<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-35059477</id><updated>2012-01-31T18:14:49.124+01:00</updated><category term='ARTE ROMÁNICO'/><category term='ARTE ROCOCÓ'/><category term='PRIMITIVOS FLAMENCOS'/><category term='ARTE ROMANO'/><category term='PRIMITIVOS ITALIANOS'/><category term='EL ROMANTICISMO'/><category term='LAS VANGUARDIAS HISTÓRICAS'/><category term='ARTE CONTEMPORÁNEO (S. XX)'/><category term='ARTE PALEOCRISTIANO'/><category term='ARTE CONTEMPORÁNEO'/><category term='EL CUBISMO'/><category term='EL FAUVISMO'/><category term='VIAJES'/><category term='ARTE GRIEGO'/><category term='ARTE BIZANTINO'/><category term='EL ARTE NEOCLÁSICO'/><category term='EL MODERNISMO'/><category term='PRESENTACIÓN'/><category term='ACTIVIDADES 2010-11'/><category term='ACTIVIDADES 2008-9'/><category term='ARTE CONTEMPORÁNEO (S. XIX)'/><category term='EFEMÉRIDES'/><category term='ARTE ISLÁMICO'/><category term='LA PINTURA IMPRESIONISTA'/><category term='LOS LENGUAJES DEL ARTE'/><category term='ARQUITECTURA DEL S. XIX Y URBANISMO'/><category term='ARTE PREHISTÓRICO'/><category term='ARTE MUDÉJAR'/><category term='LA ARQUITECTURA DEL S. XX'/><category term='ACTIVIDADES 2007-8'/><category term='ARTE PRERROMÁNICO'/><category term='SALUDOS'/><category term='ACTIVIDADES'/><category term='LA PINTURA REALISTA'/><category term='ARTE GÓTICO'/><category term='ARTE BARROCO'/><category term='LA PARTE POR EL TODO'/><category term='EL POSTIMPRESIONISMO'/><category term='ARTE DEL RENACIMIENTO'/><category term='LA PARTE POR EL TODO 2010-11'/><category term='LA PARTE POR EL TODO 2011-12'/><category term='ACTIVIDADES 2011-12'/><category term='BALANCE FINAL DE CURSO'/><category term='EXÁMENES'/><category term='ACTIVIDADES 2009-10'/><category term='PROGRAMACIÓN'/><category term='LA SELECTIVIDAD'/><category term='REVISTA DE ARTE'/><category term='ARTE EGIPCIO'/><title type='text'>HISTORIA DEL ARTE</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://tom-historiadelarte.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/35059477/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://tom-historiadelarte.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/35059477/posts/default?start-index=101&amp;max-results=100'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>484</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-35059477.post-6143701894873668836</id><published>2012-01-31T18:14:00.000+01:00</published><updated>2012-01-31T18:14:49.134+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ARTE DEL RENACIMIENTO'/><title type='text'>LA ESCULTURA DEL QUATROCCENTO FLORENTINO</title><content type='html'>&lt;a href="http://2.bp.blogspot.com/_GyVE4dH43Ww/TUcJmqFS9LI/AAAAAAAACJM/F1X7R6bzOCo/s1600/LA%2BESCULTURA%2BDEL%2Bquatrocento%2B2011.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5568430024003089586" src="http://2.bp.blogspot.com/_GyVE4dH43Ww/TUcJmqFS9LI/AAAAAAAACJM/F1X7R6bzOCo/s400/LA%2BESCULTURA%2BDEL%2Bquatrocento%2B2011.jpg" style="cursor: pointer; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 400px;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;style&gt;@font-face {   font-family: "Arial"; }p.MsoNormal, li.MsoNormal, div.MsoNormal { margin: 0cm 0cm 0.0001pt; font-size: 12pt; font-family: Arial; }strong {  }em {  }p.texto, li.texto, div.texto { margin-right: 0cm; margin-left: 0cm; font-size: 12pt; font-family: "Times New Roman"; color: black; }div.Section1 { page: Section1; }&lt;/style&gt;     &lt;br /&gt;&lt;div class="texto" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="texto" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;b&gt;&lt;span lang="ES" style="font-family: Arial;"&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; LA ESCULTURA DEL QUATROCCENTO FLORENTINO&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="texto" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;       &amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="texto" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; El primer gran escultor enteramente renacentista es &lt;b&gt;Lorenzo Ghiberti&lt;/b&gt; (1378- 1455), orfebre también, que había estudiado en Roma, y que inicia su estilo con muchas supervivencias formales del mundo del gótico internacional. En 1402 vence en el concurso para la ejecución de las &lt;i&gt;Puertas del Baptisterio&lt;/i&gt; de &lt;/span&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Florencia (en el que participa también Brunelleschi) cuya ejecución será su primer encargo de importancia. Distribuidas aún al modo gótico, como las que precedentemente había hecho &lt;b&gt;Andrea Pisano&lt;/b&gt; (1330), con veintiocho medallones lobulados que encierran unos pocos personajes, muestran, sin embargo, una novedad considerable en la perfección anatómica y una gran originalidad en las orlas decorativas. De muy lenta elaboración (se concluyen en 1424) simultanea su labor con las de otras obras de gran tamaño y con relieves amplios (&lt;i&gt;Bautismo de Cristo&lt;/i&gt;, para Siena) donde experimenta lo que ha de ser su estilo maduro y su más genial aportación. En 1425 se le encarga &lt;b&gt;la otra puerta del Baptisterio&lt;/b&gt;, que decide organizar de modo totalmente diverso: diez grandes cuadros rectangulares, con escenas de compleja composición, con muchos personajes que se mueven en un amplio espacio, tratados de modo casi pictóricos, dando gran volumen a los elementos del primer término y apenas cuerpo a los de las lejanías, aplicando a la escultura recursos de la perspectiva y ordenando la composición en planos que valoran la luz y la sombra. Su sentido del movimiento y del ritmo constituyen un considerable avance en la dirección clásica que culminará en Donatello.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="texto" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;       De la misma edad que Ghiberti es &lt;b&gt;Jacopo della Quecia&lt;/b&gt; (1374- 1438) de Siena, artista de otras preocupaciones, a quien interesa sobre todo la expresividad &lt;/span&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;rotunda del cuerpo humano, con un gusto por las formas hercúleas y heroicas, que anticipa mucho de lo que ha de ser el estilo de Miguel ángel. En los mismos años en que Ghiberti trabaja en las puertas del Baptisterio, della Quercia realiza los &lt;i&gt;relieves de San Petronio&lt;/i&gt; de Bolonia, con escenas del Génesis, sin preocupación alguna por el espacio ambiental y llenando todas las superficies con figuras monumentales. La &lt;i&gt;Tumba de Hilaria de Carreto&lt;/i&gt;, en Lucca (1406) mostraba ya unos niños desnudos portando una gruesa guirnalda de tono enteramente clásico, y en la &lt;i&gt;Fuente Gaia&lt;/i&gt; de Siena dejó también esculturas de carácter mitológico y profano.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="texto" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;span lang="ES" style="font-family: Arial; font-size: 85%; font-weight: bold;"&gt;Donatello.&lt;/span&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="texto" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;      Pero el escultor más importante del “Quattrocento” florentino es, sin duda, &lt;b&gt;Donatello&lt;/b&gt; (Donato di Niccolo di Betto Bardi), hombre de amplias preocupaciones artísticas, que cultivó también la orfebrería y supo de arquitectura y pintura. Nacido en 1386 y muerto en 1466, es en realidad el gran creador del estilo del Renacimiento pleno, oscilando entre la búsqueda del equilibrio clásico y la belleza, y el cultivo de un cierto expresionismo, que apoyado en la realidad, acentúa los valores dramáticos. Su motivo fundamental es lo humano, estudiando al hombre desde la infancia (los relieves de niños danzantes de las &lt;i&gt;Cantorías&lt;/i&gt; de la Catedral de Florencia y de Patro son ejemplo perfecto de su gracia y dinamismo) hasta la vejez, no perdonando ninguna de las deformidades de la edad (&lt;i&gt;Profecta Habacut&lt;/i&gt;, llamado el Zuccone, o sea “el Calvo”). Pero son las figuras juveniles las más típicas del artista, especialmente sus versiones de &lt;i&gt;David&lt;/i&gt;, tanto &lt;/span&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;en bronce como en mármol, de gracia y delicadeza extrema o en los &lt;i&gt;San Juan Bautista&lt;/i&gt; adolescentes. El &lt;i&gt;San Jorge&lt;/i&gt;, en pie, armado, sólidamente plantado, es la representación de la plenitud viril, y el &lt;i&gt;San Juan Evangelista&lt;/i&gt; sentado, anciano de nobleza y fuerza considerables, anuncia el &lt;i&gt;Moisés &lt;/i&gt;de Miguel ángel. En sus relieves, la sutileza técnica en el modo de tallar el mármol o de preparar el fundido del bronce, obtiene efectos de gran refinamiento. Sus &lt;i&gt;Vírgenes abrazando al Niño&lt;/i&gt;, crean un tipo de enorme difusión posterior por obra de sus discípulos, y los efectos de relieve pictórico y perspectívico que Ghiberti había conseguido, se superan en sus amplios relieves del &lt;i&gt;Altar de San Antonio&lt;/i&gt; de Padua o en los &lt;i&gt;púlpitos de San Lorenzo&lt;/i&gt; de Florencia, obras estas de vejez, y ejemplos soberbios de un estilo más patético y pictórico, que recurre a veces al artificio de dejar las cosas aparentemente inacabadas, lo que les presta un aspecto de modernidad sorprendente.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="texto" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Donatello realiza además una de las primeras y más importantes estatuas ecuestres de todo el Renacimiento, inspirándose en el &lt;i&gt;Marco Aurelio&lt;/i&gt; romano: la del &lt;i&gt;“condottiero” Gattamelatta&lt;/i&gt;, de Padua, primera estatua en honor a un guerrero de todo el mundo moderno. También hizo en alguna ocasión escultura en madera policromada, apoyándose en la tradición gótica, y acentuando rasgos expresivos de fuerte verismo que no rechazan la representación de lo feo y lo deforme (&lt;i&gt;Santa Magdalena&lt;/i&gt;, del Baptisterio de Florencia).&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="texto" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="texto" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;span lang="ES" style="font-family: Arial; font-size: 85%; font-weight: bold;"&gt;Otros escultores florentinos.&lt;/span&gt;&lt;span lang="ES" style="font-family: Arial;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="texto" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Junto a Donatello destacan muchos otros artistas contemporáneos unos, y otros seguidores inmediatos del gran escultor. Entre los primeros hay que recordar a &lt;b&gt;Luca della Robbia&lt;/b&gt; (1400- 1482) que difunde el uso de la cerámica vidriada, con figuras blancas sobre fondos azules y elementos decorativos vegetales, de rico colorido. Creador de tipos de gran figura y personalidad, tuvo un gran taller y muchos imitadores entre los que destaca su sobrino Andrea, que prolongó el taller hasta entrado el siglo XVI. Luca fue además un excelente escultor en mármol, autor de una bellísima &lt;i&gt;Cantoría&lt;/i&gt; para la Catedral de Florencia, que contrasta, por el elegante equilibrio de las figuras de los jóvenes cantores, con el arrebatado dinamismo de los niños danzantes en la de Donatello.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="texto" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Discípulos directos de Donatello fueron &lt;b&gt;Desiderio de Settignano&lt;/b&gt;, &lt;b&gt;Antonio de Rosellino&lt;/b&gt; y más, jóvenes, &lt;b&gt;Benedetto de Majano&lt;/b&gt; y &lt;b&gt;Mino de Fiésole&lt;/b&gt;, todos ellos soberbios escultores en mármol que prolongan esta dirección de gracia y delicadeza, y que ayudan a crear un tipo de monumento funerario concebido como arco triunfal a la romana, ricamente decorado con motivos clásicos.