En cambio la estructura que se diseñó era muy similar a la que se había
implantado durante la Dictadura de Primo de Rivera. Aunque sí se introdujeron algunos
cambios que ponen de relieve la visión que los nuevos gobiernos de la República
tenían sobre estos territorios. Uno de esos cambios fue la equiparación del
estatus de la Policía Jerifiana al estatus de la Guardia Civil, aunque en un
primer momento parece un cambio muy sutil, realmente era una forma de recortar
el poder de los militares en la zona, sin que estos cambios afectaran a la pacificación
del territorio y a la vez que ponen de manifiesto la sensibilidad que la
República tenía sobre el Protectorado. Muchas de estas políticas se encontraron
con un grave problema, plasmar en un documento la visión que la República tenía
sobre qué papel debía desempeñar España en el Protectorado y en la escena
internacional. Existían dos visiones una más continuista, que ejercen las
fuerzas centristas que apoyaban al Presidente de la República Niceto
Alcalá-Zamora, y otra más rupturista que mantienen los partidos de la izquierda
encabezados por el Psoe, que apoyaban la figura de Manuel Azaña. &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;Estas diferencias hacen que en general los
gobiernos republicanos mantengan unas políticas totalmente continuistas
respecto de la presencia española en el Protectorado, porque la prioridad tanto
de unos como de otros estaba centrada en mantener el control dentro de la
península. Además, las reformas que se implantasen no debían estar en contra de
los acuerdos de la Conferencia de Algeciras y que como consecuencia de estas
políticas pudiera verse modificado el “status quo” internacional. No obstante,
esa nueva forma de hacer política queda claramente reflejada en la reunión que en
junio de 1931 mantiene el Presidente Alcalá Zamora con una comisión de
nacionalistas musulmanes procedentes de Tetuán, donde le transmiten una serie
de propuestas de cambios que se deberían acometer en la zona del protectorado
bajo control español con el objetivo de mejorar la vida de los nativos, entre
otras. la LIBERTAD PARA LA PRENSA MUSULMANA, hasta ese momento no existe ningún
periódico en la zona; la creación de un CONSEJO CONSULTIVO, que diese voz a los
nativos ante cualquier iniciativa que se fuese a implantar en el protectorado;
la posibilidad tener REPRESENTACIÓN MUSULMANA en el Parlamento, para defender
los intereses de los nativos del Protectorado; fijar en los presupuestos las
cantidades suficientes para la protección de la ENSEÑANZA, y facilitar a los
pequeños agricultores el ACCESO A LA CAJA DEL PRÉSTAMO AGRÍCOLA. Pero las
demandas de los sectores nacionalistas no fueron atendidas debido a la falta de
claridad en las políticas del Protectorado, lo que desemboca en el otoño de
1932 en una serie de protestas en Tetuán y la lectura de un manifiesto pidiendo
elecciones municipales libres, libertad de prensa y la creación del Consejo
Superior. Con la excepción de la libertad de prensa, el resto de
reivindicaciones nuevamente fueron desatendidas por los gobiernos de Manuel
Azaña. Por el contrario algunos temas muy puntuales escaparon a esta política
de inmovilismo, como fue el Estatuto de la Enseñanza Religiosa de octubre de
1935. Este estatuto reguló la enseñanza religiosa islámica de la escuela Medersa
Lucax de Tetuán, la más importante del Protectorado. A través de esta ley se equiparaba
el sistema de enseñanza religiosa del protectorado al de la enseñanza religiosa
en la península, pero manteniendo siempre el respeto a sus peculiaridades.
Además., se retomaron antiguos proyectos de infraestructuras muy necesarias en
la zona, como es el caso de la carretera Tetuán – Xauén (El Aaiún).&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;color: black; mso-bidi-font-family: Arial;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;A la frustración generada en los sectores más nacionalistas
del Protectorado se sumó una política de nombramientos totalmente continuista y
nada acorde con las políticas que teóricamente se querían implantar. Estos
nombramientos, dejaron claro desde el primer momento el continuismo político de
la República con respecto del Protectorado &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;manteniendo al General Francisco Gómez-Jordana
como Alto Comisario. Tras su renuncia para irse al exilio con Alfonso XIII y con
el nombramiento de su sustituto el General africanista José Sanjurjo “Marques
del Rif”. Entre sus primeras decisiones estuvo la de declarar la ley marcial, demostrando
su falta de mentalidad aperturista y de acatamiento a las políticas del
gobierno. De esa forma de reafirmó su continuismo con las políticas de mano
dura que habían llevado a cabo los militares en las colonias. La argumentación
de los africanistas respecto al Protectorado era clara, el General Sanjurjo fue
su máximo exponente, para los militares africanistas aquellos territorios
correspondían al Ejército español y no a España; porque ellos como más tarde
argumentaría Franco &quot;&lt;i&gt;había adquirido aquellas tierras con la más cara
moneda, la propia sangre&lt;/i&gt;&quot;. Las consecuencias de su política de mano
dura en asuntos como la huelga de los trabajadores marroquíes del servicio de
agua de Tetuán, por sus demandas de equiparación laboral, boicoteando las promesas
que había realizado Largo Caballero a lo los propios trabajadores, son muy
claras y quedan de manifiesto en las palabras del propio General al referirse a
este conflicto &quot;Marruecos no es España. No puede ser como España, teatro
de luchas políticas. Hoy, afortunadamente, los moros no tienen armas, pero esa
no es una garantía bastante de que no se promoverá un verdadero estado de
guerra. No puede haber más de una política: autoridad y justicia por parte de
protector, sumisión y orden por parte del protegido&quot;. Esta forma
paternalista y dictatorial de aplicar las leyes y reformas, lastra y dinamita
toda la credibilidad de los gobiernos de la República. Entre 1931 y 1933 se
nombra por parte de la República al primer civil como Alto Comisionado Luciano
López Ferrer, se trata de un político que ya había ostentado ese cargo de forma
interina en 1921, pero llama la atención que el primer civil nombrado por la
República sea un monárquico quien se alinea con el Partido Radical de Lerroux y
cuando estalla el alzamiento militar se alinea con los sublevados. A éste le
sustituyó otro civil (1933-1934) Juan Moles el único comisario de ideología
republicana, quien volvió a ocupar el cargo al ganar las elecciones el Frente
Popular. &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;El resto de Altos Comisionados
eran militares de carrera, con la excepción Manuel Rico Avello miembro del
Partido Reformista durante el Bienio Radical-Cedista.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;color: black; mso-bidi-font-family: Arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;color: black; mso-bidi-font-family: Arial;&quot;&gt;Ahora que tenemos más elementos que nos permiten entender la
complejidad de la contestación a la cuestión que nos planteaba la pregunta
inicial, la primera de las afirmaciones es que los gobiernos republicano-socialistas
cometieron demasiados errores a la hora de marcar la hoja de ruta en las
políticas que se querían implantar en el Protectorado. Además, &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;para mí el principal de esos errores fue la
falta de acierto a la hora de escoger a los Altos Comisionados, máximos
representantes de la República en el Protectorado, que como hemos visto la
mayoría eran militares africanistas. Únicamente se nombraron tres civiles para
este cargo y únicamente uno de ellos con un perfil político de centro izquierda.
La consecuencia de estos nombramientos fue muy clara, dinamitaron toda la
credibilidad y en muchos casos impidieron que las reformas se pudieran aplicar,
lo que generó una gran frustración entre los sectores más nacionalistas del
Protectorado. Si a todo esto le añadimos que la zona estaba atravesando una
grave situación económica, comprenderemos la desafección total hacia la
República y lo que representaba. En ese momento fue determinante la gran ayuda
económica que recibieron los sublevados por parte de la potencias del Eje, para
conseguir que la &lt;/span&gt;paga de 4 pesetas día y la promesa de botín que la
administración militar les hizo, consiguieran que este colectivo tomara partido
y se alistaran en las filas de los sublevados. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Queda un punto que en la
actualidad no está nada claro, el papel que jugó el Sultán y los Cadíes rifeños
en la connivencia o el consentimiento tácito o por omisión que ofrecieron a los
sublevados. Mi pregunta en este sentido es clara ¿Cómo o con que se compraron
estas voluntades?.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://lostrescientos.blogspot.com/feeds/7724651823590715026/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/9128960898000359877/7724651823590715026?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/7724651823590715026'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/7724651823590715026'/><link rel='alternate' type='text/html' href='http://lostrescientos.blogspot.com/2020/04/que-vienen-los-moros.html' title='¡QUE VIENEN LOS MOROS!'/><author><name>Federico Mor</name><uri>http://www.blogger.com/profile/08627876287889684053</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_oH6TcMvuyQz9ZLhIz03hhxbAI1qa-6tuYza8YGuxVnsiOPrxy9MGw0-WSquKnm7zbp9Hq5RYiRq1vrEwAyMeP-UfNFsaE9Vvx1_CIlMIwQAeDjLps4Ppv6n49b0OiYeX0fS81NX3n8A/s72-c/moros.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9128960898000359877.post-6964121446147310904</id><published>2020-04-26T14:41:00.000+02:00</published><updated>2020-04-26T14:41:06.412+02:00</updated><title type='text'>SANT JERONI DE COTALBA</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;iframe width=&quot;320&quot; height=&quot;266&quot; class=&quot;YOUTUBE-iframe-video&quot; data-thumbnail-src=&quot;https://i.ytimg.com/vi/v3bAw95vJSs/0.jpg&quot; src=&quot;https://www.youtube.com/embed/v3bAw95vJSs?feature=player_embedded&quot; frameborder=&quot;0&quot; allowfullscreen&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://lostrescientos.blogspot.com/feeds/6964121446147310904/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/9128960898000359877/6964121446147310904?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/6964121446147310904'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/6964121446147310904'/><link rel='alternate' type='text/html' href='http://lostrescientos.blogspot.com/2020/04/sant-jeroni-de-cotalba.html' title='SANT JERONI DE COTALBA'/><author><name>Federico Mor</name><uri>http://www.blogger.com/profile/08627876287889684053</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/v3bAw95vJSs/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9128960898000359877.post-3612121949756148449</id><published>2019-10-14T16:58:00.000+02:00</published><updated>2019-10-14T16:58:58.175+02:00</updated><title type='text'>Quienes eran los españoles que iban en el RMS Titánic??</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;A bordo del RMS Titánic, el mayor y más lujoso
transatlántico construido hasta ese momento, en su viaje inaugural en abril de
1912, viajaban 1316 pasajeros de más de 28 nacionalidades, entre este amasijo
de nacionalidades, también encontramos a diez españoles entre los que se había
enrolado un español como miembro de esta selecta tripulación compuesta por unos
885 entre marinería y personal de asistencia a los pasajeros.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Donde y cuando embarcaron los once españoles. Solo
tres de ellos embarcaron en el puerto inglés de Southampton, puerto de salida,
los otros ocho embarcaron en el puerto francés de Cherburgo, primer puerto de
escala. Veamos como viajaban esos españoles: cuatro de ellos viajaban en 1ª
Clase, seis viajaban en 2ª Clase y uno, el que formaba parte de la tripulación,
