<?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-8054623611940162198</id><updated>2012-03-10T08:47:11.830-06:00</updated><category term='Partidas'/><category term='Gambito Blumenfeld'/><category term='tactica'/><category term='Elo-mayor-1200'/><category term='Elo-mayor-1400'/><category term='http://www.blogger.com/img/blank.gif'/><category term='comico'/><category term='ChessBase'/><category term='Entrenamiento'/><category term='ELO-mayor-1600'/><category term='Defensa Francesa'/><category term='Ataque'/><category term='Gambito'/><category term='Construccion Ajedrez'/><category term='ebook'/><category term='Todos Niveles'/><category term='Apertura Variante Moscu'/><category term='QualityChess'/><category term='Medio Juego'/><category term='Opening'/><category term='Grunfeld'/><category term='Intermedio'/><category term='Games'/><category term='Everyman Chess'/><category term='Defensa'/><category term='Sacrificio'/><category term='Repertorio de Aperturas'/><category term='Aperturas'/><category term='Estrategia'/><category term='Elo-mayor-1800'/><category term='Gambit Book'/><category term='Elo-mayor-1000'/><category term='Defensa Siciliana'/><category term='libro de entrenamiento'/><category term='Basico'/><category term='Video'/><category term='Caro-Kan'/><category term='Avanzado'/><title type='text'>El Ajedrez es para Todos - Chess is for Everyone</title><subtitle type='html'>Aqui encontraras gratis una gran cantidad de videos, articulos, libros, etc. que te ayudaran a jugar ajedrez mejor, ademas todo el material de ajedrez online en un solo sitio, para ti.
Here you will find chess games, free chess material, lots of free videos, articles, books, etc.. that will help you to play chess better. All the online chess material in one place for you. "Download Chess"</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://elajedrez.org/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://elajedrez.org/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default?start-index=101&amp;max-results=100'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>1304</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-6020688384646462240</id><published>2012-03-09T21:56:00.003-06:00</published><updated>2012-03-09T21:58:42.518-06:00</updated><title type='text'>Starting Out: 1 e4! A Reliable Repertoire for the Improving Player - Neil McDonald</title><content type='html'>&lt;a href="http://depositfiles.com/files/h8bhrcsub"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 262px; height: 400px;" src="http://4.bp.blogspot.com/-7EXgrlgkl48/T1rQ6pAZTdI/AAAAAAAADWg/QpFnp_0c118/s400/starting%2Bout%2B1e4.jpg" alt="" id="BLOGGER_PHOTO_ID_5718112382758768082" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://freakshare.com/files/2ojkhgjo/McDonald---SO.-1-e4-A-reliable-repertoire-for-the-improving-player--2006-.pdf.html"&gt;Opción 1&lt;/a&gt;  -  &lt;a href="http://depositfiles.com/files/h8bhrcsub"&gt;Opción 2&lt;/a&gt;  -  &lt;a href="http://www.filefactory.com/file/c4ad46f/n/McDonald_-_SO_1_e4_A_reliable_repertoire_for_the_improving_player_2006_pdf"&gt;Opción  3&lt;/a&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/8054623611940162198-6020688384646462240?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/6020688384646462240/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/starting-out-1-e4-reliable-repertoire.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/6020688384646462240'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/6020688384646462240'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/starting-out-1-e4-reliable-repertoire.html' title='Starting Out: 1 e4! A Reliable Repertoire for the Improving Player - Neil McDonald'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-7EXgrlgkl48/T1rQ6pAZTdI/AAAAAAAADWg/QpFnp_0c118/s72-c/starting%2Bout%2B1e4.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-528303805183014219</id><published>2012-03-09T21:13:00.003-06:00</published><updated>2012-03-09T21:16:57.537-06:00</updated><title type='text'>The French Defense 2 - New &amp; Forgotten Ideas! - Minev</title><content type='html'>&lt;a href="http://depositfiles.com/files/zr2e2usiz"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 265px; height: 400px;" src="http://2.bp.blogspot.com/-9QTHXP4UfoY/T1rG-RSs6rI/AAAAAAAADWU/mlJDCCZjEOA/s400/french%2Bdefense%2B2.jpg" alt="" id="BLOGGER_PHOTO_ID_5718101449996298930" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://freakshare.com/files/f466dpph/Minev_N._-_French_Defense_2_-1998-.pdf.html"&gt;Opción 1&lt;/a&gt;  -  &lt;a href="http://depositfiles.com/files/zr2e2usiz"&gt;Opción 2&lt;/a&gt;  -  &lt;a href="http://www.filefactory.com/file/c4ad0a0/n/Minev_N_-_French_Defense_2_1998_pdf"&gt;Opción 3&lt;/a&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/8054623611940162198-528303805183014219?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/528303805183014219/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/french-defense-2-new-forgotten-ideas.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/528303805183014219'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/528303805183014219'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/french-defense-2-new-forgotten-ideas.html' title='The French Defense 2 - New &amp; Forgotten Ideas! - Minev'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-9QTHXP4UfoY/T1rG-RSs6rI/AAAAAAAADWU/mlJDCCZjEOA/s72-c/french%2Bdefense%2B2.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-6214791741022834125</id><published>2012-03-09T21:02:00.003-06:00</published><updated>2012-03-09T21:06:09.441-06:00</updated><title type='text'>Chess Highlights of the 20th Century: The Best Chess 1900-1999 in Historical Context - Graham Burgess</title><content type='html'>&lt;a href="http://depositfiles.com/files/wz5qgmhy3"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 200px; height: 301px;" src="http://4.bp.blogspot.com/-QdwiaROUXLo/T1rEUI57goI/AAAAAAAADWI/XxmxVRr6I84/s400/chess%2Bhighlights.jpg" alt="" id="BLOGGER_PHOTO_ID_5718098527167152770" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://freakshare.com/files/exqxfya7/GBCHOT20CTBC.pdf.html"&gt;Opción 1&lt;/a&gt;  -  &lt;a href="http://depositfiles.com/files/wz5qgmhy3"&gt;Opción 2&lt;/a&gt;  -  &lt;a href="http://www.filefactory.com/file/c4ade66/n/GBCHOT20CTBC_pdf"&gt;Opción 3&lt;/a&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/8054623611940162198-6214791741022834125?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/6214791741022834125/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/chess-highlights-of-20th-century-best.