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="texto" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;La dirección más intensamente expresiva la cultiva &lt;b&gt;Andrea Verrochio&lt;/b&gt; (1435- 1488), pintor también y maestro de Leonardo da Vinci, que realiza en Venecia la estatua ecuestre del &lt;i&gt;“condottiero” Bartolomeo Colleoni&lt;/i&gt; (1479), superior en energía y tensión al prototipo donatelliano, y el &lt;i&gt;David&lt;/i&gt;, del Museo Bargello, maravilloso de detalle y vibración interior. &lt;b&gt;Antonio Pollaiuolo&lt;/b&gt; recoge el modo expresionista y el gusto por lo nervioso e inacabado, y &lt;b&gt;Agostino de Duccio&lt;/b&gt; se expresa en una técnica refinadísima en bajo relieve, con una estilización de figuras y un ritmo sinuoso y nervioso en los contornos, muy personal. A él se debe la serie de relieves con alegorías humanísticas y motivos mitológicos que decoran el Templo malatestiano de Rimini, construido por Alberti.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="texto" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="texto" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;span lang="ES" style="font-family: Arial; font-size: 85%; font-weight: bold;"&gt;Escultura en el resto de Italia.&lt;/span&gt;&lt;span lang="ES" style="font-family: Arial;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="texto" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Fuera de Florencia hay que señalar especialmente al escultor del sur de Italia, establecido en Bolonia, &lt;b&gt;Nicolo del Arca&lt;/b&gt;, que está en contacto con Jacopo della Quecia, y que conoció seguramente el estilo borgoñón de fines del gótico, creando grandes realizaciones en barro cocido, de fuerte expresionismo patético (&lt;i&gt;Santo Entierro, del Oratorio de la Vita&lt;/i&gt; en Bolonia). Destaca también el dálmata &lt;b&gt;Francesco Laurana&lt;/b&gt;, que trabaja en Nápoles para Alfonso el Magnánimo, pasando luego a Francia, y que es un exquisito retratista. Por último se encuentran los broncistas de Padua, que con sus esculturas de pequeño tamaño, contribuyen mucho a difundir por toda Europa- donde se coleccionaron ávidamente- formas y tipos renacentistas, basados en obras de la antigüedad romana.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;span lang="ES"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;span lang="ES"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;span lang="ES"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;span lang="ES"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;span lang="ES"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;span lang="ES"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;span lang="ES"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;span lang="ES"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;span lang="ES"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;span lang="ES"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/35059477-6143701894873668836?l=tom-historiadelarte.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://tom-historiadelarte.blogspot.com/feeds/6143701894873668836/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=35059477&amp;postID=6143701894873668836&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/35059477/posts/default/6143701894873668836'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/35059477/posts/default/6143701894873668836'/><link rel='alternate' type='text/html' href='http://tom-historiadelarte.blogspot.com/2011/01/la-escultura-del-quatrocento-florentino.html' title='LA ESCULTURA DEL QUATROCCENTO FLORENTINO'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/_GyVE4dH43Ww/TUcJmqFS9LI/AAAAAAAACJM/F1X7R6bzOCo/s72-c/LA%2BESCULTURA%2BDEL%2Bquatrocento%2B2011.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-35059477.post-8053635749309326747</id><published>2012-01-27T18:53:00.000+01:00</published><updated>2012-01-31T14:07:55.447+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='LA PARTE POR EL TODO 2011-12'/><title type='text'>LA PARTE POR EL TODO 12</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-3t6KqjjGNN8/TyfgJvdHmZI/AAAAAAAACfE/vc5xRD7TOCY/s1600/487_Padova-Padua-Italy573668.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://1.bp.blogspot.com/-3t6KqjjGNN8/TyfgJvdHmZI/AAAAAAAACfE/vc5xRD7TOCY/s320/487_Padova-Padua-Italy573668.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-VKj5GI9Q4BU/TyfgKhwXzgI/AAAAAAAACfM/OhHo2h7_kqw/s1600/GATTAMELATA.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://2.bp.blogspot.com/-VKj5GI9Q4BU/TyfgKhwXzgI/AAAAAAAACfM/OhHo2h7_kqw/s320/GATTAMELATA.jpg" width="251" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: x-small;"&gt;Este caballero de oscuro semblante que os mira desde lo alto, comparte espacio con tenderetes a los que los turistas se asoman mientras deambulan por la plaza... Tendréis que abandonar la bella Florencia y, no muy lejos, bajad de vuestras cabalgaduras.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: x-small;"&gt;¿Quién es este caballero? ¿Quién forjó tan airosa escultura? ¿Qué recuerdos te trae? Cuéntanos qué aporta en la recuperación de las formas clásicas y demuestra que algo vas aprendiendo de la historia del arte.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Veo, estimados viajeros, que habéis atinado el tiro... pues, sin demasiada dificultad, os habéis desplazado hasta &lt;b&gt;Padua&lt;/b&gt; para contemplar esta singular escultura del Quatrocento italiano. Este "&lt;b&gt;monumento ecuestre&lt;/b&gt;", realizado en bronce por Donatello para honrar la memoria del &lt;i&gt;&lt;b&gt;condottieri&lt;/b&gt;&lt;/i&gt; Erasmo de Narni, apodado &lt;b&gt;&lt;i&gt;Gattamelata, &lt;/i&gt;&lt;/b&gt;es la primera obra en honor de un guerrero desde la Antigüedad, nada menos. Se halla en la plaza del Santo, frente a la basílica de San Antonio, detacando la figura del condottieri sobre un alto pedestal que la eleva sobre el entorno urbano.&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&amp;nbsp;&amp;nbsp; La &lt;b&gt;fundición&lt;/b&gt; de la estatua ecuestre (en bulto redondo) se realizó en el taller de Andrea della Caldieri y posee unas dimensiones considerables: 340 x 390 cm. El pedestal o zócalo, realizado en piedra, tiene unas dimensiones de 7.8 x 4.1 metros. El proceso de ejecución se prolongó desde 1447 hasta 1453. El conjunto supone &lt;b&gt;la recuperación de los monumentos ecuestres romanos de la época imperial,&lt;/b&gt; de los que la estatua ecuestre de &lt;b&gt;"Marco Aurelio",&lt;/b&gt; situada en la plaza del Capitolio de Roma, sirvió de modelo a Donattelo. Erasmo de Narni fue condottieri, jefe militar a sueldo, de la república de Venecia.&lt;/div&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Un estudio detallado de la obra muestra, no obstante, algunas &lt;b&gt;diferencias con respecto al modelo de Marco Aurelio&lt;/b&gt;; &lt;i&gt;la pata del caballo&lt;/i&gt; está separada del suelo, mientras que en la de Gattamelata se apoya sobre una esfera; esto demuestra que el conocimiento que, en estos momentos, se tiene de la técnica de la fundición era inferior a los de época romana. Salvada esta cuestión, &lt;b&gt;la obra es un compendio de los rasgos estilísticos propios de este primer Renacimiento&lt;/b&gt;: el &lt;i&gt;&lt;b&gt;naturalismo&lt;/b&gt;&lt;/i&gt; y la serenidad del caballo y su jinete son típicas, lejos del brio que se le supone a los jefes militares, así como el &lt;b&gt;retrato sicológico de Erasmo de Narni&lt;/b&gt;. El militar aparece retratado e &lt;b&gt;individualizado&lt;/b&gt;, no es un arquetipo, aunque hay cierta &lt;b&gt;idealización&lt;/b&gt; en el repertorio de gestos y en la actitud. Representado de forma &lt;b&gt;realista&lt;/b&gt; y con &lt;b&gt;gesto austero y sobrio&lt;/b&gt;, conduciendo sin estridencias el caballo en la batalla, aparece como &lt;b&gt;ejemplo de virtud militar y autoridad&lt;/b&gt;, ya entrado en años; este aspecto se remarca con &lt;b&gt;el bastón de mando&lt;/b&gt; que porta. Se trata de subrayar la autoridad frente a la fuerza bruta que podría derivarse de una composición más airosa o dinámica. Caballo y caballero se funden en un juego de l&lt;b&gt;íneas horizontales y verticales&lt;/b&gt; enmarcadas en un rectángulo, apenas alteradas por la &lt;b&gt;diagonal&lt;/b&gt; que forman la espada y el bastón de mando. El caballo avanza al paso, sereno como el jinete. El gesto de concentración y la &lt;b&gt;equilibrada composición del conjunto&lt;/b&gt;, refuerzan la serena autoridad con la que el condottieri conduce a sus ejércitos. Los modelos romanos sirvieron al autor para vestir al personaje con &lt;b&gt;una coraza decorada con relieves&lt;/b&gt; (recordad el retrato imperial de Octavio augusto, de Prima Porta), como la gorgona alada sobre el pecho, y&amp;nbsp; otros detalles con gran &lt;b&gt;minuciosidad&lt;/b&gt;.&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; En &lt;b&gt;conclusión&lt;/b&gt;: con esta obra de madurez Donattelo recupera el retrato ecuestre romano y establece un modelo de escultura pública, de carácter celebrativo, que se extenderá por todo occidente. Esta obra se convertirá en el arquetipo para representar, en espacios públicos, a los hombres de estado o militares cuyas gestas se quieren conmemorar (recordad la serie de retratos ecuestres de los reyes de España que hemos visto en clase: Felipe III, Felipe IV, Carlos III, etc.). &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/35059477-8053635749309326747?l=tom-historiadelarte.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://tom-historiadelarte.blogspot.com/feeds/8053635749309326747/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=35059477&amp;postID=8053635749309326747&amp;isPopup=true' title='12 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/35059477/posts/default/8053635749309326747'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/35059477/posts/default/8053635749309326747'/><link rel='alternate' type='text/html' href='http://tom-historiadelarte.blogspot.com/2012/01/la-parte-por-el-todo-12.html' title='LA PARTE POR EL TODO 12'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-3t6KqjjGNN8/TyfgJvdHmZI/AAAAAAAACfE/vc5xRD7TOCY/s72-c/487_Padova-Padua-Italy573668.jpg' height='72' width='72'/><thr:total>12</thr:total></entry><entry><id>tag:blogger.com,1999:blog-35059477.post-8089950913512846313</id><published>2012-01-27T09:32:00.000+01:00</published><updated>2012-01-27T09:32:18.247+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ACTIVIDADES 2011-12'/><title type='text'>LA ESCULTURA DEL QUATROCENTO: ACTIVIDADES.</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/_GyVE4dH43Ww/S2arRdiRi7I/AAAAAAAABhc/1mOBCdSACMU/s1600-h/hermes-praxiteles.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5433218316943592370" src="http://3.bp.blogspot.com/_GyVE4dH43Ww/S2arRdiRi7I/AAAAAAAABhc/1mOBCdSACMU/s400/hermes-praxiteles.jpg" style="cursor: pointer; display: block; height: 400px; margin: 0px auto 10px; text-align: center; width: 226px;" /&gt;&lt;/a&gt;HERMES (mármol), de Praxíteles (s. IV a. de C.)&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/_GyVE4dH43Ww/S2arNMCJTcI/AAAAAAAABhU/iXGzeeoIOes/s1600-h/DavidDonatello.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5433218243525955010" src="http://2.bp.blogspot.com/_GyVE4dH43Ww/S2arNMCJTcI/AAAAAAAABhU/iXGzeeoIOes/s400/DavidDonatello.jpg" style="cursor: pointer; display: block; height: 400px; margin: 0px auto 10px; text-align: center; width: 214px;" /&gt;&lt;/a&gt;DAVID (bronce), de Donatello. s. XV.