<?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-5357880801358495252</id><updated>2012-02-01T14:21:38.754+01:00</updated><category term='Fabre-Garrus'/><category term='Celibidache'/><category term='Rattle'/><category term='Daniels'/><category term='Hogwood'/><category term='Wispelwey'/><category term='Norman'/><category term='Bilson'/><category term='Panzera'/><category term='Asperen'/><category term='Karajan'/><category term='Mitropoulos'/><category term='Boulez'/><category term='Reiner'/><category term='Rogg'/><category term='Schumann'/><category term='Bylsma'/><category term='Fischer-Dieskau'/><category term='Gulda'/><category 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Dam'/><category term='Leinsdorf'/><category term='Abbado'/><category term='Hantai'/><category term='Parrott'/><category term='Immerseel'/><category term='Spinosi'/><category term='Willcocks'/><category term='Britten'/><category term='Goerne'/><category term='Argenta'/><category term='Purcell'/><category term='Maazel'/><category term='Scholl'/><category term='Klemperer'/><category term='Puyana'/><category term='Tosca'/><category term='Wunderlich'/><category term='Leonhardt'/><category term='Bernstein'/><category term='Brüggen'/><category term='Braojos'/><category term='Rodrigo'/><category term='Dido y Eneas'/><category term='Serkin'/><category term='Fricsay'/><category term='Huggett'/><category term='Pinnock'/><category term='Talich'/><category term='Frisch'/><category term='Rousset'/><category term='Studer'/><category term='Haitink'/><category term='Ravel'/><category term='Chance'/><category term='Janis'/><category term='Kirkpatrick'/><category term='Alain'/><category term='Della Casa'/><category term='Cleobury'/><category term='Currentzis'/><category term='Walcha'/><category term='Fabritiis'/><category term='Antonini'/><category term='Sabata'/><category term='Cluytens'/><category term='Horenstein'/><category term='Isokoski'/><category term='Martinon'/><category term='Tallis'/><category term='Schwarzkopf'/><category term='Ansermet'/><category term='Levine'/><category term='Hampson'/><category term='François'/><category term='Mahler'/><category term='Corelli'/><category term='Suite nº1 cello'/><category term='Lesne'/><category term='Maier'/><category term='Ogg'/><category term='Equilbey'/><category term='Manze'/><category term='Knappertsbusch'/><category term='Preston'/><category term='Soler'/><category term='Zimerman'/><category term='Vivaldi'/><category term='Fandango'/><category term='Lewis'/><category term='Koussevitzky'/><category term='Beyer'/><category term='Pictures at an exhibition'/><category term='Velardi'/><category term='Barbirolli'/><category term='Mengelberg'/><category term='Rubinstein'/><category term='Busch'/><category term='Banchini'/><category term='Haskil'/><category term='Puccini'/><category term='Mingardo'/><category term='Baumgartner'/><category term='Szell'/><category term='Belder'/><category term='Richter K'/><category term='Casals'/><category term='Pletnev'/><category term='Allegri'/><category term='Michelangeli'/><category term='I Musici'/><category term='Stabat Mater'/><category term='Pierot'/><category term='Zacharias'/><category term='Colomer'/><category term='Herreweghe'/><category term='Beschi'/><category term='Koopman'/><category term='Fournier'/><category term='Mozart'/><category term='Jansons'/><category term='Hurford'/><category term='Boulanger'/><category term='Ancerl'/><category term='Schreier'/><category term='Brahms'/><category term='Giulini'/><category term='Mehta'/><category term='Siranossian'/><category term='Pandolfo'/><category term='Kubelik'/><category term='Bostridge'/><category term='Fauré'/><category term='Ma'/><category term='Mravinsky'/><category term='Mackerras'/><category term='Strauss'/><category term='Janowitz'/><category term='Rostropovich'/><category term='Beznosiuk'/><category term='Tchaikovsky'/><category term='Flagstad'/><title type='text'>Ipromesisposi</title><subtitle type='html'>Comprender la diferencia en lugar de combatirla</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://ipromesisposi.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5357880801358495252/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://ipromesisposi.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>ipromesisposi</name><uri>http://www.blogger.com/profile/09356673178960485145</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='http://2.bp.blogspot.com/_nqZ8f14p6KQ/SYwFZ1sENHI/AAAAAAAAAAM/N02jmdu0AI8/S220/1+el+curioso.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>28</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-5357880801358495252.post-2298577111049364780</id><published>2012-01-26T12:06:00.000+01:00</published><updated>2012-01-30T07:48:06.668+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Pretre'/><category scheme='http://www.blogger.com/atom/ns#' term='Rescigno'/><category scheme='http://www.blogger.com/atom/ns#' term='Sabata'/><category scheme='http://www.blogger.com/atom/ns#' term='Fabritiis'/><category scheme='http://www.blogger.com/atom/ns#' term='Puccini'/><category scheme='http://www.blogger.com/atom/ns#' term='Pappano'/><category scheme='http://www.blogger.com/atom/ns#' term='Leinsdorf'/><category scheme='http://www.blogger.com/atom/ns#' term='Karajan'/><category scheme='http://www.blogger.com/atom/ns#' term='Mitropoulos'/><category scheme='http://www.blogger.com/atom/ns#' term='Maazel'/><category scheme='http://www.blogger.com/atom/ns#' term='Davis'/><category scheme='http://www.blogger.com/atom/ns#' term='Mehta'/><category scheme='http://www.blogger.com/atom/ns#' term='Tosca'/><title type='text'>Puccini: Tosca</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;“&lt;i&gt;El ambiente de &lt;/i&gt;Tosca &lt;i&gt;no es ni romántico ni lírico, sino apasionado, penoso y oscuro… de miserables y mezquinos personajes, héroes decididos y valerosos. Con &lt;/i&gt;Tosca &lt;i&gt;queremos exacerbar el espíritu justiciero del hombre y fatigar sus nervios. Hasta ahora hemos sido tiernos; ahora vamos a ser crueles&lt;/i&gt;”: Así definió Giacomo Puccini a su nueva criatura (1899), fruto de la contradicción que supone por un lado el despertar de la conciencia contra el opresor político y por otro de la intrínseca glorificación imperialista de un mundo burgués cuyo producto es esta perfecta unión de melodrama erótico y realidad sádica, a lo largo de 24 horas en la vida de una mujer. Tras un preludio de violentas y llameantes armonías, dulces líneas fluyen por el paisaje, caldeando una tumultuosa continuidad musical de singular belleza, acomodándose a la palabra y a la escena con pompa sombría y fuerza diabólica, donde desfilan la mentira, la duplicidad, la traición, el engaño. Son esas pequeñas cosas (“&lt;i&gt;piccole cose&lt;/i&gt;”, que decía Puccini) que hacen creíble esta cumbre del verismo: El hombre (la mujer) es una criatura de instintos.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-G3EQ-WXJkiA/Tx_Wis1Z2xI/AAAAAAAAAmo/wy_hV2hXEbM/s1600/1899+libreto.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://3.bp.blogspot.com/-G3EQ-WXJkiA/Tx_Wis1Z2xI/AAAAAAAAAmo/wy_hV2hXEbM/s1600/1899+libreto.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="https://www.rapidshare.com/files/2721605494/Puccini_Tosca_Partitura_y_libreto.rar"&gt;https://www.rapidshare.com/files/2721605494/Puccini_Tosca_Partitura_y_libreto.rar&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Las cálidas noches de julio en la Roma de 1938 se conmocionaron ante la extravagante producción de &lt;i&gt;Aida &lt;/i&gt;en las Termas de Caracalla, al aire libre, ante 20.ooo personas, y que incluía desfile de elefantes. Entre estas representaciones (su agenda estaba repleta de conciertos, óperas y películas) encajó el &lt;i&gt;superstar &lt;/i&gt;Beniamino Gigli, a ratos, su grabación de &lt;i&gt;Tosca&lt;/i&gt;. La dirección musical fue obtenida por el novato Oliveiro de Fabritiis, que gracias a sus contactos con el alcalde romano consiguió permiso para usar durante una semana el Teatro Real, plazo que transcurrió confortablemente hasta que, en la tercera sesión, la soprano se desmayó colapsada. Con el límite de tiempo medio transcurrido era forzoso buscar otra cantante. Gigli se lanzó en un taxi hacia el hotel donde se alojaba Maria Caniglia, la sacó literalmente de la cama y la puso delante del micrófono: su Tosca tiene mayor temperamento que perfección vocal, una interpretación vívida dentro de la tradición verista, estridente y enfática. No obstante, la figura que domina el registro es la de Gigli: su instrumento ideal y su familiaridad con un personaje que había cantado durante veinte años le proporcionan una humanidad corpórea, una triste sonrisa entre sollozos y terciopelo. Su mágico tono dorado (que le permitió debutar en la ópera de incógnito, disfrazado de soprano, con falda y corsé), el ataque perfecto, el innato falsete, la dicción cristalina, hacen perdonar su no siempre contenido entusiasmo expresivo (es decir, su indiferencia a las minuciosas indicaciones de Puccini): oíganse las aspiraciones al comienzo de casi cada frase que mancillan su ejemplar &lt;i&gt;legato&lt;/i&gt;. Armando Borgioli, correcto y limitado, aboceta con su voz firme y rica un villanesco retrato de Scarpia. La Orchestra del Teatro Reale dell'Opera di Roma se sumerje sin rubor en los elementos más melodramáticos de la partitura. La edición de Arkadia no esconde la temprana grabación eléctrica o el leve chisporreteo de las pizarras, dando primacía a las voces en relación a una orquesta de pobre tímbrica. Quizá la fascinación viene de la memoria y no puede ser percibida por los sentidos.