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/6214791741022834125'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/6214791741022834125'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/chess-highlights-of-20th-century-best.html' title='Chess Highlights of the 20th Century: The Best Chess 1900-1999 in Historical Context - Graham Burgess'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-QdwiaROUXLo/T1rEUI57goI/AAAAAAAADWI/XxmxVRr6I84/s72-c/chess%2Bhighlights.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-8106932743796314986</id><published>2012-03-09T20:46:00.003-06:00</published><updated>2012-03-09T20:49:35.908-06:00</updated><title type='text'>Bobby Fisher from Genius to Legend</title><content type='html'>&lt;a href="http://depositfiles.com/files/djt03mrcl"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 269px; height: 400px;" src="http://3.bp.blogspot.com/-oX99uoJoyVA/T1rAhe5hFdI/AAAAAAAADV8/DjZaoJHtGvE/s400/fisher.jpg" alt="" id="BLOGGER_PHOTO_ID_5718094358362789330" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://freakshare.com/files/9vfiizsf/Bobby_Fischer_From_Chess_Genius_to_Legend.pdf.html"&gt;Opción 1&lt;/a&gt;  -  &lt;a href="http://depositfiles.com/files/djt03mrcl"&gt;Opción 2&lt;/a&gt;  -  &lt;a href="http://www.filefactory.com/file/c4addde/n/Bobby_Fischer_From_Chess_Genius_to_Legend_pdf"&gt;Opción 3&lt;/a&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/8054623611940162198-8106932743796314986?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/8106932743796314986/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/bobby-fisher-from-genius-to-legend.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/8106932743796314986'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/8106932743796314986'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/bobby-fisher-from-genius-to-legend.html' title='Bobby Fisher from Genius to Legend'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-oX99uoJoyVA/T1rAhe5hFdI/AAAAAAAADV8/DjZaoJHtGvE/s72-c/fisher.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-7787441534938813337</id><published>2012-03-08T23:25:00.006-06:00</published><updated>2012-03-10T08:47:11.902-06:00</updated><title type='text'>Cómo jugar la Najdorf Vol I Kasparov (Subtitulos en Español)</title><content type='html'>&lt;a href="http://freakshare.com/files/netxuh0i/Como-jugar-la-najfdor---Vol-I---Kasparov.rar.html"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 293px;" src="http://1.bp.blogspot.com/-R_49CD_jHdk/T1mUWVYI7mI/AAAAAAAADVw/YsZDOHfGvXE/s400/C%25C3%25B3mo%2Bjugar%2Bla%2Bnajfdor%2B-%2BVol%2BI%2B-%2BKasparov.jpg" alt="" id="BLOGGER_PHOTO_ID_5717764313339981410" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://freakshare.com/files/netxuh0i/Como-jugar-la-najfdor---Vol-I---Kasparov.rar.html"&gt;Opción 1&lt;/a&gt;    -  &lt;a href="http://depositfiles.com/files/ztreiahfv"&gt;Opción 2&lt;/a&gt;  -  &lt;a href="http://www.filefactory.com/file/c4a3834/n/Como-jugar-la-najfdor---Vol-I---Kasparov_rar"&gt;Opción 3&lt;/a&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/8054623611940162198-7787441534938813337?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/7787441534938813337/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/como-jugar-la-najdorf-vol-i-kasparov.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/7787441534938813337'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/7787441534938813337'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/como-jugar-la-najdorf-vol-i-kasparov.html' title='Cómo jugar la Najdorf Vol I Kasparov (Subtitulos en Español)'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-R_49CD_jHdk/T1mUWVYI7mI/AAAAAAAADVw/YsZDOHfGvXE/s72-c/C%25C3%25B3mo%2Bjugar%2Bla%2Bnajfdor%2B-%2BVol%2BI%2B-%2BKasparov.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-4595666477501708309</id><published>2012-03-08T23:22:00.006-06:00</published><updated>2012-03-10T08:10:13.220-06:00</updated><title type='text'>Cómo jugar el gambito de dama by Kasparov (Subtitulos en Español)</title><content type='html'>&lt;a href="http://freakshare.com/files/dhqmywdp/Como-jugar-el-gambito-de-dama-by-Kasparov.rar.html"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 276px;" src="http://1.bp.blogspot.com/-9mKvvcVVu0U/T1mTvC0p3ZI/AAAAAAAADVk/MGnFpQpURCg/s400/C%25C3%25B3mo%2Bjugar%2Bel%2Bgambito%2Bde%2Bdama%2Bby%2BKasparov.jpg" alt="" id="BLOGGER_PHOTO_ID_5717763638344408466" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://freakshare.com/files/dhqmywdp/Como-jugar-el-gambito-de-dama-by-Kasparov.rar.html"&gt;Opción 1&lt;/a&gt;  -  &lt;a href="http://depositfiles.com/files/nsjg6oz1k"&gt;Opción 2&lt;/a&gt;  -  &lt;a href="http://www.filefactory.com/file/c4a32ec/n/Como-jugar-el-gambito-de-dama-by-Kasparov_rar"&gt;Opción 3&lt;/a&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/8054623611940162198-4595666477501708309?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/4595666477501708309/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/como-jugar-el-gambito-de-dama-by.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/4595666477501708309'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/4595666477501708309'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/como-jugar-el-gambito-de-dama-by.html' title='Cómo jugar el gambito de dama by Kasparov (Subtitulos en Español)'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-9mKvvcVVu0U/T1mTvC0p3ZI/AAAAAAAADVk/MGnFpQpURCg/s72-c/C%25C3%25B3mo%2Bjugar%2Bel%2Bgambito%2Bde%2Bdama%2Bby%2BKasparov.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-3174113056252915205</id><published>2012-03-08T22:16:00.003-06:00</published><updated>2012-03-08T22:19:42.092-06:00</updated><title type='text'>Teoría - Actualidad en Aperturas (Spanish) - Jaque_Ejemplar Nº 1 al 7</title><content type='html'>&lt;a href="http://depositfiles.com/files/hig5ea6be"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 378px;" src="http://4.bp.blogspot.com/-N3U4XAnoKto/T1mEPmBiYRI/AAAAAAAADVY/fELC8u7ZVVE/s400/Teor%25C3%25ADa%2B-%2BActualidad%2Ben%2BAperturas.jpg" alt="" id="BLOGGER_PHOTO_ID_5717746605363454226" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://freakshare.com/files/4ting4ev/Teoria_-_Actualidad_en_Aperturas_-No-1-2-3-4-5-6-y-7.rar.html"&gt;Opción 1&lt;/a&gt;  -  &lt;a href="http://depositfiles.com/files/hig5ea6be"&gt;Opción 2&lt;/a&gt;  -  &lt;a href="http://www.filefactory.com/file/c39209c/n/Teoria_-_Actualidad_en_Aperturas_-No-1-2-3-4-5-6-y-7_rar"&gt;Opción 3&lt;/a&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/8054623611940162198-3174113056252915205?