&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;a href="http://2.bp.blogspot.com/_GyVE4dH43Ww/S2aqWuDb3eI/AAAAAAAABhM/lL4VrpF6b-o/s1600-h/LA+ESCULTURA+DEL+quatrocento.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5433217307765366242" src="http://2.bp.blogspot.com/_GyVE4dH43Ww/S2aqWuDb3eI/AAAAAAAABhM/lL4VrpF6b-o/s400/LA+ESCULTURA+DEL+quatrocento.jpg" style="cursor: pointer; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 400px;" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/35059477-8089950913512846313?l=tom-historiadelarte.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://tom-historiadelarte.blogspot.com/feeds/8089950913512846313/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=35059477&amp;postID=8089950913512846313&amp;isPopup=true' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/35059477/posts/default/8089950913512846313'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/35059477/posts/default/8089950913512846313'/><link rel='alternate' type='text/html' href='http://tom-historiadelarte.blogspot.com/2010/02/la-escultura-del-quatrocento.html' title='LA ESCULTURA DEL QUATROCENTO: ACTIVIDADES.'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/_GyVE4dH43Ww/S2arRdiRi7I/AAAAAAAABhc/1mOBCdSACMU/s72-c/hermes-praxiteles.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-35059477.post-8411410830874926593</id><published>2012-01-25T17:22:00.000+01:00</published><updated>2012-01-25T17:22:24.797+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ARTE DEL RENACIMIENTO'/><title type='text'>LA ARQUITECTURA DEL RENACIMIENTO: RASGOS GENERALES</title><content type='html'>&lt;a href="http://3.bp.blogspot.com/_GyVE4dH43Ww/TUWmxs8xzAI/AAAAAAAACI8/WSxEPl_ZHEE/s1600/ARQUITECTURA%2BDEL%2BQUATROCENTO.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5568039887123368962" src="http://3.bp.blogspot.com/_GyVE4dH43Ww/TUWmxs8xzAI/AAAAAAAACI8/WSxEPl_ZHEE/s400/ARQUITECTURA%2BDEL%2BQUATROCENTO.jpg" style="cursor: pointer; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 400px;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/_GyVE4dH43Ww/TUWmm17BHZI/AAAAAAAACI0/Rs61vBT_ivc/s1600/ARQUITECTURA%2BDEL%2BQUATROCENTO2.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5568039700553342354" src="http://4.bp.blogspot.com/_GyVE4dH43Ww/TUWmm17BHZI/AAAAAAAACI0/Rs61vBT_ivc/s400/ARQUITECTURA%2BDEL%2BQUATROCENTO2.jpg" style="cursor: pointer; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 400px;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;style&gt;@font-face {   font-family: "Comic Sans MS"; }p.MsoNormal, li.MsoNormal, div.MsoNormal { margin: 0cm 0cm 0.0001pt; font-size: 10pt; font-family: "Times New Roman"; }p.MsoFooter, li.MsoFooter, div.MsoFooter { margin: 0cm 0cm 0.0001pt; font-size: 10pt; font-family: "Times New Roman"; }span.PiedepginaCar { font-family: "Comic Sans MS"; }div.Section1 { page: Section1; }ol { margin-bottom: 0cm; }ul { margin-bottom: 0cm; }&lt;/style&gt;     &lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: 85%;"&gt;&lt;b&gt;EL ARTE DEL RENACIMIENTO. LA ARQUITECTURA: CARACTERÍSTICAS GENERALES.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: 85%;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: 85%;"&gt;&lt;b&gt;   &amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: 85%;"&gt;&lt;b&gt;El redescubrimiento de la proporción&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;   &amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Del &lt;b&gt;análisis de los monumentos antiguos y de las fuentes literarias y filosóficas&lt;/b&gt;, se desprende la &lt;b&gt;importancia de las proporciones, del número, de la medida&lt;/b&gt;, como &lt;b&gt;fundamento&lt;/b&gt; de la &lt;b&gt;belleza arquitectónica&lt;/b&gt;. De estas mismas fuentes los arquitectos deducirán los conceptos de &lt;b&gt;originalidad y grandiosidad&lt;/b&gt;, que serán &lt;b&gt;incentivos&lt;/b&gt; esenciales para el desarrollo de la arquitectura renacentista. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;   Cuando la &lt;b&gt;búsqueda de relaciones de medida&lt;/b&gt; constituye el &lt;b&gt;problema central&lt;/b&gt; de la &lt;b&gt;&lt;i&gt;Teoría Arquitectónica&lt;/i&gt;&lt;/b&gt;, el arquitecto se muestra de acuerdo con la &lt;b&gt;filosofía neoplatónica&lt;/b&gt; de su época. Para ellos el universo está regido por las leyes en las que se manifiesta la omnipotencia de Dios. &lt;i&gt;Las relaciones armónicas de medida de la obra humana deberían ser o reflejar la armonía divina del universo&lt;/i&gt;. &lt;b&gt;La idea renacentista de belleza y perfección se basa en un racionalismo orientado matemáticamente&lt;/b&gt;, de forma que la &lt;b&gt;Teoría de la Proporción&lt;/b&gt; intenta llevar a un denominador común el &lt;b&gt;canon de proporciones del cuerpo humano&lt;/b&gt; y las leyes matemáticas de las &lt;b&gt;formas geométricas básicas&lt;/b&gt;, como la &lt;b&gt;circunferencia y el cuadrado&lt;/b&gt;, y &lt;b&gt;expresarlas en reglas de proporción de validez universal&lt;/b&gt;. La proporcionalidad matemática del conjunto arquitectónico (planta, alzado, columnas, capiteles, entablamentos y cornisas), convierte los edificios del renacimiento en &lt;b&gt;construcciones racionalmente comprensibles&lt;/b&gt;, cuya estructura interna se caracteriza por la claridad (*). &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; A partir de este momento, &lt;b&gt;el artista se educa en las medidas y proporciones del modelo clásico,&lt;/b&gt; y aspira a la objetivación del proceso creador, a la codificación científica de lo estético. Ya no se apoya, como los maestros medievales, en fórmulas que pasan de mano en mano, sino que &lt;b&gt;intenta integrar su labor en un extenso  sistema artístico-teórico&lt;/b&gt; y fundamentarla racionalmente. En esta época se publicarán los &lt;b&gt;primeros tratados&lt;/b&gt; de &lt;b&gt;arquitectura&lt;/b&gt; que, como &lt;i&gt;Vitrubio&lt;/i&gt; en la antigüedad, codificarán los conocimientos arquitectónicos de la época.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;(*)           Todo ello se concreta en la formulación de la llamada &lt;b&gt;Sección Áurea, o Número de Oro&lt;/b&gt;, igual a 1 +        = 1, 1618, que corresponde a una proporción considerada particularmente estética.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;                          Según &lt;b&gt;Zeysing&lt;/b&gt; “&lt;i&gt;Para que un todo, dividido en partes desiguales, parezca hermoso, debe de haber entre la parte menor y la parte mayor la misma razón (proporción) que entre la mayor y el todo&lt;/i&gt;”.  Esta fórmula matemática fue utilizada en épocas clasicistas en construcciones arquitectónicas, en escultura, pintura y música.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;b&gt; &lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;b&gt;Rasgos específicos de la arquitectura renacentista&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;   A continuación se presentan, de forma sistematizada, los principales rasgos que permiten identificar y comprender la naturaleza de la arquitectura renacentista:&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 14.15pt; text-align: justify; text-indent: -14.15pt;"&gt;&lt;span style="font-size: 85%;"&gt;1. &lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;  &lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: 85%;"&gt;Se valora la superficie de &lt;b&gt;los muros&lt;/b&gt;. Exteriormente se &lt;b&gt;realzan&lt;/b&gt; los &lt;b&gt;sillares&lt;/b&gt; mediante el &lt;b&gt;clásico almohadillado&lt;/b&gt;; e, incluso, se tallan como &lt;b&gt;puntas de diamante&lt;/b&gt;.  En los &lt;b&gt;interiores&lt;/b&gt; se anima la propia superficie del muro a través de elementos armónicamente equilibrados: &lt;i&gt;cornisas, pilastras, columnas enmarcadas&lt;/i&gt;, etc.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 14.15pt; text-align: justify; text-indent: -14.15pt;"&gt;&lt;span style="font-size: 85%;"&gt;2. &lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: 85%;"&gt;En cuanto a &lt;b&gt;los soportes&lt;/b&gt;, se utiliza &lt;b&gt;la columna&lt;/b&gt; fundamentalmente, tanto por su función constructiva (&lt;b&gt;sustentante&lt;/b&gt;), como &lt;b&gt;decorativa&lt;/b&gt;, bien &lt;b&gt;aislada&lt;/b&gt;, &lt;b&gt;formando arquerías&lt;/b&gt; o &lt;b&gt;combinada&lt;/b&gt; &lt;b&gt;con pilares&lt;/b&gt;.  Se emplea el repertorio de  &lt;b&gt;los órdenes clásicos&lt;/b&gt;.   La columna es esencial dado que &lt;b&gt;el estudio de sus proporciones es uno de los fundamentos  del clasicismo&lt;/b&gt;, y sirve como &lt;b&gt;pauta&lt;/b&gt; para determinar toda la &lt;b&gt;proporción del edificio&lt;/b&gt;. Este  carácter rector de la columna es el fundamento esencial de la belleza arquitectónica en la concepción renacentista. Se utilizan todos los órdenes romanos, desde el rústico al  compuesto, enriquecido &lt;b&gt;el corintio,&lt;/b&gt; que es el &lt;b&gt;más utilizado.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 14.15pt; text-align: justify; text-indent: -14.15pt;"&gt;&lt;span style="font-size: 85%;"&gt;3. &lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: 85%;"&gt;El arquitecto renacentista desprecia el arco ojival o apuntado, característico del estilo gótico, y vuelve a utilizar, de forma sistemática, &lt;b&gt;el arco de medio punto&lt;/b&gt;. Sostenido por elegantes columnas de orden clásico y &lt;b&gt;formando galerías o logias&lt;/b&gt;, su repetición rítmica contribuye a subrayar la claridad racional de los edificios renacentistas.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 14.15pt; text-align: justify; text-indent: -14.15pt;"&gt;&lt;span style="font-size: 85%;"&gt;4. &lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: 85%;"&gt;En los &lt;b&gt;sistemas de cubierta&lt;/b&gt; se produce una profunda renovación, ya sean estas de madera o de piedra. En las &lt;b&gt;cubiertas de madera&lt;/b&gt; el tipo más utilizado es &lt;b&gt;el artesonado&lt;/b&gt;: una superficie plana que se divide en &lt;b&gt;&lt;i&gt;casetones&lt;/i&gt;&lt;/b&gt;, que pueden ser cuadrangulares o poligonales, y en cuyo centro se suele colocar una flor u otro motivo decorativo, generalmente dorado o policromado. En las &lt;b&gt;cubiertas de piedra&lt;/b&gt; se emplean preferentemente las &lt;b&gt;bóvedas de cañón&lt;/b&gt;, las &lt;b&gt;de arista&lt;/b&gt; y las &lt;b&gt;rebajadas o vaídas&lt;/b&gt;; en todas ellas es frecuente que el &lt;b&gt;casquete de la bóveda &lt;/b&gt;no se quede liso, sino que &lt;b&gt;se decore con casetones&lt;/b&gt;, como en la arquitectura romana. No obstante, lo más importante será la &lt;b&gt;primacía que se le concede a la cúpula&lt;/b&gt; como forma ideal constructiva (derivada de la admiración que siempre suscitó la cúpula semiesférica del Panteón de Agripa, en Roma; así como la influencia de la arquitectura bizantina que irradiaba San Marcos de Venecia). La cúpula se eleva &lt;b&gt;sobre pechinas y generalmente con tambor&lt;/b&gt;, en el que se abren &lt;b&gt;ventanas&lt;/b&gt;, y suele estar rematada con &lt;b&gt;linterna&lt;/b&gt; que le proporciona luz cenital.