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-MjAh1w9b59U/Tx_Wm3jLdVI/AAAAAAAAAmw/OCJbgyn8wi4/s1600/Fabritiis.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://1.bp.blogspot.com/-MjAh1w9b59U/Tx_Wm3jLdVI/AAAAAAAAAmw/OCJbgyn8wi4/s1600/Fabritiis.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="https://www.rapidshare.com/files/2622679057/Puccini_Tosca_De_Fabritiis.rar"&gt;https://www.rapidshare.com/files/2622679057/Puccini_Tosca_De_Fabritiis.rar&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; font-size: small;"&gt;Victor De Sabata exhala toda la dimensión oscura y trágica de la obra, aherrojada por una hipnótica Maria Callas de seductor colorido y refinamiento histriónico, intuitiva en su osado vocalismo (a pesar de la voz desigual), escupiendo malévola veneno ante un inexorable Scarpia (Tito Gobbi) que ordena a base de susurros serpentinos y gañe truculento y repugnante. Di Stefano frasea con naturalidad ardiente y desesperada sobre la magnífica orquesta del Teatro alla Scala de Milan (1953). La gloria mítica de este registro ha de repartirse pues, entre los contrastados timbres vocales, el perfeccionista director que supo emplear cada trazo melódico, cada pulso rítmico y cada matiz armónico para construir el arco dramático y mantener el suspense, y el productor Walter Legge, al que el anterior dejó las kilométricas cintas master con una nota de despedida: “&lt;i&gt;My work is finished. We are both artists. I give you this casket of uncut jewels and leave it entirely to you to make a crown worthy of Puccini and my work&lt;/i&gt;”. Ríos de tinta se han escrito sobre las sucesivas reediciones de este prodigio; nosotros preferimos el mayor cuerpo y profundidad de la de EMI -algo reverberante en perjuicio de la claridad vocal- al rango dinámico restringido de la de Naxos, realizada a partir de impecables vinilos de época, y corrigiendo los presuntos desajustes de afinación/velocidad.&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-_-6yIBKyWSU/Tx_WstAF7JI/AAAAAAAAAm4/C1t7gVKFzIE/s1600/Sabata+EMI.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://3.bp.blogspot.com/-_-6yIBKyWSU/Tx_WstAF7JI/AAAAAAAAAm4/C1t7gVKFzIE/s1600/Sabata+EMI.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="https://www.rapidshare.com/files/937905450/Puccini_Tosca_Sabata.rar"&gt;https://www.rapidshare.com/files/937905450/Puccini_Tosca_Sabata.rar&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; font-size: small;"&gt;Procedente de la retransmisión de la &lt;i&gt;matinée &lt;/i&gt;febril del 7 de enero de 1956 en la Metropolitan Opera House de New York, nos llega este desmesurado documento en el que Dimitri Mitropoulos cabalga entregado el urgente y dolorido brío orquestal. Sus estudios como percusionista le permiten el sostén rítmico del fraseo a la medida del canto mórbido y cristalino de Renata Tebaldi, con un apuntado toque verista (necesario para traducir el &lt;i&gt;recitato &lt;/i&gt;pucciniano en su adecuada progresión dinámica) siempre dulce de expresión. Su etérea dicción contrasta con la algo tosca de sus acompañantes masculinos: el eficaz Richard Tucker, ferviente, emocional, pero seguro en el &lt;i&gt;legato&lt;/i&gt;; y el Scarpia representado con generosidad por Leonard Warren, más rijoso que perverso. La edición de Frequenz presenta mínimos cortes en un sonido lejano que recoge abundantes ruidos escénicos, aplausos que señalan la aparición de los cantantes en escena (paralizando la acción para desesperación del director griego) o el lanzamiento de flores antes de la caída del telón.&lt;/span&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/-MsAj8nuEgd4/Tx_WydR1T8I/AAAAAAAAAnA/k7pMw9ymcCQ/s1600/cover_1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="268" src="http://2.bp.blogspot.com/-MsAj8nuEgd4/Tx_WydR1T8I/AAAAAAAAAnA/k7pMw9ymcCQ/s320/cover_1.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="https://www.rapidshare.com/files/1949948492/Puccini_Tosca_Mitropoulos.rar"&gt;https://www.rapidshare.com/files/1949948492/Puccini_Tosca_Mitropoulos.rar&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Las excelsas consideraciones vocales de Zinka Milanov y Jussi Björling (sus arias rozan la perfección) no pueden hacernos olvidar su carencia de teatralidad. Tampoco Leonard Warren rebasa una caracterización primitiva del &lt;i&gt;barone Scarpia&lt;/i&gt;. Temprano estéreo (RCA, 1957) que resalta los atriles de la Orquesta del Teatro de la Opera de Roma, conducida con paso fúnebre por Erich Leinsdorf.&lt;/span&gt;&lt;/span&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/-m1YocLgyp0o/Tx_W5Ve0VtI/AAAAAAAAAnI/hiwsJMiCWjY/s1600/Leinsdorf.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://4.bp.blogspot.com/-m1YocLgyp0o/Tx_W5Ve0VtI/AAAAAAAAAnI/hiwsJMiCWjY/s1600/Leinsdorf.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="https://www.rapidshare.com/files/3278387374/Puccini_Tosca_Leinsdorf.rar"&gt;https://www.rapidshare.com/files/3278387374/Puccini_Tosca_Leinsdorf.rar&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Herbert von Karajan protagonizó en 1962 uno de sus indiscutibles registros operísticos. En él, Leontyne Price inunda con su opulento tono oscuro una Tosca que va fraseando desde el atractivo erótico hasta la extenuación agónica; su timbre empasta perfectamente con el de Giuseppe Di Stefano, que quizá no alcance la lírica gloria juvenil (en la tesitura alta y en el &lt;i&gt;legato&lt;/i&gt;), pero aún recita amorosamente gentil; Giuseppe Taddei posee una gama tonal y una amplitud expresiva descomunales que articulan tanto el siniestro rubato como la calidez lúbrica. La grabación es de origen Decca, felizmente volcada hacia la orquesta (una refinadísima Filarmónica de Viena), lo que nos permite deleitarnos con la suntuosa paleta pucciniana, constelando la instrumentación (&lt;i&gt;Dammi i colori&lt;/i&gt;) pero sin tapar las voces. Karajan controla con precisión quirúrgica la tensión a partir de unos &lt;i&gt;tempi &lt;/i&gt;épicos y graduales que potencian sutilmente el inquietante drama (Karajan se identificaba con el barón Scarpia, al que otorgaba un carácter central, pintándole noble y orgulloso en su villanía); sin embargo es capaz de dar amplia libertad siguiendo a los cantantes. El añadido de efectos escénicos tan del aprecio del productor John Culshaw (puertas, campanas, cadenas, disparos… algunos de ellos reclamados en la partitura) enriquecen la ya excelente panorámica, diáfana, atmosférica, de gran presencia, cada una de las voces y de los atriles focalizados (maravillosos detalles en las maderas, en las diversas familias de cuerdas y metales).&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-wMAiGsB2gT0/Tx_XAhbBYkI/AAAAAAAAAnQ/B3JqlBsvoKQ/s1600/Karajan+Legends.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-wMAiGsB2gT0/Tx_XAhbBYkI/AAAAAAAAAnQ/B3JqlBsvoKQ/s1600/Karajan+Legends.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="https://www.rapidshare.com/files/3450906658/Puccini_Tosca_Karajan_1962.rar"&gt;https://www.rapidshare.com/files/3450906658/Puccini_Tosca_Karajan_1962.rar&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;La postrera Maria Callas, sin poseer ya (¿nunca?) ni el esmalte ni la sensualidad adecuados, dominaba a la perfeccción el relieve teatral, con su característico enfoque freudiano iluminando el recitativo pucciniano: “&lt;i&gt;Sé que para transmitir el efecto dramático he de producir sonidos que no son bellos. Pero no importa que resulten feos mientras sean auténticos&lt;/i&gt;”. Esta exigencia compulsiva se refleja especular en el incluso más interiorizado Scarpia de Gobbi, capaz de moldear su tono desde la lascivia íntima hasta la amenaza sádica. Carlo Bergonzi sortea como puede (elocuente, elegante, deliciosamente) el embate entre las dos naturalezas que se le disputan, y Georges Prêtre maneja relajadamente la Orquesta del Conservatorio de París. Un disco inimitable (EMI, 1965).&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-34dWXMp9OGw/Tx_XE2kJ6PI/AAAAAAAAAnY/OlOibUHQn7M/s1600/Pretre.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://4.bp.blogspot.com/-34dWXMp9OGw/Tx_XE2kJ6PI/AAAAAAAAAnY/OlOibUHQn7M/s1600/Pretre.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="https://www.rapidshare.com/files/4012125679/Puccini_Tosca_Pretre.rar"&gt;https://www.rapidshare.com/files/4012125679/Puccini_Tosca_Pretre.rar&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Lorin Maazel modela incesantemente con sus manos la partitura pucciniana en la que contrasta la rocosa solidez de emisión de Birgit Nilsson, a veces explotando una dinámica wagneriana, con la delicadeza de sus compañeros de reparto, el refinado y flexible Franco Corelli, y el sutilmente matizado Dietrich Fischer-Dieskau (tan elaborado que en ocasiones parece paródico). La orquesta de la Accademia di Santa Cecilia queda retratada en un sonido fabuloso (Decca, 1967).&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-CYeiohFuU-E/Tx_XIY-CckI/AAAAAAAAAng/S-oeHyG61uA/s1600/Maazel.