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<?xml-stylesheet type="text/xsl" media="screen" href="/~d/styles/rss2enclosuresfull.xsl"?><?xml-stylesheet type="text/css" media="screen" href="http://feeds.feedburner.com/~d/styles/itemcontent.css"?><rss xmlns:atom="http://www.w3.org/2005/Atom" xmlns:openSearch="http://a9.com/-/spec/opensearch/1.1/" xmlns:georss="http://www.georss.org/georss" xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr="http://purl.org/syndication/thread/1.0" xmlns:media="http://search.yahoo.com/mrss/" xmlns:itunes="http://www.itunes.com/dtds/podcast-1.0.dtd" xmlns:feedburner="http://rssnamespace.org/feedburner/ext/1.0" version="2.0"><channel><atom:id>tag:blogger.com,1999:blog-5352209829353388590</atom:id><lastBuildDate>Thu, 26 Jan 2012 02:47:54 +0000</lastBuildDate><category>2009</category><category>wawrinka</category><category>federer indian wells tenis tennis nadal 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wells</category><category>granollers</category><category>copa</category><category>2012</category><category>davydenko</category><category>halle</category><category>dinero</category><category>harrison</category><category>falla</category><category>Noticias</category><category>madrid</category><category>seppi</category><category>internet</category><category>lopez</category><category>dent</category><category>slam</category><category>tenis</category><category>mannarino</category><category>masters</category><category>robredo</category><category>roland garros</category><category>del potro</category><category>nestor</category><category>entrenador</category><category>youznhy</category><category>2010</category><category>shangai</category><category>olimpiadas</category><category>safin</category><category>teixeira</category><category>viendo paginas</category><category>miami</category><category>lapentti</category><category>serra</category><category>draws</category><category>estoril</category><category>mirka</category><category>series</category><category>us open</category><category>david</category><category>zverev</category><title>Roger Federer</title><description /><link>http://federertenis.blogspot.com/</link><managingEditor>noreply@blogger.com (Juablo)</managingEditor><generator>Blogger</generator><openSearch:totalResults>560</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="self" type="application/rss+xml" href="http://feeds.feedburner.com/blogspot/wbhT" /><feedburner:info uri="blogspot/wbht" /><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="hub" href="http://pubsubhubbub.appspot.com/" /><itunes:owner><itunes:email>noreply@blogger.com</itunes:email></itunes:owner><itunes:explicit>no</itunes:explicit><itunes:subtitle></itunes:subtitle><feedburner:emailServiceId>blogspot/wbhT</feedburner:emailServiceId><feedburner:feedburnerHostname>http://feedburner.google.com</feedburner:feedburnerHostname><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5352209829353388590.post-2390952861035116274</guid><pubDate>Thu, 26 Jan 2012 02:38:00 +0000</pubDate><atom:updated>2012-01-25T18:42:41.016-08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">australia</category><category domain="http://www.blogger.com/atom/ns#">semifinal</category><category domain="http://www.blogger.com/atom/ns#">grand slam</category><category domain="http://www.blogger.com/atom/ns#">2012</category><title>Australia 2012: Roger Federer versus Rafael Nadal en semifinales</title><description>&lt;div style="text-align: justify;"&gt;
Primero debo disculparme por no postear con la regularidad de todos estos años, mi máquina fue y aún esta enferma de varios virus. Y ahora estoy escribiendoles desde mis clase, ansioso de ir a casa, dormir una siesta y despertarme en unas horas para ver el partido de semifinales, que espero al igual&amp;nbsp;que todos&amp;nbsp;ustedes, una&amp;nbsp;victoria de Roger sobre Nadal en 3 sets, asi de simple. &lt;/div&gt;
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No quiero ver un partido largo porque las horas de Australia complican mi sueño... Asi que estoy con toda la fe del mundo que Roger vencerá en 3 sets...&lt;/div&gt;
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El head to head entre ambos es favorable a Nadal, pero esa estadistica es por la cantidad de victorias en arcilla, en pistas duras Roger aventaja en 5-3, todos sabemos que su raqueta tiene mucho que decir y lo ha venido demostrando desde finales del año pasado.&lt;/div&gt;
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Por último no hemos olvidado que hace 3 años Roger tuvo una derrota en un épico partido el cual queremos revancha!!!... Les dejo la imagen de ese dia, no será una final pero mandaremos a Nadal a casa..&lt;/div&gt;
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&lt;img height="283" id="il_fi" src="http://www.puntodebreak.com/files/2009_aussieopen_nadalfederer.jpg" style="padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" width="400" /&gt;&lt;/div&gt;
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&lt;strong&gt;&lt;span style="font-size: large;"&gt;VAMOS ROGER TU PUEDES &lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5352209829353388590-2390952861035116274?l=federertenis.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/wbhT/~4/2HVf927RFSA" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/blogspot/wbhT/~3/2HVf927RFSA/australia-2012-roger-federer-versus.html</link><author>noreply@blogger.com (Juablo)</author><thr:total>1</thr:total><feedburner:origLink>http://federertenis.blogspot.com/2012/01/australia-2012-roger-federer-versus.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5352209829353388590.post-4233638125723329452</guid><pubDate>Thu, 26 Jan 2012 02:20:00 +0000</pubDate><atom:updated>2012-01-25T18:40:07.017-08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">video</category><category domain="http://www.blogger.com/atom/ns#">federer</category><category domain="http://www.blogger.com/atom/ns#">australia</category><category domain="http://www.blogger.com/atom/ns#">del potro</category><category domain="http://www.blogger.com/atom/ns#">grand slam</category><category domain="http://www.blogger.com/atom/ns#">2012</category><title>Australia 2012: Roger Federer vence a Del Potro y ya esta en semifinales</title><description>&lt;div style="text-align: justify;"&gt;
Federer, tercer cabeza de serie, se clasificó por novena vez consecutiva para semifinales al derrotar a Del Potro (N.11) en tres sets 6-4, 6-3, 6-2, en su partido profesional número 1.000.&lt;/div&gt;
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El suizo, cuadruple vencedor en Australia (2004, 2006, 2007, 2010), festejó su hazaña con una nueva demostración de talento y jugará su trigésima semifinal de un torneo de Gran Slam en su carrera, quedando a una sola unidad del récord del estadounidense Jimmy Connors (31).&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
Del Potro, de 23 años, que regresaría al Top 10 del ránking ATP el lunes por primera vez desde septiembre de 2010, no pudo hacer nada frente a la calidad de juego propuesta por Federer.&lt;/div&gt;