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 14.15pt; text-align: justify; text-indent: -14.15pt;"&gt;&lt;span style="font-size: 85%;"&gt;5. &lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: 85%;"&gt;El &lt;b&gt;repertorio decorativo&lt;/b&gt; &lt;b&gt;se inspira en los modelos de la Antigüedad&lt;/b&gt;. La decoración de tipo fantástico, en la que el artista funde caprichosamente los diversos reinos de la naturaleza creando seres monstruosos, en parte animales, en parte humanos y en parte vegetales o inanimados, recibe el nombre de &lt;b&gt;&lt;i&gt;grutescos&lt;/i&gt;&lt;/b&gt;. Cuando esa decoración se ordena en torno a un vástago vertical, que le sirve de eje, recibe el nombre de &lt;b&gt;&lt;i&gt;candelabro&lt;/i&gt;&lt;/b&gt;. Los tallos ondulantes ascendentes, por lo general con roleos laterales, que suelen usarse en las pilastras, reciben el nombre de &lt;b&gt;&lt;i&gt;subientes&lt;/i&gt;&lt;/b&gt;. &lt;b&gt;Flores, frutos, trofeos&lt;/b&gt; y objetos diversos pendientes de cintas, &lt;b&gt;festones, coronas y medallones&lt;/b&gt;, son también elementos frecuentes en la decoración renacentista.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;b&gt;TIPOLOGÍAS ARQUITECTÓNICAS&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;   Con el renacimiento la &lt;b&gt;construcción profana o civil&lt;/b&gt; se sitúa &lt;b&gt;al mismo nivel que la religiosa&lt;/b&gt; y, desde entonces, los grandes constructores de iglesias son, al mismo tiempo, los creadores de importantes edificios profanos.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;b&gt;Arquitectura religiosa: el templo.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;   Los nuevos elementos arquitectónicos y, en especial, la cúpula, plantean problemas fundamentales que afectan a &lt;b&gt;la traza general del edificio&lt;/b&gt;. Se busca un tipo de templo que aúne la utilización de los elementos clásicos y las necesidades derivadas del culto y la liturgia cristiana. Era preciso compaginar la grandiosidad de los edificios clásicos y el carácter aéreo de la arquitectura gótica; pues si la primera imponía por su solidez, la segunda se distinguía por la luminosidad de sus interiores. Si los arquitectos góticos lograron, o buscaron, desmaterializar el cuerpo del edificio y borrar los límites espaciales, el arquitecto renacentista se inspirará en las formas geométricas básicas, que ya se encontraban en los edificios clásicos. El círculo y el cuadrado, el cubo y la esfera, el cilindro, son las formas más adecuadas, gracias a su perfecta regularidad y racionalidad. La dinámica lineal y ascendente del gótico será desplazada por la lógica claridad del clasicismo.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;b&gt;Dos tipos de templo&lt;/b&gt; se consolidan:&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 17.15pt; text-align: justify; text-indent: -14.15pt;"&gt;&lt;span style="font-family: Symbol; font-size: 85%;"&gt;·&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;     &lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: 85%;"&gt;El &lt;b&gt;modelo de planta basilical&lt;/b&gt;, inspirado en la basílica paleocristiana.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 17.15pt; text-align: justify; text-indent: -14.15pt;"&gt;&lt;span style="font-family: Symbol; font-size: 85%;"&gt;·&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;     &lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: 85%;"&gt;El &lt;b&gt;modelo de planta centralizada&lt;/b&gt;, inspirado en el Panteón de Roma y en los modelos bizantinos.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 17.15pt; text-align: justify; text-indent: -14.15pt;"&gt;&lt;span style="font-family: Symbol; font-size: 85%;"&gt;·&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;     &lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: 85%;"&gt;El deseo de &lt;b&gt;fundir ambos modelos&lt;/b&gt; conduce al prototipo ideado por Alberti en San Andrés de Mantua, de &lt;b&gt;iglesia de planta basilical de una nave con capillas laterales y crucero con cúpula&lt;/b&gt;, en la que la gradación lumínica está perfectamente lograda al concentrarse la luz en el crucero y el presbiterio.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;b&gt;La arquitectura profana o civil&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;  Predominan dos tipos de construcción, además del gran &lt;b&gt;desarrollo que tendrán los edificios públicos&lt;/b&gt; (ayuntamientos, lonjas, puentes, etc.), el &lt;b&gt;Palacio y la Villa&lt;/b&gt;.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;   &lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;b&gt;     Los palacios renacentistas&lt;/b&gt; florentinos adoptan la forma cerrada de un bloque con pisos bien diferenciados, ventanas repartidas regularmente y recintos de altura uniforme, sin tener en cuenta la distinta función de las estancias. La estructura del edificio está condicionada por la claridad racional; en el interior se agrupan las cuatro alas en torno a un patio interior rodeado por &lt;i&gt;logias&lt;/i&gt; (galerías abiertas de arcos de medio punto sobre columnas que se repiten regularmente). La torre medieval ha desaparecido, aunque en ellos es reconocible la tradición medieval de los palacios toscanos medievales. Los vanos de la fachada suelen estar enmarcados y decorados con elementos arquitectónicos de raíz clásica (pilastras, frontones, etc.) que se repiten de forma rítmica.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;   &lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;b&gt;     La Villa&lt;/b&gt; es la residencia campestre de carácter señorial que se generaliza entre las clases pudientes de esta época. Se aparta por completo del modelo tradicional de villa fortificada, creándose un marco arquitectónico perfectamente adaptado a la vida campestre. El edificio se funde con el paisaje, asentando un sencillo cubo sobre un zócalo, una logia abierta que forma una terraza tendida en torno al bloque cúbico de la casa.&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/35059477-8411410830874926593?l=tom-historiadelarte.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://tom-historiadelarte.blogspot.com/feeds/8411410830874926593/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=35059477&amp;postID=8411410830874926593&amp;isPopup=true' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/35059477/posts/default/8411410830874926593'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/35059477/posts/default/8411410830874926593'/><link rel='alternate' type='text/html' href='http://tom-historiadelarte.blogspot.com/2011/01/font-face-font-family-comic-sans-ms-p.html' title='LA ARQUITECTURA DEL RENACIMIENTO: RASGOS GENERALES'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/_GyVE4dH43Ww/TUWmxs8xzAI/AAAAAAAACI8/WSxEPl_ZHEE/s72-c/ARQUITECTURA%2BDEL%2BQUATROCENTO.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-35059477.post-7714804967177221167</id><published>2012-01-23T20:09:00.000+01:00</published><updated>2012-01-27T09:32:40.894+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ACTIVIDADES 2011-12'/><title type='text'>ACTIVIDADES SOBRE LA ARQUITECTURA DEL QUATROCENTO</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/_GyVE4dH43Ww/S18XaZbp-sI/AAAAAAAABgc/lLEXkkm_fSo/s1600-h/ARQUITECTURA+DEL+QUATROCENTO.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5431085417903028930" src="http://4.bp.blogspot.com/_GyVE4dH43Ww/S18XaZbp-sI/AAAAAAAABgc/lLEXkkm_fSo/s400/ARQUITECTURA+DEL+QUATROCENTO.jpg" style="cursor: pointer; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 400px;" /&gt; &lt;span style="font-size: 85%;"&gt;&lt;span style="font-style: italic;"&gt;Algunas actividades para fijar las características de la arquitectura del Primer Renacimiento y la obra de sus dos principales representantes: Brunelleschi y Alberti. &lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/35059477-7714804967177221167?l=tom-historiadelarte.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://tom-historiadelarte.blogspot.com/feeds/7714804967177221167/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=35059477&amp;postID=7714804967177221167&amp;isPopup=true' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/35059477/posts/default/7714804967177221167'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/35059477/posts/default/7714804967177221167'/><link rel='alternate' type='text/html' href='http://tom-historiadelarte.blogspot.com/2010/01/actividades-sobre-la-arquitectura-del.html' title='ACTIVIDADES SOBRE LA ARQUITECTURA DEL QUATROCENTO'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/_GyVE4dH43Ww/S18XaZbp-sI/AAAAAAAABgc/lLEXkkm_fSo/s72-c/ARQUITECTURA+DEL+QUATROCENTO.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-35059477.post-8934293237665737385</id><published>2012-01-20T20:27:00.002+01:00</published><updated>2012-01-25T17:19:10.355+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='LA PARTE POR EL TODO 2011-12'/><title type='text'>LA PARTE POR EL TODO 11</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-cUzlHMbzTlE/TyArUoLK_fI/AAAAAAAACeQ/j_FVBzc1gIY/s1600/capfch.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://4.bp.blogspot.com/-cUzlHMbzTlE/TyArUoLK_fI/AAAAAAAACeQ/j_FVBzc1gIY/s320/capfch.jpg" width="276" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-3iwn1rHZFbQ/TyArWg5ml7I/AAAAAAAACeY/YxFIanHRrxk/s1600/brunelleschi%252Ccapillapazzi%252C1429-61+11.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://2.bp.blogspot.com/-3iwn1rHZFbQ/TyArWg5ml7I/AAAAAAAACeY/YxFIanHRrxk/s320/brunelleschi%252Ccapillapazzi%252C1429-61+11.jpg" width="285" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style="font-size: x-small;"&gt;Queridos viajeros: despojaros de las sandalias del caminante y de la túnica del peregrino. Volved sobre vuestros pasos! &lt;i&gt;¡Ha vuelto el Hombre!&lt;/i&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: x-small;"&gt;La ciudad de las flores os aguarda... no os detengáis hasta haber llegado al pórtico en el que todo vuelve a empezar. La serena &lt;i&gt;pietra&lt;/i&gt;, de grisáceos reflejos, delimita un nuevo orden.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: x-small;"&gt;Decid: ¿Qué edificio es? ¿Dónde se halla? ¿Quién lo imaginó y construyó?&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: x-small;"&gt;¿Qué hermosos secretos evoca y plasma?&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Bien, bien... salvo aquellos que se han despistado callejeando por Florencia y han acabado dentro del Duomo (la catedral de Santa Maria de las Flores), todos habéis tenido la oportunidad de visitar esta hermosa capilla construida por F. Brunelleschi para la familia Pazzi. Es, como ya sabéis, su testamento artístico. Fue la última obra de su producción y, en consecuencia, un verdadero manifiesto arquitectónico. Nunca antes hemos visto un edificio que contenga, de forma tan armoniosa, todos los elementos técnicos y ornamentales del repertorio grecorromano. &lt;i&gt;Columnas, capiteles, entablamentos, proporción.&lt;/i&gt;.. evocan la perfección formal y constructiva de los templos griegos; &lt;i&gt;el arco de medio punto, la cúpula, la bóveda de cañón con casetones, las pilastras&lt;/i&gt; que animan las paredes interiores... nos trasladan a Roma, cuyas ruinas Brunelleschi midió para desentrañar las claves de aquella grandiosa arquitectura. El arquitecto no copia, &lt;i&gt;reinterpreta &lt;/i&gt;un legado que había sido enterrado, que permanecía dormido en medio de las ruinas pobladas de maleza que cubrían la ciudad eterna. Al &lt;i&gt;redescubrir la proporción&lt;/i&gt;, al aplicarla de nuevo a un edificio, Brunelleschi rompe con la tradición medieval gótica, con la verticalidad de sus catedrales, y vuelve a situarnos frente a un edificio concebido a la escala del &lt;i&gt;Hombre&lt;/i&gt;. &lt;i&gt;Humaniza la arquitectura &lt;/i&gt;y, al mismo tiempo, la engrandece y embellece. Hay ecos del panteón de Agripa, pero sólo eso... ecos. Brunelleschi reinventa la arquitectura y nos transmite su legado a través de este magnífico y recóndito edificio. Y ahora, a por la cúpula del Duomo, &lt;i&gt;Il Cupulone&lt;/i&gt;, verdadera obra maestra de la arquitectura de todos los tiempos y primer desafío que nuestro arquitecto resolvió con éxito.