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/3174113056252915205/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/teoria-actualidad-en-aperturas-spanish.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/3174113056252915205'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/3174113056252915205'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/teoria-actualidad-en-aperturas-spanish.html' title='Teoría - Actualidad en Aperturas (Spanish) - Jaque_Ejemplar Nº 1 al 7'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-N3U4XAnoKto/T1mEPmBiYRI/AAAAAAAADVY/fELC8u7ZVVE/s72-c/Teor%25C3%25ADa%2B-%2BActualidad%2Ben%2BAperturas.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-2194613314104298047</id><published>2012-03-08T17:42:00.003-06:00</published><updated>2012-03-08T17:45:04.960-06:00</updated><title type='text'>The Benko Gambit - Pinski</title><content type='html'>&lt;a href="http://depositfiles.com/files/a3ahhgdqf"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 280px; height: 400px;" src="http://3.bp.blogspot.com/-ez23DYg7QH0/T1lD4zqcjQI/AAAAAAAADVM/JM5d98RQbPI/s400/the%2BBenko%2Bgambit.jpg" alt="" id="BLOGGER_PHOTO_ID_5717675845143530754" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://freakshare.com/files/upr3vihr/Pinski_-_The_Benko_Gambit_-Quality_Chess_Books_2005-.pdf.html"&gt;Opción 1&lt;/a&gt;  -  &lt;a href="http://depositfiles.com/files/a3ahhgdqf"&gt;Opción 2&lt;/a&gt;  -  &lt;a href="http://www.filefactory.com/file/c39017c/n/Pinski_-_The_Benko_Gambit_Quality_Chess_Books_2005_pdf"&gt;Opción 3&lt;/a&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/8054623611940162198-2194613314104298047?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/2194613314104298047/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/benko-gambit-pinski.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/2194613314104298047'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/2194613314104298047'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/benko-gambit-pinski.html' title='The Benko Gambit - Pinski'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-ez23DYg7QH0/T1lD4zqcjQI/AAAAAAAADVM/JM5d98RQbPI/s72-c/the%2BBenko%2Bgambit.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-2455436143584183119</id><published>2012-03-08T17:39:00.003-06:00</published><updated>2012-03-08T17:42:05.967-06:00</updated><title type='text'>The Two Knights Defence - Pinski</title><content type='html'>&lt;a href="http://depositfiles.com/files/9jvs8zqii"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 267px; height: 400px;" src="http://2.bp.blogspot.com/-Y4x4xXtMgXo/T1lDKyEDhII/AAAAAAAADVA/nBKo6kBy9p0/s400/the%2B2%2Bknighrt%2Bdefence.jpg" alt="" id="BLOGGER_PHOTO_ID_5717675054440088706" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://freakshare.com/files/1sawdp1u/Pinski_-_The_Two_Knights_Defence_-Everyman_Chess-.pdf.html"&gt;Opción 1&lt;/a&gt;  -  &lt;a href="http://depositfiles.com/files/9jvs8zqii"&gt;Opción 2&lt;/a&gt;  -  &lt;a href="http://www.filefactory.com/file/c390117/n/Pinski_-_The_Two_Knights_Defence_Everyman_Chess_pdf"&gt;Opción 3&lt;/a&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/8054623611940162198-2455436143584183119?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/2455436143584183119/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/two-knights-defence-pinski.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/2455436143584183119'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/2455436143584183119'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/two-knights-defence-pinski.html' title='The Two Knights Defence - Pinski'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-Y4x4xXtMgXo/T1lDKyEDhII/AAAAAAAADVA/nBKo6kBy9p0/s72-c/the%2B2%2Bknighrt%2Bdefence.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-5538574592162309692</id><published>2012-03-08T17:36:00.003-06:00</published><updated>2012-03-08T17:39:05.641-06:00</updated><title type='text'>The Four Knights - Pinski</title><content type='html'>&lt;a href="http://depositfiles.com/files/nrscyhoo8"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 276px; height: 400px;" src="http://1.bp.blogspot.com/-m6Q0UCrLUtc/T1lCcR1YdbI/AAAAAAAADU0/IoR3eAVHfGE/s400/the%2B4%2Bknights.jpg" alt="" id="BLOGGER_PHOTO_ID_5717674255514629554" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://freakshare.com/files/0wanm930/Pinski_-_The_Four_Knights_-2003-.pdf.html"&gt;Opción 1&lt;/a&gt;  -  &lt;a href="http://depositfiles.com/files/nrscyhoo8"&gt;Opción 2&lt;/a&gt;  -  &lt;a href="http://www.filefactory.com/file/c3901bc/n/Pinski_-_The_Four_Knights_2003_pdf"&gt;Opción 3&lt;/a&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/8054623611940162198-5538574592162309692?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/5538574592162309692/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/four-knights-pinski.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/5538574592162309692'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/5538574592162309692'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/four-knights-pinski.html' title='The Four Knights - Pinski'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-m6Q0UCrLUtc/T1lCcR1YdbI/AAAAAAAADU0/IoR3eAVHfGE/s72-c/the%2B4%2Bknights.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-5265357100325045293</id><published>2012-03-08T17:32:00.003-06:00</published><updated>2012-03-08T17:35:57.992-06:00</updated><title type='text'>Italian game and Evans gambit - Pinski</title><content type='html'>&lt;a href="http://depositfiles.com/files/oa37sto7t"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 267px; height: 400px;" src="http://2.bp.blogspot.com/-eL7CrR8NEAE/T1lBpCXqqJI/AAAAAAAADUo/LUzbxHz_M_8/s400/italian%2Bgame.jpg" alt="" id="BLOGGER_PHOTO_ID_5717673375190132882" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://freakshare.com/files/ziap4byu/Jan_Pinski_-_Italian_Game_and_Evans_Gambit_-2005-.pdf.html"&gt;Opción 1&lt;/a&gt;  -  &lt;a href="http://depositfiles.com/files/oa37sto7t"&gt;Opción 2&lt;/a&gt;  -  &lt;a href="http://www.filefactory.com/file/c390022/n/Jan_Pinski_-_Italian_Game_and_Evans_Gambit_2005_pdf"&gt;Opción 3&lt;/a&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/8054623611940162198-5265357100325045293?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/5265357100325045293/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/italian-game-and-evans-gambit-pinski.