&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/_ORszb6Fv8E" width="420"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5352209829353388590-4233638125723329452?l=federertenis.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/wbhT/~4/ZiSJymHVBco" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/blogspot/wbhT/~3/ZiSJymHVBco/australia-2012-roger-federer-vence-del.html</link><author>noreply@blogger.com (Juablo)</author><media:thumbnail url="http://img.youtube.com/vi/_ORszb6Fv8E/default.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://federertenis.blogspot.com/2012/01/australia-2012-roger-federer-vence-del.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5352209829353388590.post-4074814707436027722</guid><pubDate>Thu, 26 Jan 2012 01:53:00 +0000</pubDate><atom:updated>2012-01-25T17:53:05.823-08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">video</category><category domain="http://www.blogger.com/atom/ns#">federer</category><category domain="http://www.blogger.com/atom/ns#">australia</category><category domain="http://www.blogger.com/atom/ns#">grand slam</category><category domain="http://www.blogger.com/atom/ns#">2012</category><category domain="http://www.blogger.com/atom/ns#">tomic</category><title>Australia 2012: Roger Federer vence a Tomic y avanza a cuartos</title><description>&lt;div style="text-align: justify;"&gt;
Roger Federer acabó con la aventura de Bernard Tomic en el Abierto de Australia, tras eliminar al joven ídolo local por 6-4, 6-2 y 6-2, en 1 hora y 44 minutos de juego.&lt;/div&gt;
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Federer, cuatro veces ganador del torneo, devolvió a Tomic a la realidad en un partido soberbio del helvético, que no dio opción alguna al joven jugador australiano, que con su tenis y su entrega se ha metido a la afición local en el bolsillo.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
Tomic no pudo desarrollar su juego de esta semana porque Federer sencillamente no se lo permitió. El joven tenista le aguantó el tipo hasta el 4-4 del primer set, hasta que Federer decidió sacar los galones y demostrar su mayor jerarquía en la pista.&lt;/div&gt;
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Pese al apoyo incondicional de la Rod Laver, Tomic nada pudo hacer ante la avalancha de golpes que le llegaba del otro lado de la pista. Federer acabaría con 45 golpes ganadores frente a los 13 del australiano.&lt;/div&gt;
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&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/gtAvemFumWQ" width="420"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5352209829353388590-4074814707436027722?l=federertenis.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/wbhT/~4/4Bzd5abQoHM" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/blogspot/wbhT/~3/4Bzd5abQoHM/australia-2012-roger-federer-vence_1985.html</link><author>noreply@blogger.com (Juablo)</author><media:thumbnail url="http://img.youtube.com/vi/gtAvemFumWQ/default.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://federertenis.blogspot.com/2012/01/australia-2012-roger-federer-vence_1985.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5352209829353388590.post-1160973740585186205</guid><pubDate>Thu, 26 Jan 2012 01:45:00 +0000</pubDate><atom:updated>2012-01-25T18:41:43.831-08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">video</category><category domain="http://www.blogger.com/atom/ns#">federer</category><category domain="http://www.blogger.com/atom/ns#">australia</category><category domain="http://www.blogger.com/atom/ns#">grand slam</category><category domain="http://www.blogger.com/atom/ns#">2012</category><category domain="http://www.blogger.com/atom/ns#">karlovic</category><title>Australia 2012: Roger Federer vence a Karlovic y avanza a cuarta ronda</title><description>&lt;div style="text-align: justify;"&gt;
Roger Federer contuvo los potentes servicios del croata Ivo Karlovic, quien cometió varios errores, para avanzar a los octavos de final del Abierto de Australia, ronda a la cual clasificó el argentino Juan Martín del Potro. &lt;/div&gt;
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Federer debió ser paciente, sobre todo en la primera manga que se definió en muerte súbita, para imponerse por parciales de 7-6 (8/6), 7-5 y 6-3 en dos horas y 17 minutos, en duelo realizado en la Rod Laver Arena.&lt;/div&gt;
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El cuatro veces ganador del Abierto de Australia (2004, 2006, 2007, 2010) enfrentará en octavos de final al australiano Bernard Tomic, quien sorprendió al ucraniano Alexandr Dolgopolov (13) y lo venció en cinco sets, por 4-6, 7-6 (7/0), 7-6 (8/6), 2-6 y 6-3, en casi cuatro horas.&lt;/div&gt;
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&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/B_Lqp_fPHQc" width="420"&gt;&lt;/iframe&gt;&lt;br /&gt;
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&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5352209829353388590-1160973740585186205?l=federertenis.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/wbhT/~4/ax-0zU_7CLE" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/blogspot/wbhT/~3/ax-0zU_7CLE/australia-2012-roger-federer-vence_25.html</link><author>noreply@blogger.com (Juablo)</author><media:thumbnail url="http://img.youtube.com/vi/B_Lqp_fPHQc/default.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://federertenis.blogspot.com/2012/01/australia-2012-roger-federer-vence_25.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5352209829353388590.post-5533294369753357736</guid><pubDate>Thu, 26 Jan 2012 01:36:00 +0000</pubDate><atom:updated>2012-01-25T17:36:21.422-08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">federer</category><category domain="http://www.blogger.com/atom/ns#">beck</category><category domain="http://www.blogger.com/atom/ns#">australia</category><category domain="http://www.blogger.com/atom/ns#">grand slam</category><category domain="http://www.blogger.com/atom/ns#">2012</category><title>Australia 2012: Roger Federer avanza a tercera ronda tras retirada de Beck</title><description>&lt;div style="text-align: justify;"&gt;
Roger Federer ha logrado la clasificación para la tercera ronda del Abierto de Australia sin tener que jugar debido a que su rival, el alemán Andreas Beck, se ha retirado del torneo por una lesión lumbar. Este encuentro tenía que cerrar el cuarto turno de la pista Hisense Arena, pero cuando aún no había finalizado el segundo, entre la serbia Jelena Jankovic y la jugador de Taipei Kai Chen Chang, la organización del torneo anunció la clasificación del suizo por la retirada de Beck. &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5352209829353388590-5533294369753357736?l=federertenis.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/wbhT/~4/FoCzVufexVY" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/blogspot/wbhT/~3/FoCzVufexVY/australia-2012-roger-federer-avanza.html</link><author>noreply@blogger.com (Juablo)</author><thr:total>0</thr:total><feedburner:origLink>http://federertenis.blogspot.com/2012/01/australia-2012-roger-federer-avanza.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5352209829353388590.post-3941668907518582391</guid><pubDate>Mon, 16 Jan 2012 15:03:00 +0000</pubDate><atom:updated>2012-01-25T17:31:33.305-08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">federer</category><category domain="http://www.blogger.com/atom/ns#">australia</category><category domain="http://www.blogger.com/atom/ns#">grand slam</category><category domain="http://www.blogger.com/atom/ns#">2012</category><category domain="http://www.blogger.com/atom/ns#">kudryatsev</category><title>Australia 2012: Roger Federer vence a Kudryatsev</title><description>&lt;div style="text-align: justify;"&gt;
&lt;strong&gt;Roger Federer&lt;/strong&gt; gana sin demasiados problemas en la primera ronda del Open de Australia a &lt;strong&gt;Alexander Kudryatsev&lt;/strong&gt; por 7-5, 6-2 y 6-2 en 1 hora y 38 minutos de juego, y sumar su victoria número 60 en el torneo del Melbourne.