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/35059477-8934293237665737385?l=tom-historiadelarte.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://tom-historiadelarte.blogspot.com/feeds/8934293237665737385/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=35059477&amp;postID=8934293237665737385&amp;isPopup=true' title='13 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/35059477/posts/default/8934293237665737385'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/35059477/posts/default/8934293237665737385'/><link rel='alternate' type='text/html' href='http://tom-historiadelarte.blogspot.com/2012/01/la-parte-por-el-todo-10_20.html' title='LA PARTE POR EL TODO 11'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-cUzlHMbzTlE/TyArUoLK_fI/AAAAAAAACeQ/j_FVBzc1gIY/s72-c/capfch.jpg' height='72' width='72'/><thr:total>13</thr:total></entry><entry><id>tag:blogger.com,1999:blog-35059477.post-1711521743768926414</id><published>2012-01-20T10:06:00.000+01:00</published><updated>2012-01-20T10:06:51.933+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ARTE DEL RENACIMIENTO'/><title type='text'>EL RENACIMIENTO: CONTEXTO HISTÓRICO E IDEOLÓGICO.</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/_GyVE4dH43Ww/TTrNmJervjI/AAAAAAAACH0/4BFtwlQ5i6U/s1600/ilcorpoumano.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5564986344833007154" src="http://4.bp.blogspot.com/_GyVE4dH43Ww/TTrNmJervjI/AAAAAAAACH0/4BFtwlQ5i6U/s400/ilcorpoumano.jpg" style="cursor: pointer; display: block; height: 400px; margin: 0px auto 10px; text-align: center; width: 382px;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;style&gt;@font-face {   font-family: "Comic Sans MS"; }p.MsoNormal, li.MsoNormal, div.MsoNormal { margin: 0cm 0cm 0.0001pt; font-size: 10pt; font-family: "Times New Roman"; }p.MsoFooter, li.MsoFooter, div.MsoFooter { margin: 0cm 0cm 0.0001pt; font-size: 10pt; font-family: "Times New Roman"; }span.PiedepginaCar { font-family: "Comic Sans MS"; }div.Section1 { page: Section1; }&lt;/style&gt;     &lt;span style="font-weight: bold;"&gt;EL RENACIMIENTO: CONDICIONANTES HISTÓRICOS, CULTURALES E IDEOLÓGICOS.&lt;br /&gt;&lt;/span&gt;  &lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: 85%;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;b&gt;En torno a la palabra “Renacimiento”  &lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;       Renacimiento es una palabra que generalmente se entiende, pero poca gente podría definirla con exactitud. Por lo general se admite que este período se inicia en &lt;b&gt;Italia&lt;/b&gt; antes que en ningún otro sitio, en el s. XV o en algún momento del s. XIV quizá tan pronto como con &lt;i&gt;Giotto&lt;/i&gt;&lt;i&gt;, &lt;/i&gt;&lt;span style="font-family: &amp;quot;; font-size: 10pt;"&gt;&lt;/span&gt;&lt;/span&gt;(muerto en 1337), y que concluye en el siglo XVI, entre las muertes de &lt;span style="font-size: 85%;"&gt;&lt;span style="font-family: &amp;quot;; font-size: 10pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: 85%;"&gt;&lt;i&gt;Rafael&lt;/i&gt; (1520) y la de &lt;i&gt;Tintoretto&lt;/i&gt; (1594). La palabra, obviamente, significa  “&lt;b&gt;&lt;i&gt;nuevo nacimiento&lt;/i&gt;&lt;/b&gt;”, y no hay duda de que los italianos de esos siglos consideraron su época como la más preeminente desde la caída del Imperio Romano, y en esta opinión ha abundado la posteridad. Esta idea de un nuevo nacimiento de las artes y las letras, tras mil años de letargo, es genuinamente italiana como puede comprobarse fácilmente en el siguiente fragmento de una carta de &lt;i&gt;Marsilio Ficino&lt;/i&gt; a &lt;i&gt;Paul de Middelburg&lt;/i&gt; en 1492, en la que dice:&lt;/span&gt; &lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 35.4pt; text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;i&gt;“Este siglo, como una edad de oro, ha vuelto a iluminar las artes liberales que casi se habían extinguido: gramática, poesía, retórica, pintura, escultura, arquitectura, música, la antigua melodía de la lira órfica, y todo a la vez en Florencia. Alcanzando lo que apreciaban los antiguos, pero olvidado desde entonces, esta época ha unido la sabiduría con la elocuencia, la prudencia con el arte de la guerra, y esto es patente en Federico, duque de Urbino, como si hubiera sido ungido por la misma Pallas. Entre vosotros también, mi querido Paul, este siglo muestra el perfeccionamiento de la astronomía y, en Florencia, la enseñanza platónica ha surgido a la luz desde la sombra (…)”&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 35.4pt; text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;i&gt;&lt;br /&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 35.4pt; text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;       Esta carta, leída con detenimiento, nos muestra los tres grandes ejes sobre los que se fundamenta y desarrollará el Renacimiento, que son: un extraordinario florecimiento cultural; un esfuerzo consciente por recuperar los valores formales y espirituales de la Antigüedad clásica, aspirando a una síntesis que &lt;i&gt;re-crease&lt;/i&gt; la civilización grecorromana y la civilización cristiana; y la renovación del pensamiento teológico y filosófico a través del redescubrimiento de la filosofía de Platón  (idealismo platónico) y del Humanismo. Esta nueva "Edad de Oro" reivindica sus orígenes en otras dos edades ya pasadas (pero que ahora vuelven): el siglo de oro de la Atenas de Pericles y el siglo de Augusto (s. I) en el &lt;span style="font-style: italic;"&gt;inicio&lt;/span&gt; del Imperio Romano.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;            El &lt;b&gt;&lt;i&gt;Renacimiento&lt;/i&gt;&lt;/b&gt; que se produjo en la &lt;b&gt;Italia del s. XV&lt;/b&gt; no fue el primero, ni tampoco aquélla fue la primera vez que los artistas miraron hacia atrás y aprovecharon las enseñanzas del arte clásico. Pero sí era la primera vez que, al hacerlo, tuvieron conciencia de estar inaugurando una nueva época, de que habían roto decididamente con el pasado inmediato y de que siguiendo los modelos antiguos, estaban rescatando el arte de la imparable decadencia en la que se había visto sumido durante los siglos precedentes. Para ellos los últimos diez siglos de la historia eran, simplemente, la &lt;i&gt;media aetas&lt;/i&gt;, el &lt;i&gt;medium aevum&lt;/i&gt;, lo que estaba en medio, esa época oscura que separaba el presente de la venerada antigüedad romana que pretendían resucitar. Ese anhelo de recuperar la Antigüedad encerraba, ya desde Petrarca, un profundo sentimiento de frustración: Italia, que en el pasado había dominado el mundo entero se veía reducida a una mera suma de pequeñas ciudades-estado desunidas entre sí y sometidas a la autoridad de un Imperio que seguía siendo romano, pero también germánico. Y encerraba, así mismo, una decidida voluntad de regeneración política: recuperando la lengua, las instituciones y las costumbres de la vieja Roma podrían hacer revivir el antiguo esplendor de aquella tierra. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;        Pero no fue solo un sentimiento de este tipo la causa de que los artistas volvieran sus ojos al arte clásico. Había otra razón igual de importante, o aún más: el arte clásico les ofrecía un camino seguro para lograr esa imagen real del mundo  que suponía el reto principal al que se estaba  enfrentando el arte siglo XV.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: 85%;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: 85%;"&gt;&lt;b&gt;CONDICIONANTES HISTÓRICOS.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;        Hay un acontecimiento histórico que marca esta época: la &lt;b&gt;caída de Constantinopla&lt;/b&gt;, la antigua capital bizantina, en manos de los turcos (1453). Este hecho provoca, a su vez, que se produzca el cierre de las grandes rutas comerciales que comunicaban a Europa con Oriente a través de Asia, y la llegada a occidente de pensadores y científicos huidos de Constantinopla. Cerrado el Mediterráneo oriental por los turcos, los comerciantes y marinos occidentales buscarán una alternativa marítima; primero intentarán bordear el continente africano para &lt;b&gt;llegar a las Indias&lt;/b&gt;, después &lt;b&gt;Colón&lt;/b&gt;, como es sabido, descubrirá en 1492 el &lt;b&gt;continente americano&lt;/b&gt;. Este hecho impulsará definitivamente el &lt;b&gt;empuje económico de Europa occidental&lt;/b&gt; a lo largo de los siglos siguientes. La &lt;b&gt;ampliación del mundo conocido&lt;/b&gt; es el acta de nacimiento de mundo moderno. Ya durante la Baja Edad Media es apreciable el proceso de &lt;b&gt;fortalecimiento del poder real&lt;/b&gt; en detrimento de la nobleza; así como el &lt;b&gt;auge político de la burguesía ciudadana&lt;/b&gt; representada en las Cortes. El poder del príncipe  y el &lt;b&gt;fortalecimiento del Estado&lt;/b&gt;  no perderán su condición privilegiada. Pero para entonces el Renacimiento ya estaba en marcha en algunas ciudades italianas.&lt;/span&gt; contribuyen al desarrollo de la sociedad civil, aunque la Iglesia y la religión católica&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;    En &lt;b&gt;Italia&lt;/b&gt; las cosas habían sido distintas durante gran parte de la Edad Media. Ya hemos visto la poca huella que los estilos medievales cristianos (románico, gótico) habían dejado en su sensibilidad, y cómo se había mantenido un repertorio de formas cuya raíz evidente era el clasicismo. El &lt;b&gt;&lt;i&gt;Trecento&lt;/i&gt;&lt;/b&gt; italiano, con &lt;b&gt;Giotto&lt;/b&gt; a la cabeza, supone ya un claro precedente de la renovación artística que culmina en el Renacimiento. Los caminos que este pintor abre para la pintura en particular y para el arte, en general, son de una gran trascendencia, como ya hemos visto en el tema anterior. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;       Además, las &lt;b&gt;Repúblicas y Estados italianos ya en el siglo XV&lt;/b&gt;, preceden a Europa en la economía organizada. Sus relaciones mercantiles entre Europa y oriente, y su banca cada vez mejor estructurada, la hacen alcanzar una modernidad económica y una estructura social mucho más avanzada y dinámica. La prosperidad económica y la existencia de una poderosa burguesía repercutirá de forma significativa en esta expansión artística. Es Italia la que mejor ofrecerá una alternativa al agotado vocabulario de formas que Europa necesitaba para superar el vacío del último gótico (&lt;i&gt;flamígero&lt;/i&gt;).  Europa acogerá, en mayor o menor medida, el nuevo estilo. Pero nadie discutirá la primacía de Italia en el desarrollo de las Artes. Y es que &lt;b&gt;el Renacimiento es, ante todo, un movimiento italiano.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;b&gt;El retorno a la medida humana&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;       Al humanismo emotivo del s. XIII (franciscano) viene a sustituirle un &lt;b&gt;humanismo &lt;/b&gt;&lt;span style="font-weight: bold;"&gt;racional&lt;/span&gt;. En las universidades se leen los clásicos en griego o en latín, se discuten postulados teológicos y se duda de los dogmas. La &lt;b&gt;imprenta&lt;/b&gt; permite la divulgación de la cultura escrita y &lt;b&gt;la brújula&lt;/b&gt;&lt;/span&gt; permite la ampliación de horizontes y la conquista del mundo.