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/5265357100325045293'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/5265357100325045293'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/italian-game-and-evans-gambit-pinski.html' title='Italian game and Evans gambit - Pinski'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-eL7CrR8NEAE/T1lBpCXqqJI/AAAAAAAADUo/LUzbxHz_M_8/s72-c/italian%2Bgame.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-8517697308017338169</id><published>2012-03-08T17:20:00.002-06:00</published><updated>2012-03-08T17:25:58.542-06:00</updated><title type='text'>The Greatest Ever Chess Endgames - Giddins</title><content type='html'>&lt;a href="http://www.filefactory.com/file/c390fc9/n/The_Greatest_Ever_Chess_Endgames_pdf"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 265px; height: 400px;" src="http://1.bp.blogspot.com/-LvvshscbilU/T1k_h9qOz5I/AAAAAAAADUc/28HHvZ_gs4s/s400/the%2Bgreatest%2Bever%2Bchess%2Bendgames.jpg" alt="" id="BLOGGER_PHOTO_ID_5717671054643482514" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://freakshare.com/files/q4a4a6nr/The_Greatest_Ever_Chess_Endgames.pdf.html"&gt;Opción 1&lt;/a&gt;  -  &lt;a href="http://depositfiles.com/files/mev6ej3rm"&gt;Opción 2&lt;/a&gt;  -  &lt;a href="http://www.filefactory.com/file/c390fc9/n/The_Greatest_Ever_Chess_Endgames_pdf"&gt;Opción 3&lt;/a&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/8054623611940162198-8517697308017338169?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/8517697308017338169/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/greatest-ever-chess-endgames-giddins.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/8517697308017338169'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/8517697308017338169'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/greatest-ever-chess-endgames-giddins.html' title='The Greatest Ever Chess Endgames - Giddins'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-LvvshscbilU/T1k_h9qOz5I/AAAAAAAADUc/28HHvZ_gs4s/s72-c/the%2Bgreatest%2Bever%2Bchess%2Bendgames.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-3047860292256759650</id><published>2012-03-08T17:17:00.003-06:00</published><updated>2012-03-08T17:20:14.459-06:00</updated><title type='text'>Capablanca: A Primer of Checkmate</title><content type='html'>&lt;a href="http://depositfiles.com/files/m01eh12s8"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 210px; height: 320px;" src="http://1.bp.blogspot.com/-a2ksl4VBYN0/T1k-DI99nuI/AAAAAAAADUQ/40F_PK1uTHg/s400/capablanca.jpg" alt="" id="BLOGGER_PHOTO_ID_5717669425591459554" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://freakshare.com/files/eo9mti91/C_-_APC.pdf.html"&gt;Opción 1&lt;/a&gt;  -  &lt;a href="http://depositfiles.com/files/m01eh12s8"&gt;Opción 2&lt;/a&gt;  -  &lt;a href="http://www.filefactory.com/file/c390e3e/n/C_-_APC_pdf"&gt;Opción 3&lt;/a&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/8054623611940162198-3047860292256759650?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/3047860292256759650/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/capablanca-primer-of-checkmate.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/3047860292256759650'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/3047860292256759650'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/capablanca-primer-of-checkmate.html' title='Capablanca: A Primer of Checkmate'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-a2ksl4VBYN0/T1k-DI99nuI/AAAAAAAADUQ/40F_PK1uTHg/s72-c/capablanca.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-3777688970169294638</id><published>2012-03-08T16:29:00.001-06:00</published><updated>2012-03-08T16:31:24.684-06:00</updated><title type='text'>The Mozart Of Chess Magnus Carlsen - 60 Min</title><content type='html'>&lt;embed src="http://www.4shared.com/embed/1215470928/ac93095d" allowfullscreen="true" allowscriptaccess="always" type="application/x-shockwave-flash" height="370" width="420"&gt;&lt;/embed&gt;&lt;br /&gt;&lt;br /&gt;Disfrutemos el programa especial de 60 min. dedicado al Mozart del Ajedrez, el GM Magnus Carlsen&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8054623611940162198-3777688970169294638?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/3777688970169294638/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/mozart-of-chess-magnus-carlsen-60-min.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/3777688970169294638'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/3777688970169294638'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/mozart-of-chess-magnus-carlsen-60-min.html' title='The Mozart Of Chess Magnus Carlsen - 60 Min'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-1270008682939139594</id><published>2012-03-07T20:25:00.003-06:00</published><updated>2012-03-07T20:29:47.634-06:00</updated><title type='text'>A First Book of Morphy</title><content type='html'>&lt;a href="http://depositfiles.com/files/mwrhfr5dt"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 201px; height: 306px;" src="http://3.bp.blogspot.com/-elXVEcAXC2I/T1gYsRRj2oI/AAAAAAAADUE/RID26B5-xig/s400/A%2Bfirst%2Bbook%2Bof%2Bmorphy.jpg" alt="" id="BLOGGER_PHOTO_ID_5717346875777211010" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://freakshare.com/files/s6jxwmxq/1bm.pdf.html"&gt;Opción 1&lt;/a&gt;  -  &lt;a href="http://depositfiles.com/files/mwrhfr5dt"&gt;Opción 2&lt;/a&gt;  -  &lt;a href="http://www.filefactory.com/file/c386205/n/1bm_pdf"&gt;Opción 3&lt;/a&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/8054623611940162198-1270008682939139594?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/1270008682939139594/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/first-book-of-morphy.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/1270008682939139594'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/1270008682939139594'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/first-book-of-morphy.html' title='A First Book of Morphy'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-elXVEcAXC2I/T1gYsRRj2oI/AAAAAAAADUE/RID26B5-xig/s72-c/A%2Bfirst%2Bbook%2Bof%2Bmorphy.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-3545727321117904862</id><published>2012-03-07T20:10:00.003-06:00</published><updated>2012-03-07T20:13:43.544-06:00</updated><title type='text'>Learn Chess in 40 Hours - Teschner</title><content type='html'>&lt;a href="http://depositfiles.com/files/dag37z4qx"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 224px; height: 321px;" src="http://1.bp.blogspot.com/-ZC1qCgod5cs/T1gVO8bjBaI/AAAAAAAADT4/JufB7g8s0OI/s400/learn%2Bchess%2Bin%2B40%2Bhours.jpg" alt="" id="BLOGGER_PHOTO_ID_5717343073430865314" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://freakshare.com/files/zrs749nd/Teschner_-_Learn_Chess_In_40_Hours.pdf.html"&gt;Opción 1&lt;/a&gt;  -  &lt;a href="http://depositfiles.com/files/dag37z4qx"&gt;Opción 2&lt;/a&gt;  -  &lt;a href="http://www.filefactory.com/file/c386fb8/n/Teschner_-_Learn_Chess_In_40_Hours_pdf"&gt;Opción 3&lt;/a&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/8054623611940162198-3545727321117904862?