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://3.bp.blogspot.com/-CYeiohFuU-E/Tx_XIY-CckI/AAAAAAAAAng/S-oeHyG61uA/s1600/Maazel.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="https://www.rapidshare.com/files/765404635/Puccini_Tosca_Maazel.rar"&gt;https://www.rapidshare.com/files/765404635/Puccini_Tosca_Maazel.rar&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Mientras Zubin Mehta empuja a la New Philarmonia Orchestra a unos &lt;i&gt;tempi &lt;/i&gt;viscerales, la Tosca de Leontyne Price ha perdido calidez y dulzura, olvidado su italiano, y pretende enfatizar a base de su cazallero registro de pecho; Domingo -en la primera de sus seis (6) grabaciones- canta arrojado y pasional, y Sherrill Milnes recrea un sátiro peligroso y juvenil. El siseo de la cinta es notable y los graves colosales (RCA, 1972).&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-4u-OV6cbcW0/Tx_XKRwWqyI/AAAAAAAAAno/ENc5Up-vu_Q/s1600/Mehta.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://3.bp.blogspot.com/-4u-OV6cbcW0/Tx_XKRwWqyI/AAAAAAAAAno/ENc5Up-vu_Q/s1600/Mehta.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="https://www.rapidshare.com/files/2731742342/Puccini_Tosca_Mehta.rar"&gt;https://www.rapidshare.com/files/2731742342/Puccini_Tosca_Mehta.rar&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;En una obra en la que el exceso es protagonista, la escrupulosa lectura de Colin Davis (1976) al frente de la Royal Opera House parece congeniar sólo a medias. Cierto es que Montserrat Caballé borda musicalmente una petulante Tosca (pero no acierta a evitar caer en un dramatismo que no posee), José Carreras da vida a un Cavaradossi impulsivo y bellamente cantado, e Ingvar Wixell recorta un neurótico perfil de cartón piedra. La reciente edición de Pentatone procede de las legendarias grabaciones que realizó el sello Philips en sistema cuadrafónico durante los años setenta: sonido natural y profundo.&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-XWxYdpfxpes/Tx_XMgmRIAI/AAAAAAAAAnw/4PaR0WVh7-c/s1600/Davis.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-XWxYdpfxpes/Tx_XMgmRIAI/AAAAAAAAAnw/4PaR0WVh7-c/s1600/Davis.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="https://www.rapidshare.com/files/325738463/Puccini_Tosca_Davis.rar"&gt;https://www.rapidshare.com/files/325738463/Puccini_Tosca_Davis.rar&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Versión lírico-ligera la construida alrededor de un Luciano Pavarotti exuberante, que seduce con su maravilloso timbre en flor. Mirella Freni carece del temperamento necesario que tampoco adopta la floja dirección de Nicola Rescigno sobre la National Philharmonic Orchestra. La corpórea toma sonora ayuda al amenazador Scarpia de Sherrill Milnes (Decca, 1978).&lt;/span&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/-NS-sSckbsfk/Tx_XQOg_XuI/AAAAAAAAAn4/2xZ2fHhbcj8/s1600/Rescigno.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://4.bp.blogspot.com/-NS-sSckbsfk/Tx_XQOg_XuI/AAAAAAAAAn4/2xZ2fHhbcj8/s1600/Rescigno.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="https://www.rapidshare.com/files/3280322147/Puccini_Tosca_Rescigno.rar"&gt;https://www.rapidshare.com/files/3280322147/Puccini_Tosca_Rescigno.rar&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;Herbert von Karajan diseñó en 1979 una meticulosa lectura sinfónica donde la Berliner Philharmoniker brilla audazmente en su gloria, añadiendo a regañadientes a los cantantes por aquello del contraste armónico: un trío protagonista que no rivaliza seriamente con los anteriores, aunque Katia Ricciarelli erige una Tosca vulnerable, capaz de alargar bellamente los &lt;i&gt;pianissimi&lt;/i&gt;, José Carreras canta un pulido y escasamente heroico Cavaradossi, y Ruggero Raimondi, dada su oscura tesitura de bajo, pelea con su rol desde un comienzo suave y viperino hasta lo ominoso en su ostinato en el &lt;i&gt;Te Deum&lt;/i&gt;. Grabación espaciosa y de enorme amplitud dinámica (DG), de esas que adoran mis vecinos.&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/-In-FQRqBKxc/Tx_XSIPY52I/AAAAAAAAAoA/0LF8z5Hsa4M/s1600/Karajan+1979.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://4.bp.blogspot.com/-In-FQRqBKxc/Tx_XSIPY52I/AAAAAAAAAoA/0LF8z5Hsa4M/s1600/Karajan+1979.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="https://www.rapidshare.com/files/3235052612/Puccini_Tosca_Karajan_1979.rar"&gt;https://www.rapidshare.com/files/3235052612/Puccini_Tosca_Karajan_1979.rar&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;Concebida como banda sonora para una abigarrada película, la última grabación de EMI (2000) destaca por la excitante aportación de Antonio Papano junto a la Orchestra of the Royal Opera House. Mientras la magnética Angela Gheorghiu luce su abultado sentido del drama, Roberto Alagna es más genérico, menos tallado, forzando en ocasiones el instrumento, e incomprensiblemente engolando la voz en “&lt;i&gt;E lucevan le stelle&lt;/i&gt;” (¡qué miedo!). Ruggero Raimomdi asegura la teatralidad pero retiene poca autoridad vocal. La estupenda grabación exfolia las disonancias blandas.&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-g8rR2ZFF4cM/Tx_XVaZ4AJI/AAAAAAAAAoI/1NGU6TnKK-A/s1600/Pappano.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://3.bp.blogspot.com/-g8rR2ZFF4cM/Tx_XVaZ4AJI/AAAAAAAAAoI/1NGU6TnKK-A/s1600/Pappano.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="https://www.rapidshare.com/files/809294479/Puccini_Tosca_Pappano.rar"&gt;https://www.rapidshare.com/files/809294479/Puccini_Tosca_Pappano.rar&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5357880801358495252-2298577111049364780?l=ipromesisposi.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ipromesisposi.blogspot.com/feeds/2298577111049364780/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5357880801358495252&amp;postID=2298577111049364780&amp;isPopup=true' title='8 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5357880801358495252/posts/default/2298577111049364780'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5357880801358495252/posts/default/2298577111049364780'/><link rel='alternate' type='text/html' href='http://ipromesisposi.blogspot.com/2012/01/puccini-tosca.html' title='Puccini: Tosca'/><author><name>ipromesisposi</name><uri>http://www.blogger.com/profile/09356673178960485145</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='http://2.bp.blogspot.com/_nqZ8f14p6KQ/SYwFZ1sENHI/AAAAAAAAAAM/N02jmdu0AI8/S220/1+el+curioso.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-G3EQ-WXJkiA/Tx_Wis1Z2xI/AAAAAAAAAmo/wy_hV2hXEbM/s72-c/1899+libreto.jpg' height='72' width='72'/><thr:total>8</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5357880801358495252.post-3359801511844039112</id><published>2011-11-29T11:50:00.001+01:00</published><updated>2012-01-26T12:39:31.489+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Knappertsbusch'/><category scheme='http://www.blogger.com/atom/ns#' term='Karajan'/><category scheme='http://www.blogger.com/atom/ns#' term='Wagner'/><category scheme='http://www.blogger.com/atom/ns#' term='Szell'/><category scheme='http://www.blogger.com/atom/ns#' term='Klemperer'/><category scheme='http://www.blogger.com/atom/ns#' term='Celibidache'/><category scheme='http://www.blogger.com/atom/ns#' term='Barenboim'/><category scheme='http://www.blogger.com/atom/ns#' term='Furtwängler'/><category scheme='http://www.blogger.com/atom/ns#' term='Thielemann'/><category scheme='http://www.blogger.com/atom/ns#' term='Toscanini'/><title type='text'>Wagner: Prelude &amp; Liebestod de Tristan und Isolde</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Richard Wagner completó &lt;i&gt;Tristán e Isolda&lt;/i&gt; en 1859, pero no fue hasta seis años después cuando recibió su primera representación. Así pues, en el interín el autor concibió, de manera pragmática y &lt;i&gt;alimenticia&lt;/i&gt;, un extracto de concierto conocido como Preludio y Liebestod, apertura y conclusión de la ópera, y que representa una síntesis de su contenido dramático y musical.&lt;/span&gt;&lt;br style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;" /&gt;&lt;br style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;" /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Obra radical, especialmente en su tratamiento de la armonía cromática -que tanto irritó, confundió y causó incomprensión en sus primeras audiciones: “&lt;i&gt;He leido el preludio una y otra vez, lo he escuchado con la concentración más absoluta, y debo admitir que no tengo la más remota idea de su significado&lt;/i&gt;” (Berlioz)-, cambió irreversiblemente el curso de la historia musical. Su mismo inicio es una fabulosa progresión en dos procesos: Primero, el rehuse a alcanzar la cadencia y así establecer una clave que suponga un respiro, una consumación esencial; segundo, la impredecible y tan querida por Wagner ambiguedad armónica.