&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;       Por primera vez desde la Antigüedad, el hombre se siente centro del Universo (&lt;b&gt;Antropocentrismo&lt;/b&gt;) y reclamará un lenguaje a su medida. En el gótico las dimensiones del edificio poseen al hombre, lo elevan o lo distienden, pero en el Renacimiento será el hombre quien domine el edificio, gracias a sus proporciones creadas por artistas que razonan según métodos y procesos humanos. El equilibrio entre las dimensiones de la planta y la altura responden a una exigencia humana, según la cual no deben preponderar las dimensiones verticales sobre las horizontales. Frente al &lt;i&gt;teocentrismo&lt;/i&gt; medieval, se abre paso el &lt;b&gt;antropocentrismo de raíces clásicas.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;         El hombre es tridimensional, pero se relaciona con las cosas preferentemente sobre el plano horizontal. La contemplación del horizonte es afín a la biología humana, pero la observación de una aguja gótica requiere de un mayor esfuerzo, que se traduce en desazón. En el primer Renacimiento la arquitectura logra encontrar la medida del hombre al establecer proporciones sencillas, ceñidas a una geometría simple y comprensible. Es la misma medida humana que el hombre griego había sabido encontrar para sus espacios exteriores, pero que ahora encontraremos en los espacios interiores.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;          La &lt;b&gt;figura clave&lt;/b&gt; para comprender el Renacimiento nos la da &lt;b&gt;el humanista&lt;/b&gt;. Este hombre culto, versado en la Antigüedad, que lee en latín y en griego, que discute sobre Platón o sobre Aristóteles y que conoce las más avanzadas teorías sobre Geografía y Cosmología es, además poeta y un gran &lt;i&gt;dilettante&lt;/i&gt;. En el siglo XV era posible reunir en una biblioteca la mayor parte de los libros editados por la imprenta, que es tanto como decir toda la cultura escrita de su tiempo.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;         En &lt;b&gt;las cortes renacentistas&lt;/b&gt;, deseosas de abrirse a un mundo nuevo, estos hombres son reclamados con veneración. Y en manos de ellos está el progreso del pensamiento y de la cultura y, en cierto modo, del arte. Por vez primera la obra de arte es analizada desde el punto de vista del espectador. Era lógico. Los pensadores renacentistas empezaron discutiendo sobre &lt;i&gt;la Idea de la Belleza&lt;/i&gt;  y acabaron discutiendo sobre &lt;i&gt;la Belleza&lt;/i&gt; misma, sobre &lt;i&gt;la cosa bella.&lt;/i&gt;   Nace así la &lt;b&gt;crítica de arte&lt;/b&gt;. Sin embargo, el humanismo siente un gran respeto por el artista, y con frecuencia son amigos, cuando no el mismo artista es un humanista La influencia recíproca es altamente beneficiosa y uno de los rasgos que mejor definen el Renacimiento. El artista consulta al humanista sobre mitos o sobre el ideario clásico y el humanista comprueba visualmente en la obra del artista la validez de sus tesis.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;         Por otra parte, el &lt;b&gt;trabajo del artista&lt;/b&gt; ya no es meramente artesanal, como lo había sido durante la Edad Media. Su trabajo es, sobre todo, &lt;b&gt;reflexión, estudio y experimentación&lt;/b&gt; en cualquiera de los campos de la expresión artística. Son &lt;b&gt;intelectuales y hombres libres&lt;/b&gt;. El arte dejará, desde ese momento, de ser algo anónimo y el &lt;b&gt;genio creador, individual,&lt;/b&gt; pasará a situarse en el primer plano de las manifestaciones artísticas.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;           Pero el Humanismo es también una &lt;b&gt;nueva forma de concebir el mundo y la religión&lt;/b&gt;, que trastoca los fundamentos teocráticos de la sociedad bajomedieval y &lt;b&gt;conducirá a la reforma&lt;/b&gt; y &lt;b&gt;ruptura de la Iglesia Católica&lt;/b&gt;. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;   &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;      La &lt;b&gt;renovación intelectual&lt;/b&gt; que el movimiento humanista emprende de la mano de hombres como &lt;b&gt;Erasmo de Roterdam&lt;/b&gt;, supone una reacción contra el espíritu teológico y autoritario medieval, el descubrimiento del hombre en su dimensión clásica. Este antropocentrismo crítico y de carácter laico, produce la manifestación de un &lt;b&gt;individualismo libre, crítico&lt;/b&gt; y, a menudo, &lt;b&gt;paganizante&lt;/b&gt;, que impulsará los estudios filosóficos y el redescubrimiento de la filosofía de Platón. Las viejas &lt;b&gt;virtudes clásicas se convierten, de nuevo, en los valores de referencia para el individuo culto&lt;/b&gt; y crítico. El estudio de la literatura, la gramática, los monumentos y los objetos de la Antigüedad se desarrollan de forma extraordinaria y, con ellos, la figura del &lt;b&gt;mecenas&lt;/b&gt; y el &lt;b&gt;coleccionismo&lt;/b&gt; de obras antiguas. No se tratará, en cualquier caso, de una simple vuelta a la Antigüedad (cosa harto difícil, por otra parte), sino del redescubrimiento de sus valores fundamentales como guía y modelo para el hombre cristiano de la Edad Moderna. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;b&gt;FOCOS RENACENTISTAS ITALIANOS Y SECUENCIA EVOLUTIVA&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;       El primer Renacimiento también, llamado &lt;b&gt;&lt;i&gt;Quatrocento&lt;/i&gt;,&lt;/b&gt; tiene lugar &lt;b&gt;durante el s. XV,&lt;/b&gt; y se desarrolla en la ciudad toscana de &lt;b&gt;Florencia&lt;/b&gt;, que se convierte en el catalizador del movimiento humanístico italiano. Filósofos y artistas se agrupan en torno a la corte de &lt;b&gt;la familia Médicis&lt;/b&gt;, &lt;b&gt;mecenas&lt;/b&gt; por excelencia de esta época dorada de la cultura europea. Arquitectos, pintores y escultores se empeñan en una profunda y fructífera renovación artística que será, sobre todo, una revolución; el diseño y la perspectiva, la recuperación del desnudo humano, la conquista de la representación naturalista de la realidad, son algunos de sus logros. La cúpula de la catedral de Santa María de las Flores, obra de Filipo &lt;b&gt;Brunelleschi&lt;/b&gt;, es el buque insignia de este período. Escultores como &lt;b&gt;Donatelo&lt;/b&gt; y pintores como &lt;b&gt;Masacio&lt;/b&gt;, contribuyen a que las artes plásticas se despeguen definitivamente de los planteamientos medievales.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;        Durante &lt;b&gt;el siglo XVI (&lt;i&gt;Cinquecento&lt;/i&gt;)&lt;/b&gt; el foco artístico se desplaza a &lt;b&gt;Roma&lt;/b&gt;, la capital de los dominios papales. Es el llamado &lt;b&gt;Alto Renacimiento&lt;/b&gt;. &lt;b&gt;El papado se convierte en el gran mecenas&lt;/b&gt; de los artistas italianos y el arte, aunque no abandona sus raíces clasicistas, queda inmerso en un contexto y simbología puramente católica. El “&lt;i&gt;Saco de Roma&lt;/i&gt;” (1527) por las tropas imperiales marca el epílogo de esta segunda fase del Renacimiento. Esta segunda fase supone la madurez en la consecución de los logros alcanzados durante el Quatrocento. Las obras de la nueva Basílica de San Pedro en Roma, capital del Estado Vaticano, se convierten en el gran polo de atracción para los artistas. Maestros como &lt;b&gt;Leonardo da Vinci&lt;/b&gt; o &lt;b&gt;Rafael&lt;/b&gt;&lt;/span&gt; alcanzan la gloria en estos años. Es durante esta etapa cuando las formas renacentistas salen de Italia y empiezan a “colonizar” otros países, como España o Francia. Nuestro país será un magnífico escenario para el desarrollo de unas formas que, durante bastante tiempo, convivirán con el último gótico peninsular, el llamado “Gótico Isabelino”.&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;          Alcanzada la plenitud clasicista que inauguró el Renacimiento, se inicia una época caracterizada por la diversidad, ya que se pierde el carácter unitario del primer Renacimiento. Los artistas pugnarán por mostrar su maestría individual, su genio singular. Querrán diferenciarse mostrándonos su propia “&lt;b&gt;&lt;i&gt;maniera&lt;/i&gt;&lt;/b&gt;” de hacer las cosas; de ahí que a esta época se la conozca como “&lt;b&gt;El Manierismo&lt;/b&gt;”; expresión que hemos de utilizar sin ningún tipo de connotación negativa, como fue habitual hasta hace algún  tiempo. Cronologicamente esta etapa se prolonga durante &lt;b&gt;lo que queda del s. XVI&lt;/b&gt;. De entre todos los maestros que trabajaron en diferentes focos de la geografía italiana, sobresale la figura de un gigante, &lt;b&gt;Miguel Ángel Buonaroti,&lt;/b&gt; arquitecto, escultor, pintor y poeta genial, que dejará su impronta personal en todo el siglo, y cuya influencia seguirá irradiando muchos siglos más.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;        Frente a este desarrollo manierista del arte, la Iglesia Católica, muy poderosa en Italia como podemos suponer, reacciona ante estas formas estableciendo normas artísticas a partir del &lt;b&gt;Concilio de Trento (1545-1563).&lt;/b&gt; Con ello se ponen al servicio de la Iglesia Católica las conquistas estéticas del Renacimiento. Pero será este esfuerzo por codificar las normas artísticas para adaptarlas a las nuevas necesidades propagandísticas de la Iglesia Católica, el que impulse un nuevo cambio en el Arte. La nueva sensibilidad religiosa que el Papado quiere fomentar casa mal con el antropocentrismo renacentista; a finales del s. XVI y principios del s. XVII asistiremos, por tanto, al inicio de un nuevo período en la Historia del Arte, el Barroco. Pero eso ya es otra historia.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;   &lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;b&gt;   En conclusión&lt;/b&gt;, el Renacimiento será un estilo marcadamente mediterráneo, que tiene como crisol a Italia, aunque su influencia alcanza a toda Europa, determinando el carácter del arte occidental. Investidos de la categoría de genios sus artífices reivindican la autoría plena de su producción artística. Desaparece definitivamente la etapa medieval, en la que los artistas eran artesanos anónimos. &lt;b&gt;A partir de este momento se afirma de forma irreversible, la libertad creativa y el carácter único e irrepetible de cada obra de arte.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;&lt;b&gt; &lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;   &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt;   &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 85%;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/35059477-1711521743768926414?l=tom-historiadelarte.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://tom-historiadelarte.blogspot.com/feeds/1711521743768926414/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=35059477&amp;postID=1711521743768926414&amp;isPopup=true' title='3 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/35059477/posts/default/1711521743768926414'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/35059477/posts/default/1711521743768926414'/><link rel='alternate' type='text/html' href='http://tom-historiadelarte.blogspot.com/2011/01/el-renacimiento-contexto-historico-e.html' title='EL RENACIMIENTO: CONTEXTO HISTÓRICO E IDEOLÓGICO.'