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&lt;div style="text-align: justify;"&gt;
En frente tenía a un rival de la fase previa, que no alcanzaba el 
cuadro final de un Grand Slam desde 2007 cuando fue invitado por la 
organización del Abierto de Estados Unidos, y que le plantó cara en el 
primer set, donde sólo dio su brazo a torcer cediendo su servicio en el 
duodécimo juego.&lt;/div&gt;
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&lt;iframe width="560" height="315" src="http://www.youtube.com/embed/P2kwFj4MC7k" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5352209829353388590-3941668907518582391?l=federertenis.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/wbhT/~4/pdHBuAOXmKQ" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/blogspot/wbhT/~3/pdHBuAOXmKQ/australia-2012-roger-federer-vence.html</link><author>noreply@blogger.com (Juablo)</author><media:thumbnail url="http://img.youtube.com/vi/P2kwFj4MC7k/default.jpg" height="72" width="72" /><thr:total>1</thr:total><feedburner:origLink>http://federertenis.blogspot.com/2012/01/australia-2012-roger-federer-vence.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5352209829353388590.post-653168886982244304</guid><pubDate>Fri, 06 Jan 2012 19:04:00 +0000</pubDate><atom:updated>2012-01-06T11:05:13.916-08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">federer</category><category domain="http://www.blogger.com/atom/ns#">tsonga</category><category domain="http://www.blogger.com/atom/ns#">doha</category><category domain="http://www.blogger.com/atom/ns#">2012</category><category domain="http://www.blogger.com/atom/ns#">lesion</category><category domain="http://www.blogger.com/atom/ns#">250</category><title>Doha 2012: Roger Federer se retira de Doha por lesión en espalda</title><description>&lt;div style="text-align: justify;"&gt;
Roger Federer se retiró el viernes del Abierto de Qatar debido a un 
dolor en la espalda, una lesión que se produce a sólo 10 días del inicio
 del Abierto de Australia, reseñó Reuters. &lt;br /&gt;
&lt;br /&gt;
Sin embargo, el suizo
 se mostró seguro de que podrá estar en condiciones de jugar el torneo 
en Melbourne, que comienza el 16 de enero. Federer buscará en Australia 
su Grand Slam número 17. &lt;br /&gt;
&lt;br /&gt;
"Me duele la espalda desde el partido de segunda ronda (del miércoles)", dijo Federer en una conferencia de prensa. &lt;br /&gt;
&lt;br /&gt;
"Yo
 no creo que sea el momento adecuado para arriesgar nada. Para Australia
 soy optimista (...) Sin jugar y con el tratamiento correcto podré 
superar esto en los próximos días. Tengo un largo camino por delante, 
pero a mediados de la próxima semana espero estar al 100 por ciento otra
 vez", agregó. &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5352209829353388590-653168886982244304?l=federertenis.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/wbhT/~4/JkmwrLPsEDA" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/blogspot/wbhT/~3/JkmwrLPsEDA/doha-2012-roger-federer-se-retira-de.html</link><author>noreply@blogger.com (Juablo)</author><thr:total>0</thr:total><feedburner:origLink>http://federertenis.blogspot.com/2012/01/doha-2012-roger-federer-se-retira-de.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5352209829353388590.post-4538333654486741202</guid><pubDate>Thu, 05 Jan 2012 16:01:00 +0000</pubDate><atom:updated>2012-01-06T06:37:14.186-08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">federer</category><category domain="http://www.blogger.com/atom/ns#">seppi</category><category domain="http://www.blogger.com/atom/ns#">doha</category><category domain="http://www.blogger.com/atom/ns#">2012</category><category domain="http://www.blogger.com/atom/ns#">250</category><title>Doha 2012: Roger Federer vence a Seppi en 3 sets</title><description>&lt;div style="text-align: justify;"&gt;
Duro encuentro de Roger Federer contra Andreas Seppi, que jugó un gran partido forzando 3 sets. Como ya hiciera ante &lt;b&gt;Nicolay Davydenko&lt;/b&gt; y &lt;b&gt;Grega Zemlja&lt;/b&gt;
 en las rondas previas, el de Basilea comenzó el partido con una marcha 
demás respecto a su rival, bien colocado en pista para llevar el dominio
 de los intercambios y metiendo una presión al resto que tuvo como 
resultado un tempranero break. Se jugó a un ritmo alto y los puntos 
apenas tenían disputa. Federer subió con asiduidad a la red para 
finiquitar las jugadas y dar buena muestra de su maestría con la volea. 
Así se consumió el primer set por la vía rápida. Cuando todo el mundo 
advertía un choque plácido para el helvético llegó la reacción de Seppi.
 Pegó con fuerza, intención y dirección hasta llegar a verse con la 
posibilidad de cerrar el set con 5-1 y servicio. No fue capaz de echar 
el cierre y vio cómo Federer igualaba la contienda (5-5) a base de toque
 de muñeca desde el fondo de pista. Sin embargo, el suizo no culminó la 
remontada, volvió a ceder su servicio y el partido se fue al tercer y 
definitivo set. Antes de llegar al primer asueto en la silla, Roger tomó
 ventaja en el marcador, una renta que sudó para administrar.&lt;br /&gt;
&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/cxEWUlxUMk0" width="560"&gt;&lt;/iframe&gt; &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5352209829353388590-4538333654486741202?l=federertenis.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/wbhT/~4/bqW9NoLBYD4" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/blogspot/wbhT/~3/bqW9NoLBYD4/doha-2012-roger-federer-vence-seppi-en.html</link><author>noreply@blogger.com (Juablo)</author><media:thumbnail url="http://img.youtube.com/vi/cxEWUlxUMk0/default.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://federertenis.blogspot.com/2012/01/doha-2012-roger-federer-vence-seppi-en.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5352209829353388590.post-4203971159147829183</guid><pubDate>Wed, 04 Jan 2012 19:18:00 +0000</pubDate><atom:updated>2012-01-05T08:07:16.306-08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">federer</category><category domain="http://www.blogger.com/atom/ns#">doha</category><category domain="http://www.blogger.com/atom/ns#">2012</category><category domain="http://www.blogger.com/atom/ns#">250</category><category domain="http://www.blogger.com/atom/ns#">zemlja</category><title>Doha 2012: Roger Federer vence a Zemlja en 2 sets</title><description>&lt;div style="text-align: justify;"&gt;
Roger Federer se clasificó de forma 
expeditiva para los cuartos de final del torneo de Doha, al imponerse 
por 6-2 y 6-3 al esloveno Grega Zemlja.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
El tenista más laureado de la historia ofreció su acostumbrada 
variedad de golpes para desarbolar al esloveno Grega Zemlja, al que 
nunca se había enfrentado. El resultado (6-2 y 6-3) refleja la 
diferencia sobre la pista entre el jugador más laureado de la historia y el esloveno.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/4wkJj94yBoE" width="560"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5352209829353388590-4203971159147829183?l=federertenis.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/wbhT/~4/KYNStKbMGwk" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/blogspot/wbhT/~3/KYNStKbMGwk/doha-2012-roger-federer-vence-zemlja-en.html</link><author>noreply@blogger.com (Juablo)</author><media:thumbnail url="http://img.youtube.com/vi/4wkJj94yBoE/default.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://federertenis.blogspot.com/2012/01/doha-2012-roger-federer-vence-zemlja-en.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5352209829353388590.post-7751449712679601007</guid><pubDate>Tue, 03 Jan 2012 19:07:00 +0000</pubDate><atom:updated>2012-01-05T08:06:32.462-08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">federer</category><category domain="http://www.blogger.com/atom/ns#">doha</category><category domain="http://www.blogger.com/atom/ns#">2012</category><category domain="http://www.blogger.com/atom/ns#">250</category><category domain="http://www.blogger.com/atom/ns#">davydenko</category><title>Doha 2012: Roger Federer vence a Davydenko en 2 sets</title><description>Después de soltar los músculos en Abu Dhabi, Roger Federer dió una cátedra de tenis al ruso Nikolay Davydenko, venciéndolo por un claro 6-2 6-1.&lt;br /&gt;