&lt;/span&gt;&lt;br style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;" /&gt;&lt;br style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;" /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;La línea inicial de cuatro notas en los cellos está destinada a representar la noción del &lt;i&gt;lamento&lt;/i&gt;, a la que se une el acorde del &lt;i&gt;deseo &lt;/i&gt;tristanesco, en la que dos oboes atacan la frase pero sólo uno la acaba. La armonía viene dada por la presencia del corno inglés y el fagot, con un toque adicional de color en la superposición del clarinete, que ilustra el extremo cuidado del detalle instrumental como medio para el pensamiento dramático de Wagner, que vacila, dolorosamente cromático, en la atracción sexual. La orquesta progresa en intensidad, vibrante de promesas, para romper en el más conmovedor rechazo a cadenciar…&lt;/span&gt;&lt;br style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;" /&gt;&lt;br style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;" /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;El segundo grupo temático se inicia con una amplia y poética melodía adscrita a las maderas, cálida y palpitante, que cambia de armonía en cada &lt;i&gt;pizzicatto&lt;/i&gt;. Nada de esto conduce a la estabilidad, nunca alcanzamos la firme conclusión de la exposición clásica en el establecimiento de una nueva clave. Wagner está expresando la psicología del amor como una obsesión que no alcanzará consumación terrenal. El fin de la sección marca un lugar de descanso temporal, que lenta y repetidamente insiste en su rumbo ambiguo. La gran paradoja es que esta armonía inestable comienza a ser comprendida como una alternativa a la cadencia tradicional.&lt;/span&gt;&lt;br style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;" /&gt;&lt;br style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;" /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Desorientación, frustración, a partir de ahora el desarrollo será aún de mayor complejidad armónica y emocional, las texturas más densas y ansiosas, el contrapunto creciente bajo la superficie, cada línea vibrando con nueva intensidad en busca de liberación de sus propias inflexiones melódicas. Con la aparición de los metales emerge un nuevo impulso, oscureciendo la textura de la remembranza de los compases iniciales. Las enfebrecidas cuerdas al frente y la sombría armonía al fondo son dos mundos de emociones en colisión, una descomunal disputa sinfónica, ya ominosamente evidente sin resolución convencional. Tras el inmutable y extremo anhelo de los metales de &lt;i&gt;si&lt;/i&gt; mayor la orquesta retorna patéticamente a una sugestión de &lt;i&gt;la &lt;/i&gt;menor: la ambiguedad del acorde seminal permanece y la cadencia es definitivamente rechazada. El clímax ha sido meramente una ilusión y el trayecto erótico y espiritual nos devuelve al punto de partida.&lt;/span&gt;&lt;br style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;" /&gt;&lt;br style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;" /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Para la representación en concierto Wagner añadió la escena final de la ópera, simplemente suprimiendo la línea vocal de Isolda. Aquí estamos en un escenario armónico transfigurado, de mayor calma, en el que la orquesta posee un carácter dramático propio, cual coro griego. El tema, que es brevemente susurrado en secuencia por las maderas punteado por suaves acordes en los trombones, pronto se ve embozado en una espectral textura de &lt;i&gt;tremolandi &lt;/i&gt;en las cuerdas. La melodía refleja los temas del &lt;i&gt;lamento &lt;/i&gt;y el &lt;i&gt;deseo &lt;/i&gt;del Preludio, pero integrados mágicamente en un paisaje armónico radiante; la agonía ha sido trascendida y la alegría ve la luz. La combinación de vientos, cuerdas y elaborados arpegios en las arpas genera una espiritualidad ingrávida.&lt;/span&gt;&lt;br style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;" /&gt;&lt;br style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;" /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;El tema se desliza por una serie de variaciones en una intrincada espiral, donde cada fin de frase es interrumpido por el siguiente, en cortos patrones de progresiva urgencia que se van elevando en la luminosa sonoridad orquestal, metales y maderas graves alternándose en el soporte armónico y desplegando colorido y vitalidad, en oleadas embriagadoras, reiterando las células musicales pero sin llegar a escuchar la última nota, aumentando la altura tonal en un monumental &lt;i&gt;crescendo&lt;/i&gt;……. La sensación se desvanece y la melodía se hunde en la región grave.&amp;nbsp; Sólo entonces, sobre el telón, la tensión es resuelta en un triunfante acorde de si mayor, permitiendo el descanso y la cadencia (tras cuatro horas de música en la ópera completa). Personas que han participado del rito en la colina sagrada me han confesado que buena parte del público rompe a llorar en puro arrobamiento.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-zEOqMyClFNA/TtdJfvSUvoI/AAAAAAAAAmg/zxCVdSbdEQI/s1600/Score.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="219" src="http://1.bp.blogspot.com/-zEOqMyClFNA/TtdJfvSUvoI/AAAAAAAAAmg/zxCVdSbdEQI/s320/Score.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="https://www.rapidshare.com/files/1651641705/Wagner_Tristan_Score.rar"&gt;Partitura - Score&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Cuando el ejército soviético entró en Berlín confiscó en calidad de botín de guerra las primitivas cintas magnetofónicas que atesoraban los conciertos dirigidos por Wilhelm Furtwängler durante la contienda. No fue hasta 1991 que esas cintas originales, grabadas a unos asombrosos 77 cm/s, fueron devueltas a Alemania. De ellas se inicia el trabajo de restauración de Tahra: partiendo de un sonido seco pero fresco, ligeramente estridente, capturado por un solo micrófono omnidireccional colgado sobre el podium que recogió la resonancia de la sala (junto a las inevitables expectoraciones del público), en una ejemplar mutua interacción del acto de creación-recepción: Entre el 8 y el 11 de noviembre de 1942 la Philharmonie acogió un masivo acto de fe de utopía cultural que finalizaba con el Preludio y Liebestod de &lt;i&gt;Tristán e Isolda&lt;/i&gt;. El Wagner de Furtwängler es único por su intensidad hipnótica, su sentido único del misterio conseguido fundiendo texturas, dibujando largas y fluidas líneas sin segmentar por pulsos o líneas de compás, a la vez profundamente trágico y apasionadamente erótico, de tan torturada incandescencia física como fervor espiritual, urgencia visionaria, intensidad alucinada, poso cultural. Si el filósofo preparaba los ensayos, el poeta conducía el concierto: la violenta tensión es intolerable por momentos, impredecible en las libertades musicales cuando la estructura de la obra lo requiere (“&lt;i&gt;la partitura sólo es una guía imperfecta a las verdaderas intenciones del compositor&lt;/i&gt;”). Por su parte, la orquesta lo sigue hechizada: las continuas amenazas del Partido de disolver la Philharmoniker y entregar a sus miembros al ejército, hacían que éstos tocaran cada concierto como si fuera el último. El devastador timbal en el clímax parece reproducir la exacta coetánea aniquilación del 6º Ejército Alemán en Stalingrado.&lt;/span&gt;&lt;/span&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/-sZGKrHk0n6Y/TtS5VwJ_riI/AAAAAAAAAlY/eZLbXHyKNx0/s1600/furtwangler_archives_de_guerre_1942_1945.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="279" src="http://2.bp.blogspot.com/-sZGKrHk0n6Y/TtS5VwJ_riI/AAAAAAAAAlY/eZLbXHyKNx0/s320/furtwangler_archives_de_guerre_1942_1945.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="https://www.rapidshare.com/files/3571621152/Wagner_Tristan_All_versions.rar"&gt;Todas las versiones comentadas - All versions&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Resulta curioso que, a lo largo de las carreras de los dos más grandes maestros de la primera mitad del siglo XX, éstos reflejaran el mismo fundamental respeto (a regañadientes) que Tchaikovsky y Wagner, malinterprentado similarmente sus respectivas posturas interpretativas. El &lt;i&gt;Maestro &lt;/i&gt;programó un concierto monográfico Wagner en el cénit de la guerra (28 de noviembre de 1943), mostrando su determinación de que el Partido Nacionalsocialista no se apropiara de los clásicos alemanes. Comienza comedido, seco, cortante, pero su abrasadora concepción latina crece con inercia inexorable hacia el clímax, plena de dinamismo y poder galvánico (no en el &lt;i&gt;tempo&lt;/i&gt;, sino en la tensión interna), sin que la sonoridad limpia y magra, de articulación diáfana y precisión rítmica, oculten la ternura y la pasión parmesanas. El nivel de la disciplinada NBC Symphony Orchestra no era comparable a Berlín o Viena y sus metales tienden al sonido grueso e irregular. Milagrosa restauración realizada por Pristine Audio a partir de unos acetatos de inusual calidad, que recrea un natural y estable ambiente, de profundidad y lustre palpables, sin asomo de interferencias de radio ni ruidos de superficie. Y es que, como dijo Gustav Mahler a Bruno Walter tras escuchar a Toscanini una representación de Tristán en Nueva York en 1909: “&lt;i&gt;Dirige de un modo completamente diferente al nuestro pero, a su manera, magnífico&lt;/i&gt;”.&lt;/span&gt;&lt;/span&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/-x2pYXcq4Vqk/TtS5buyiMbI/AAAAAAAAAlg/W2Bi0FJsiI0/s1600/Toscanini.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://4.bp.blogspot.com/-x2pYXcq4Vqk/TtS5buyiMbI/AAAAAAAAAlg/W2Bi0FJsiI0/s1600/Toscanini.