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/3545727321117904862/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/learn-chess-in-40-hours-teschner.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/3545727321117904862'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/3545727321117904862'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/learn-chess-in-40-hours-teschner.html' title='Learn Chess in 40 Hours - Teschner'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-ZC1qCgod5cs/T1gVO8bjBaI/AAAAAAAADT4/JufB7g8s0OI/s72-c/learn%2Bchess%2Bin%2B40%2Bhours.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-4838739675419192375</id><published>2012-03-07T20:02:00.003-06:00</published><updated>2012-03-07T20:05:27.606-06:00</updated><title type='text'>The Most Instructive Games of Chess Ever PLayed - Chernev</title><content type='html'>&lt;a href="http://www.filefactory.com/file/c386ec0/n/Chernev_-_The_Most_Instructive_Games_of_Chess_Ever_Played_Dover_1992_pdf"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 189px; height: 299px;" src="http://1.bp.blogspot.com/-tt2wIYqEVng/T1gTNHiCEuI/AAAAAAAADTs/Tt024hlH5yg/s400/the%2Bmost%2Binstructive%2Bgames%2Bof%2Bchess.jpg" alt="" id="BLOGGER_PHOTO_ID_5717340843027862242" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://freakshare.com/files/ibg6zvlh/Chernev_-_The_Most_Instructive_Games_of_Chess_Ever_Played-_Dover-_1992_.pdf.html"&gt;Opción 1&lt;/a&gt;  -  &lt;a href="http://depositfiles.com/files/h6dlt3krd"&gt;Opción 2&lt;/a&gt;  -  &lt;a href="http://www.filefactory.com/file/c386ec0/n/Chernev_-_The_Most_Instructive_Games_of_Chess_Ever_Played_Dover_1992_pdf"&gt;Opción 3&lt;/a&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/8054623611940162198-4838739675419192375?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/4838739675419192375/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/most-instructive-games-of-chess-ever.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/4838739675419192375'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/4838739675419192375'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/most-instructive-games-of-chess-ever.html' title='The Most Instructive Games of Chess Ever PLayed - Chernev'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-tt2wIYqEVng/T1gTNHiCEuI/AAAAAAAADTs/Tt024hlH5yg/s72-c/the%2Bmost%2Binstructive%2Bgames%2Bof%2Bchess.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-4074710303680148934</id><published>2012-03-06T20:36:00.003-06:00</published><updated>2012-03-06T20:43:00.607-06:00</updated><title type='text'>Chess Informant * Issue Number 52 * 1991/06-09</title><content type='html'>&lt;a href="http://depositfiles.com/files/o7bod6vb8"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 304px; height: 399px;" src="http://3.bp.blogspot.com/-mU4QCgg7AUE/T1bJ0OxWPSI/AAAAAAAADTg/5S7sqqLdoKA/s400/informador%2B52.jpg" alt="" id="BLOGGER_PHOTO_ID_5716978676148878626" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://freakshare.com/files/m1h2rojy/Chess.Informant.052_1991_06-09_372p.pdf.html"&gt;Opción 1&lt;/a&gt;  -  &lt;a href="http://depositfiles.com/files/o7bod6vb8"&gt;Opción 2&lt;/a&gt;  -  &lt;a href="http://www.filefactory.com/file/c38ae7d/n/Chess_Informant_052_1991_06-09_372p_pdf"&gt;Opción 3&lt;/a&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/8054623611940162198-4074710303680148934?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/4074710303680148934/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/chess-informant-issue-number-52-199106.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/4074710303680148934'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/4074710303680148934'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/chess-informant-issue-number-52-199106.html' title='Chess Informant * Issue Number 52 * 1991/06-09'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-mU4QCgg7AUE/T1bJ0OxWPSI/AAAAAAAADTg/5S7sqqLdoKA/s72-c/informador%2B52.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-4143227361483499985</id><published>2012-03-06T20:30:00.003-06:00</published><updated>2012-03-06T20:32:31.438-06:00</updated><title type='text'>Chess Informant * Issue Number 54 * 1992/02-05</title><content type='html'>&lt;a href="http://www.filefactory.com/file/c38adbf/n/Chess_Informant_054_1992_02-05_414p_pdf"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 323px; height: 397px;" src="http://1.bp.blogspot.com/-BTQhADKsVpo/T1bIVcgXpGI/AAAAAAAADTU/Y1oLPjH_oYw/s400/informador%2B54.jpg" alt="" id="BLOGGER_PHOTO_ID_5716977047748191330" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://freakshare.com/files/cu9dtze6/Chess.Informant.054_1992_02-05_414p.pdf.html"&gt;Opción 1&lt;/a&gt;  -  &lt;a href="http://depositfiles.com/files/ddprts8ui"&gt;Opción 2&lt;/a&gt;  -  &lt;a href="http://www.filefactory.com/file/c38adbf/n/Chess_Informant_054_1992_02-05_414p_pdf"&gt;Opción 3&lt;/a&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/8054623611940162198-4143227361483499985?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/4143227361483499985/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/chess-informant-issue-number-54-199202.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/4143227361483499985'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/4143227361483499985'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/chess-informant-issue-number-54-199202.html' title='Chess Informant * Issue Number 54 * 1992/02-05'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-BTQhADKsVpo/T1bIVcgXpGI/AAAAAAAADTU/Y1oLPjH_oYw/s72-c/informador%2B54.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-5780933324407842458</id><published>2012-03-06T20:21:00.003-06:00</published><updated>2012-03-06T20:26:03.907-06:00</updated><title type='text'>Everyone's 2nd Chessbook - Heisman</title><content type='html'>&lt;a href="http://depositfiles.com/files/bi1q2wq9c"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 264px; height: 400px;" src="http://4.bp.blogspot.com/-K_0wmrvDztQ/T1bGUYzK7dI/AAAAAAAADTI/J4jx8lZLcgU/s400/everyone%2527s%2Bchessbook.jpg" alt="" id="BLOGGER_PHOTO_ID_5716974830550183378" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://freakshare.com/files/wi9dw8l3/Everyones_2nd_Chessbook_Dan_Heisman.pdf.html"&gt;Opción 1&lt;/a&gt;  -  &lt;a href="http://depositfiles.com/files/bi1q2wq9c"&gt;Opción 2&lt;/a&gt;  -  &lt;a href="http://www.filefactory.com/file/c38aca8/n/Everyones_2nd_Chessbook_Dan_Heisman_pdf"&gt;Opción 3&lt;/a&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/8054623611940162198-5780933324407842458?