De esta manera Roger vuelve a demostrar que es el mismo que cerró la temporada pasada y quiere recuperar posiciones perdidas en el ranking y en las grandes citas.&lt;br /&gt;
&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/xNmn13i0Y78" width="560"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5352209829353388590-7751449712679601007?l=federertenis.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/wbhT/~4/fHy7AIp6Tfk" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/blogspot/wbhT/~3/fHy7AIp6Tfk/doha-2012-roger-federer-vence-davydenko.html</link><author>noreply@blogger.com (Juablo)</author><media:thumbnail url="http://img.youtube.com/vi/xNmn13i0Y78/default.jpg" height="72" width="72" /><thr:total>2</thr:total><feedburner:origLink>http://federertenis.blogspot.com/2012/01/doha-2012-roger-federer-vence-davydenko.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5352209829353388590.post-7728965593149861838</guid><pubDate>Sat, 31 Dec 2011 15:59:00 +0000</pubDate><atom:updated>2011-12-31T08:08:54.641-08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">federer</category><category domain="http://www.blogger.com/atom/ns#">2012</category><category domain="http://www.blogger.com/atom/ns#">abu dhabi</category><category domain="http://www.blogger.com/atom/ns#">nadal</category><title>Abu Dhabi 2012: Roger Federer cae ante Rafael Nadal</title><description>&lt;div style="text-align: justify;"&gt;
&lt;span style="background-color: white; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #555555; font-family: arial; font-size: 14px; font: inherit; line-height: 19px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"&gt;Rafael Nadal se hizo con el tercer puesto del torneo de exhibición de Abu Dabi, al derrotar hoy a Roger Federer, por 6-1 y 7-5.&lt;/span&gt;
&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;span style="background-color: white; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #555555; font-family: arial; font-size: 14px; font: inherit; line-height: 19px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"&gt;&lt;span style="font-size: 14px;"&gt;La cita para ambos es ahora el ATP 250 de Doha, primer torneo oficial del calendario ATP, dotado con 1,024 millones de dólares en premios, en el que tanto Nadal como Federer, así como los franceses Jo-Wilfried Tsonga y Gael Monfils, son las principales figuras.&lt;/span&gt;
&lt;/span&gt;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;span style="background-color: white; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"&gt;&lt;span style="color: #555555; font-size: 14px; line-height: 19px;"&gt;&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/-MxF6xLO5t4" width="420"&gt;&lt;/iframe&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5352209829353388590-7728965593149861838?l=federertenis.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/wbhT/~4/ZWhcOcB31fA" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/blogspot/wbhT/~3/ZWhcOcB31fA/abu-dhabi-2012-roger-federer-cae-ante_31.html</link><author>noreply@blogger.com (Juablo)</author><media:thumbnail url="http://img.youtube.com/vi/-MxF6xLO5t4/default.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://federertenis.blogspot.com/2011/12/abu-dhabi-2012-roger-federer-cae-ante_31.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5352209829353388590.post-7006996493835538694</guid><pubDate>Fri, 30 Dec 2011 17:35:00 +0000</pubDate><atom:updated>2011-12-31T08:01:47.961-08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">federer</category><category domain="http://www.blogger.com/atom/ns#">2012</category><category domain="http://www.blogger.com/atom/ns#">abu dhabi</category><category domain="http://www.blogger.com/atom/ns#">djokovic</category><title>Abu Dhabi 2012: Roger Federer cae ante Novak Djokovic</title><description>Novak Djokovic, número uno mundial, se clasificó para la 
final del torneo de exhibición de Abu Dabi tras derrotar por 6-2 y 6-1 
al suizo Roger Federer, al que no dio ninguna opción.&lt;br /&gt;
Apenas
 una hora duró el enfrentamiento entre Djokovic y Federer y es el que el
 tenista suizo, número 3 de la clasificación mundial, demostró no estar 
todavía preparado, a estas alturas de temporada, para disputar un 
partido de este nivel y lo pagó muy caro.&lt;br /&gt;
&lt;br /&gt;
&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/8SChaKbgOmw" width="560"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5352209829353388590-7006996493835538694?l=federertenis.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/wbhT/~4/cpBpxVDdKB8" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/blogspot/wbhT/~3/cpBpxVDdKB8/abu-dhabi-2012-roger-federer-cae-ante.html</link><author>noreply@blogger.com (Juablo)</author><media:thumbnail url="http://img.youtube.com/vi/8SChaKbgOmw/default.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://federertenis.blogspot.com/2011/12/abu-dhabi-2012-roger-federer-cae-ante.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5352209829353388590.post-1962514350934151007</guid><pubDate>Thu, 29 Dec 2011 16:06:00 +0000</pubDate><atom:updated>2011-12-29T08:06:42.869-08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">federer</category><category domain="http://www.blogger.com/atom/ns#">2012</category><category domain="http://www.blogger.com/atom/ns#">abu dhabi</category><category domain="http://www.blogger.com/atom/ns#">djokovic</category><title>Abu Dhabi 2012: Roger Federer se estrena con Novak Djokovic</title><description>Novak Djokovic se ha impuesto a Gael Monfils por 6-2, 4-6 y 6-2 en los 
cuartos de final del torneo de exhibición de Abu Dabi. 'Nole' se metió 
perfectamente en la dinámica del encuentro y dejó algunos puntos 
espectaculares de cara a la galería, recuperando la seriedad cuando lo 
necesitaba.&lt;br /&gt;
añana, el número uno mundial tendrá como adversario a Roger Federer, el mejor de toda la historia, en semifinales.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5352209829353388590-1962514350934151007?l=federertenis.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/wbhT/~4/gWFBbB-383o" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/blogspot/wbhT/~3/gWFBbB-383o/abu-dhabi-2012-roger-federer-se-estrena.html</link><author>noreply@blogger.com (Juablo)</author><thr:total>0</thr:total><feedburner:origLink>http://federertenis.blogspot.com/2011/12/abu-dhabi-2012-roger-federer-se-estrena.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5352209829353388590.post-1921680403857055189</guid><pubDate>Tue, 13 Dec 2011 04:08:00 +0000</pubDate><atom:updated>2011-12-12T20:08:47.662-08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">federer</category><category domain="http://www.blogger.com/atom/ns#">2012</category><category domain="http://www.blogger.com/atom/ns#">calendario</category><title>Roger Federer: Calendario 2012</title><description>&lt;strong&gt;&lt;span style="color: #000099;"&gt;Temporada de pista dura:&lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;&lt;span style="color: black;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="color: black;"&gt;&lt;strong&gt;- Mubadala World Tenis&lt;/strong&gt; (Abu Dhabi - Emiratos Arabes): 29/12/2011 - 31/12/2011. (Exhibición).&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;- Qatar Exxonmobil Open &lt;/strong&gt;(Doha - Qatar): 3/1/2012 - 7/1/2012 (ATP 250).