viajaba en 3ª Clase.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Pero quienes eran estos viajeros que se podían
permitir el lujo de viajar en el Titánic en su viaje inaugural, sabiendo que un
billete de 1ª Clase costaba entre 113 y 512 libras esterlinas, un billete de 2ª
costaba 75 y 100 libras esterlinas y los billetes de 3ª costaban entre 30 y 70
libras esterlinas. Para que nos hagamos una pequeña idea del coste de esos billetes
en 1912, un billete de 1ª clase podía ascender al cambio a unos 2.560 $ de
1912, si lo trasladamos a la actualidad su coste sería de unos 61.000 $, unos
precios al alcance de tan solo unos pocos privilegiados.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Pero quienes eran esos españoles, a qué se dedicaban,
dónde embarcaron, a dónde se dirigían, con qué motivo y que pasó con ellos:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;En 1ª Clase&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0et7oXpG9JQyV3824VI3_aGLF0c4ms6gZpVCMKv0I48lzmm61yi2HyINh-e-PDgU6X7qGMXs9l4OX_hyuyeNfn8ku75m3knKYbBcJnrRTNZ22vaC-9N5rHqJQ3DYIB2eaZ6pVR9y5f8o/s1600/Victor+Pe%25C3%25B1asco.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;324&quot; data-original-width=&quot;249&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0et7oXpG9JQyV3824VI3_aGLF0c4ms6gZpVCMKv0I48lzmm61yi2HyINh-e-PDgU6X7qGMXs9l4OX_hyuyeNfn8ku75m3knKYbBcJnrRTNZ22vaC-9N5rHqJQ3DYIB2eaZ6pVR9y5f8o/s200/Victor+Pe%25C3%25B1asco.jpg&quot; width=&quot;153&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 3; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;b&gt;&lt;span style=&quot;mso-bidi-font-family: Arial; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Víctor Peñasco y Castellana&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt; (ticket &lt;/span&gt;&lt;span style=&quot;color: #2d2d2d; mso-bidi-font-family: Helvetica;&quot;&gt;17758&lt;/span&gt;&lt;span style=&quot;mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;) natural de Madrid tenía&lt;/span&gt;
24 años, gentleman de profesión y nieto del político liberal José Canalejas,
presidente del consejo de ministros durante el reinado de Alfonso XIII, se
trataba del rico heredero de una de las grandes fortunas españolas, debido a la
falta de botes salvavidas y al caos en las tareas de salvamento no pudo
embarcar en los botes salvavidas y murió en el hundimiento. Se había casado el
8 de diciembre de 1910, con María Josefa Pérez de Soto, embarcando en el puerto
francés de Cherburgo junto a su dama de compañía, los tres viajaban en 1ª Clase,
en dos camarotes de la cubierta “C”, los C65 para la pareja de recién casados y
C109 para la dama de compañía, su destino era Nueva York, este viaje en el Titánic
era el colofón final de su &lt;span style=&quot;mso-bidi-font-family: Arial; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;luna de miel, que les había
llevado a Montecarlo, Viena, Londres y París.&lt;/span&gt; &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 3; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Precio
de los tres billetes 108 libras 18 peniques&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_I4Np0GUHX5SPCFS2GORFmaSalqE8Pr63r-BuhcqtjW1B7Bmmn5cJQJu_RdDwb-jl4oJ7Kio_byL2_RpwbKAL2Zcasg-Ytphse_b847Tv3lUzvIuAFDP0LDt_0L6390Fb7Ar1T8N0_po/s1600/Mar%25C3%25ADa-Josefa-P%25C3%25A9rez-de-Soto.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;806&quot; data-original-width=&quot;591&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_I4Np0GUHX5SPCFS2GORFmaSalqE8Pr63r-BuhcqtjW1B7Bmmn5cJQJu_RdDwb-jl4oJ7Kio_byL2_RpwbKAL2Zcasg-Ytphse_b847Tv3lUzvIuAFDP0LDt_0L6390Fb7Ar1T8N0_po/s200/Mar%25C3%25ADa-Josefa-P%25C3%25A9rez-de-Soto.jpg&quot; width=&quot;146&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 3; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;María Josefa Pérez de Soto &lt;/b&gt;&lt;span style=&quot;mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;(ticket &lt;/span&gt;&lt;span style=&quot;color: #2d2d2d; mso-bidi-font-family: Helvetica;&quot;&gt;17758&lt;/span&gt;&lt;span style=&quot;mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;)&lt;/span&gt; natural de Madrid tenía
22 años, aunque con orígenes riojanos, ya que su familia era de Cameros, se
había casado con Víctor Peñasco, este viaje a Nueva York era el final de una
maravillosa luna de miel, que la había hecho recorrer junto a Víctor media
Europa. Como ya hemos dicho, embarcaron en el puerto de Cherburgo, ella y su dama
de compañía tuvieron más suerte que su marido ya que ellas sí pudieron embarcar
en uno de los botes salvavidas, concretamente en el nº 8, debido a ello
pudieron sobrevivir al naufragio y ser rescatadas por el buque Carpathia,
desembarcaron en Nueva York el 18 de abril de 1912.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 3; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Tuvo
que enfrentarse a la justicia para poder recibir la herencia que le
correspondía, ya que el cuerpo de su difunto marido Víctor Peñasco no apareció,
y según la legislación española de la época no la podía recibir hasta pasados 20
años del desastre del naufragio, finalmente pudio recibir la herencia y pasar
aquella trágica página de su corta vida. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 3; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;span style=&quot;mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;María Josefa Pérez de Soto &lt;/span&gt;en
1918, volvió a casarse con Juan Barriobero Armas, barón de Río Tobía, con él
que tuvo tres hijos. Falleció el 3 de Abril de 1972 a los 83 años de edad.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZL5murKLoH4aoHBZUwghRTDIrSDY8L_69WD2OVwMliGoL7ooUTxiugf3j0UjNNL4BRrkaf3iPFUryg_-Bog2O8FiH6CiyiqVt-6odEqtIU5axXa1pTy0MsJXqCqkynSNaQq4G0AxPS5A/s1600/Fermina+Oliva.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;307&quot; data-original-width=&quot;249&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZL5murKLoH4aoHBZUwghRTDIrSDY8L_69WD2OVwMliGoL7ooUTxiugf3j0UjNNL4BRrkaf3iPFUryg_-Bog2O8FiH6CiyiqVt-6odEqtIU5axXa1pTy0MsJXqCqkynSNaQq4G0AxPS5A/s200/Fermina+Oliva.jpg&quot; width=&quot;162&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 3; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 3; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: black; mso-bidi-font-family: Arial; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Fermina Oliva y Ocaña&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: black; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;(ticket &lt;/span&gt;&lt;span style=&quot;color: #2d2d2d; mso-bidi-font-family: Helvetica;&quot;&gt;17758&lt;/span&gt;&lt;span style=&quot;mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;) &lt;/span&gt;natural de Ucles
(Cuenca) tenía 39 años, residía en Madrid y realizaba tareas de modista – costurera.
Fue contratada como dama de compañía por la pareja de recién casados para que
asistiera a la joven pareja en su interminable luna de miel que duró año y
medio. El remate iba a ser el viaje a Nueva York a bordo del lujoso RMS Titánic.
Para Fermina no entraba en sus planes realizar ningún tipo de viaje en barco, pero
finalmente terminó aceptando y embarcó en el Titánic. Cuando se produjo la
tragedia, pudo subir a un bote salvavidas, concretamente en el nº 8, junto a su
señora y fue rescatada por el buque Carpathia, y así pudo vivir para contarlo.
Otros&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;no tuvieron tanta suerte, como su
señor.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Tras esta terrible experiencia, Fermina no quiso
volver a subir a un barco, también evito rememorar las sucesos de esta horrible
tragedia, cuando regresó a Madrid volvió a su vida de modista y costurera, en
su casa de la calle Regueros, que más tarde la convertiría en una pensión. Se
mantuvo soltera y no tuvo hijos. Falleció el 28 de marzo de 1969, a la edad de
96 años, y se encuentra enterrada en el Cementerio de La Almudena de Madrid.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjY_dXojp91yjTKCzqbYOGRCZphsuh9KYrbAkLSkVZg9o3xcsVcyT1d7KFkt4wyWKM3YFb9bUqQSOEtBn3XJ5B9Fhj7Q0xvwODzyK39y2Ljxe_4x4__d49SbB_tb9imF9Pz0vvGpiOrJKM/s1600/Servando+Ovies.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;384&quot; data-original-width=&quot;239&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjY_dXojp91yjTKCzqbYOGRCZphsuh9KYrbAkLSkVZg9o3xcsVcyT1d7KFkt4wyWKM3YFb9bUqQSOEtBn3XJ5B9Fhj7Q0xvwODzyK39y2Ljxe_4x4__d49SbB_tb9imF9Pz0vvGpiOrJKM/s200/Servando+Ovies.jpg&quot; width=&quot;124&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 3; vertical-align: baseline;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 3; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: black; mso-bidi-font-family: Arial; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Servando José Florentino Oviés y Rodríguez
&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;(ticket &lt;/span&gt;&lt;span style=&quot;color: #2d2d2d; mso-bidi-font-family: Helvetica;&quot;&gt;17572&lt;/span&gt;&lt;span style=&quot;mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;) &lt;span style=&quot;color: black;&quot;&gt;natural
de Avilés, tenía 36 años, nació el 21 de febrero de 1876, este asturiano emigró
a Cuba donde se convirtió en un&lt;/span&gt;&lt;/span&gt; importante hombre de negocios,
llegando a convertirse en gerente de la empresa del textil “El Palacio de
Cristal”. Motivado por su actividad comercial &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;este asturiano desde 1907 viajaba cada año a
Europa para adquirir productos para su empresa. Acostumbrado a viajar en los
buques más rápidos del momento, embarcó a su vuelta a La Habana en el RMS Titánic,
en el puesto francés de Cherburgo en la cubierta D camarote D-43.Falleció igual
que Víctor Peñasco.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Oficialmente, su cuerpo reposa en el cementerio
canadiense de «Mount Olivet» en Halifax, tras ser exhumado de una fosa común e identificado
por un primo suyo. Como en caso anterior, el motivo &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;de estas identificaciones no era otro que
agilizar los procesos hereditarios y del cobro de los seguros, aunque existen
muchas dudas sobre si realmente se trataba de él.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 3; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Precio
del billete 27 libras 14 peniques&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;En 2ª Clase &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 3; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: black; mso-bidi-font-family: Arial; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Asunción Durán y Moré &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;(ticket 2149) natural de Sant
Adriá (Lléida) t&lt;/span&gt;enía 27 años, embarcó con destino a La Habana en el
puerto francés de Cherburgo, junto a su hermana Florentina, su cuñado Julián y
un amigo de éste, &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;Emilio.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 3; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Asunción
había decidido seguir a su hermana y a su cuñado en la aventura que iban a
empezar en Cuba. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 3; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Asunción
embarco en los botes salvavidas concretamente en el nº 12, fue rescatada por el
buque Carpathia y desembarcó en Nueva York el 18 de abril de 1912.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 3; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Precio
del billete 13 libras 17 peniques&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 3; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 3; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: black; mso-bidi-font-family: Arial; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Florentina Durán y Moré &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;(ticket 2148) natural de Sant
Adriá (Lléida) t&lt;/span&gt;enía 30 años, igual que su hermana Asunción embarcó con