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/5780933324407842458/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/everyones-2nd-chessbook-heisman.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/5780933324407842458'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/5780933324407842458'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/everyones-2nd-chessbook-heisman.html' title='Everyone&apos;s 2nd Chessbook - Heisman'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-K_0wmrvDztQ/T1bGUYzK7dI/AAAAAAAADTI/J4jx8lZLcgU/s72-c/everyone%2527s%2Bchessbook.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-5120920507948463285</id><published>2012-03-06T20:15:00.003-06:00</published><updated>2012-03-06T20:19:08.635-06:00</updated><title type='text'>The Road to Chess Improvement - Alex Yermolinsky</title><content type='html'>&lt;a href="http://depositfiles.com/files/sjp709l72"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 209px; height: 301px;" src="http://4.bp.blogspot.com/-8HFQvIxDx_E/T1bE8H0LEAI/AAAAAAAADS8/-u2siNpOXXc/s400/the%2Broad%2Bto%2Bchess%2Bimprovement.jpg" alt="" id="BLOGGER_PHOTO_ID_5716973314162495490" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://freakshare.com/files/g6zl93o7/Yermolinsky_-_The_Road_to_Chess_Improvement_-2000-.pdf.html"&gt;Opción 1&lt;/a&gt;  -  &lt;a href="http://depositfiles.com/files/sjp709l72"&gt;Opción 2&lt;/a&gt;  -  &lt;a href="http://www.filefactory.com/file/c38aa8e/n/Yermolinsky_-_The_Road_to_Chess_Improvement_2000_pdf"&gt;Opción 3&lt;/a&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/8054623611940162198-5120920507948463285?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/5120920507948463285/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/road-to-chess-improvement-alex.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/5120920507948463285'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/5120920507948463285'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/road-to-chess-improvement-alex.html' title='The Road to Chess Improvement - Alex Yermolinsky'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-8HFQvIxDx_E/T1bE8H0LEAI/AAAAAAAADS8/-u2siNpOXXc/s72-c/the%2Broad%2Bto%2Bchess%2Bimprovement.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-5407181575275449413</id><published>2012-03-06T20:03:00.002-06:00</published><updated>2012-03-06T20:08:14.186-06:00</updated><title type='text'>Las Mejores Partidas del Tal Memorial 2011 (Español)</title><content type='html'>&lt;a href="http://depositfiles.com/files/s9m4ga5u2"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 142px; height: 204px;" src="http://1.bp.blogspot.com/-rSLUOR5eyq0/T1bCLM1obII/AAAAAAAADSw/nRcbUZ0n1Gw/s400/talmemorial2011.jpg" alt="" id="BLOGGER_PHOTO_ID_5716970274673945730" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://freakshare.com/files/vr80wx49/Tal.rar.html"&gt;Opción 1&lt;/a&gt;  -  &lt;a href="http://depositfiles.com/files/s9m4ga5u2"&gt;Opción 2&lt;/a&gt;  -  &lt;a href="http://www.filefactory.com/file/c379886/n/Tal_rar"&gt;Opción 3&lt;/a&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/8054623611940162198-5407181575275449413?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/5407181575275449413/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/las-mejores-partidas-del-tal-memorial.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/5407181575275449413'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/5407181575275449413'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/las-mejores-partidas-del-tal-memorial.html' title='Las Mejores Partidas del Tal Memorial 2011 (Español)'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-rSLUOR5eyq0/T1bCLM1obII/AAAAAAAADSw/nRcbUZ0n1Gw/s72-c/talmemorial2011.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-7819689594391106257</id><published>2012-03-05T21:05:00.003-06:00</published><updated>2012-03-05T21:09:04.677-06:00</updated><title type='text'>La Defensa Siciliana - John Emms</title><content type='html'>&lt;a href="http://depositfiles.com/files/ktaurnw07"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 252px; height: 400px;" src="http://2.bp.blogspot.com/--OXSy5BEauU/T1V-9e-9dtI/AAAAAAAADSc/wiqEfTUlRxA/s400/la%2Bdefensa%2Bsiciliana.jpg" alt="" id="BLOGGER_PHOTO_ID_5716614896770971346" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://freakshare.com/files/fm4fezbo/Aprenda_Aperturas_Defensa_Siciliana_Emms.pdf.html"&gt;Opción 1&lt;/a&gt;  -  &lt;a href="http://depositfiles.com/files/ktaurnw07"&gt;Opción 2&lt;/a&gt;  -  &lt;a href="http://www.filefactory.com/file/c37014a/n/Aprenda_Aperturas_Defensa_Siciliana_Emms_pdf"&gt;Opción 3&lt;/a&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/8054623611940162198-7819689594391106257?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/7819689594391106257/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/la-defensa-siciliana-john-emms.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/7819689594391106257'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/7819689594391106257'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/la-defensa-siciliana-john-emms.html' title='La Defensa Siciliana - John Emms'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/--OXSy5BEauU/T1V-9e-9dtI/AAAAAAAADSc/wiqEfTUlRxA/s72-c/la%2Bdefensa%2Bsiciliana.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-7650490409212184442</id><published>2012-03-05T20:53:00.003-06:00</published><updated>2012-03-05T21:05:04.336-06:00</updated><title type='text'>The King's Indian Attack! - Ron Henley</title><content type='html'>&lt;a href="http://depositfiles.com/files/sg7sg52nf"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 261px; height: 400px;" src="http://1.bp.blogspot.com/-uSV7GMbNFx4/T1V8KCaNdyI/AAAAAAAADSQ/eOY7EKvWPgw/s400/the%2Bking%2Bindian%2Battack.jpg" alt="" id="BLOGGER_PHOTO_ID_5716611813904054050" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://freakshare.com/files/3rq8o42e/HyH_kia.7z.html"&gt;Opción 1&lt;/a&gt;  -  &lt;a href="http://depositfiles.com/files/sg7sg52nf"&gt;Opción 2&lt;/a&gt;  -  &lt;a href="http://www.filefactory.com/file/c3701d1/n/HyH_kia_7z"&gt;Opción 3&lt;/a&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/8054623611940162198-7650490409212184442?