&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;- Open de Australia &lt;/strong&gt;(Melbourne - Australia): 16/1/2012 - 29/1/2012 (Grand Slam).&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;- ABN AMRO World Tennis &lt;/strong&gt;(Rotterdam - Holanda): 13/2/2012 - 19/2/2012 (ATP 500).&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;- BNP Paribas Open Indian &lt;/strong&gt;(Indian Wells - USA): 12/3/2012 - 18/3/12 (Masters 1000).&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;- Sony Ericsson Open &lt;/strong&gt;(Miami -USA): 19/3/2012 - 1/4/2012 (Masters 1000).&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;&lt;span style="color: #993300;"&gt;Temporada de tierra bátida:&lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;&lt;strong&gt;&lt;span style="color: #993300;"&gt;&lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;&lt;span style="color: black;"&gt;&lt;strong&gt;- Mutua Madrileña Masters &lt;/strong&gt;(Madrid - España): 7/5/2012 - 13/5/2012 (Masters 1000).&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;- Internazionale BNL d´Italia &lt;/strong&gt;(Roma - Italia): 14/5/2012 - 20/5/2012 (Masters 1000).&lt;br /&gt;&lt;br /&gt;&lt;span style="color: black;"&gt;&lt;strong&gt;- Roland Garros &lt;/strong&gt;(París - Francia): 28/5/2012 - 10/6/2012 (Grand Slam).&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;&lt;span style="color: #006600;"&gt;Temporada de hierba:&lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;&lt;strong&gt;&lt;span style="color: #006600;"&gt;&lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;&lt;span style="color: black;"&gt;&lt;strong&gt;- Gerry Weber Open &lt;/strong&gt;(Halle - Alemania): 11/6/2012 - 17/6/2012 (ATP 250).&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;- Wimbledon &lt;/strong&gt;(Londres - Inglaterra): 25/6/2012 - 8/7/2012 (Grand Slam).&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;- Juegos Olimpicos 2012&lt;/span&gt; (Londres - Inglaterra): 27/7/2012 - 5/8/2012 (Olimpiadas).&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="color: #cc0000;"&gt;&lt;strong&gt;Temporada americana de pista dura:&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;&lt;strong&gt;&lt;span style="color: #cc0000;"&gt; &lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;&lt;span style="color: black;"&gt;&lt;strong&gt;- Rogers Cup &lt;/strong&gt;(Toronto - Canadá): 6/8/2012 - 12/8/2012 (Masters 1000).&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;- Western &amp;amp; Southern &lt;/strong&gt;(Cincinnati - USA): 13/8/2012 - 19/8/2012 (Masters 1000).&lt;br /&gt;&lt;br /&gt;&lt;span style="color: black;"&gt;&lt;strong&gt;- US Open &lt;/strong&gt;(New York - USA): 27/8/2012 - 9/9/2012 (Grand Slam)&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="color: #6600cc;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="color: #6600cc;"&gt;&lt;strong&gt;Temporada asiática de pista dura:&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;&lt;strong&gt;&lt;span style="color: #6600cc;"&gt;&lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;&lt;span style="color: black;"&gt;&lt;strong&gt;- Shanghai Rolex Masters &lt;/strong&gt;(Shanghai - China): 8/10/2012 - 14/10/2012 (Masters 1000).&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="color: #003333;"&gt;&lt;strong&gt;Temporada indoor de pista dura:&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;&lt;strong&gt;&lt;span style="color: #003333;"&gt;&lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;&lt;span style="color: black;"&gt;&lt;strong&gt;- Swiss Indoor &lt;/strong&gt;(Basilea - Suiza): 22/10/2012 - 28/10/2012 (ATP 500).&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;- BNP Paribas Masters &lt;/strong&gt;(Paris Bercy - Francia) 29/10/2012 - 4/11/2012 (Masters 1000).&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;- Barclays ATP World Tour &lt;/strong&gt;(Londres - Inglaterra) 5/11/2012 - 12/11/2012 (Copa Masters).&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5352209829353388590-1921680403857055189?l=federertenis.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/wbhT/~4/oSfbVkxvxz4" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/blogspot/wbhT/~3/oSfbVkxvxz4/roger-federer-calendario-2012.html</link><author>noreply@blogger.com (Juablo)</author><thr:total>0</thr:total><feedburner:origLink>http://federertenis.blogspot.com/2011/12/roger-federer-calendario-2012.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5352209829353388590.post-1694374494953632579</guid><pubDate>Wed, 07 Dec 2011 13:19:00 +0000</pubDate><atom:updated>2011-12-07T05:20:31.118-08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">federer</category><category domain="http://www.blogger.com/atom/ns#">2012</category><category domain="http://www.blogger.com/atom/ns#">numero 1</category><title>Roger Federer quiere volver a ser el número 1 en el 2012</title><description>&lt;div style="text-align: center;"&gt;
&lt;img alt="" height="241" 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" width="400" /&gt;&amp;nbsp;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
Roger Federer se entusiasmó tras el enorme final de temporada 2011, en 
el cual ganó los últimos tres torneos que disputó: el ATP 500 de 
Basilea, el Masters 1000 de Paris-Bercy y el World Tour Finals de 
Londres.&lt;br /&gt;&lt;br /&gt;El suizo finalizó en el tercer puesto del ranking, pero 
cree que el próximo año volverá a estar en la pelea por la cima del 
escalafón mundial.&lt;br /&gt;&lt;br /&gt;Federer buscará romper la marca de más semanas
 como número uno del mundo, que le pertenece a Pete Sampras, en la que 
el helvético está a una sola de igualarla. "Bueno, es un largo camino, 
pero ¿Quién sabe? Quizás algún día lo logre", dijo al diario The New 
York Times.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5352209829353388590-1694374494953632579?l=federertenis.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/wbhT/~4/2Bc5z9xlOkU" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/blogspot/wbhT/~3/2Bc5z9xlOkU/roger-federer-quiere-volver-ser-el.html</link><author>noreply@blogger.com (Juablo)</author><thr:total>0</thr:total><feedburner:origLink>http://federertenis.blogspot.com/2011/12/roger-federer-quiere-volver-ser-el.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5352209829353388590.post-8148761166148933925</guid><pubDate>Sun, 27 Nov 2011 20:00:00 +0000</pubDate><atom:updated>2011-11-27T13:18:22.267-08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">video</category><category domain="http://www.blogger.com/atom/ns#">final</category><category domain="http://www.blogger.com/atom/ns#">federer</category><category domain="http://www.blogger.com/atom/ns#">tsonga</category><category domain="http://www.blogger.com/atom/ns#">2011</category><category domain="http://www.blogger.com/atom/ns#">world tour finals</category><category domain="http://www.blogger.com/atom/ns#">londres</category><category domain="http://www.blogger.com/atom/ns#">masters</category><title>Londres 2011: Roger Federer campeón del ATP World Tour Finals</title><description>&lt;div style="text-align: justify;"&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://1.bp.blogspot.com/-LZTsTMA9nyk/TtKeHHMPzII/AAAAAAAAA9o/8f8abLcGRRs/s1600/321104_307773789240935_218649294820052_1179977_69796698_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="270" src="http://1.bp.blogspot.com/-LZTsTMA9nyk/TtKeHHMPzII/AAAAAAAAA9o/8f8abLcGRRs/s400/321104_307773789240935_218649294820052_1179977_69796698_n.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
En un vibrante partido y sufriendo mas de la cuenta Roger Federer vence a un aguerrido Tsonga por 6-3 6-7 6-3. Sufriendo mas de la cuenta porque sacaba en el segundo set para partido y luego perdió un match point en el tiebreak, pero no se dejó caer mentalmente y en el tercer set demostró porque es considerado por la mayoría, el mejor de todos los tiempos.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