destino a al Habana en el puerto francés de Cherburgo, junto a su marido Julián
y a Emilio.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 3; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Florentina,
bailarina de profesión en un teatro de Barcelona junto a su marido Julián
habían decidido emigrar a Cuba para hacer fortuna.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 3; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Florentina
también embarco en el bote salvavidas nº 12, y también fue rescatada por el
buque Carpathia y desembarcó en Nueva York el 18 de abril de 1912.&lt;b&gt;&lt;span style=&quot;color: black; mso-bidi-font-family: Arial; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Falleció de muerte natural el 1 de Octubre de 1959
en La Habana, se encuentra enterrada en el Cementerio Cristóbal Colón de La
Habana (Cuba).&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 3; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Precio
del billete 13 libras 17 peniques&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 3; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 3; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: black; mso-bidi-font-family: Arial; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Julián Padró y Manet &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;(ticket 2146) natural de
Olérdola (Barcelona) t&lt;/span&gt;enía 26 años, embarcó con destino a La Habana en
el puerto francés de Cherburgo, junto a su esposa Florentina, su cuñada
Asunción y su amigo Emilio.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Julián ostentaba un restaurante en Barcelona y lo
vendió para irse a Cuba junto con su esposa a “Hacer las Américas”, término que
se utilizaba en aquella época cuando se pretendía hacer fortuna lejos de tu
tierra. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 3; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Julián
tuvo la suerte de poder embarcar en uno de los botes salvavidas concretamente
en el nº 9, y también fue rescatado por el buque Carpathia y desembarcó en
Nueva York el 18 de abril de 1912.&lt;b&gt;&lt;span style=&quot;color: black; mso-bidi-font-family: Arial; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Falleció de muerte natural el 6 de Octubre de 1968
a los 83 años en La Habana, se encuentra enterrada en el Cementerio Cristóbal
Colón de La Habana (Cuba).&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 3; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Precio
del billete 13 libras 17 peniques&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_2AImKoRRtDrSb1LjL1ggUZmhdApTxjlXxYvm57riXHUUZagYGyN4mQuF_T6k4TS8Uk5NTigyQ9aHUd8FUJG8ZMp_1lH347aPlnQEI70HTqECVtAGJAFkk86agCId6JHSFOxrv4ZFch8/s1600/Julian+y+Emilio.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;400&quot; data-original-width=&quot;274&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_2AImKoRRtDrSb1LjL1ggUZmhdApTxjlXxYvm57riXHUUZagYGyN4mQuF_T6k4TS8Uk5NTigyQ9aHUd8FUJG8ZMp_1lH347aPlnQEI70HTqECVtAGJAFkk86agCId6JHSFOxrv4ZFch8/s200/Julian+y+Emilio.jpg&quot; width=&quot;136&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 3; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Emilio Pallás y Castelló &lt;/b&gt;&lt;span style=&quot;mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;(ticket 2147) natural de
Lleida t&lt;/span&gt;enía 29 años, embarcó con destino a La Habana en el puerto
francés de Cherburgo, junto a sus amigos Florentina, Asunción y Julián.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 3; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Emilio
también tuvo la suerte de poder embarcar en uno de los botes salvavidas
concretamente en el nº 9, y&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;fue
rescatado por el buque Carpathia&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;desembarcando en Nueva York el 18 de abril de 1912.&lt;b&gt;&lt;span style=&quot;color: black; mso-bidi-font-family: Arial; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Tras el desastre, Emilio decidió regresar a Lléida,
se casó y fue propietario de una panadería. Según el hijo de Pallás, que aún
vive en Lleida, cuenta que su padre cojeó toda la vida, como consecuencia de la
rotura de pierna que se produjo cuando salto por la borda durante el trágico
naufragio del Titánic. Falleció de muerte natural el 14 de Abril de 1940.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 3; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Precio
del billete 13 libras 2 peniques&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 3; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: black; mso-bidi-font-family: Arial; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Encarnación Reynaldo &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;(ticket 230434) natural de
Marbella (Málaga), nació el 5 de diciembre de 1982 t&lt;/span&gt;enía 28 años,
embarcó con destino a Nueva York en el puerto inglés de Southampton.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Trabajaba en Inglaterra para una familia
gibraltareña como personal doméstico, el motivo de su viaje no está claro lo
más probable es que se desplazara a visitar a hermana que había dado a luz el
año anterior. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Ella también tuvo la suerte de poder embarcar en
uno de los botes salvavidas en el nº 9, el cual fue rescatado por el buque
Carpathia y desembarcó en Nueva York el 18 de abril de 1912.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;A pesar de que sobrevivió y que fijó su domicilio
en Nueva York, se conoce poco sobre su vida posterior a la tragedia. Solo se
sabe que se casó y que enviudó el 18 de diciembre de 1936 y continuó viviendo
en Manhattan, donde murió en febrero de 1964 a los 81 años.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 3; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Precio
del billete 13 libras.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDT-k4ir1OPdxGABLYHHcbqqrn70bcWnCsX94AN60Hz_fGZ8_VpTOfKI9rW-NIVsuXCjt3ZI_LswKpZsmuW_2VtKqLdyCht8GciRjxDRFniCU1VxzoqkM0xEmNTVbccDSuzzCDLhAeOUg/s1600/Ticket.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;189&quot; data-original-width=&quot;267&quot; height=&quot;141&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDT-k4ir1OPdxGABLYHHcbqqrn70bcWnCsX94AN60Hz_fGZ8_VpTOfKI9rW-NIVsuXCjt3ZI_LswKpZsmuW_2VtKqLdyCht8GciRjxDRFniCU1VxzoqkM0xEmNTVbccDSuzzCDLhAeOUg/s200/Ticket.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 3; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: black; mso-bidi-font-family: Arial; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;José Francisco Landaeta Quintana &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: black; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;(ticket ¿?) natural de Madrid, tenía 43 años,
embarcó con destino a Santiago de Chile en el puerto inglés de Southampton.&lt;b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 3; vertical-align: baseline;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoNormalTable&quot; style=&quot;border-collapse: collapse; margin-left: 2.75pt; mso-padding-alt: 0cm 3.5pt 0cm 3.5pt; mso-yfti-tbllook: 1184; width: 894px;&quot;&gt;
 &lt;tbody&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;&quot;&gt;
  &lt;td style=&quot;background: #F8F9FA; border-top: none; border: solid #A2A9B1 1.0pt; height: 15.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 129.0pt;&quot; width=&quot;258&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #222222; font-size: 8.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES; mso-hansi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Landaeta Quintana, José Francisco&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: #F8F9FA; border-bottom: solid #A2A9B1 1.0pt; border-left: none; border-right: solid #A2A9B1 1.0pt; border-top: none; height: 15.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 60.0pt;&quot; width=&quot;120&quot;&gt;
  &lt;div align=&quot;right&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;&quot;&gt;
&lt;span style=&quot;color: #222222; font-size: 8.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES; mso-hansi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;43&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: #F8F9FA; border-bottom: solid #A2A9B1 1.0pt; border-left: none; border-right: solid #A2A9B1 1.0pt; border-top: none; height: 15.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 122.0pt;&quot; width=&quot;244&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;span style=&quot;color: #0b0080; font-size: 8.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES; mso-hansi-font-family: Calibri;&quot;&gt;Madrid&lt;/span&gt;&lt;span style=&quot;color: #222222; font-size: 8.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES; mso-hansi-font-family: Calibri;&quot;&gt;,&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: #0b0080; font-size: 8.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES; mso-hansi-font-family: Calibri;&quot;&gt;España&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: #F8F9FA; border-bottom: solid #A2A9B1 1.0pt; border-left: none; border-right: solid #A2A9B1 1.0pt; border-top: none; height: 15.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 60.0pt;&quot; width=&quot;120&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #222222; font-size: 8.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES; mso-hansi-font-family: Calibri;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Southampton&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: #F8F9FA; border-bottom: solid #A2A9B1 1.0pt; border-left: none; border-right: solid #A2A9B1 1.0pt; border-top: none; height: 15.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 76.0pt;&quot; width=&quot;152&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;a href=&quot;https://es.wikipedia.org/wiki/Santiago,_Chile&quot; title=&quot;Santiago, Chile&quot;&gt;&lt;span style=&quot;color: blue; font-size: 8.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES; mso-hansi-font-family: Calibri;&quot;&gt;Santiago,
  Chile&lt;/span&gt;&lt;/a&gt;&lt;u&gt;&lt;span style=&quot;color: blue; font-size: 8.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES; mso-hansi-font-family: Calibri;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Desconocemos quien era o a que se dedicaba, tampoco
sabemos si sobrevivió o no, únicamente aparece en el listado de los viajeros
embarcados. Por eso en la mayoría de los estudios se habla de 10 viajeros y no
once. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;En 3ª Clase&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;color: #454545; font-size: 10pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 12.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEje8ld4rfTUoCvKAn8GzpU-k_DbKmoLDV_yxeVQEYNv3hP34eQvRRQYg_nkY38LfBQuY-XLxq74XMwl5B-qa-jVkM05raaH4FMqDvq0yD48Fv1IW2edLpH-3w-XyKlhK9MTneVBAJACPyg/s1600/Juan+Monros.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;400&quot; data-original-width=&quot;285&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEje8ld4rfTUoCvKAn8GzpU-k_DbKmoLDV_yxeVQEYNv3hP34eQvRRQYg_nkY38LfBQuY-XLxq74XMwl5B-qa-jVkM05raaH4FMqDvq0yD48Fv1IW2edLpH-3w-XyKlhK9MTneVBAJACPyg/s200/Juan+Monros.jpg&quot; width=&quot;142&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;


&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 3; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: black; mso-bidi-font-family: Arial; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Juan Javier Monrós &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: black; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;natural de&lt;/span&gt;
Barcelona, aunque estaba afincado en París. Pero en 1911 se trasladó al Soho de
Londres para buscar trabajo y así consiguió ser contratado como ayudante de
camarero para el &quot;Restaurante a la carta&quot; del RMS Titánic, tenía 20
años. Se trata del único español que formaba parte de la tripulación. Embarcó