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/7650490409212184442/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/kings-indian-attack-ron-henley.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/7650490409212184442'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/7650490409212184442'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/kings-indian-attack-ron-henley.html' title='The King&apos;s Indian Attack! - Ron Henley'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-uSV7GMbNFx4/T1V8KCaNdyI/AAAAAAAADSQ/eOY7EKvWPgw/s72-c/the%2Bking%2Bindian%2Battack.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-161088340699967678</id><published>2012-03-05T20:47:00.004-06:00</published><updated>2012-03-05T21:45:26.097-06:00</updated><title type='text'>Excelling at Combinational Play - Aagaard</title><content type='html'>&lt;a href="http://depositfiles.com/files/vc9h3f9gn"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 265px; height: 400px;" src="http://3.bp.blogspot.com/-dK_LLHcejkM/T1V64f8mbhI/AAAAAAAADSE/B9ZsULuQva4/s400/excelling%2Bat%2Bcombinatinal%2Bplay.jpg" alt="" id="BLOGGER_PHOTO_ID_5716610413083651602" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://freakshare.com/files/2a6tsnu5/Aagaard_-_Excelling_At_Combinational_Play.djvu.html"&gt;Opción 1&lt;/a&gt;  -  &lt;a href="http://depositfiles.com/files/vc9h3f9gn"&gt;Opción 2&lt;/a&gt;  -  &lt;a href="http://www.filefactory.com/file/c370f52/n/Aagaard_-_Excelling_At_Combinational_Play_djvu"&gt;Opción 3&lt;/a&gt;&lt;br /&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/8054623611940162198-161088340699967678?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/161088340699967678/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/excelling-at-combinational-play-aagaard.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/161088340699967678'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/161088340699967678'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/excelling-at-combinational-play-aagaard.html' title='Excelling at Combinational Play - Aagaard'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-dK_LLHcejkM/T1V64f8mbhI/AAAAAAAADSE/B9ZsULuQva4/s72-c/excelling%2Bat%2Bcombinatinal%2Bplay.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-6203365411198703020</id><published>2012-03-05T20:42:00.004-06:00</published><updated>2012-03-05T21:44:26.266-06:00</updated><title type='text'>Pawn Power in Chess - Hans Kmoch</title><content type='html'>&lt;a href="http://depositfiles.com/files/tv3bcs1sb"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 261px; height: 400px;" src="http://4.bp.blogspot.com/-Ve1g9lamjJ4/T1V5mzyRZPI/AAAAAAAADR4/eTOUjXwjfKI/s400/pawn%2Bpower%2Bin%2Bchess.jpg" alt="" id="BLOGGER_PHOTO_ID_5716609009659766002" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://freakshare.com/files/trzt6r0r/Kmoch_-_Pawn_Power_in_Chess_-1990-.pdf.html"&gt;Opción 1&lt;/a&gt;  -  &lt;a href="http://depositfiles.com/files/tv3bcs1sb"&gt;Opción 2&lt;/a&gt;  -  &lt;a href="http://www.filefactory.com/file/c370fb2/n/Kmoch_-_Pawn_Power_in_Chess_1990_pdf"&gt;Opción 3&lt;/a&gt;&lt;br /&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/8054623611940162198-6203365411198703020?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/6203365411198703020/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/pawn-power-in-chess-hans-kmoch.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/6203365411198703020'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/6203365411198703020'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/pawn-power-in-chess-hans-kmoch.html' title='Pawn Power in Chess - Hans Kmoch'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-Ve1g9lamjJ4/T1V5mzyRZPI/AAAAAAAADR4/eTOUjXwjfKI/s72-c/pawn%2Bpower%2Bin%2Bchess.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-911181041569757252</id><published>2012-03-05T20:36:00.003-06:00</published><updated>2012-03-05T20:39:27.909-06:00</updated><title type='text'>1000 Minor Piece Endings (2007) - Pintér</title><content type='html'>&lt;a href="http://depositfiles.com/files/4qwz17rlz"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 282px; height: 400px;" src="http://4.bp.blogspot.com/-ZNz6tKbAdi4/T1V4VaivJEI/AAAAAAAADRs/w5b2LiFbUoA/s400/1000%2Bminor%2Bpiece%2Bendings.jpg" alt="" id="BLOGGER_PHOTO_ID_5716607611314316354" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://freakshare.com/files/knr8b4hq/Pinter_-_1000_MPE_-2007-.pdf.html"&gt;Opción 1&lt;/a&gt;  -  &lt;a href="http://depositfiles.com/files/4qwz17rlz"&gt;Opción 2&lt;/a&gt;  -  &lt;a href="http://www.filefactory.com/file/c370e6d/n/Pinter_-_1000_MPE_2007_pdf"&gt;Opción 3&lt;/a&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/8054623611940162198-911181041569757252?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/911181041569757252/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/1000-minor-piece-endings-2007-pinter.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/911181041569757252'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/911181041569757252'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/1000-minor-piece-endings-2007-pinter.html' title='1000 Minor Piece Endings (2007) - Pintér'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-ZNz6tKbAdi4/T1V4VaivJEI/AAAAAAAADRs/w5b2LiFbUoA/s72-c/1000%2Bminor%2Bpiece%2Bendings.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-2151858280490756565</id><published>2012-03-05T20:27:00.003-06:00</published><updated>2012-03-05T20:30:05.836-06:00</updated><title type='text'>Positional Sacrifices - Neil McDonald</title><content type='html'>&lt;a href="http://depositfiles.com/files/6kj6v8kjz"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 276px; height: 400px;" src="http://4.bp.blogspot.com/-N6QEmX90HZg/T1V2E42p24I/AAAAAAAADRg/UkdWWU-PFuQ/s400/positional%2Bsacrifices.jpg" alt="" id="BLOGGER_PHOTO_ID_5716605128369888130" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://freakshare.com/files/4qwpe6kd/Positional_sacrifices.pdf.html"&gt;Opción 1&lt;/a&gt;  -  &lt;a href="http://depositfiles.com/files/6kj6v8kjz"&gt;Opción 2&lt;/a&gt;  -  &lt;a href="http://www.filefactory.com/file/c370ea0/n/Positional_sacrifices_pdf"&gt;Opción 3&lt;/a&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/8054623611940162198-2151858280490756565?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/2151858280490756565/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/positional-sacrifices-neil-mcdonald.