Muchos creían que Roger Federer estaba lejos del nivel de antaño, pero demostró otra vez que aún tiene mucho tenis en su raqueta para regalarnos y esperemos que por una decada mas. Campeón invicto, en el torneo mas dificil del año, porque todos los partidos es versus jugadores top 8.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
Ahora sumando nuevos records, siendo el jugador con mas campeonatos en este torneo con 6 coronas. Ahora si Roger a descansar que dentro de un corto tiempo, buscaremos el Open de Australia. VAMOS ROGER!&lt;br /&gt;
&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/DE6xPbtR3Pc" width="420"&gt;&lt;/iframe&gt; &lt;/div&gt;
&lt;div style="text-align: center;"&gt;
&lt;img alt="" 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/&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5352209829353388590-8148761166148933925?l=federertenis.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/wbhT/~4/deTkTGt6HBc" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/blogspot/wbhT/~3/deTkTGt6HBc/londres-2011-roger-federer-campeon-del.html</link><author>noreply@blogger.com (Juablo)</author><media:thumbnail url="http://1.bp.blogspot.com/-LZTsTMA9nyk/TtKeHHMPzII/AAAAAAAAA9o/8f8abLcGRRs/s72-c/321104_307773789240935_218649294820052_1179977_69796698_n.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://federertenis.blogspot.com/2011/11/londres-2011-roger-federer-campeon-del.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5352209829353388590.post-4348396767227638437</guid><pubDate>Sat, 26 Nov 2011 15:40:00 +0000</pubDate><atom:updated>2011-11-26T16:34:34.604-08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">video</category><category domain="http://www.blogger.com/atom/ns#">federer</category><category domain="http://www.blogger.com/atom/ns#">ferrer</category><category domain="http://www.blogger.com/atom/ns#">semifinal</category><category domain="http://www.blogger.com/atom/ns#">2011</category><category domain="http://www.blogger.com/atom/ns#">londres</category><category domain="http://www.blogger.com/atom/ns#">masters</category><title>Londres 2011: Roger Federer vence a Ferrer y accede a la final</title><description>&lt;div style="text-align: center;"&gt;
&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/JluAEkOIKHQ" width="420"&gt;&lt;/iframe&gt; &lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
Después de un primer set igualado, Roger pudo estirar diferencias contra el español David Ferrer en el segundo set, concretando una victoria por 7-5 6-3, con esta victoria Roger Federer accede a otra final de la copa de maestros, donde espera al ganador del Berdych-Tsonga, rivales que ha vencido recientemente. David Ferrer venía haciendo una copa muy buena, pero lamentablemente para él, le tocó jugar contra su bestia negra, porque en 12 partidos no ha podido con Roger.
&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
Al parecer Roger Federer ha encontrado una nueva superficie para dominar a cualquier rival se ponga en su camino.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;div style="text-align: justify;"&gt;
Mañana esperamos otra victoria de nuestro campeón. VAMOS ROGER!&lt;/div&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/5352209829353388590-4348396767227638437?l=federertenis.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/wbhT/~4/jOgg34lfNTg" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/blogspot/wbhT/~3/jOgg34lfNTg/londres-2011-roger-federer-vence-ferrer.html</link><author>noreply@blogger.com (Juablo)</author><media:thumbnail url="http://img.youtube.com/vi/JluAEkOIKHQ/default.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://federertenis.blogspot.com/2011/11/londres-2011-roger-federer-vence-ferrer.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5352209829353388590.post-40937514718702491</guid><pubDate>Fri, 25 Nov 2011 22:36:00 +0000</pubDate><atom:updated>2011-11-25T14:45:25.390-08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">federer</category><category domain="http://www.blogger.com/atom/ns#">ferrer</category><category domain="http://www.blogger.com/atom/ns#">semifinal</category><category domain="http://www.blogger.com/atom/ns#">2011</category><category domain="http://www.blogger.com/atom/ns#">londres</category><category domain="http://www.blogger.com/atom/ns#">masters</category><title>Londres 2011: Roger Federer vs David Ferrer en semifinales</title><description>&lt;div style="text-align: justify;"&gt;
El español David Ferrer, quinto del mundo, perdió hoy en 
la Copa de Maestros de Londres frente al checo Tomas Berdych, número 
siete, por 3-6, 7-5 y 6-1, en dos horas y siete minutos, y jugará mañana
 las semifinales del torneo contra el suizo Roger Federer.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
El 
español, que se impuso con autoridad al inicio del duelo pero que acabó 
perdiendo el rumbo ante Berdych, pasa como segundo de grupo a la 
penúltima ronda del torneo que reúne a los ocho mejores jugadores del 
año, un resultado que deja fuera de la próxima fase al número uno del 
mundo, el serbio Novak Djokovic.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
Por su parte, el checo, primero del grupo, se verá las caras con el francés Jo-Wilfried Tsonga en la otra semifinal&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;b&gt;Sábado 26 de noviembre de 2011&lt;/b&gt;&lt;br /&gt;
Roger Federer Vs David Ferrer&lt;br /&gt;
Tomas Berdych Vs Jo Wilfried Tsonga&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5352209829353388590-40937514718702491?l=federertenis.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/wbhT/~4/9W8MCZnsgIg" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/blogspot/wbhT/~3/9W8MCZnsgIg/londres-2011-roger-federer-vs-david.html</link><author>noreply@blogger.com (Juablo)</author><thr:total>0</thr:total><feedburner:origLink>http://federertenis.blogspot.com/2011/11/londres-2011-roger-federer-vs-david.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5352209829353388590.post-5670213158328112091</guid><pubDate>Thu, 24 Nov 2011 16:17:00 +0000</pubDate><atom:updated>2011-11-24T13:21:29.446-08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">video</category><category domain="http://www.blogger.com/atom/ns#">federer</category><category domain="http://www.blogger.com/atom/ns#">round robin</category><category domain="http://www.blogger.com/atom/ns#">2011</category><category domain="http://www.blogger.com/atom/ns#">londres</category><category domain="http://www.blogger.com/atom/ns#">fish</category><category domain="http://www.blogger.com/atom/ns#">masters</category><title>Londres 2011: Roger Federer vence a Fish y clasifica invicto</title><description>Siendo un partido irrelevante, puesto que igual Roger pasaba primero en el grupo, esto no fue excusa para Roger, que apretó a un Fish motivado en no irse en blanco de la copa masters. El resultado final sería 6-1 3-6 6-3, una victoria trabajada de Roger, quien ahora espera rival para semifinales, y estaría entre Djokovic y Berdych probablemente, dada la super perfomance de David Ferrer.&lt;br /&gt;
VAMOS ROGER por otro título de maestros!&lt;br /&gt;