como el resto de la tripulación en el puerto ingles de Southampton&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Los cerca de 70 miembros de la tripulación que
formaban parte de ese lujoso restaurante se alojaban en tercera clase.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;La noche del naufragio, tras una cena especial en
honor al Capitán Smith, el personal del restaurante fue retenido en un corredor
de tercera clase lo que les impidió acceder a la cubierta y los botes
salvavidas.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Su cadáver fue encontrado el 21 de abril de 1912
por el buque CS Makay-Bennett en avanzado estado de descomposición y como
consecuencia se procedió a darle sepultura en el mismo océano Atlántico.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://lostrescientos.blogspot.com/feeds/3612121949756148449/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/9128960898000359877/3612121949756148449?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/3612121949756148449'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/3612121949756148449'/><link rel='alternate' type='text/html' href='http://lostrescientos.blogspot.com/2019/10/quienes-eran-los-espanoles-que-iban-en.html' title='Quienes eran los españoles que iban en el RMS Titánic??'/><author><name>Federico Mor</name><uri>http://www.blogger.com/profile/08627876287889684053</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0et7oXpG9JQyV3824VI3_aGLF0c4ms6gZpVCMKv0I48lzmm61yi2HyINh-e-PDgU6X7qGMXs9l4OX_hyuyeNfn8ku75m3knKYbBcJnrRTNZ22vaC-9N5rHqJQ3DYIB2eaZ6pVR9y5f8o/s72-c/Victor+Pe%25C3%25B1asco.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9128960898000359877.post-4435760866190331141</id><published>2019-02-06T23:52:00.002+01:00</published><updated>2019-02-06T23:52:59.954+01:00</updated><title type='text'>TITANIC</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 6.0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;El 15 de abril de 1912 a las 02:20 horas en el Océano Atlántico
(coordenadas 41º43’55”N – 49º56’45”O) a unos 600 km de las costas de Terranova,
se produjo uno de los mayores naufragios de la historia de la navegación comercial,
efectivamente estoy hablando del hundimiento del trasatlántico TITANIC.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCdbqtywA50e-dOcZyocn8scKUtqsFARfFZqgfYKBpV7AujIF0r6sR0QpAaqrTWkycud4v8BZ7gWDtD-FrSiZdhqpccHoU78sY57VeyankK3C3N0NKjnOUl1Dl0vW6LdYevWv0UhNGEjc/s1600/titanic+2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;165&quot; data-original-width=&quot;220&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCdbqtywA50e-dOcZyocn8scKUtqsFARfFZqgfYKBpV7AujIF0r6sR0QpAaqrTWkycud4v8BZ7gWDtD-FrSiZdhqpccHoU78sY57VeyankK3C3N0NKjnOUl1Dl0vW6LdYevWv0UhNGEjc/s1600/titanic+2.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 6.0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;El transatlántico Titanic de la compañía White Star Line, fue
construido en los astilleros de Harland and Wolf de Belfast, entre 1909 y 1912,
fue botado él 31 de mayo de 1911, se trataba de un innovador diseño de los
ingenieros navales Thomas Andrews y Alexander Carlisle, con un desplazamiento
de 52.310 t, una eslora 269,06 m y un calado de 10,54 m hacían de él en
aquellos momentos el mayor y más imponente de los transatlánticos construidos, pero
además sus nueve cubiertas repletas de lujo lo hacían todavía más ostentoso, pero
lo más importante y novedoso no lo podíamos ver a simple vista ya que se encontrar
en su interior, no estamos hablando su sistema de propulsión, que estaba
compuestos por 29 calderas y tres hélices que generaban hasta 59.000 CV de
potencia, una propulsión que le daban la capacidad necesaria a este majestuoso trasatlántico
de poder para navegar a una velocidad máxima de 23 nudos, aproximadamente a unos
43km/h, que también, a sus mandos habían 891 tripulantes preparados para
atender a los más de 2000 pasajeros que podía transportar, pero todo este
portento de lujo y modernidad no era realmente lo más novedoso de él, lo más
importante y novedoso eran los dieciséis compartimentos estancos de su casco, innovaciones
tecnológicas que le daban a este buque una apariencia de mayor fiabilidad, la
prensa lo denominaba como insumergible, ante posibles averías y colisiones.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYdvJyTpxuWICMSdvnYSqlnTI01cpF_fnstvOcVWpGI8OBHd1q-TOTtxQkmWWGMZsKnerbhAuIaPL5l1imzEsoQlrhk82waSgNpX6s2y_ZDh_ENccTqwsnp3IO_xbYU66tNK_ia8Sm2z8/s1600/titanic.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;482&quot; data-original-width=&quot;656&quot; height=&quot;235&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYdvJyTpxuWICMSdvnYSqlnTI01cpF_fnstvOcVWpGI8OBHd1q-TOTtxQkmWWGMZsKnerbhAuIaPL5l1imzEsoQlrhk82waSgNpX6s2y_ZDh_ENccTqwsnp3IO_xbYU66tNK_ia8Sm2z8/s320/titanic.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 6.0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 6.0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;El viaje inaugural del “The Queen of the Ocean” tuvo su punto de
partida desde el puerto de Southampton (Gran Bertaña) y tenía como destino el
puerto de Nueva York (EE.UU.), el Titanic zarpo el miércoles 10 de abril de
1912 desde Southampton, su primera escala fue el puerto francés de Cherburgo a
donde llego el mismo día 10 a las 18:30 horas, su siguiente y última &amp;nbsp;escala, antes de iniciar la travesía del
Océano Atlántico en dirección Nueva York, fue Cobh (Queenstown) en el sur de
Irlanda el día 11 de abril de 1912 a las 11:30 horas, después de esta última
escala se encontraban a bordo en el Titanic 1.316 pasajeros, de ellos de
primera clase se encontraban a bordo 325 pasajeros (175 hombres, 144 mujeres y
6 niños), de segunda clase habían 285 pasajeros (168 hombres, 93 mujeres y 24
niños) y de tercera clase 706 pasajeros (462 hombres, 165 mujeres y 79 niños),
y para asistirles una extensa tripulación que estaba compuesta de 885 (862
hombres y 23 mujeres) entre oficiales y marineros, todo bajo el mando del
capitán Edward John Smith.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 6.0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Entre el pasaje de primera y segunda clase, de las que tenemos
información fidedigna, &amp;nbsp;podíamos encontrar
una gran variedad de nacionalidades, aunque básicamente y mayoritaria eran del
Reino Unido y de los Estados Unidos de América, pero también encontramos a
irlandeses, franceses, suecos, noruegos, daneses, finlandeses, suizos,
italianos, monegascos, alemanes, holandeses, portugueses, belgas, canadienses,
egipcios, uruguayos, argentinos, sudafricanos, indios, australianos, japoneses,
rusos, mexicanos, tailandeses (Siam), cubanos y por supuestos españoles.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 6.0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;El 14 de abril después cuatro días de placida navegación y después de
recorrer más de 1.450 millas, a las 09:00 se recibe el primer informe, del buque
Caronia, alertando de la existencia de icebergs en la ruta del Titanic, pero el
capitán toma la decisión de mantener la ruta prevista, esa misma tarde se
recibieron cuatro informes más de los buques Baltic, Amerika, Noordam y
Californian alertando del peligro. A las 19:30 horas se recibieron tres nuevos
mensajes en estos mensajes con alertas e indicando que se trataba de icebergs
de grandes dimensiones, pero la tranquilidad en el Titanic era total, con un
mar en calma y una noche tranquila, sabedores de que estaban a bordo de un
portento de la tecnología, la decisión fue la de mantener el rumbo y la
velocidad ignorando todas las advertencias. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 6.0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Sobre las 23:40 horas el vigía Frederick Fleet avista por proa un
iceberg y aunque el primer oficial William Murdoch, que se encontraba de
guardia en el puente, dio las órdenes oportunas para intentar evitar la
colisión con él iceberg y de hecho evitó la colisión frontal pero no que la
enorme masa de hielo rasgara el casco unos cinco metros por debajo de la línea
de flotación. A bordo del Titanic viajaba uno de los ingenieros que lo habían
diseñado y el capitán le ordeno que evaluara los daños, Thomas verificó que
estaban afectados cinco de los compartimentos estando de la parte delantera de
estribor, y estos daños iban a enviar al Titanic al fondo del Océano Atlántico
sin remedio, estimando que se mantendría a flote no más de dos horas, a las
00:05 horas &amp;nbsp;aproximadamente 25 minutos más
tarde el capitán ordena abandonar el buque y &amp;nbsp;se inicia la operación para salvar al pasaje,
a las 00:10 los operadores de radio empiezan a enviar las primeras llamadas
pidiendo auxilio y también su usa la nueva fórmula del SOS.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 6.0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;El Titanic disponía de 20 botes salvavidas de distintas clases con una
capacidad máxima de 1.178 personas insuficiente ni para el total del pasaje de
este primer viaje y muy por debajo de la capacidad necesaria para salvar a las
2.201 seres humanos que hicieron este viaje en el buque. El convencimiento de
que el buque era materialmente insumergible, había provocado la nefasta decisión
de la compañía naviera de llevar a bordo una cantidad menor de botes salvavidas
de los necesarios, este hecho provocó que las pérdidas humanas fuesen mucho mayores,
el número total de muertos, ya fuera por ahogamiento o por hipotermia ascendió a
1.491, un 67,8 % del total del pasaje y de la tripulación.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 6.0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Pero analicemos y diseccionemos para ver la magnitud de esta catástrofe,
empecemos por el pasaje en total fallecieron 818 pasajeros (659 hombres, 106
mujeres y 53 niños) de los 1.316 que iban a bordo lo que supone que el 62.16 % (80,56
de hombres, 12,96 de mujeres y 6,48 de niños) del total del pasaje falleció en
el naufragio, los números de la tragedia son sencillamente espeluznantes, &amp;nbsp;pero sigamos analizando por sexo y por la
clase del pasaje, el porcentaje más elevado corresponde al de los hombres con
un 80,56, pero de los 659 hombres 118 eran de 1ª Clase (95,93 %), 154 de 2ª Clase
(92,22 %) y 387 de 3ª Clase (73,30 %), las mujeres representaron el 12,96, pero
las 106 mujeres eran 4 de 1ª Clase (3,25 %), 13 de 2ª Clase (7,78 %) y 89 de 3ª
Clase (16,86 %), &amp;nbsp;y los niños representaron
6,48, los 53 niños 1 de 1ª Clase (0,81 %), ninguno de 2ª Clase (0,00 %) y 52 de
3ª Clase (9,85 %). Ahora analicemos la tripulación fallecieron 673 tripulantes
(670 hombres y 3 mujeres) de los 885 tripulantes que iban a bordo, lo que
supone un 76,05 % (77,73 de hombres y el 13,04 de mujeres). La interpretación
de las órdenes recibidas para la evacuación del pasaje por parte de los
oficiales encargados, eran que primero había que evacuar a las mujeres y a los
niños de las clases superiores, pero que provocó que tantos hombres de 1ª y 2ª
Clase fallecieran, la causa fue que en los botes del lado de estribor se
mantuvo la preferencia de las mujeres y los niños de las clases superiores
primero y los hombres iban completando los botes, pero en el lado de babor el
oficial al mando no permitió embarcar en los botes salvavidas a ningún hombre. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzsgBxcOQn1K2oIwxA5QHmShcI3c_hDEWvY20k5TgPp-am7nHc6cf3VSKYpNJn3KmgB5xTMxTHh6PiQvSlijh_417GQZJ3Oi1OtsbtjLO3tUOXpb4b9upUv-b7L_-4w94ilOoMeshBhy8/s1600/titanic+3.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;242&quot; data-original-width=&quot;323&quot; height=&quot;239&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzsgBxcOQn1K2oIwxA5QHmShcI3c_hDEWvY20k5TgPp-am7nHc6cf3VSKYpNJn3KmgB5xTMxTHh6PiQvSlijh_417GQZJ3Oi1OtsbtjLO3tUOXpb4b9upUv-b7L_-4w94ilOoMeshBhy8/s320/titanic+3.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Dada la magnitud del desastre y aunque el Titanic cumplía con las
medidas de salvamento exigidas en aquellos momentos, el Senado de los EE.UU.