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/_GyVE4dH43Ww/TTrNmJervjI/AAAAAAAACH0/4BFtwlQ5i6U/s72-c/ilcorpoumano.jpg' height='72' width='72'/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-35059477.post-7532903628183058040</id><published>2012-01-20T10:02:00.001+01:00</published><updated>2012-01-20T10:02:11.864+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='PRIMITIVOS FLAMENCOS'/><title type='text'>EL DESCENDIMIENTO DE R. VAN DER WEYDEN</title><content type='html'>Un análisis de la obra "El descendimiento de la cruz" de Roger Van der Weyden. &lt;br /&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/mi8TbZTspws" width="420"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/35059477-7532903628183058040?l=tom-historiadelarte.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://tom-historiadelarte.blogspot.com/feeds/7532903628183058040/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=35059477&amp;postID=7532903628183058040&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/35059477/posts/default/7532903628183058040'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/35059477/posts/default/7532903628183058040'/><link rel='alternate' type='text/html' href='http://tom-historiadelarte.blogspot.com/2012/01/el-descendimiento-de-r-van-der-weyden.html' title='EL DESCENDIMIENTO DE R. VAN DER WEYDEN'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/mi8TbZTspws/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-35059477.post-7434506028015668361</id><published>2012-01-17T16:08:00.002+01:00</published><updated>2012-01-17T16:08:46.450+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='PRIMITIVOS FLAMENCOS'/><title type='text'>web gallery art</title><content type='html'>&lt;a href="http://www.wga.hu/index1.html"&gt;&lt;b&gt;&lt;span style="font-size: 130%;"&gt;http://www.wga.hu/index1.html&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Pinchando en este enlace podrás acceder a la mejor página web sobre pintura y escultura que hay en internet. La búsqueda la puedes realizar de diferentes maneras: por autor, fecha, etc.&lt;br /&gt;Aprovecha para ver el fabuloso catálogo de las obras de los primitivos flamencos, con multitud de detalles preciosistas que te darán una visión extraordinaria de esta escuela pictórica.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/35059477-7434506028015668361?l=tom-historiadelarte.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://tom-historiadelarte.blogspot.com/feeds/7434506028015668361/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=35059477&amp;postID=7434506028015668361&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/35059477/posts/default/7434506028015668361'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/35059477/posts/default/7434506028015668361'/><link rel='alternate' type='text/html' href='http://tom-historiadelarte.blogspot.com/2007/02/web-gallery-art.html' title='web gallery art'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-35059477.post-939003755258215694</id><published>2012-01-17T16:08:00.001+01:00</published><updated>2012-01-17T16:08:28.990+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='PRIMITIVOS FLAMENCOS'/><title type='text'>LOS PRIMITIVOS FLAMENCOS</title><content type='html'>&lt;a href="http://1.bp.blogspot.com/_GyVE4dH43Ww/TTXbld-YknI/AAAAAAAACHM/SqeHMcu073c/s1600/LA%2BESCUELA%2BDE%2BLOS%2BPRIMITIVOS%2BLAMENCOS.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5563594351434044018" src="http://1.bp.blogspot.com/_GyVE4dH43Ww/TTXbld-YknI/AAAAAAAACHM/SqeHMcu073c/s400/LA%2BESCUELA%2BDE%2BLOS%2BPRIMITIVOS%2BLAMENCOS.jpg" style="cursor: pointer; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 400px;" /&gt;&lt;/a&gt;Q&lt;span style="font-size: 85%;"&gt;ue la hermosa tabla de Van Eyck nos sirva para sintetizar algunas de las características de la escuela flamenca del s. XV.&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/35059477-939003755258215694?l=tom-historiadelarte.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://tom-historiadelarte.blogspot.com/feeds/939003755258215694/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=35059477&amp;postID=939003755258215694&amp;isPopup=true' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/35059477/posts/default/939003755258215694'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/35059477/posts/default/939003755258215694'/><link rel='alternate' type='text/html' href='http://tom-historiadelarte.blogspot.com/2011/01/los-primitivos-flamencos.html' title='LOS PRIMITIVOS FLAMENCOS'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_GyVE4dH43Ww/TTXbld-YknI/AAAAAAAACHM/SqeHMcu073c/s72-c/LA%2BESCUELA%2BDE%2BLOS%2BPRIMITIVOS%2BLAMENCOS.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-35059477.post-7366861317857212222</id><published>2012-01-17T16:08:00.000+01:00</published><updated>2012-01-17T16:08:10.323+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='PRIMITIVOS FLAMENCOS'/><title type='text'>LA ESCUELA DE LOS PRIMITIVOS FLAMENCOS</title><content type='html'>&lt;a href="http://3.bp.blogspot.com/_GyVE4dH43Ww/Rcd7gsov2FI/AAAAAAAAABM/H5F5MctJPGo/s1600-h/PRIMITIVOS+FLAMENCOS.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5028123310650546258" src="http://3.bp.blogspot.com/_GyVE4dH43Ww/Rcd7gsov2FI/AAAAAAAAABM/H5F5MctJPGo/s320/PRIMITIVOS+FLAMENCOS.jpg" style="display: block; margin: 0px auto 10px; text-align: center;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div&gt;&lt;span style="font-size: 85%;"&gt;&lt;b&gt;LA CONQUISTA DE LA REALIDAD:&lt;br /&gt;LOS PRIMITIVOS FLAMENCOS (S. XV)&lt;/b&gt;&lt;br /&gt;A pesar de los avances que la pintura italiana del Trecento aporta en la evolución de la pintura, el trabajo de los pintores flamencos del s. XV supondrá el definitivo avance hacia los valores que representa el Renacimiento. Las &lt;b&gt;novedades técnicas&lt;/b&gt; y los &lt;b&gt;valores formales&lt;/b&gt; que estos autores introducen supondrán una auténtica &lt;b&gt;revolución&lt;/b&gt;.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;EL CONTEXTO HISTÓRICO&lt;/b&gt;La prosperidad económica de la región de Flandes (de sus ciudades en realidad: Brujas, Gante, Yprés, atc.) está ligada a la industria y al comercio de paños y, por tanto, generó un extraordinario desarrollo urbano, con el consiguiente auge de la burguesía. Este auge de la sociedad y de los valores burgueses son un factor importante en el desarrollo de una nueva mentalidad y sensibilidad artística, que no renuncia, por lo demás, a la devoción religiosa. La cohesión interna de esta sociedad es muy fuerte, y se proyecta en una vida pacífica y ordenada.&lt;br /&gt;Esta sociedad está dominada por los estamentos civiles: mercaderes, fabricantes, banqueros, etc. El arte estará, pues, al servicio de este público burgués enriquecido y sensible, que vendrá a sumarse a la Iglesia como cliente y mecenas de artistas. Esta clientela estaba deseosa de ver reflejado su mundo y su propio rostro en las pinturas que encargaba. El desarrollo urbano ha hecho posible la creación de las universidades que, junto con la invención de la imprenta, se convierten en un gran foco difusor y creador de cultura.&lt;br /&gt;En esta sociedad burguesa lo práctico se valora cada vez más, incluso la religión adquiere un sentido pragmático. Por eso estamos en un período realista. A partir de 1420, la idea de que el espíritu divino se encarna en cada una de las pequeñas cosas (Tomás Kempis: Imitación de Cristo), hace que la representación de éstas adquiera una gran importancia, por lo que la realidad sensible y tangible adquiere un gran valor. Los objetos dejan de ser elementos secundarios para convertirse en protagonistas.&lt;br /&gt;La temática ya no es exclusivamente religiosa; el retrato, los cuadros de grupo, el ambiente costumbrista, coexisten con ella.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;APROXIMACIÓN AL ESTILO&lt;/b&gt;&lt;br /&gt;Las pinturas del gótico se acercaban a la vida real por su acumulación de detalles y anécdotas, pero no eran convincentes desde el punto de vista espacial porque les faltaba volumen y, desde luego, no reflejaban la realidad óptica. No lo perseguían, es cierto, pero sí lo buscaban, en cambio, otros artistas contemporáneos suyos, y en esta lucha por conseguir formas verosímiles es donde destacan los pintores flamencos del siglo XV.&lt;br /&gt;El deseo de la nueva clientela burguesa de ver representado el mundo en que ellos vivían en las obras que encargaban, obligó a los artistas a responder a esta demanda, creando un lenguaje artístico capaz de representar la realidad con tanta fidelidad como si sus cuadros fueran auténticos espejos. Pero este lenguaje fue distinto al de los artistas italianos del Renacimiento italiano de la misma época, ya que éstos intentaron representar la realidad de una manera científica, gracias a un sistema de perspectiva de base geométrica, y no de una manera empírica.&lt;br /&gt;Cuando observamos las obras de Jan Van Eyck, descubrimos que sus figuras tienen volumen, gracias al juego de luces y sombras utilizado por él; y que, con una paciencia infinita, ha pintado cada detalle de la naturaleza con una minuciosidad mayor que la que tenían las miniaturas de la época. Tanta meticulosidad fue posible porque Van Eyck había perfeccionado la técnica del óleo (que utiliza el aceite como aglutinante de los pigmentos) hasta conseguir un tipo de pintura capaz de sustituir a la pintura del temple (con aglutinante a base de huevo), que era lo que hasta ese momento se utilizaba de manera casi exclusiva. El óleo, tal y como él lo usó, presentaba tres ventajas: no secaba tan rápido y permitía trabajar con más lentitud, el color se podía aplicar sobre otras capas de color y permitía lograr efectos sorprendentes dejando transparentar las capas de color que había debajo (veladuras). Los efectos que permitía asombraron a sus contemporáneos, que adoptaron esta técnica con rapidez.&lt;br /&gt;El óleo influye en la mayor vivacidad y enriquecimiento de la gama cromática, pues los colores adquieren mayor brillantez; mediante la superposición de dos o más colores (veladura) se obtiene por transparencia una mayor variabilidad de los tonos y la consecución de colores compuestos. Esta técnica permite tratar los temas con extraordinaria minuciosidad, atendiendo al detalle hasta extremos inverosímiles.&lt;br /&gt;En las obras flamencas se evidencia el interés por todo, pues con la misma precisión y cuidado se pinta un rasgo humano que el correspondiente a un animal, planta u objeto. El paisaje adquiere una gran importancia en esta época.&lt;br /&gt;De esta manera, el pintor flamenco refleja fielmente el ambiente que le rodea, pero dota a este realismo de un cierto carácter simbólico, a lo que contribuye la significación alegórica de los colores utilizados y de los diversos objetos secundarios representados.&lt;br /&gt;Los fondos dorados y neutros del gótico desaparecen, sustituidos por paisajes naturalistas, con cada elemento reflejado con fidelidad y detalladamente.&lt;br /&gt;La luz ya no es caprichosa. Cada objeto tiene ahora su propia y definida sombra; cada habitación su encuadre lumínico; cada paisaje, su tonalidad segura; cada elemento, su calidad exacta.&lt;br /&gt;Son obras de pequeño formato, utilizando la tabla como soporte, ya que eran concebidas para ser colocadas en el interior de las residencias burguesas y aristocráticas. Estos interiores domésticos facilitan que la obra refleje una piedad intimista y burguesa. Con frecuencia estas tablas constan de 3 hojas o tablas (Tríptico), las dos laterales con bisagras que se cierran sobre la central. La cara exterior se pinta con tonos grises (grisallas) que imitan los efectos escultóricos.