&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/DR60LLN2-Yg" width="420"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5352209829353388590-5670213158328112091?l=federertenis.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/wbhT/~4/TiYEhIfX1o4" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/blogspot/wbhT/~3/TiYEhIfX1o4/londres-2011-roger-federer-vence-fish-y.html</link><author>noreply@blogger.com (Juablo)</author><media:thumbnail url="http://img.youtube.com/vi/DR60LLN2-Yg/default.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://federertenis.blogspot.com/2011/11/londres-2011-roger-federer-vence-fish-y.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5352209829353388590.post-198161030821099669</guid><pubDate>Tue, 22 Nov 2011 21:20:00 +0000</pubDate><atom:updated>2011-11-22T15:12:41.253-08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">video</category><category domain="http://www.blogger.com/atom/ns#">federer</category><category domain="http://www.blogger.com/atom/ns#">round robin</category><category domain="http://www.blogger.com/atom/ns#">2011</category><category domain="http://www.blogger.com/atom/ns#">londres</category><category domain="http://www.blogger.com/atom/ns#">nadal</category><category domain="http://www.blogger.com/atom/ns#">masters</category><title>Londres 2011: Roger Federer aplasta a Nadal y clasifica a semifinales</title><description>Si alguien olvidó "lo que ha pasado durante 10 años", su memoria ya 
tiene un estímulo extra para recordarlo. Protestaba Roger Federer tras 
imponerse en el Omnisports de Bercy, en la final del Masters parisino: 
"No juego para demostrar nada a los periodistas, juego para mis 
seguidores, para mí y para Suiza". Pues tanto él como sus seguidores y 
sus compatriotas pueden estar más que orgullosos de él. No sólo por lo 
logrado en los años previos, sino por todo lo que está por llegar. Sea 
en forma de títulos, sea como pequeñas joyas del tenis como la 
protagonizada en el O2 Arena de Londres ante Rafael Nadal, al que 
engulló en una hora de juego (6-3, 6-0)&lt;br /&gt;
&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/ebEzi8zXsas" width="420"&gt;&lt;/iframe&gt; &lt;br /&gt;
&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5352209829353388590-198161030821099669?l=federertenis.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/wbhT/~4/odGLgLFZv8E" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/blogspot/wbhT/~3/odGLgLFZv8E/londres-2011-roger-federer-aplasta.html</link><author>noreply@blogger.com (Juablo)</author><media:thumbnail url="http://img.youtube.com/vi/ebEzi8zXsas/default.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://federertenis.blogspot.com/2011/11/londres-2011-roger-federer-aplasta.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5352209829353388590.post-6164358802224546258</guid><pubDate>Mon, 21 Nov 2011 00:46:00 +0000</pubDate><atom:updated>2011-11-20T16:49:56.460-08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">video</category><category domain="http://www.blogger.com/atom/ns#">federer</category><category domain="http://www.blogger.com/atom/ns#">tsonga</category><category domain="http://www.blogger.com/atom/ns#">round robin</category><category domain="http://www.blogger.com/atom/ns#">2011</category><category domain="http://www.blogger.com/atom/ns#">londres</category><category domain="http://www.blogger.com/atom/ns#">masters</category><title>Londres 2011: Roger Federer vence a Tsonga en su debut</title><description>Roger Federer tuvo un inicio complicado frente a un Tsonga que vendió cara la derrota (6-2, 2-6, 6-4). El suizo confirmó su superioridad sobre el francés, una semana después de su victoria en la final del torneo París-Bercy, que enfrentó a los mismos rivales.

Tras un mal primer set, Tsonga se impuso en la segunda manga gracias a un servicio cada vez más potente y a sus buenos golpes de derecha. En el último set los dos hombres tuvieron un nivel similar pero el francés tuvo un mal servicio cuando iban 5-4 y el suizo terminó llevándose el partido.

Ganador de los torneos de Basilea y de París-Bercy antes de llegar a Londres, donde busca su sexto título, Federer consiguió su séptima victoria seguida y parece el hombre más en forma del circuito.

El ex número uno mundial continúa así 'vengándose' de la dolorosa derrota que sufrió ante el francés en los cuartos del Wimbledon este año, en un torneo especial para Federer.

"Jo-Wilfried sacó bien en el segundo set y fue difícil controlar los intercambios y los globos. Pero creo que estoy jugando el mejor tenis de este año. Ayudó que estuvo un tiempo de descanso, antes de jugar muy bien en Basilea y París", señaló el suizo tras este nuevo duelo con Tsonga en Londres.
&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/83kMYT3nt_w" width="560"&gt;&lt;/iframe&gt;

El español Rafael Nadal y el suizo Roger Federer, finalistas del Masters el pasado año y grandes favoritos a pasar a semifinales en el grupo B del torneo de este año, abrieron el domingo el 'Torneo de Maestros' sufriendo, con victorias muy ajustadas en tres sets.

Nadal cerró la primera jornada ya casi en la medianoche, hora local, imponiéndose en el 'tie break' decisivo al estadounidense Mardy Fish, por 6-2, 3-6 y 7-6 (7/3)&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5352209829353388590-6164358802224546258?l=federertenis.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/wbhT/~4/g5ggLJ4KdNM" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/blogspot/wbhT/~3/g5ggLJ4KdNM/londres-2011-roger-federer-vence-tsonga.html</link><author>noreply@blogger.com (Juablo)</author><media:thumbnail url="http://img.youtube.com/vi/83kMYT3nt_w/default.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://federertenis.blogspot.com/2011/11/londres-2011-roger-federer-vence-tsonga.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5352209829353388590.post-4004404509598273201</guid><pubDate>Tue, 15 Nov 2011 13:59:00 +0000</pubDate><atom:updated>2011-11-15T06:03:46.797-08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">ferrer</category><category domain="http://www.blogger.com/atom/ns#">tsonga</category><category domain="http://www.blogger.com/atom/ns#">round robin</category><category domain="http://www.blogger.com/atom/ns#">2011</category><category domain="http://www.blogger.com/atom/ns#">murray</category><category domain="http://www.blogger.com/atom/ns#">fish</category><category domain="http://www.blogger.com/atom/ns#">barclays</category><category domain="http://www.blogger.com/atom/ns#">grupos</category><category domain="http://www.blogger.com/atom/ns#">berdych</category><category domain="http://www.blogger.com/atom/ns#">nadal</category><category domain="http://www.blogger.com/atom/ns#">masters</category><category domain="http://www.blogger.com/atom/ns#">federer</category><category domain="http://www.blogger.com/atom/ns#">finals</category><category domain="http://www.blogger.com/atom/ns#">londres</category><category domain="http://www.blogger.com/atom/ns#">djokovic</category><title>Londres 2011: Se sortearon los grupos de la copa de maestros</title><description>Hoy se realizó el sorteo de la Barclays ATP World Tour Finals, o copa de Maestros como se llamaba antes. El sorteo ha dejado a Roger en el grupo B junto a Rafael Nadal, finalista del año pasado, Tsonga quien viene de un final de temporada bueno, y a un Mardy Fish que logró su clasificación por su arranque de temporada.&lt;br /&gt;
De todas formas en este torneo no hay grupo fácil, por algo están los 8 mejores del año. Esperemos y confiamos que Roger sabrá salir adelante en este torneo.&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Group A&lt;/strong&gt;Novak Djokovic&lt;br /&gt;Andy Murray&lt;br /&gt;David Ferrer&lt;br /&gt;Tomas Berdych
  &lt;br /&gt;