abrió una investigación sobre el mismo para intentar esclarecer los fallos y errores
que se cometieron en la evacuación del pasaje, partiendo de la base de que la
capacidad de los botes salvavidas existentes era de 1.178 plazas, únicamente se
embarcasen a 711 personas, tras este desastre las normas de seguridad y
salvamento cambiaron radicalmente.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 6.0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Estudios recientes indican que detrás de este desastre además de la
colisión con el iceberg, pudo haber otra causa previa que provoco que el casco de
acero del Titanic estuviese debilitado por un incendio que se prolongó durante
tres semanas en la parte &amp;nbsp;y por ello &amp;nbsp;cuando colisiono el iceberg contra el casco este
no lo soporto.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 6.0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Según un artículo del 3 de enero de 2017 de La Vanguardia en el
rotativo The Independent se ha publicado un artículo, donde tras analizar unas fotos
inéditas que fueron tomadas por el jefe de ingenieros antes de que el buque saliera
del astillero de Belfast, en estas fotos se ven&amp;nbsp;unas marcas negras de 9
metros de largo, todo parece indicar que se trata de la parte derecha del
frontal del casco del buque, justo en la zona donde se produjo la colisión con
el iceberg.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;





















&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;El estudio indica que el incendio se habría iniciado en
un depósito de combustible cerca de las calderas, por lo que no se pudo sofocar
y hubo que esperar hasta que se consumiera todo el combustible allí almacenado,
como consecuencia del fuego y debido a las altas temperaturas alcanzadas las
placas de acero del casco de aquella zona se habrían debilitado hasta el punto
que el casco no aguanto la colisión y se produjo el naufragio, según el mismo
estudio la compañía naviera era conocedora de los hechos y los oculto.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://lostrescientos.blogspot.com/feeds/4435760866190331141/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/9128960898000359877/4435760866190331141?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/4435760866190331141'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/4435760866190331141'/><link rel='alternate' type='text/html' href='http://lostrescientos.blogspot.com/2019/02/titanic.html' title='TITANIC'/><author><name>Federico Mor</name><uri>http://www.blogger.com/profile/08627876287889684053</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCdbqtywA50e-dOcZyocn8scKUtqsFARfFZqgfYKBpV7AujIF0r6sR0QpAaqrTWkycud4v8BZ7gWDtD-FrSiZdhqpccHoU78sY57VeyankK3C3N0NKjnOUl1Dl0vW6LdYevWv0UhNGEjc/s72-c/titanic+2.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9128960898000359877.post-3974248053531495047</id><published>2019-02-04T23:27:00.000+01:00</published><updated>2019-02-04T23:44:00.048+01:00</updated><title type='text'>PALABRAS MODERNAS, SIGNIFICADOS DECIMONÓNICOS</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;arial&amp;quot; , &amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;En el lenguaje actual estamos cansados de oír, palabras tan comunes como
“CARCA” y “GUIRI”.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;arial&amp;quot; , &amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;arial&amp;quot; , &amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Si hiciéramos un pequeño sondeo estadístico a pie de calle, preguntando al
primero de los habitantes de nuestro entorno de entre 14 y 60 años, unas
sencillas preguntas, las respuestas serían obvias.&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;¿Utiliza o ha utilizado alguna vez las expresiones CARCA o GUIRI&lt;/span&gt;&lt;/li&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;La respuesta más común y casi unánime será “claro que sí, que está cansado de utilizarlas”&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;¿Sabe el significado de CARCA y GUIRI?&lt;/span&gt;&lt;/li&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Las respuesta sería “SI”&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;¿Se trata de palabras de un lenguaje viejo o antiguo o por el contrario son palabras de un lenguaje moderno?&lt;/span&gt;&lt;/li&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;La respuesta mayoritaria seria “se trata de palabras modernas”.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;¿Qué significa CARCA?&lt;/span&gt;&lt;/li&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Lo normal es que nos encontremos con dos respuestas mayoritarias&lt;/span&gt;&lt;/li&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;“De ideas retrógradas”&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;“Persona decrepita y achacosa”&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;¿Qué significa GUIRI?&lt;/span&gt;&lt;/li&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;La respuesta sería “turista extranjero”&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;arial&amp;quot; , &amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Pero estas palabras estarán recogidas en el diccionario de la Real Academia
Española RAE, pues aunque a más de uno le pueda parecer muy extraño, ambas
palabras están recogidas y además tienen varias acepciones.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;arial&amp;quot; , &amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;arial&amp;quot; , sans-serif;&quot;&gt;Veamos que nos dice la RAE sobre la palabra CARCA, efectivamente la RAE
recoge esas acepciones y otras muy comunes en Hispano américa, pero con un
significado muy distinto, la primera sería la de “Carca como olla donde se
cuece la chica para su fermentación” y otra de “Carca como mugre o suciedad en
el cuerpo” esta segunda acepción procede del quechua “karka”.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;arial&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;arial&amp;quot; , &amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Ahora veamos que acepciones encontramos en la RAE sobre la palabra GUIRI, vemos
que también la RAE recoge otras acepciones además de la anteriormente
expresada, pero en este caso son acepciones de la península “Guiri como tojo
(planta)” o “Guiri como miembro de la Guardia Civil”.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;arial&amp;quot; , &amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;arial&amp;quot; , &amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Hasta ahora como hemos visto aparentemente no existe ninguna concordancia,
relación o similitud entre ambas palabras, pero estas dos palabras tienen otra
acepción que las une, se trata de dos palabras decimonónicas que se utilizaron durante
las disputas políticas del siglo XIX, Las Guerras Carlistas.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;CARCA&lt;/span&gt;&lt;/li&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Los liberales denominaban como Carcas a
los Carlistas, los partidarios del heredero al trono Carlos María Isidro, se
trataba de un apocope despectivo de Carcunda, como se denominaban a los
absolutistas en las guerras de principios del siglo XIX, ya que el partido
Carlista nace en torno a la figura del hermano de Fernando VII, Carlos María
Isidro “Carlos V de Borbón y Parma” realmente se trata de un movimiento
político de carácter tradicionalista y legitimista, anclado en el absolutismo
político y religioso&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;GUIRI&lt;/span&gt;&lt;/li&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Los carlistas denominaban Guiris a sus
antagonistas del partido liberal y en especial a los soldados del gobierno
central, en este caso también se trata de apocope despectivo porque en el país
vasco se los denominaban como Guirinos o Cristinos, los partidarios de la Reina
Isabel II, hija de Fernando VII y de la Reina Regente María Cristina, se
trataba de movimiento político que abogaba por los cambios como la autarquía y
las desamortizaciones, la modernidad en la economía y las instituciones, la
desaparición de los juicios de la Santa Inquisición y la limitación de los
privilegios del clero.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;arial&amp;quot; , &amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;Efectivamente se trata de dos palabras
que encontramos en la forma y en el fondo de las Guerras Carlistas que asolaron
España durante el siglo XIX.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://lostrescientos.blogspot.com/feeds/3974248053531495047/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/9128960898000359877/3974248053531495047?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/3974248053531495047'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/3974248053531495047'/><link rel='alternate' type='text/html' href='http://lostrescientos.blogspot.com/2019/02/palabras-modernas-significados.html' title='PALABRAS MODERNAS, SIGNIFICADOS DECIMONÓNICOS'/><author><name>Federico Mor</name><uri>http://www.blogger.com/profile/08627876287889684053</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9128960898000359877.post-3156477340577508309</id><published>2018-04-17T21:06:00.000+02:00</published><updated>2018-04-17T21:06:21.989+02:00</updated><title type='text'>MAPA HISTÓRICO INTERACTIVO DE LA PENÍNSULA IBÉRICA</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://lostrescientos.blogspot.com/feeds/3156477340577508309/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/9128960898000359877/3156477340577508309?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/3156477340577508309'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/3156477340577508309'/><link rel='alternate' type='text/html' href='http://lostrescientos.blogspot.com/2018/04/mapa-historico-interactivo-de-la.html' title='MAPA HISTÓRICO INTERACTIVO DE LA PENÍNSULA IBÉRICA'/><author><name>Federico Mor</name><uri>http://www.blogger.com/profile/08627876287889684053</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/92y1zwF8NF8/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9128960898000359877.post-7707712902190401645</id><published>2016-09-23T22:25:00.002+02:00</published><updated>2016-09-23T22:25:15.215+02:00</updated><title type='text'>BIENVENIDOS AL ANTROPOCENO: “YA HEMOS CAMBIADO EL CICLO NATURAL DE LA TIERRA”</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;articulo-antetitulo &quot; style=&quot;border: 0px; box-sizing: border-box; color: #444444; font-size: 0.823em; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: 18.0569px; margin: 1.25rem 0px 0.25rem; padding: 0px; text-transform: uppercase; vertical-align: baseline;&quot;&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 20.25pt; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: 14pt;&quot;&gt;UN GRUPO CIENTÍFICO ACABA DE CONFIRMAR QUE ESTAMOS EN UNA NUEVA ÉPOCA GEOLÓGICA&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: normal; margin-bottom: 0.0001pt; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;b&gt;&lt;span style=&quot;border: 1pt none; color: #a4a4a4; font-size: 8.5pt; padding: 0cm;&quot;&gt;&lt;span style=&quot;color: #111111; text-decoration: none;&quot;&gt;JAVIER SALAS&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: #a4a4a4; font-size: 13pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvymy9xZcZJ0YhXRNfzjADB85-wLu0RdzeyjCff1U0iEbO-d9W4zrxhruEuMZzy5RzFNnFW2N2tLr15PfjnO6rv5KgAPBR-xwrjaRkK9lR4TzmAmbo4gqXYMcEiHWbHNTI8OTuMjRKDGI/s1600/iso1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;332&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvymy9xZcZJ0YhXRNfzjADB85-wLu0RdzeyjCff1U0iEbO-d9W4zrxhruEuMZzy5RzFNnFW2N2tLr15PfjnO6rv5KgAPBR-xwrjaRkK9lR4TzmAmbo4gqXYMcEiHWbHNTI8OTuMjRKDGI/s640/iso1.jpg&quot; width=&quot;640&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: normal; margin-bottom: 0.0001pt; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;border: 1pt none; color: #a4a4a4; font-size: 8.5pt; padding: 0cm;&quot;&gt;&lt;span style=&quot;color: #111111; font-family: Arial, Helvetica, sans-serif; text-decoration: none;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;articulo-titulares&quot; id=&quot;articulo-titulares&quot; style=&quot;border: 0px; box-sizing: border-box; font-stretch: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px 0px 0.625rem; vertical-align: baseline;&quot;&gt;
&lt;h1 class=&quot;articulo-titulo &quot; id=&quot;articulo-titulo&quot; itemprop=&quot;headline&quot; style=&quot;border: 0px; box-sizing: border-box; font-stretch: inherit; font-variant-numeric: inherit; line-height: 47.9024px; margin: 0px 0px 0.875rem; padding: 0px; vertical-align: baseline;&quot;&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-size: 2.47058em; font-style: inherit; letter-spacing: -1px; line-height: normal; margin-bottom: 0.0001pt; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #444444; font-family: Arial, Helvetica, sans-serif; font-size: 13pt;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Los isótopos radiactivos depositados en todo el globo tras los ensayos con armas nucleares marcan la entrada en el Antropoceno.&lt;/span&gt;&lt;span style=&quot;font-weight: inherit;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #444444; font-family: Arial, Helvetica, sans-serif; font-size: 13pt;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 21.05pt; vertical-align: baseline;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b style=&quot;font-size: 2.47058em; font-style: inherit; letter-spacing: -1px;&quot;&gt;&lt;span style=&quot;font-size: 19pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Un grupo designado de especialistas ha decidido que el Antropoceno