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Pocos directores han estado tan implicados en su profesión como Otto Klemperer con Wagner: comenzó su carrera en la Opera de Praga en 1907, en un teatro con una magna tradición (Mahler, Nikisch); con 29 años ya había dirigido todas sus óperas. En Berlín, su original tratamiento del repertorio convencional y la continua inclusión de música contemporánea elevó una violenta polémica: tras una producción de &lt;i&gt;Tannhauser &lt;/i&gt;con Hitler entre el público, su contrato fue sumariamente cancelado y hubo de huir a Suiza. Wieland Wagner, el nietísimo: “&lt;i&gt;me mostró, por primera vez, como podía sonar Tristán&lt;/i&gt;”: un Tristán profundo, íntegro, de sonoridad pétrea, férreamente objetivo, de construcción no ya sinfónica, sino directamente catedralicia en la exaltación estructuralista por encima de cualquier otra consideración, por su coherente claridad de texturas, su proverbial diferenciación entre las diversas familias orquestales (resaltando sabiamente la colorista y exquisita instrumentación), en las severas gravedad y solidez, en la extrema parquedad en el uso de medios expresivos. El &lt;i&gt;tempo &lt;/i&gt;es pausado, con todo el poderío lírico alcanzado quizá en detrimento del impulso, pero sin sensación de lentitud. La Orchestra Philharmonia suena gloriosa en una espaciosa toma de sonido (EMI, 1960) que propone unas prominentes secciones de maderas, unas feroces cuerdas, unos llameantes metales.&lt;/span&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/-E1ofxx0S66E/TtS5fnyztpI/AAAAAAAAAlo/zy0vlbPKKq0/s1600/Klemperer.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://4.bp.blogspot.com/-E1ofxx0S66E/TtS5fnyztpI/AAAAAAAAAlo/zy0vlbPKKq0/s1600/Klemperer.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;En 1962 Hans Knapperstbusch era una antigualla, el último welsungo. Decca lo había dejado por imposible: su wagneriana comprensión del proceso musical basada en la inspiración del momento hizo imposible su coexistencia con los modernos métodos de grabación que requerían la misma precisión e intensidad toma tras toma; su negativa a los ensayos “&lt;i&gt;Ustedes se saben la obra, yo también, así pues, nos veremos en el concierto&lt;/i&gt;”, sus peculiares sesiones de grabación (de un tirón, sin repeticiones, ni reescuchas en el control) se escenifican en la conocida anécdota: Cuando Kna y Kirsten Flagstad grabaron en Viena un par de fragmentos de &lt;i&gt;La Walkyria&lt;/i&gt; el maestro se extrañó cuando anunciaron que disponía de tres horas para registrar unos quince minutos de música: "&lt;i&gt;¿Tres horas? ¿Qué vamos a hacer con todo el tiempo sobrante?" a lo que el productor respondió que ya harían algo y que, además, la soprano podría sentirse tal vez cansada. "¿Cansada? ¿La soprano? ¡Pero si parece un acorazado!&lt;/i&gt;" Estos postulados románticos (de alto riesgo) lo relegaron a compañías discográficas de menor relieve, como Westminster, que pasó por Munich para grabar a la Filarmónica, de la Knappertsbusch que había sido director desde 1922. Si Furtwangler creó la lectura metafísica de Tristán, Knappertsbusch es más impulsivo e improvisatorio, su instinto basado en la fe absoluta en la obra, cual servidor-celebrante sacerdotal al frente de una comunidad de creyentes, con un concepto del concierto como reunión de músicos haciendo música &lt;i&gt;a primera vista&lt;/i&gt;. A cambio logra una tensión singular basada en la seguridad que imponía su aristocrática autoridad natural, siempre atenta a la forja narrativa (el &lt;i&gt;leitmotiv&lt;/i&gt;, microestructura del relato dramático va formando la macroestructura con toda su carga de inestabilidad temporal dentro de un fluido constante, articulado, flexible, y respirado con elástica tranquilidad), a la calidez y presencia de los instrumentos de viento que otorgan su tonalidad densa y oscura, al equilibrado y transparente discurso sonoro. Profundos &lt;i&gt;pizzicatti &lt;/i&gt;como latidos, metales llevados al límite, robustez de los timbales, arpas encantadas.&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-xjMK9f_cxT4/TtS5nP5HGUI/AAAAAAAAAlw/Ca-UiBVsndU/s1600/Knappertsbusch.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://1.bp.blogspot.com/-xjMK9f_cxT4/TtS5nP5HGUI/AAAAAAAAAlw/Ca-UiBVsndU/s1600/Knappertsbusch.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Tras la muerte de Knappertsbusch se extingue irremediablemente una tradición artesana basada en la espontaneidad que arrancaba del propio Wagner: en su libro sobre conducción de orquestas habla sobre la necesaria flexibilidad del melos capaz de expresar el contenido inherente dentro de cada célula musical, pero sin llegar nunca a seccionar el caudal armónico. Y después ¿qué tenemos? &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Tenemos a George Szell al frente de una fiera Cleveland Orchestra (Sony, 1962): refulgente, de implacable perfección mecánica (otra evidencia de resultados a largo plazo), sin una pizca de sentimentalidad, vigorosa y clara; de agudos acerados. La mezcla de múltiples micrófonos resalta el detalle pero enjuaga el ambiente atmósferico.&lt;/span&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/-aLgP7tfUmNk/TtS5qdIYGPI/AAAAAAAAAl4/w7f3M1lI-LY/s1600/Szell.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-aLgP7tfUmNk/TtS5qdIYGPI/AAAAAAAAAl4/w7f3M1lI-LY/s1600/Szell.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;"&lt;i&gt;¿Usted tendría interés en ver la partitura que empleaba Mahler cuando dirigía Tristán?", Bueno, menuda pregunta, le dije que claro que sí, que enseguida, y yo pensaba que me iba a encontrar ahí los secretos interpretativos de Mahler sobre Wagner: ¡pues nada de eso, lo único que había eran los cambios dinámicos! Pero ahí estaba el secreto, luego me di cuenta: en todos los crescendos. Se lo explico: como usted sabe, todos los compositores anteriores a Mahler anotaron la dinámica verticalmente, o sea, se anota el crescendo para todos los instrumentos a la vez; pero es evidente que si todos los instrumentos inician el crescendo al mismo tiempo, y están los trombones, y los timbales, pues las violas y la segunda flauta, por ejemplo, no van a tener la menor oportunidad de ser oídas. Claro, forma parte del savoir faire de cada director el saber dosificar la dinámica según los cambios armónicos y los cambios de importancia melódica de los instrumentos. Pero Mahler lo que hace es eso, borra las letras del crescendo de metales o percusión, y los pone más tarde, y si el crescendo es de 8 compases, sólo empieza para estos instrumentos en los dos o tres últimos, y los agrega antes, proceso a la inversa, en el diminuendo, y eso a través de toda la partitura&lt;/i&gt;“. Tenemos al voluntarioso aprendiz de brujo Daniel Barenboim, incansable veraneante en Bayreuth, que intenta aplicar esta antigua y perdida(?) fórmula alquímica de las dinámicas wagnerianas. Orquesta de París (DG, 1982).&lt;/span&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/-aei7STxQ5D0/TtS5x5UAhUI/AAAAAAAAAmA/2-JudYOw7og/s1600/Barenboim2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-aei7STxQ5D0/TtS5x5UAhUI/AAAAAAAAAmA/2-JudYOw7og/s1600/Barenboim2.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Tenemos el pulido sinfonismo de Sergiu Celibidache, en esta ocasión de cristalino resplandor selenita y timbre gélido. Las malas lenguas siembran que utilizaba la música de Wagner para probar sus propias teorías sobre la fenomenología del sonido. La Filarmónica de Munich lleva con dignidad el dilatado &lt;i&gt;tempo&lt;/i&gt;; lástima de toses, muy numerosas (EMI, 1983).&lt;/span&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/-r5A-AkZo7EQ/TtS58cLMthI/AAAAAAAAAmI/3AM9ImQuz4k/s1600/folder.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://4.bp.blogspot.com/-r5A-AkZo7EQ/TtS58cLMthI/AAAAAAAAAmI/3AM9ImQuz4k/s1600/folder.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Tenemos la nueva identidad tímbrica que procuró Herbert von Karajan a la Berliner Philharmoniker: su refinado pincel obtenía un suntuoso &lt;i&gt;sfumato &lt;/i&gt;orquestal, aunque el tono narrativo no sea cautivador. La temprana grabación digital (DG, 1984) es excelente, focalizada en los vientos, de colosal dinámica.&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-v7m1zGcS0dA/TtS6HblIMvI/AAAAAAAAAmQ/tqwhsAT40vE/s1600/Karajan.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://1.bp.blogspot.com/-v7m1zGcS0dA/TtS6HblIMvI/AAAAAAAAAmQ/tqwhsAT40vE/s1600/Karajan.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Y por último, tenemos a Christian Thielemann (antaño joven asistente de Karajan, Barenboim) al que nuestro añorado Angel Fernando Mayo saludaba como el restaurador de la gran tradición alemana de la dirección de orquesta. Claridad y escaso dramatismo, con idiosincráticos toques en la delineación de ciertos detalles orquestales, así como en la gradación dinámica, hecha de un solo trazo. Lejana en exceso la Philadelphia Orchestra (DG, 1997).&lt;/span&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/-WyeA8ssaYzQ/TtS6KwoPXuI/AAAAAAAAAmY/MaPvtXv-sn4/s1600/Thielemann.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-WyeA8ssaYzQ/TtS6KwoPXuI/AAAAAAAAAmY/MaPvtXv-sn4/s1600/Thielemann.jpg" /&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/5357880801358495252-3359801511844039112?l=ipromesisposi.