&lt;br /&gt;En síntesis, se trata de un estilo detallista y minucioso; naturalista y apegado a la realidad, aunque sin renunciar a la expresión simbólica y religiosa. El paisaje se convierte en un elemento clave de la composición, así como los objetos de la vida cotidiana. No obstante, a pesar de que el manejo de la luz y del color anticipan los valores de la pintura renacentista, el estatismo de sus formas, la escasa relación entre las figuras, casi siempre frontales, el detallismo y el predominio de las partes sobre el conjunto, lo sitúan en la última etapa de la pintura gótica.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;PRINCIPALES MAESTROS&lt;/b&gt;El primero de los pintores en llevar a efecto plástico estas innovaciones es ROBERTO CAMPIN (Maestro de Flemalle), que junto con los HERMANOS HUBERT Y JAN VAN EYCK, pueden considerarse los fundadores de la escuela en el primer tercio del siglo XV.&lt;br /&gt;Renunciando al fondo dorado, y empleando la técnica y el óleo como material pictórico, crean la MODALIDAD DE PINTURA DE CABALLETE EN SU CONCEPTO MODERNO, concebida para ser vista de cerca. Su factura es minuciosa y detallista, carácter al que contribuye el intenso desarrollo adquirido por la miniatura de códices en la corte de los duques de Borgoña, a quienes pertenecen estos estados en el siglo XV.&lt;br /&gt;Al servicio de esta técnica minuciosa ponen un fino SENTIDO DE LA OBSERVACIÓN y una innata TENDENCIA NATURALISTA, por lo que alcanzan una perfección difícilmente superable en la interpretación de las calidades de las telas, piezas de orfebrería, metales, vidrios, pieles, etc. y en GÉNEROS COMO EL RETRATO Y EL PAISAJE.&lt;br /&gt;De entre los pintores que trabajan n el segundo tercio del siglo XV y contribuyen a concretar los rasgos de la Escuela Flamenca, destaca ROGER VAN DER WEYDEN. A finales de siglo y principios del XVI destacan pintores que evolucionan acentuando algún rasgo característico (el paisaje, por ejemplo); en cierto modo, repiten formas y composiciones ya creadas, como GERARD DAVID, HANS MEMLING, aunque otros se evaden de ellas con un explícito deseo de originalidad, como EL BOSCO. Durante el siglo XVI, y ya en pleno Renacimiento, se mantiene la tradición, destacando: PATINIR Y BRUEGHEL.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;OBSERVACIONES&lt;/b&gt;:&lt;br /&gt;Especial atención a las &lt;b&gt;obras comentadas en el libro de texto&lt;/b&gt;, que han de servir para profundizar en el análisis estilístico de la pintura flamenca. En cualquier caso, &lt;b&gt;destacaremos&lt;/b&gt;:&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Virgen del canciller Rollin (J.V.Eyck)&lt;br /&gt;El retrato del matrimonio Arnolfini. (J.V. Eyck)&lt;br /&gt;El polítptico de San Bavón de Gante. (Hermanos V. Eyck)&lt;br /&gt;El descendimiento (R.V. der Weyden)&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/35059477-7366861317857212222?l=tom-historiadelarte.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://tom-historiadelarte.blogspot.com/feeds/7366861317857212222/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=35059477&amp;postID=7366861317857212222&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/35059477/posts/default/7366861317857212222'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/35059477/posts/default/7366861317857212222'/><link rel='alternate' type='text/html' href='http://tom-historiadelarte.blogspot.com/2007/02/la-escuela-de-los-primitivos-flamencos.html' title='LA ESCUELA DE LOS PRIMITIVOS FLAMENCOS'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/_GyVE4dH43Ww/Rcd7gsov2FI/AAAAAAAAABM/H5F5MctJPGo/s72-c/PRIMITIVOS+FLAMENCOS.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-35059477.post-4457859618750548211</id><published>2012-01-17T16:07:00.000+01:00</published><updated>2012-01-17T16:07:35.411+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='PRIMITIVOS ITALIANOS'/><title type='text'>GIOTTO DI BANDONE</title><content type='html'>&lt;a href="http://2.bp.blogspot.com/_GyVE4dH43Ww/TTR3n1Xgt0I/AAAAAAAACG8/Zu5oRUdO3bU/s1600/GIOTTO%2BDI%2BBANDONE%2B2011.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5563202965933700930" src="http://2.bp.blogspot.com/_GyVE4dH43Ww/TTR3n1Xgt0I/AAAAAAAACG8/Zu5oRUdO3bU/s400/GIOTTO%2BDI%2BBANDONE%2B2011.jpg" style="cursor: pointer; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 400px;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/_GyVE4dH43Ww/TTR3h31IilI/AAAAAAAACG0/14z2OytK2uY/s1600/GIOTTO%2BDI%2BBANDONE%2B20111.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5563202863515601490" src="http://2.bp.blogspot.com/_GyVE4dH43Ww/TTR3h31IilI/AAAAAAAACG0/14z2OytK2uY/s400/GIOTTO%2BDI%2BBANDONE%2B20111.jpg" style="cursor: pointer; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 400px;" /&gt;&lt;/a&gt;Sobran las palabras.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/35059477-4457859618750548211?l=tom-historiadelarte.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://tom-historiadelarte.blogspot.com/feeds/4457859618750548211/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=35059477&amp;postID=4457859618750548211&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/35059477/posts/default/4457859618750548211'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/35059477/posts/default/4457859618750548211'/><link rel='alternate' type='text/html' href='http://tom-historiadelarte.blogspot.com/2011/01/giotto-di-bandone.html' title='GIOTTO DI BANDONE'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/_GyVE4dH43Ww/TTR3n1Xgt0I/AAAAAAAACG8/Zu5oRUdO3bU/s72-c/GIOTTO%2BDI%2BBANDONE%2B2011.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-35059477.post-2829859688995513887</id><published>2012-01-13T17:43:00.000+01:00</published><updated>2012-01-13T17:43:39.764+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='PRIMITIVOS ITALIANOS'/><title type='text'>LA PINTURA GÓTICA</title><content type='html'>&lt;object height="344" width="425"&gt;&lt;param name="movie" value="http://www.youtube.com/v/Ol3JDyD4UF4&amp;amp;hl=es&amp;amp;fs=1"&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;param name="allowscriptaccess" value="always"&gt;&lt;embed src="http://www.youtube.com/v/Ol3JDyD4UF4&amp;amp;hl=es&amp;amp;fs=1" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" height="344" width="425"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;&lt;br /&gt;Un corto, pero intenso video, sobre la evolución de la pintura gótica italiana. Atentos a la obra del gran maestro italiano Giotto, el verdadero revolucionario de la pintura bajomedieval italina.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/35059477-2829859688995513887?l=tom-historiadelarte.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://tom-historiadelarte.blogspot.com/feeds/2829859688995513887/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=35059477&amp;postID=2829859688995513887&amp;isPopup=true' title='8 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/35059477/posts/default/2829859688995513887'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/35059477/posts/default/2829859688995513887'/><link rel='alternate' type='text/html' href='http://tom-historiadelarte.blogspot.com/2009/01/la-pintura-gtica.html' title='LA PINTURA GÓTICA'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>8</thr:total></entry><entry><id>tag:blogger.com,1999:blog-35059477.post-5647610267775573683</id><published>2012-01-13T17:42:00.001+01:00</published><updated>2012-01-13T17:42:29.977+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ARTE GÓTICO'/><title type='text'>ESQUEMAS VISUALES SOBRE LA PINTURA GÓTICA</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-eZMRCu8jtyI/TxBebDJfXJI/AAAAAAAACds/RNLT6Z45-1c/s1600/LA+PINTURA+GO%25CC%2581TICA++GENERALIDADES3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://3.bp.blogspot.com/-eZMRCu8jtyI/TxBebDJfXJI/AAAAAAAACds/RNLT6Z45-1c/s320/LA+PINTURA+GO%25CC%2581TICA++GENERALIDADES3.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-0ltBhw_D_As/TxBecaQynyI/AAAAAAAACd0/KstimKYOMmE/s1600/LA+PINTURA+GO%25CC%2581TICA++GENERALIDADES+2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://4.bp.blogspot.com/-0ltBhw_D_As/TxBecaQynyI/AAAAAAAACd0/KstimKYOMmE/s320/LA+PINTURA+GO%25CC%2581TICA++GENERALIDADES+2.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-xiRnzMqafh0/TxBedf9gVbI/AAAAAAAACd8/YTa8Z-c2RLg/s1600/LA+PINTURA+GO%25CC%2581TICA++GENERALIDADES.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://2.bp.blogspot.com/-xiRnzMqafh0/TxBedf9gVbI/AAAAAAAACd8/YTa8Z-c2RLg/s320/LA+PINTURA+GO%25CC%2581TICA++GENERALIDADES.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Una vez examinadas las características generales de la pintura gótica y las principales novedades que presenta respecto a la pintura románica, ha llegado el momento de "verlas" en una o varias obras concretas; por todo ello, no dejes de hacer los comentarios propuestos en la entrada anterior.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/35059477-5647610267775573683?l=tom-historiadelarte.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://tom-historiadelarte.blogspot.com/feeds/5647610267775573683/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=35059477&amp;postID=5647610267775573683&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/35059477/posts/default/5647610267775573683'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/35059477/posts/default/5647610267775573683'/><link rel='alternate' type='text/html' href='http://tom-historiadelarte.blogspot.com/2012/01/esquemas-visuales-sobre-la-pintura.html' title='ESQUEMAS VISUALES SOBRE LA PINTURA GÓTICA'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-eZMRCu8jtyI/TxBebDJfXJI/AAAAAAAACds/RNLT6Z45-1c/s72-c/LA+PINTURA+GO%25CC%2581TICA++GENERALIDADES3.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-35059477.post-5513445143081728202</id><published>2012-01-13T12:27:00.001+01:00</published><updated>2012-01-13T12:27:28.545+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ACTIVIDADES 2011-12'/><title type='text'>ACTIVIDADES SOBRE LA PINTURA GÓTICA</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-E-FgHr3aFg0/TxAVC6_x5dI/AAAAAAAACdk/JUfOpz_aesQ/s1600/LA+PINTURA+G%25C3%2593TICA++actividades.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://2.bp.blogspot.com/-E-FgHr3aFg0/TxAVC6_x5dI/AAAAAAAACdk/JUfOpz_aesQ/s320/LA+PINTURA+G%25C3%2593TICA++actividades.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/35059477-5513445143081728202?l=tom-historiadelarte.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://tom-historiadelarte.blogspot.com/feeds/5513445143081728202/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=35059477&amp;postID=5513445143081728202&amp;isPopup=true' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/35059477/posts/default/5513445143081728202'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/35059477/posts/default/5513445143081728202'/><link rel='alternate' type='text/html' href='http://tom-historiadelarte.blogspot.com/2012/01/actividades-sobre-la-pintura-gotica.html' title='ACTIVIDADES SOBRE LA PINTURA GÓTICA'/><author><name>TOMPEREZ</name><uri>http://www.blogger.com/profile/07348414359754442889</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-E-FgHr3aFg0/TxAVC6_x5dI/AAAAAAAACdk/JUfOpz_aesQ/s72-c/LA+PINTURA+G%25C3%2593TICA++actividades.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-35059477.post-7516119836904198163</id><published>2012-01-13T09:36:00.000+01:00</published><updated>2012-01-13T09:47:13.576+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='LA PARTE POR EL TODO 2011-12'/><title type='text'>LA PARTE POR EL TODO 10</title><content type='html'>&amp;nbsp;&lt;img alt="" src="data:image/png;base64,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