comienza en 1950 con los residuos radiactivos de las bombas atómicas&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-size: 2.47058em; font-style: inherit; letter-spacing: -1px; line-height: 21.05pt; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 21.05pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #444444; font-size: 13pt;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 21.05pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #444444; font-size: 13pt;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Si usted nació antes de 1950, puede que ahora se vaya a sentir algo más
mayor: ha vivido en dos épocas geológicas distintas. La Tierra ha entrado en
una nueva página del calendario geológico, el Antropoceno. Y una de las pruebas
de que el mundo ha cambiado para siempre está en la Ría de Bilbao, en una
franja de siete metros de sedimentos acumulados por la industrialización. El
grupo de científicos encargados de tomar esta decisión acaba de votar que ya
hemos superado el Holoceno. La huella de la actividad humana quedará para
siempre grabada en todo el planeta como una línea bien identificable en los
estratos que se verán dentro de miles o millones de años en cuevas y
acantilados, una referencia permanente para los científicos del futuro.&lt;/span&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif; font-weight: normal;&quot;&gt;&lt;a href=&quot;https://www.blogger.com/null&quot; name=&quot;sumario_3&quot;&gt;&lt;/a&gt;&lt;span style=&quot;font-size: 13pt;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;&quot;Ya hemos cambiado la Tierra: el Antropoceno es el momento en que los humanos conseguimos cambiar el ciclo vital del planeta, cuando los humanos sacamos al planeta de su variabilidad natural&quot;, explica&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;text-decoration: none;&quot;&gt;Alejandro Cearreta&lt;/span&gt;&lt;span style=&quot;color: #444444;&quot;&gt;, el único científico español que formaba parte&lt;/span&gt;&amp;nbsp;del&amp;nbsp;&lt;span style=&quot;text-decoration: none;&quot;&gt;equipo de alto nivel&lt;/span&gt;&amp;nbsp;que tenía como misión determinar si de verdad vivimos ya en un momento geológico distinto, en una capa de crema bien definida en el milhojas de los estratos terrestres.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-size: 2.47058em; font-style: inherit; letter-spacing: -1px; line-height: 21.05pt; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: 13pt;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Este grupo de 35 especialistas,&amp;nbsp;&lt;span style=&quot;text-decoration: none;&quot;&gt;tras siete años de trabajos&lt;/span&gt;, realizó varias votaciones hasta decidir que el Antropoceno es ya una nueva época geológica dentro del periodo Cuaternario (el Jurásico, por ejemplo, es otro periodo geológico dividido en distintas épocas). También votaron que la marca que determina ese cambio son los residuos radiactivos del plutonio, tras los numerosos ensayos con bombas atómicas realizados a mediados del siglo XX. Y por eso&amp;nbsp;&lt;span style=&quot;text-decoration: none;&quot;&gt;la fecha que eligieron como línea de entrada en el Antropoceno es 1950&lt;/span&gt;. &quot;Aunque 1952 sería más concreto, porque es cuando todos los isótopos radiactivos provocados por esas bombas se asentaron en todo el planeta&quot;, matiza&amp;nbsp;&lt;span style=&quot;text-decoration: none;&quot;&gt;Cearreta, profesor de la Universidad del País Vasco&lt;/span&gt;.&lt;/span&gt;&lt;span style=&quot;color: #444444; font-weight: inherit;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-DsJHoJpSYxRrdcFy529OWiS0GGmMtu4gyRvugrTVIHOOwatnM-v1hgJyRyfUbpIHg4llIrDwZuX27tSyaXOZ6HL5GBx2wGrNc0xlX3r_GtO2JW1e6w8IlWZBKI2MVk_OKZ4qj6MKPko/s1600/iso2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;207&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-DsJHoJpSYxRrdcFy529OWiS0GGmMtu4gyRvugrTVIHOOwatnM-v1hgJyRyfUbpIHg4llIrDwZuX27tSyaXOZ6HL5GBx2wGrNc0xlX3r_GtO2JW1e6w8IlWZBKI2MVk_OKZ4qj6MKPko/s320/iso2.jpg&quot; width=&quot;320&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span style=&quot;color: #444444; font-family: Arial, Helvetica, sans-serif; font-size: 13pt; font-weight: normal;&quot;&gt;Para entrar en un momento geológico distinto, explica el geólogo vasco, tiene que haber una señal inequívoca &quot;global y sincrónica&quot; del cambio planetario. Por eso, aunque inicialmente se propuso 1800 como fecha de inicio del Antropoceno, con la Revolución Industrial, se ha descartado porque su huella no llega por igual y al mismo tiempo a todo el globo.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: 13pt; font-weight: normal;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Pero lo importante para determinar un cambio geológico no es que los humanos hayamos dejado huella. Esa muesca humana ya se nota desde hace miles de años. La clave es que se trata de un cambio de ciclo en el comportamiento del planeta entero, provocado por los humanos y sus plásticos, sus emisiones de gases, los desechos de sus industrias, la alteración de ecosistemas, la desaparición masiva de biodiversidad, la acidificación de los mares... &quot;Muchos de estos cambios son geológicamente de larga duración, y algunos son irreversibles&quot;,&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;text-decoration: none;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;asegura el grupo en su resolución&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: #444444;&quot;&gt;. No es un juicio político, como se le ha reprochado a este grupo: &quot;Es un hecho científico, se está acumulando un registro geológico. La evidencia del Antropoceno va a durar para siempre&quot;, zanja Cearreta.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 21.05pt; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: 13pt;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Y eso es al margen de que sea un concepto científico con repercusiones políticas, como también sucede con el cambio climático, explica este científico, que sí opina que la llegada del Antropoceno es una prueba de &quot;nuestro fracaso como sociedad&quot;. &quot;¿Es bueno o es malo que se extinguieran los dinosaurios? No entramos a juzgarlo, pero ahora se ha producido un cambio claro en el Sistema Tierra&quot;, asegura este científico, que reconoce que vivieron una presión extraordinaria para su campo durante la votación, en el&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;text-decoration: none;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;Congreso Internacional de Geología&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: #444444;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&amp;nbsp;celebrado en Sudáfrica: &quot;Nos desborda un poco, no estamos acostumbrados a generar este interés&quot;.&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: #444444; font-family: Arial, Helvetica, sans-serif; font-size: 13pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;a href=&quot;https://www.blogger.com/null&quot; name=&quot;sumario_2&quot;&gt;&lt;/a&gt;&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-size: 17pt;&quot;&gt;&quot;¿Es bueno o malo que se extinguieran los dinosaurios? No juzgamos, se ha producido un cambio claro en el Sistema Tierra&quot;, asegura&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 21.05pt; text-align: justify; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif; font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 13pt;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;En cualquier caso, la decisión del grupo de especialistas todavía no aparecerá en los libros de texto, ya que aún la tienen que ratificar formalmente en los próximos años varios organismos. Cearreta bromea reconociendo que las decisiones en su campo se toman a ritmos geológicos: hasta 2009 no se delimitó formalmente el Cuaternario, que arrancó hace dos millones y medio de años. Y todavía falta identificar lo que llaman&amp;nbsp;&lt;span style=&quot;text-decoration: none;&quot;&gt;el clavo dorado&lt;/span&gt;, un lugar, una señal en la tierra que sirva de lugar de referencia para&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: #444444; font-size: 13pt;&quot;&gt;señalar el comienzo de ese nuevo capítulo de la geología para todo el mundo.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: #444444; font-family: Arial, Helvetica, sans-serif; font-size: 13pt; font-weight: normal;&quot;&gt;Cearreta propone una franja de siete metros que se puede ver claramente en la playa de Tunelboca, en la Ría de Bilbao, donde se fueron acumulando sedimentos durante un siglo de escorias vertidas por los altos hornos. &quot;El oleaje y las corrientes marinas los han ido transportando y acumulando desde los años 1940 como una playa cementada al pie de los acantilados de Getxo&quot;, indica el geólogo, que reconoce que habrá politiqueo en la elección de ese referente mundial de la entrada de la humanidad en una nueva era. Será en unos años; para los geólogos no hay prisa: &quot;Somos lentos para actuar, nuestra unidad de tiempo es el millón de años&quot;.&lt;/span&gt;&lt;/div&gt;
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&lt;/h1&gt;
&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://lostrescientos.blogspot.com/feeds/7707712902190401645/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/9128960898000359877/7707712902190401645?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/7707712902190401645'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/7707712902190401645'/><link rel='alternate' type='text/html' href='http://lostrescientos.blogspot.com/2016/09/bienvenidos-al-antropoceno-ya-hemos.html' title='BIENVENIDOS AL ANTROPOCENO: “YA HEMOS CAMBIADO EL CICLO NATURAL DE LA TIERRA”'/><author><name>Federico Mor</name><uri>http://www.blogger.com/profile/08627876287889684053</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvymy9xZcZJ0YhXRNfzjADB85-wLu0RdzeyjCff1U0iEbO-d9W4zrxhruEuMZzy5RzFNnFW2N2tLr15PfjnO6rv5KgAPBR-xwrjaRkK9lR4TzmAmbo4gqXYMcEiHWbHNTI8OTuMjRKDGI/s72-c/iso1.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9128960898000359877.post-3064136494402057776</id><published>2016-07-25T18:48:00.001+02:00</published><updated>2016-07-25T18:48:25.528+02:00</updated><title type='text'>EL ARQUITECTO DE NUEVA YORK (Rafael Guastavino)</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;iframe width=&quot;320&quot; height=&quot;266&quot; class=&quot;YOUTUBE-iframe-video&quot; data-thumbnail-src=&quot;https://i.ytimg.com/vi/-Kd2SevAarM/0.jpg&quot; src=&quot;https://www.youtube.com/embed/-Kd2SevAarM?feature=player_embedded&quot; frameborder=&quot;0&quot; allowfullscreen&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://lostrescientos.blogspot.com/feeds/3064136494402057776/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/9128960898000359877/3064136494402057776?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/3064136494402057776'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/3064136494402057776'/><link rel='alternate' type='text/html' href='http://lostrescientos.blogspot.com/2016/07/el-arquitecto-de-nueva-york-rafael.html' title='EL ARQUITECTO DE NUEVA YORK (Rafael Guastavino)'/><author><name>Federico Mor</name><uri>http://www.blogger.com/profile/08627876287889684053</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/-Kd2SevAarM/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9128960898000359877.post-5669926700860752980</id><published>2016-07-24T22:18:00.001+02:00</published><updated>2016-07-24T22:18:35.451+02:00</updated><title type='text'>El Palacio Real de Valencia es el gran olvidado de la ciudad de Valencia.</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 19.2pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: #363636; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Haremos un
pequeños recorrido por la historia de “El Palacio del Real de Valencia” (s. XI
a XIX), hablaremos de su nacimiento, su utilización, sus transformaciones, su
desaparición y casi olvido.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 19.2pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: #363636; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Desde sus
inicios aproximadamente en el s. XI el edificio fue concebido como una residencia
real, se trataba de la residencia de real de los monarcas de la dinastía Amirí
reyes de la &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;Taifa de
Balansiya – Valencia, anteriormente era una finca de recreo del Califato de
Córdoba.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 19.2pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;En
1238 y tras cinco meses de sitio el rey de Aragón Jaume I conquista la Ciudad
de Valencia y &amp;nbsp;los territorios de Sarq Al-Andalus,&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&amp;nbsp;el Palacio
Real se reconstruyo y remodeló para convertirse en &lt;/span&gt;&lt;span style=&quot;color: #363636; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;la &lt;/span&gt;&lt;span style=&quot;color: #363636; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;residencia oficial de los monarcas de la Corona de Aragón y del Reino de