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ipromesisposi.blogspot.com/feeds/3359801511844039112/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5357880801358495252&amp;postID=3359801511844039112&amp;isPopup=true' title='6 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5357880801358495252/posts/default/3359801511844039112'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5357880801358495252/posts/default/3359801511844039112'/><link rel='alternate' type='text/html' href='http://ipromesisposi.blogspot.com/2011/11/wagner-prelude-liebestod-de-tristan-e.html' title='Wagner: Prelude &amp; Liebestod de Tristan und Isolde'/><author><name>ipromesisposi</name><uri>http://www.blogger.com/profile/09356673178960485145</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='http://2.bp.blogspot.com/_nqZ8f14p6KQ/SYwFZ1sENHI/AAAAAAAAAAM/N02jmdu0AI8/S220/1+el+curioso.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-zEOqMyClFNA/TtdJfvSUvoI/AAAAAAAAAmg/zxCVdSbdEQI/s72-c/Score.jpg' height='72' width='72'/><thr:total>6</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5357880801358495252.post-4012637008420011180</id><published>2011-11-03T12:31:00.001+01:00</published><updated>2012-01-27T07:53:34.658+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Ancerl'/><category scheme='http://www.blogger.com/atom/ns#' term='Bernstein'/><category scheme='http://www.blogger.com/atom/ns#' term='Talich'/><category scheme='http://www.blogger.com/atom/ns#' term='Kubelik'/><category scheme='http://www.blogger.com/atom/ns#' term='Dvorak'/><category scheme='http://www.blogger.com/atom/ns#' term='Fricsay'/><category scheme='http://www.blogger.com/atom/ns#' term='Kertesz'/><title type='text'>Dvorak: Sinfonía nº 9 "From the New World"</title><content type='html'>&lt;span style="font-size: large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span style="font-size: large;"&gt;“&lt;i&gt;La obrase abre con una lenta, solemne y misteriosa introducción, indicativa de la ignotavastedad del Nuevo Mundo, que nos conduce al primer tema, anunciado por latrompa, con las particularidades melódicas y rítmicas usadas por el negro. Unamelodía subsidiaria es entonada en el registro grave de la flauta y ritmo delas viejas danzas de las plantaciones esclavas. El segundo tema del movimientotambién es introducido por la flauta de color del ébano… en él oímos la cálida vozdel negro, siempre listo para la danza, pero con una nota presente de tristeza.El movimiento entero palpita de flexible emoción y energía, más cercana a la dela gente americana que a la africana, una música que crece de nuestro suelo,que deleita nuestros oídos y permanece en nuestros corazones.&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; font-size: large;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span style="font-size: large;"&gt;&lt;i&gt;El adagioincorpora una enorme tristeza teñida de desolación. El suave murmullo de lascuerdas acompaña la maravillosamente dolorida voz del corno inglés. La melodíaes original, pero tiene el patético espíritu del folk-lore negro. Es unaidealizada canción esclava sobre la quietud de la noche en la pradera, cuandoel espíritu de conquista dejaba su estela de sangre, sudor, agonía, y huesosblanqueados. En su mitad hay una curiosa idealización de un canto indio, belloy extraño, y un pequeño tema staccato con trinos y diálogos de cuerdas yvientos que pueden representar la vida animal de la pradera.&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; font-size: large;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span style="font-size: large;"&gt;&lt;i&gt;El scherzoes de estilo clásico, sin abandonar las relaciones interválicas y figurasrítmicas que conducen el sentimiento general de la sinfonía.&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; font-size: large;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span style="font-size: large;"&gt;&lt;i&gt;El allegrofinal es magnífico en su vigor y amplitud, liderando los metales hacia losturbulentos acordes del resto de la orquesta. Su desarrollo, ingenioso yencantador, tiene gran parecido a Yankee Doodle, aunque el doctor Dvorak hadeclarado que esto no ha sido intencional. A través de este último movimientoel compositor hace uso de material ya escuchado anteriormente, lo queproporciona carácter y unidad a la obra, que finaliza con la dignidad yvictorioso poderío acorde al sentimiento americano &lt;/i&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="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;En parecidos términos (&lt;i&gt;traduttore, traditore&lt;/i&gt;) se expresaba el New York Times en su edicióndel 17 de diciembre de 1893, al día siguiente del estreno de la 9ª Sinfoníade Antonin Dvorak, culmen de su tránsito por el país norteamericano, dondehabía sido contratado para dirigir el nuevo Conservatorio Nacional de Música,mecénica escuela de composición que, no solo era gratuita a los alumnos sinrecursos, sino que en el colmo de la filantropía admitía negros, pieles rojas, ymuy extraordinariamente incluso… mujeres.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; font-size: small;"&gt;Ahora bien, ¿cuánto de la Sinfonía sonaba como loque era la música americana antes de que la música americana empezase a sonarcomo la Sinfonía?&lt;i&gt;That’s the question&lt;/i&gt;.&lt;/span&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; font-size: small;"&gt;Dvorak estaba acostumbrado a trabajar al airelibre como los pintores de su tiempo, apoyado en su flocklore natal: “&lt;i&gt;Todos los grandes músicos hantomado prestado de las canciones populares. Yo mismo he ido a las más simples,medio olvidadas melodías de los campesinos bohemios… desarrollándolas con todoslos recursos de los ritmos modernos, contrapunto y colores orquestales&lt;/i&gt;”. Sin embargo, recordemosque los primeros esbozos de la sinfonía datan de tan sólo tres meses desde sullegada a Nueva York, y que por entonces su conocimiento de las plantacionesdel sur se limita a los espirituales que le cantan sus alumnos delconservatorio; en cuanto al alma indígena, su único contacto consiste en laasistencia a las representaciones que un tal Buffalo Bill hace del &lt;i&gt;Salvaje Oeste&lt;/i&gt; en el Madison SquareGarden.&lt;/span&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; font-size: small;"&gt;Dado que construccióny técnica sonpura ortodoxia postbeethoveniana y que lareminiscencia temática cíclica (con un tema principal retornando dramáticamenteen cada uno de los siguientes movimientos) enfatiza el tratamiento sinfónicocomo un todo, suele repetirse que, al menos, Dvorak compuso esta obra en elespíritu folklórico local adoptando elementos melódicos como los modospentatónicos o menores naturales, ritmos en ostinato y sincopados, acompañamientopedal, etc. ¡Pero es que todos ellos son elementos compartidos con la músicabohemia! Además toda la orquestación se realizó en una comunidad completamente integradapor inmigrantes checos, alejada de cualquier contacto con la cultura nativa ode habla inglesa, donde Dvorak pasó sus vacaciones estivales, incorporándose detal forma a la colonia que llegó a asumir los deberes de organista y directordel coro del pueblo.&lt;/span&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; font-size: small;"&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; font-size: small;"&gt;Y termino: En el interés y afinidad del chico rural que era Dvorak con losespirituales y canciones de plantación creo ver un indicio de su intensa nostalgia,su melancolía y su anhelo, exteriorizados en esta magna obra como saludos envíados a su tierrapatria &lt;i&gt;desde el Nuevo Mundo&lt;/i&gt;,añadiendo dichas palabras justo antes de enviar la partitura para su estreno: “&lt;i&gt;La llamé así porque era mi primer trabajo enAmérica&lt;/i&gt;”.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img alt="" height="270" 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width="320" /&gt;&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="https://www.rapidshare.com/files/3684747934/Dvorak_Symphony_9_Score___ArticleNYT_1893.rar"&gt;Partitura y artículo NYT de 1893 - Score and NYT 1893 original article&lt;/a&gt;&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;La Orquesta Filarmónica o la auténtica identidad musical checa sin paliativos.Casi desde su nacimiento dirigida por el propio Dvorak (1896), una de sus muchas virtudes es el característicotimbre de la orquesta, de agonizante estilo imperio, con sus toscas y quejumbrosasmaderas, sus cuerdas dóciles y cantarinas, los metales recios. Cada una de estas familiasindependiza sus registros, exacerbándolos, y permitiendo la diferenciación delsello tímbrico reconocible de una orquesta de la que Václav Talich fue su director largos años (1919-1941). Aunque Talich aprendió la tradicióngermánica (monolítica, diáfana, fuera de retóricas rítmicas en favor de unapaciente y monumental simplicidad) como violinista en la Filarmónica de Berlín,cuando surge el aire de danza se percibe el fraseo eslavo, la vibración campesina, el color bucólicoy el idioma pastoral, las evocaciones tímbricas de los instrumentostradicionales. Así se equilibra la aspereza con el lirismo cantabile, larobustez nerviosa con la imaginación poética: el primer movimiento se caracterizapor la libertad agógica, un claro desarrollo de los motivos y marcados cambiosde