    &lt;strong&gt;Group B&lt;/strong&gt;Rafael Nadal&lt;br /&gt;Roger Federer&lt;br /&gt;Jo-Wilfried Tsonga&lt;br /&gt;Mardy Fish&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5352209829353388590-4004404509598273201?l=federertenis.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/wbhT/~4/khy-m-ApLZU" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/blogspot/wbhT/~3/khy-m-ApLZU/londres-2011-se-sortearon-los-grupos-de.html</link><author>noreply@blogger.com (Juablo)</author><thr:total>1</thr:total><feedburner:origLink>http://federertenis.blogspot.com/2011/11/londres-2011-se-sortearon-los-grupos-de.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5352209829353388590.post-2349324480382136995</guid><pubDate>Sun, 13 Nov 2011 15:35:00 +0000</pubDate><atom:updated>2011-11-13T14:56:04.532-08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">video</category><category domain="http://www.blogger.com/atom/ns#">final</category><category domain="http://www.blogger.com/atom/ns#">federer</category><category domain="http://www.blogger.com/atom/ns#">premiacion</category><category domain="http://www.blogger.com/atom/ns#">1000</category><category domain="http://www.blogger.com/atom/ns#">tsonga</category><category domain="http://www.blogger.com/atom/ns#">2011</category><category domain="http://www.blogger.com/atom/ns#">ceremonia</category><category domain="http://www.blogger.com/atom/ns#">paris</category><category domain="http://www.blogger.com/atom/ns#">masters</category><title>Paris 2011: Roger Federer vence a Tsonga y se proclama CAMPEÓN</title><description>Roger Federer volviendo a su mejor nivel en la temporada a los 30 años cuando todos hablaban del bajo rendimiento del suizo, esta callando los rumores y nos demuestra que tiene tenis de sobra en su raqueta para regalarnos, los que seguimos al maestro suizo queremos que el retiro se prolongue y se quede en las canchas muchos años mas.&lt;br /&gt;
El primer set se logró con un amplio 6-1, 2 quiebres, pero el francés siempre le hace buenos partidos a Roger y llevo a tiebreak el segundo set donde Roger al final selló su victoria con un 7-6 (3)&lt;br /&gt;
Es increíble ver a Roger que ha ganado todo en su carrera, emocionarse con un torneo el cual no pudo conseguir en temporadas anteriores...y esto es porque ama el tenis y se va quedar un buen tiempo mas jugando al máximo nivel. &lt;br /&gt;
Todo esto trae buenas sensaciones a Roger en cara al torneo clausura el masters de Londres... El año pasado lo ganó invictor, este año queremos que se repita la hazaña.&lt;br /&gt;
VAMOS ROGER&lt;br /&gt;
&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/8iU7JMjA0jg" width="560"&gt;&lt;/iframe&gt;&lt;br /&gt;
&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/rcirNH5pwSg" width="560"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5352209829353388590-2349324480382136995?l=federertenis.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/wbhT/~4/BF__D8BZ0sI" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/blogspot/wbhT/~3/BF__D8BZ0sI/paris-2011-roger-federer-vence-tsonga-y.html</link><author>noreply@blogger.com (Juablo)</author><media:thumbnail url="http://img.youtube.com/vi/8iU7JMjA0jg/default.jpg" height="72" width="72" /><thr:total>1</thr:total><feedburner:origLink>http://federertenis.blogspot.com/2011/11/paris-2011-roger-federer-vence-tsonga-y.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5352209829353388590.post-3096411985030480336</guid><pubDate>Sat, 12 Nov 2011 14:45:00 +0000</pubDate><atom:updated>2011-11-13T07:31:15.145-08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">video</category><category domain="http://www.blogger.com/atom/ns#">federer</category><category domain="http://www.blogger.com/atom/ns#">1000</category><category domain="http://www.blogger.com/atom/ns#">semifinal</category><category domain="http://www.blogger.com/atom/ns#">2011</category><category domain="http://www.blogger.com/atom/ns#">paris</category><category domain="http://www.blogger.com/atom/ns#">berdych</category><category domain="http://www.blogger.com/atom/ns#">masters</category><title>Paris 2011: Roger Federer vence a Berdych y jugará la final</title><description>Con un tenis mas que sobrevaliente Roger Federer venció al siempre dificil Tomas Berdych, quien venía de eliminar al jugador más en forma de esta última parte de la temporada: Andy Murray. Roger Federer desplegó lo mejor de su tenis antes un Berdych que nunca bajó los brazos, aunque sabía que cuando todos los circuitos internos de Roger están correctamente ensamblados y tira la máquina a andar, no existe rival que pueda contra él. El resultado fue 6-4 6-3 y ahora espera rival en la final que saldrá del partido de Isner versus Tsonga.&lt;br /&gt;
Este torneo faltaba Roger? pues estás a un partido de conseguirlo.&lt;br /&gt;
&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/G7tATHC3ZT4" width="420"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5352209829353388590-3096411985030480336?l=federertenis.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/wbhT/~4/hFDO7jBVnZQ" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/blogspot/wbhT/~3/hFDO7jBVnZQ/paris-2011-roger-federer-vence-berdych.html</link><author>noreply@blogger.com (Juablo)</author><media:thumbnail url="http://img.youtube.com/vi/G7tATHC3ZT4/default.jpg" height="72" width="72" /><thr:total>1</thr:total><feedburner:origLink>http://federertenis.blogspot.com/2011/11/paris-2011-roger-federer-vence-berdych.html</feedburner:origLink></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5352209829353388590.post-3477247139128602972</guid><pubDate>Sat, 12 Nov 2011 01:15:00 +0000</pubDate><atom:updated>2011-11-13T07:30:30.409-08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">video</category><category domain="http://www.blogger.com/atom/ns#">federer</category><category domain="http://www.blogger.com/atom/ns#">1000</category><category domain="http://www.blogger.com/atom/ns#">2011</category><category domain="http://www.blogger.com/atom/ns#">paris</category><category domain="http://www.blogger.com/atom/ns#">monaco</category><category domain="http://www.blogger.com/atom/ns#">masters</category><title>Paris 2011: Roger Federer vence a Mónaco y llega a semifinales con su victoria 800</title><description>&lt;br /&gt;
Roger Federer sumó contra el argentino Juan Mónaco la victoria número
 800 de su nutrida carrera, lo que le incluyó en un selecto grupo en el 
que, hasta ahora, sólo había seis tenistas.&lt;br /&gt;
"Claro que no recuerdo todas mis victorias", dijo entre risas el 
suizo tras derrotar al argentino en cuartos de final del torneo de 
Bercy, el último Masters 1.000 de la temporada.&lt;br /&gt;
"800 es un número muy alto", agregó. Federer confesó que en ocasiones la memoria le había traicionado.&lt;br /&gt;
Sea como fuere, Federer inscribió su nombre en otra lista gloriosa. 
Ahora se codea con un selecto grupo de tenistas que a lo largo de la 
historia han superado las 800 victorias.&lt;br /&gt;
Jimmy Connors (1.242), Ivan Lendl (1.071), Guillermo Vilas (923), 
John McEnroe (875), Andre Agassi (870) y Stefan Edberg (806) tendrán que
 apretarse para acoger al recién llegado.&lt;br /&gt;
Por el momento tendrá que derrotar al checo Tomas Berdych para 
alcanzar la final, la única de un torneo grande que Federer no ha 
disputado nunca.&lt;br /&gt;
"No será fácil ganar a Berdych. Me derrotó en la última ocasión que 
jugamos, en Cincinnati. Tendré que cambiar la táctica con respecto a ese
 partido para poder vencerle", indicó.&lt;br /&gt;
&lt;br /&gt;
&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/rzqIgmc5qqE" width="560"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5352209829353388590-3477247139128602972?l=federertenis.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/blogspot/wbhT/~4/D8ZndG9rUvk" height="1" width="1"/&gt;</description><link>http://feedproxy.google.com/~r/blogspot/wbhT/~3/D8ZndG9rUvk/paris-2011-roger-federer-vence-monaco-y.html</link><author>noreply@blogger.com (Juablo)</author><media:thumbnail url="http://img.youtube.com/vi/rzqIgmc5qqE/default.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://federertenis.blogspot.com/2011/11/paris-2011-roger-federer-vence-monaco-y.html</feedburner:origLink></item><language>en-us</language><media:rating>nonadult</media:rating></channel></rss>