Valencia, más tarde paso a utilizarse como residencia de los monarcas de la
casa de los Austrias en sus visitas a la ciudad, pero en su época Borbónica, se
inicia su decadencia, pasando a utilizarse como residencia de los capitanes
generales.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFsp4GPkfHeKT2Pav2AEwe9BNPR0NLt-VX8MvZSoewfoYh56HPws6c6b8md3PvuNQkqCXLCNERRKWP9kGXk-6KZR2HDHsiV-0tUtl4Wf07Mk7p_bXHO7XB2mWXGq9K1HS7w-7diHdC5Nw/s1600/Pala1.gif&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;172&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFsp4GPkfHeKT2Pav2AEwe9BNPR0NLt-VX8MvZSoewfoYh56HPws6c6b8md3PvuNQkqCXLCNERRKWP9kGXk-6KZR2HDHsiV-0tUtl4Wf07Mk7p_bXHO7XB2mWXGq9K1HS7w-7diHdC5Nw/s320/Pala1.gif&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 19.2pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: #363636; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Para entender mejor el pasado de la
ciudad, deberíamos conocer con más profundidad esta joya arquitectónica, ya que
estamos ante uno de los edificios más&amp;nbsp;importantes y emblemáticos&amp;nbsp;de
cuantos se hayan construido en la ciudad, aunque lo más lamentable es que
estamos ante el único edificio de estas
características que fue totalmente arrasado por una más que dudosa decisión
político-militar, de la autoridad Borbónica, durante la llamada guerra contra
el francés o de la Independencia (1810), su demolición y la poca información de
que se dispone, son los motivos por los que nos encontramos posiblemente ante el
edificio menos conocido por la mayoría de los valencianos.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQY3SQRAmz__xHaRCyAagtaRTYky0ntiucpByDXj4IIAe47HX9y0Kg9I_HZ0nnuYoO0nGcYM1BixwwVB8JQzS7PuwCFKcaUvQnuX3wJQ2tk0TlTw2FdenD1DJKN1IWQkbGc525M9ElvjI/s1600/Pala2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;239&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQY3SQRAmz__xHaRCyAagtaRTYky0ntiucpByDXj4IIAe47HX9y0Kg9I_HZ0nnuYoO0nGcYM1BixwwVB8JQzS7PuwCFKcaUvQnuX3wJQ2tk0TlTw2FdenD1DJKN1IWQkbGc525M9ElvjI/s320/Pala2.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 19.2pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: #363636; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Pero gracias al descubrimiento de los
planos realizados en el 1802 y que estaban depositados en el archivo de París y
de otros documentos de la época, podemos conocer y afirmar que el Palacio del
Real era un magnífico edificio de grandes dimensiones.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfmoFLdu9fp7fy4emptsfUAry6P3CDWT-oE236U8TXsiGjbVb4qLBYke62I5ZLwyGhdYggtsaXYna15jF_wmx1XV9EGmwGUDZgtDskbDbhJxPxr9w6dqYQ9k_pukGA-Cv8bTj8RlwmalQ/s1600/Pala3.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;206&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfmoFLdu9fp7fy4emptsfUAry6P3CDWT-oE236U8TXsiGjbVb4qLBYke62I5ZLwyGhdYggtsaXYna15jF_wmx1XV9EGmwGUDZgtDskbDbhJxPxr9w6dqYQ9k_pukGA-Cv8bTj8RlwmalQ/s320/Pala3.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 19.2pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: #363636; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Según se desprenden de los estudios
realizados podemos afirmar que el Palacio Real se componía de dos cuerpos, denominados
el palacio viejo, que integraba en su interior la antigua almoina musulmana y
el palacio nuevo edificio de nueva planta, los dos palacios que formaban un
único edificio estaban flanqueada por diversas torres que le daban más majestuosidad
y a la vez servían de elementos defensivos.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 19.2pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: #363636; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;El edificio del palacio viejo giraba
alrededor de un patio, albergaba una capilla y disponía de cuatro torres, se
utilizaba como dependencias de uso exclusivo de la reina.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 19.2pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: #363636; font-family: Arial, sans-serif;&quot;&gt;El palacio nuevo giraba alrededor de dos patios, albergaba otra capilla, las dependencias del Rey se encontraban en la torre principal o Torre de los Ángeles, además estaban los salones que loa monarcas utilizaban para las audiencias, las fiestas o las recepciones según las épocas&lt;/span&gt;&lt;span style=&quot;color: #363636; font-family: Arial, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQeXpuGC4BLbt3oCm45Q80Vf0oVcV1F94ApI-F8qRhJ_ZIS6S48DV4vIu82kFz8_rX-NSRq-qgRM76BiEeXed6Y0c-GM-cslBdIQYaqaoKz5WfytlD03YTMpUaS57J4Mn6QXxpfM_TwRU/s1600/Pala4.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQeXpuGC4BLbt3oCm45Q80Vf0oVcV1F94ApI-F8qRhJ_ZIS6S48DV4vIu82kFz8_rX-NSRq-qgRM76BiEeXed6Y0c-GM-cslBdIQYaqaoKz5WfytlD03YTMpUaS57J4Mn6QXxpfM_TwRU/s320/Pala4.jpg&quot; width=&quot;311&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 19.2pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: #363636; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Aunque en el año 1986 con motivo de unas
obras en la Calle General Elio vieron la luz algunos restos de este magnífico
edificio, las autoridades del momento decidieron que era mejor para la ciudad una
buena capa de asfalto, que su HISTORIA y se procedió a tapar los restos, entre
otros este es el motivo de que solo encontremos algunos restos arqueológicos del
Palacio Real en el Museo de Historia de la Ciudad (Valencia), la realidad aun
que no pueda entenderlo es que estos restos están semiocultos y mal
catalogados.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 19.2pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;

&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 19.2pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: #363636; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Por suerte de su época de esplendor conservamos
algunos vestigios y denominaciones como:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 19.2pt; margin-left: 21.2pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #363636; font-family: Arial, sans-serif; font-size: 12pt; line-height: 19.2pt;&quot;&gt;El Puente del Real o de viveros, &lt;/span&gt;&lt;span style=&quot;color: #363636; font-family: Arial, sans-serif; font-size: 12pt; line-height: 19.2pt;&quot;&gt;puente
sobre el río que comunicaba la ciudad con el palacio.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #363636; font-family: Arial, sans-serif; font-size: 12pt; line-height: 19.2pt;&quot;&gt;El &lt;/span&gt;&lt;span style=&quot;color: #363636; font-family: Arial, sans-serif; font-size: 12pt; line-height: 19.2pt;&quot;&gt;Llano del Real&lt;/span&gt;&lt;span style=&quot;color: #363636; font-family: Arial, sans-serif; font-size: 12pt; line-height: 19.2pt;&quot;&gt;, plaza que se
encontraba frente a la fachada&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #363636; font-family: Arial, sans-serif; font-size: 12pt; line-height: 19.2pt;&quot;&gt;Los &lt;/span&gt;&lt;span style=&quot;color: #363636; font-family: Arial, sans-serif; font-size: 12pt; line-height: 19.2pt;&quot;&gt;Jardines del Real y Viveros &lt;/span&gt;&lt;span style=&quot;color: #363636; font-family: Arial, sans-serif; font-size: 12pt; line-height: 19.2pt;&quot;&gt;que
formaban parte de los jardines del propio palacio.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;



&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXArNAMrRtQaxzteVmsFYOJbwAZVKrL4T3RwDZdNhXSjnmXy7t1RumdZ0WP6_nSLIWlucDEr8TDH-nmAgY7xn_0NCCWStBoGheXCk8dvTLqAformkauUqfjyHFjLcB2hnsbINdJiQTpsU/s1600/Pala5.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;128&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXArNAMrRtQaxzteVmsFYOJbwAZVKrL4T3RwDZdNhXSjnmXy7t1RumdZ0WP6_nSLIWlucDEr8TDH-nmAgY7xn_0NCCWStBoGheXCk8dvTLqAformkauUqfjyHFjLcB2hnsbINdJiQTpsU/s320/Pala5.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 19.2pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: #363636; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;El reinado de Alfonso el Magnánimo (1416-1458) lo podemos considerar el de mayor
&amp;nbsp;auge y la época más dorada del Palacio
Real de Valencia. El Monarca se decidió a consolidar el edificio como
residencia real, y para ello quiso contar con los mejores artistas valencianos
para llevar a cabo sus propuestas, algunas de las cuales pudo seguir de cerca
coincidiendo con sus años de residencia en Valencia. Así invertiría
considerables sumas de dinero, siguiendo personalmente el desarrollo de las
obras, para hacer del Real valenciano una de las residencias más significativas
de sus reinos por delante de otras residencias de la Corona de Aragón.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 19.2pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: #363636; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;La desaparición del Palacio Real se
encuadra dentro del contexto de la guerra contra las tropas Napoleónicas, el 12
de marzo de 1810 y contrariamente a lo que la mayor parte de la gente pueda
pensar, la demolición del Palacio no fue obra de las tropas de Napoleón que
sitiaron la ciudad.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 19.2pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: #363636; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Se trató supuéstamente de una discutible
decisión militar, fueron las tropas españolas que siguiendo las órdenes del
general Blake, llevaron a cabo su demolición, supuéstamente se pretendía evitar&amp;nbsp;que
el palacio que se encontraba fuera de las murallas de la ciudad &amp;nbsp;pudiera convertirse en una plaza desde donde hostigar
la ciudad durante se sitio y posible asalto.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 19.2pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: #363636; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Lo cierto es que a los Borbones les vino
“como anillo al dedo” esa decisión, ya que de esta forma desaparecía uno de los
vestigios más emblemáticos del antiguo Reino de Valencia.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsRarjF0p0GOYu4sxmRZBYw4XNCEV_1fZzQf6eTxetyP4SQUZhmOs7QhupQgptIfTQRdLnO8IJ7UTibvIfn7QF_RROFotUlZSSMzQXZKr4r8dd7TPWZ-cQN5_zPPIWW5qmdv2inwbGwzU/s1600/Pala6.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;239&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsRarjF0p0GOYu4sxmRZBYw4XNCEV_1fZzQf6eTxetyP4SQUZhmOs7QhupQgptIfTQRdLnO8IJ7UTibvIfn7QF_RROFotUlZSSMzQXZKr4r8dd7TPWZ-cQN5_zPPIWW5qmdv2inwbGwzU/s320/Pala6.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 19.2pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: #363636; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;&lt;b&gt;Recuperar el Palacio Real de Valencia es imposible, pero que deje de ser
el gran olvidado de la ciudad, es algo que debemos conseguir, dando mayor difusión a los
hallazgos y estudios que se están realizando sobre este magnífico edificio que
nuestros antepasado destruyeron.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://lostrescientos.blogspot.com/feeds/5669926700860752980/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/9128960898000359877/5669926700860752980?isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/5669926700860752980'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9128960898000359877/posts/default/5669926700860752980'/><link rel='alternate' type='text/html' href='http://lostrescientos.blogspot.com/2016/07/el-palacio-real-de-valencia-es-el-gran.html' title='El Palacio Real de Valencia es el gran olvidado de la ciudad de Valencia.'/><author><name>Federico Mor</name><uri>http://www.blogger.com/profile/08627876287889684053</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFsp4GPkfHeKT2Pav2AEwe9BNPR0NLt-VX8MvZSoewfoYh56HPws6c6b8md3PvuNQkqCXLCNERRKWP9kGXk-6KZR2HDHsiV-0tUtl4Wf07Mk7p_bXHO7XB2mWXGq9K1HS7w-7diHdC5Nw/s72-c/Pala1.gif" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9128960898000359877.post-4007823725393428702</id><published>2016-04-24T23:36:00.001+02:00</published><updated>2016-04-24T23:36:49.637+02:00</updated><title type='text'>EL NEOLÍTICO AL PAIS VALENCIA</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;sans-serif&amp;quot;; font-size: large; line-height: 150%;&quot;&gt;&lt;b&gt;El