pulso que van incrementando la tensión&lt;span style="color: black;"&gt;; contrasta el doloroso &lt;i&gt;largo&lt;/i&gt; con la alegre inocencia del trio; el&lt;i&gt;finale&lt;/i&gt; mantiene una constante tensióntectónica a través de los trémolos y rinde una evocación desafiante en los angustiadoscompases conclusivos. &lt;/span&gt;Comotodos nosotros, el sonido ha ido envejeciendo (Supraphon, 1954): atmosférico a pesar de su edad, difuso y una pizca rechinanteen los &lt;i&gt;tutti&lt;/i&gt;. &lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;img alt="" 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" /&gt;&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="https://www.rapidshare.com/files/138742623/Dvorak_Symphony_9_Talich.rar"&gt;https://www.rapidshare.com/files/138742623/Dvorak_Symphony_9_Talich.rar&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; font-size: small;"&gt;Discípulodel anterior fue Karel Ancerl, que logró reconstruir el timbre vibrante yacerado de la Filarmónica Checaen la época en que fue titular (1950-1968). Su inagotable devoción por la cultura eslava (pasó la guerra en un campo de &lt;i&gt;concentración&lt;/i&gt; donde murió su familia,mientras él era obligado a conducir orquestas de &lt;i&gt;internos&lt;/i&gt; fingiendo normalidad) fue recompensada con el exilio trasla ocupación soviética de Praga. Concisiónrítmica y verbo trágico en unprimer movimiento con menor variación de &lt;i&gt;tempi&lt;/i&gt;de lo que es común; el subrayadode los contrastes dramáticos (ostinato de las cuerdas bajo el arabesco deflautas y oboes en la parte central; figuras de dislocado parloteo en vientosque prefiguran a Shostakovich) en el tierno movimiento lento preceden lavigorosa tensión en el &lt;i&gt;scherzo&lt;/i&gt;, quenunca ha sonado más cercano a un &lt;i&gt;landler&lt;/i&gt;;en el enérgico &lt;i&gt;finale&lt;/i&gt; impactandevastadores los timbales. Además de la instrospección brahmsiana, tanto en laorquestación como en la polifonía creada a partir de consecutivas célulastemáticas, Ancerl presta atención especial a los (amplios) reguladores dinámicos,que mecen una imagen sonora en continuo movimiento. &lt;/span&gt;&lt;span style="font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10pt;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; font-size: small;"&gt;Desde el respeto a todas cualidades de la música (ritmo, color,invención melódica, progresión armónica) mantiene intacta la energía potencialen cada uno de sus detalles. Prodigiosa grabación de 1961, de tímbrica natural,graves firmes y contrastados planos sonoros, con la característicareverberación de los registros Supraphon, y que en la última remasterización(Gold Edition) suena aún con mayor claridad y una presencia casi agresiva de lapercusión.&lt;/span&gt; &lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;img alt="" 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" /&gt;&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="https://www.rapidshare.com/files/1270030430/Dvorak_Symphony_9_Ancerl.rar"&gt;https://www.rapidshare.com/files/1270030430/Dvorak_Symphony_9_Ancerl.rar&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Elhúngaro Ferenc Fricsay creó en 1959 para la Deutsche Grammophonuna &lt;span class="hps"&gt;deslumbrante&lt;/span&gt; &lt;span class="hps"&gt;visión&lt;/span&gt; &lt;span class="hps"&gt;queequilibra la&lt;/span&gt; &lt;span class="hps"&gt;precisión rítmica reminiscente de Bohemiacon una&lt;/span&gt; tensióndramática explícita en los contrastes catastrofistas, en los ataquestempestuosos y desasosegantes. El color orquestal de una (pre-Karajan) Filarmónicade Berlín aúna el primitivismo schubertiano en la acentuación de las maderascon el poderío tristanesco de los violoncellos. La flexibilidad del &lt;i&gt;tempo&lt;/i&gt; lateen cada compás, como por ejemplo en el primer movimiento, donde sin ruborninguno sentimentaliza un romántico &lt;i&gt;ritardando&lt;/i&gt;previo al segundo tema en la flauta. Cual himno religioso es el inicio del &lt;i&gt;largo&lt;/i&gt;, en el que los metales oscilanentre una hostilidaddespiadada y una insolente indiferencia, como herederos de un glorioso pasadomerovingio. Remarcando el homenaje beethoveniano en el &lt;i&gt;scherzo&lt;/i&gt;, nunca elritmo del segundo tema en los vientos ha rememorado más claramente una polka, con el cornorielando gentilmente en la mejor tradición checa. En el nocturnal &lt;i&gt;finale&lt;/i&gt; se dan cita el vaticinio de Baba-Yagay la Praga deUrosawa, que pasa del romance idílico al cuento de terror con un giro de muñecao un cambio de marioneta. Y para rematar la dicha el milagro de un fantásticosonido de holográfico relieve, cálidas texturas y vibrantes &lt;i&gt;fortissimos&lt;/i&gt; (y que debería hacerreflexionar a los ingenieros actuales, por ejemplo, los de Teldec para la sordagrabación de Harnoncourt). &lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;img alt="" 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" /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="https://www.rapidshare.com/files/3854692180/Dvorak__Symphony_9_Fricsay.rar"&gt;https://www.rapidshare.com/files/3854692180/Dvorak__Symphony_9_Fricsay.rar&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; font-size: small;"&gt;El estilodirectorial de Istvan Kertesz tiene una acidez violenta, una veta trágica queparece presagiar el fin de su vida. Maestro en lograr con toda naturalidadrecorrer las transiciones entre pasajes contiguos pero con &lt;i&gt;tempi&lt;/i&gt; diferenciados sin romper la unidad estructural del movimiento,era poco amigo de los ensayos minuciosos, lo que provoca que la música parezca cruda,como acabada de componer y en proceso de ensayo y asimilación: las cuerdas de la London SymphonyOrchestra rechinan peleonas e incluso apropiadamente rústicas, tanto como losdescarados vientos. Aunque naturalmenteestructurado hacia los clímax, prioriza vaivienes dinámicos, primitivos ypulsátiles, en el fraseo de las texturas robustas y arriesgadas. La grabación (1966) suena aún con la brillantez habitual de Decca, espléndida en los &lt;i&gt;pianissimi&lt;/i&gt; y adusta en los &lt;i&gt;tutti&lt;/i&gt;,recogiendo de manera intermitente un curioso rumor sordo que, tras algunasaveriguaciones, resultó ser el paso del metro londinense por debajo delKingsway Hall.&lt;/span&gt;&lt;span style="font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10pt;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&amp;nbsp;&lt;img alt="" 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" /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&amp;nbsp;&lt;a href="https://www.rapidshare.com/files/1287672815/Dvorak_Symphony_9_Kertesz.rar"&gt;https://www.rapidshare.com/files/1287672815/Dvorak_Symphony_9_Kertesz.rar&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Otro exiliado, Rafael Kubelik, (“&lt;i&gt;Ileft my country but I did not leave my nation. &lt;/i&gt;&lt;i&gt;My nation was in my heartall the time&lt;/i&gt;”) hermoseala línea Talich con su pulso fluido sobre la ingeniosa percepción y el infalibesentido lógico. Frasea con sensibleimaginación romántica a la germana, dejando respirar hasta que la resonancia haterminado, e imprimiendo marcados diferentes &lt;i&gt;tempi&lt;/i&gt; dentro de unmovimiento, a menudo para cortos pasajes. Vigorosa atención a losdetalles ayudada por una transparencia textural casi camerística, donde lascuerdas de la Berliner Philharmoniker suenan desvergonzadamente no germánicas (calidezexpresiva de los cellos). En el primer movimiento enfatiza peculiarmente eltema seminal y procura que los continuos cambios de clave tengan inmediatarespuesta en la expresión orquestal. En la infinita dulzura del corno inglés enla introducción del &lt;i&gt;largo&lt;/i&gt; se apreciala vocación escénica esencial en la elección de un timbre evocador de la voz: Dvorak el &lt;i&gt;negrófilo&lt;/i&gt;,como era llamado en la prensa bostoniana, conoció los espirituales por medio desu alumno Harry Burleigh, del que hay grabaciones que documentan su peculiartrazo canoro. Grandiosoel &lt;i&gt;scherzo&lt;/i&gt;, de cualidad vocal en lasmaderas. Sonido tirando a seco en perspectiva distante (Deutsche Grammophon,1972). &lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;img alt="" 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" /&gt; &lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&amp;nbsp;&lt;a href="https://www.rapidshare.com/files/2666996035/Dvorak_Symphony_9_Kubelik.rar"&gt;https://www.rapidshare.com/files/2666996035/Dvorak_Symphony_9_Kubelik.rar&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;¿Amanerado?