País Valencia presenta gran cantidad de yacimientos neolíticos.&lt;/b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;&quot;&gt;&lt;b&gt;Castellón&lt;/b&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , sans-serif; font-size: 10pt;&quot;&gt;Cova del Polvorí (Pobla de Benifassà)&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , sans-serif; font-size: 10pt;&quot;&gt;Cova Fosca (Ares del Maestrat)&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , sans-serif; font-size: 10pt;&quot;&gt;Racó de Nando (Benassal)&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , sans-serif; font-size: 10pt;&quot;&gt;Coves de la Saltadora (Coves de Vinromà)&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;&quot;&gt;&lt;b&gt;Valencia&lt;/b&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , sans-serif; font-size: 10pt;&quot;&gt;Cinto de la Ventana (Dos Aguas)&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , sans-serif; font-size: 10pt;&quot;&gt;Cueva de la Cocina (Dos Aguas)&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , sans-serif; font-size: 10pt;&quot;&gt;Ereta del Pedregal (Navarres)&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , sans-serif; font-size: 10pt;&quot;&gt;Cova de la Sarsa (Bocairent)&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;&quot;&gt;&lt;b&gt;Alicante&lt;/b&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , sans-serif; font-size: 10pt;&quot;&gt;Cova de l’Or (Beniarrés)&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , sans-serif; font-size: 10pt;&quot;&gt;Cova d’ En Pardo (Planes)&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , sans-serif; font-size: 10pt;&quot;&gt;Niuet (L’Alqueria d’Aznar)&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , sans-serif; font-size: 10pt;&quot;&gt;Les Jovades (Cocentaina)&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , sans-serif; font-size: 10pt;&quot;&gt;Pla de Petracos (Castell de Castells)&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , sans-serif; font-size: 10pt;&quot;&gt;Cova de les Cendres (Teulada-Moraira)&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , sans-serif; font-size: 10pt;&quot;&gt;Casa de Lara (Villena)&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , sans-serif; font-size: 10pt;&quot;&gt;La Macolla (Villena)&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , sans-serif; font-size: 10pt; line-height: 150%;&quot;&gt;MAPA&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify;&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEip1Zi8kr0Pk-BZCR0NjKXDqmT7UTX6aF7WmavotvBZCSxSslrvGZv3kYrRNUkU2kjzkIPZ1VxB6l7ZDZdOn07_8LY5afTBhkfKwVATHreTKlcBZgAvwslqlRzJnbQw60ls9mM6teRYts8/s1600/neo.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;508&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEip1Zi8kr0Pk-BZCR0NjKXDqmT7UTX6aF7WmavotvBZCSxSslrvGZv3kYrRNUkU2kjzkIPZ1VxB6l7ZDZdOn07_8LY5afTBhkfKwVATHreTKlcBZgAvwslqlRzJnbQw60ls9mM6teRYts8/s640/neo.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; line-height: 150%;&quot;&gt;El
mayor número de asentamientos de este periodo, se localizan en la zona
comprendida entre el sur de la provincia de Valencia y el norte de Alicante.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; line-height: 150%;&quot;&gt;Los
yacimientos arqueológicos más relevantes son en la actualidad en Castellón &lt;i&gt;“La Cova Fosca”&lt;/i&gt; en Ares del Maestrat, en
Valencia &lt;i&gt;“La Cueva de las Cocinas”&lt;/i&gt; en
Dos Aguas y en Alicante&amp;nbsp; &lt;i&gt;“La Cova de l’ Or”&lt;/i&gt; en Beniarres.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiij54Q7BwhpjpVBSGynAynOBWYRCKIulvn-sFCLkQRQz0Ut4pMqWV5XNToddOcko9uRCpQLOZdMGuotIBm_CjKiVtXVIXLCqyhFPyNJVUyTAjpsTXQvBe3JMShLeMRjjZ8N-zZRSPtsj4/s1600/neo2.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;226&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiij54Q7BwhpjpVBSGynAynOBWYRCKIulvn-sFCLkQRQz0Ut4pMqWV5XNToddOcko9uRCpQLOZdMGuotIBm_CjKiVtXVIXLCqyhFPyNJVUyTAjpsTXQvBe3JMShLeMRjjZ8N-zZRSPtsj4/s400/neo2.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%;&quot;&gt;
&lt;span style=&quot;background: white; font-family: Arial, sans-serif; font-size: 10pt; line-height: 150%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%;&quot;&gt;
&lt;span style=&quot;background: white; font-family: Arial, sans-serif; font-size: 10pt; line-height: 150%;&quot;&gt;DATACIÓN&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%;&quot;&gt;

&lt;span style=&quot;background: white; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;El Neolítico en el País Valencia abarca el espacio
comprendido entre el 5.600 aC cal. hasta el 3150 aC cal.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7fIKQFBOr3mhmQwgnXBOHyhyphenhyphenNLbxOwthNykbgKNk1YN3_4R6w_28AHkPQId1UpyT7DTHHsvojfz7gpXJz42X-1k3RUjwKGHtIQmsRZReEhyyv2wqso5kZ2bwMu_H6RG1PTu-sMgJoPSA/s1600/neo3.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;451&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7fIKQFBOr3mhmQwgnXBOHyhyphenhyphenNLbxOwthNykbgKNk1YN3_4R6w_28AHkPQId1UpyT7DTHHsvojfz7gpXJz42X-1k3RUjwKGHtIQmsRZReEhyyv2wqso5kZ2bwMu_H6RG1PTu-sMgJoPSA/s640/neo3.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;LA
COVA FOSCA (Ares del Maestrat, Castellón)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;&quot;&gt;Ubicación:&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; line-height: 150%;&quot;&gt;El yacimiento que se encuentra situado en la
vertiente sur de la montaña, que se introduce entre el Barranco dels Cirerals y
el Barranco Molero, a 900 msnm.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify;&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6FqNbuW4U6Tjsz_Ln3I85x-YIA4BDgf3ZW36VgybJBXkqmnCBOOTW3kC1ewDbtEmyidSvHxub_m4lN3nl7AwhO2aO-vU3Tvd6qfEfsy0TU36TpWVk4nwPPsOOBJ38NAk3VwBK7OhlzZE/s1600/neo4.gif&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6FqNbuW4U6Tjsz_Ln3I85x-YIA4BDgf3ZW36VgybJBXkqmnCBOOTW3kC1ewDbtEmyidSvHxub_m4lN3nl7AwhO2aO-vU3Tvd6qfEfsy0TU36TpWVk4nwPPsOOBJ38NAk3VwBK7OhlzZE/s400/neo4.gif&quot; width=&quot;310&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 18pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;&quot;&gt;Excavaciones:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 18pt;&quot;&gt;
&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; line-height: 150%;&quot;&gt;Francesc Gusi
(1975-1982)&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; line-height: 150%;&quot;&gt;Carme Olària i
Punyoles (UJI), (1999-2000)&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 18pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;&quot;&gt;Estratigrafía:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 18pt;&quot;&gt;
&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; line-height: 150%;&quot;&gt;Neolítico Antiguo&lt;/span&gt;&lt;/li&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; line-height: 150%;&quot;&gt;Corresponde a los
estratos que se identifican como niveles Fosca II y I&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-left: 18pt;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;LA
CUEVA DE LA COCINA (Dos Aguas, Valencia)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 18pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;&quot;&gt;Ubicación:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , sans-serif; font-size: 10pt; line-height: 150%;&quot;&gt;

















&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 18pt;&quot;&gt;
&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; line-height: 150%;&quot;&gt;El yacimiento que se
encuentra situado en el margen derecho del barranco de Cinto Ventanas a 400
msnm.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify;&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjC7biqPPHqfSX-aCSDUSJNRuVkxyfkJrBNHMgLwMIKimw7zdsfxDpRKYKQB7hIKTwph6rEytkNx4oa6lgkPMk-A_hcfJWQkyZr6SFMRKe1lnIcX_ALNlhkMNjsBZFERSMIsPCo6RKuDPM/s1600/neo5.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;313&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjC7biqPPHqfSX-aCSDUSJNRuVkxyfkJrBNHMgLwMIKimw7zdsfxDpRKYKQB7hIKTwph6rEytkNx4oa6lgkPMk-A_hcfJWQkyZr6SFMRKe1lnIcX_ALNlhkMNjsBZFERSMIsPCo6RKuDPM/s400/neo5.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 18pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;&quot;&gt;Excavaciones:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 18pt;&quot;&gt;
&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; line-height: 150%;&quot;&gt;Lluís Pericot
García&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; line-height: 150%;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; line-height: 150%;&quot;&gt;1945&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; line-height: 150%;&quot;&gt;Francisco J. Fortea
1973 y 1987&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 18pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;&quot;&gt;Estratigrafía:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 18pt;&quot;&gt;
&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; line-height: 150%;&quot;&gt;Neolítico Antiguo&lt;/span&gt;&lt;/li&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; line-height: 150%;&quot;&gt;Corresponde a los
estratos inferiores (5-3) que se identifican como niveles Cocina III&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; line-height: 150%;&quot;&gt;Neolítico Reciente&lt;/span&gt;&lt;/li&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; line-height: 150%;&quot;&gt;Corresponde
a los estratos superiores que se identifican como Cocina IV.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-left: 18pt;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt; line-height: 150%;&quot;&gt;LA COVA DE L&#39;OR (Beniarres,
Alicante) &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 18pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;&quot;&gt;Ubicación:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;





















&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 18pt;&quot;&gt;
&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; line-height: 150%;&quot;&gt;El yacimiento que se
encuentra situado en la Serra de Benicadell a 650 msnm. Está compuesto por una
planta alargada de 24x8 metres.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9PioVnztO5N1VnrGUni2bDq0R2jIhoA68yk7nZdaqSF9RDggpUDxAU75XZS7Zfs_YnIAqKxLn7UtUnSDsoyDFuBv6rmOTEdFeiHnu-zlOhpAdPk4rhBri0OqUo4Q7DYa5ppYSad3FnGo/s1600/neo6.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;324&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9PioVnztO5N1VnrGUni2bDq0R2jIhoA68yk7nZdaqSF9RDggpUDxAU75XZS7Zfs_YnIAqKxLn7UtUnSDsoyDFuBv6rmOTEdFeiHnu-zlOhpAdPk4rhBri0OqUo4Q7DYa5ppYSad3FnGo/s640/neo6.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 18pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;&quot;&gt;Excavaciones:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 18pt;&quot;&gt;
&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; line-height: 150%;&quot;&gt;Rafael Pardo
Ballester, 1933 y 1936&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; line-height: 150%;&quot;&gt;Bernard Marti i
Oliver, 1967 y 1968&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 18pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;&quot;&gt;Estratigrafía:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 18pt;&quot;&gt;
&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; line-height: 150%;&quot;&gt;Neolítico Reciente&lt;/span&gt;&lt;/li&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; line-height: 150%;&quot;&gt;Corresponde a los
estratos VI y V donde se han localizado fragmentos de cerámica cardial fechados
en el 2º cuarto del V milenio aC.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; line-height: 150%;&quot;&gt;Neolítico Medio&lt;/span&gt;&lt;/li&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; line-height: 150%;&quot;&gt;Estratos IV y III a
partir de finales del V milenio aC. con cerámicas cardiales e incisas.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; line-height: 150%;&quot;&gt;Neolítico Antiguo&lt;/span&gt;&lt;/li&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt; line-height: 150%;&quot;&gt;Estratos II y I
caracterizados por cerámicas lisas, de relieves, acanaladas y peinadas.
Realmente, estos estratos debemos enmarcarlos en un horizonte de transición y
más bien Calcolítico.&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;



















&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhk1qAgOyk14uJLFstXBsFIDxs9KIyPalSeQ-40e_A42V6s6q00n1zLVRtHnV5JSks23hj0t4HWmSMq3wLTpyUG__wqf51hLPLubiEfhu8bAueADUFETRSbPM-34Qf2je-6ckDrGV0xqmk/s1600/neo7.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;193&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhk1qAgOyk14uJLFstXBsFIDxs9KIyPalSeQ-40e_A42V6s6q00n1zLVRtHnV5JSks23hj0t4HWmSMq3wLTpyUG__wqf51hLPLubiEfhu8bAueADUFETRSbPM-34Qf2je-6ckDrGV0xqmk/s200/neo7.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;&quot;&gt;BIBLIOGRAFIA:&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 9pt;&quot;&gt;Martí
Oliver, Bernat, &lt;i&gt;Arqueología del Pais
Valenciano: Panorama y perspectivas&lt;/i&gt;, &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;&quot;&gt;Secretariado de Publicaciones
Universidad de Alicante, Alcoy 1985&lt;/span&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 9pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 9pt;&quot;&gt;Martí
Oliver, Bernat y otros, &lt;i&gt;Cova de l’Or
(Beniarres-Alicante)&lt;/i&gt; Vol. II, Servicio de investigación Prehistórica,
Diputación Provincial de Valencia, serie de trabajos varios nº 65, Valencia,
1980&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 9pt;&quot;&gt;Fortea
Pérez, Javier, La cueva de la Cocina, ensayo de de cronología del
epipaleolítico, Servicio de investigación Prehistórica, serie de trabajos
varios nº 40, Diputación Provincial de Valencia, Valencia 1971&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 9pt;&quot;&gt;Pericot
García, Luis, La cueva de la Cocina, Servicio de investigación Prehistórica,
serie de trabajos, Diputación Provincial de Valencia, Valencia 1989&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
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&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 9pt;&quot;&gt;Pascual
Benito, Josep LLuís, &lt;i&gt;Utillaje óseo,
adornos e ídolos neolíticos valencianos&lt;/i&gt;, Servicio de investigación
Prehistórica, serie de trabajos varios nº 95, Diputación Provincial de
Valencia, Valencia 1998&amp;nbsp;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , sans-serif; font-size: 10pt; line-height: 150%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;/div&gt;
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