¿Sentimental? ¿Autocontemplativo? En los últimos años de su vida LeonardBernstein hizo de sus conciertos experiencias extremas, más allá de lo que sehabía escuchado nunca, en directo o en grabaciones. El conocimiento reflexivo,la profundidad introspectiva, la expansión del &lt;i&gt;tempo&lt;/i&gt;, onírico, intangible y abstracto, crean una atmósferafascinante en la que domina el movimiento melódico horizontal sobre el ordenarmónico vertical, siempre al borde del colapso de ambos. Si durante el primermovimiento las secuencias repetitivas de dolientes metales se templan en laforja tchaikovskiana, el &lt;i&gt;largo&lt;/i&gt; está teñidode irisaciones impalpables, cual despedida mahleriana (también bohemio);arrebatado &lt;i&gt;scherzo&lt;/i&gt;, de brusquedadinquieta en el fraseo, en la percusión. La grabación (DG, 1986) recoge las amplísimasdinámicas a las que se somete a la Israel PhilharmonicOrchestra. El grave, cálido y resonante, semeja el añorado de los vinilos. &lt;i&gt;¿Are you experienced? &lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;img alt="" 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" /&gt; &lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&amp;nbsp;&lt;a href="https://www.rapidshare.com/files/648383441/Dvorak_Symphony_9_Bernstein.rar"&gt;https://www.rapidshare.com/files/648383441/Dvorak_Symphony_9_Bernstein.rar&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&amp;nbsp;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;span lang="EN-GB" style="font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;LeonardBernstein &lt;/span&gt;&lt;span lang="EN-GB" style="color: black; font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;recorded adetailed analysis of &lt;/span&gt;&lt;span lang="EN-GB" style="font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;the Symphony for a "&lt;i&gt;Music Appreciation Record&lt;/i&gt;" issuedin 1956 by the Book-of-the-Month Club, &lt;/span&gt;&lt;span lang="EN-GB" style="color: black; font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;a major cultural force inmid-century America&lt;/span&gt;&lt;span lang="EN-GB" style="font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;. &lt;/span&gt;&lt;span lang="EN-GB" style="color: black; font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;He used bothpiano and recorded orchestral excerpts to illustrate his beautiful, memorabletalk about &lt;/span&gt;&lt;span lang="EN-GB" style="font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;how it was truly multinational in its foundations.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&amp;nbsp;&lt;img alt="" 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" /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&amp;nbsp;&lt;a href="https://www.rapidshare.com/files/2672553961/Bernstein_1956_An_Analysis.mp3"&gt;https://www.rapidshare.com/files/2672553961/Bernstein_1956_An_Analysis.mp3&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5357880801358495252-4012637008420011180?l=ipromesisposi.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ipromesisposi.blogspot.com/feeds/4012637008420011180/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5357880801358495252&amp;postID=4012637008420011180&amp;isPopup=true' title='6 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5357880801358495252/posts/default/4012637008420011180'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5357880801358495252/posts/default/4012637008420011180'/><link rel='alternate' type='text/html' href='http://ipromesisposi.blogspot.com/2011/11/dvorak-sinfonia-n-9-from-new-world.html' title='Dvorak: Sinfonía nº 9 &quot;From the New World&quot;'/><author><name>ipromesisposi</name><uri>http://www.blogger.com/profile/09356673178960485145</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='http://2.bp.blogspot.com/_nqZ8f14p6KQ/SYwFZ1sENHI/AAAAAAAAAAM/N02jmdu0AI8/S220/1+el+curioso.jpg'/></author><thr:total>6</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5357880801358495252.post-3343229185199901815</id><published>2011-09-21T12:04:00.001+02:00</published><updated>2012-01-29T12:37:32.782+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Vaughan Williams'/><category scheme='http://www.blogger.com/atom/ns#' term='Boult'/><category scheme='http://www.blogger.com/atom/ns#' term='Tallis'/><category scheme='http://www.blogger.com/atom/ns#' term='Barbirolli'/><title type='text'>Vaughan Williams: Fantasía sobre un tema de Thomas Tallis</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Es esta una tranquila exaltación de la tradición inglesa realizada por un tal Ralph Vaughan Williams (1872-1958) que, al conocimiento del procedimiento antifonal y contrapuntístico de la música eclesiástica a través de dirección de sociedades corales desde que era estudiante en Cambridge, añade el dominio en la yuxtaposición de colores y efectos atmosféricos tras sus estudios con Ravel en 1908.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;La estructura de la obra (compuesta en 1910 y clarificada posteriormente en dos ocasiones) recuerda en su libertad rítmica e inestables armonías la fantasía isabelina, con variaciones basadas en una melodía de Thomas Tallis (c.1505-1585) sobre un texto que hace referencia a la resistencia protestante ante los amenazadores avances del catolicismo español “&lt;i&gt;Why fum'th in fight the Gentiles spite, in fury raging stout?&lt;/i&gt;”:&lt;/span&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;ol&gt;&lt;li&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Introducción (compases 1-14): La breve serie descendente de acordes en &lt;i&gt;sol&lt;/i&gt; mayor, resonando con pureza etérea a través de tres octavas en &lt;i&gt;pianissimo&lt;/i&gt; (idéntica propuesta ya había sido planteada por Ives en &lt;i&gt;The unanswered question&lt;/i&gt;) es respondida por una insinuación del tema en &lt;i&gt;pizzicato&lt;/i&gt; en los bajos y una nota pedal en las cuerdas agudas.&lt;/span&gt;&lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Presentación del tema a 9 voces en la armonización original de Tallis en modo frigio, cuya escala en el piano va de &lt;i&gt;mi&lt;/i&gt; a &lt;i&gt;mi&lt;/i&gt; por las teclas blancas (cc. 15-31): Tras el paso fugaz de la luz sobre las tinieblas, el tema respira un carácter melancólico con su halo sugerido. Ascendentes arpegios por toda la gama tímbrica conducen a la repetición del tema en los primeros atriles (cc. 32-50), en dinámica &lt;i&gt;forte&lt;/i&gt; y carácter &lt;i&gt;appasionato&lt;/i&gt;, que desemboca en nuevos acordes en &lt;i&gt;sol&lt;/i&gt; menor profundizando en el semblante oscuro.&lt;/span&gt;&lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Primer episodio (cc. 51-77): Repentinamente VW divide la orquesta en dos grupos asimétricos que dialogan por diversos fragmentos del tema, alternan lo abrupto y lo tierno, conversan de lo humano y de lo ultraterreno, discuten nuevas y ricas armonías, anhelando esforzadamente algo nuevo.&lt;/span&gt;&lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Segundo episodio (cc. 78-117): La viola en solitario glosa la melodía, añadiéndose con un sentido improvisatorio un cuarteto de cuerda de textura madrigalesca al que van respondiendo las otras masas orquestales cual coros antifonales en ritmo libre, como en la tradición folk inglesa.&lt;/span&gt;&lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Tercer episodio (cc. 118-188): La orquesta de cámara va explorando el tema con anotaciones del cuarteto. Con la suma del grupo principal se van construyendo paso a paso, de lo terrenal a lo celestial cual sermón anglicano, los cimientos para el clímax, con una libertad polifónica de ritmos sólo comparable a la &lt;i&gt;Primavera&lt;/i&gt; stravinskiana.&lt;/span&gt;&lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Transición: La melodía intenta levantarse sólo para disolverse repetidamente en acordes mientras las sombras se alargan (cc. 189-193).&lt;/span&gt;&lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;El tema se recupera al violín, triste y contrapunteado rapsódicamente por la viola; el conjunto mayor acompaña, tremolando y con &lt;i&gt;pizzicati&lt;/i&gt;, y ya exhausto, se hace jirones en &lt;i&gt;sol&lt;/i&gt; (cc. 194-214).&lt;/span&gt;&lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;La visión se desvanece en la Coda (cc. 215-230): la búsqueda personal de VW de una verdad espiritual, de una posibilidad de fe sobre sus dudas, de una religión que ha perdido su poder consolador, es simbolizada en la súplica final del violín ahogada por un último y radiante gran acorde en &lt;i&gt;sol&lt;/i&gt; mayor.&lt;/span&gt;&lt;/div&gt;&lt;/li&gt;&lt;/ol&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Vaughan Williams -chelista él mismo y gran conocedor de la paleta tonal- evita la homogeneidad tímbrica de la fantasía tudor con una orquesta de cuerda al completo, otra reducida a un atril por sección -y espacialmente separada de la primera-, y un cuarteto de cuerda. El abigarramiento de usos y efectos tales como acordes arpegiados, ecos, pulidas disonancias como las anticuadas quintas paralelas consecutivas en el bajo, &lt;i&gt;col legno&lt;/i&gt;, &lt;i&gt;glissando&lt;/i&gt;, &lt;i&gt;martellato&lt;/i&gt;, el extremo rango dinámico, las falsas relaciones que mantienen el interés armónico de la pieza, en fin, la libertad tonal propia tanto de la vieja escuela inglesa como de la contemporánea francesa, todo ello en conjunto hace que no se sepa muy bien si lo que se está escuchando es algo muy viejo o muy nuevo, en cualquier caso algo muy alejado de los caminos más transitados del Romanticismo musical. Una música que, de no haber sido por sido por las magníficas grabaciones que a continuación veremos hubiera sido eventualmente marginada por el agresivo modernismo atonal.&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-JDVYr3FWcQk/TnIWXAo7_GI/AAAAAAAAAk0/BI7P7_ULJg4/s1600/Score.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200px" rba="true" src="http://4.bp.