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/2151858280490756565'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/2151858280490756565'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/positional-sacrifices-neil-mcdonald.html' title='Positional Sacrifices - Neil McDonald'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-N6QEmX90HZg/T1V2E42p24I/AAAAAAAADRg/UkdWWU-PFuQ/s72-c/positional%2Bsacrifices.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-8706399875371518988</id><published>2012-03-05T20:21:00.003-06:00</published><updated>2012-03-05T20:24:12.663-06:00</updated><title type='text'>Sicilian Love - Lev Polugaevsky</title><content type='html'>&lt;a href="http://www.filefactory.com/file/c370d26/n/Sicilian_Love_pdf"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 272px; height: 400px;" src="http://4.bp.blogspot.com/-yxeyj-_B_RY/T1V0qFJsAeI/AAAAAAAADRU/YsjMF1cUMw4/s400/sicilian%2Blove.jpg" alt="" id="BLOGGER_PHOTO_ID_5716603568302850530" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://freakshare.com/files/npz3zb54/Sicilian_Love.pdf.html"&gt;Opción 1&lt;/a&gt;  -  &lt;a href="http://depositfiles.com/files/9wobhesrg"&gt;Opción 2&lt;/a&gt;  -  &lt;a href="http://www.filefactory.com/file/c370d26/n/Sicilian_Love_pdf"&gt;Opción 3&lt;/a&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/8054623611940162198-8706399875371518988?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/8706399875371518988/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/sicilian-love-lev-polugaevsky.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/8706399875371518988'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/8706399875371518988'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/sicilian-love-lev-polugaevsky.html' title='Sicilian Love - Lev Polugaevsky'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-yxeyj-_B_RY/T1V0qFJsAeI/AAAAAAAADRU/YsjMF1cUMw4/s72-c/sicilian%2Blove.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-6829724907841872865</id><published>2012-03-05T20:12:00.003-06:00</published><updated>2012-03-05T20:18:52.430-06:00</updated><title type='text'>The Art of Learning - Waitzkin</title><content type='html'>&lt;a href="http://depositfiles.com/files/kuppczil6"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 128px; height: 199px;" src="http://1.bp.blogspot.com/-6FAQdSZkXSU/T1VyuWUg96I/AAAAAAAADRI/kxKQubN4StU/s400/the%2Bart%2Bof%2Blearning.jpg" alt="" id="BLOGGER_PHOTO_ID_5716601442607888290" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://freakshare.com/files/xiy4dhx0/The_Art_of_Learning_Waitzkin.pdf.html"&gt;Opción 1&lt;/a&gt;  -  &lt;a href="http://depositfiles.com/files/kuppczil6"&gt;Opción 2&lt;/a&gt;  -  &lt;a href="http://www.filefactory.com/file/c370db0/n/The_Art_of_Learning_Waitzkin_pdf"&gt;Opción 3&lt;/a&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/8054623611940162198-6829724907841872865?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/6829724907841872865/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/art-of-learning-waitzkin.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/6829724907841872865'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/6829724907841872865'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/art-of-learning-waitzkin.html' title='The Art of Learning - Waitzkin'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-6FAQdSZkXSU/T1VyuWUg96I/AAAAAAAADRI/kxKQubN4StU/s72-c/the%2Bart%2Bof%2Blearning.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-4623686634066816343</id><published>2012-03-04T19:57:00.003-06:00</published><updated>2012-03-04T20:08:48.566-06:00</updated><title type='text'>Tip del dia - Que esta intentando hacer nuestro oponente?</title><content type='html'>&lt;a href="http://1.bp.blogspot.com/-NASBlEXHWHk/T1QfeF9-_6I/AAAAAAAADQ8/Rn6vpXKN3-I/s1600/troya.jpg"&gt;&lt;img style="TEXT-ALIGN: center; MARGIN: 0px auto 10px; WIDTH: 275px; DISPLAY: block; HEIGHT: 184px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5716228428898697122" border="0" alt="" src="http://1.bp.blogspot.com/-NASBlEXHWHk/T1QfeF9-_6I/AAAAAAAADQ8/Rn6vpXKN3-I/s400/troya.jpg" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;Aunque no lo creas, todos fallamos ocasionalmente en no prestar atención en las intensiones de lo que nuestro oponentes esta haciendo y lo que esta tratando de hacer con su ultimo movimiento. Muchos jugadores inexpertos solo piensan en su ataque ofensivo y no se preocupan por el ataque ofensivo de su oponente. Esto causa que los jugadores pierdan sus partidas a menos que rompan ese mal hábito.&lt;br /&gt;&lt;br /&gt;Cada vez que tu oponente hace un movimiento debes parar y tratar de responder las siguientes preguntas:&lt;br /&gt;Porque eligió su movimiento?&lt;br /&gt;Esta atacada alguna de nuestras piezas?&lt;br /&gt;Hay alguna otra amenaza de la cual deba prestar atención?&lt;br /&gt;Que plan tiene en mente nuestro oponente?&lt;br /&gt;&lt;br /&gt;Si podemos responder satisfactoriamente estas preguntas antes de hacer tu siguiente movimiento serás capaz de prevenir muchos de los ataques ofensivos de tu oponente. Previniendo estos ataques y continuando con nuestros ataques es como llegaremos a jugar mejor al ajedrez y sobre todo dejaremos de perder muchas de nuestras partidas.&lt;br /&gt;&lt;br /&gt;Cuando aprendas a descubrir lo que tu oponente esta planeando hacer en sus siguientes 2 o 3 movimientos, tendrás una ventaja mayor. Desafortunadamente el aprendizaje de los ataques comunes llega con la experiencia al haber tenido que jugar contra esos ataques así como con el entrenamiento. Una manera de acelerar ese conocimiento es a través de estudiar partidas con anotaciones o bien revisando y estudiando las partidas de los Grandes Maestros del pasado (Capablanca, Lasker, Alekine, etc.) Esto nos ayudara a responder efectivamente las preguntas de las que previamente hablamos &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8054623611940162198-4623686634066816343?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/4623686634066816343/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/tip-del-dia-que-esta-intentando-hacer.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/4623686634066816343'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/4623686634066816343'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/tip-del-dia-que-esta-intentando-hacer.html' title='Tip del dia - Que esta intentando hacer nuestro oponente?'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-NASBlEXHWHk/T1QfeF9-_6I/AAAAAAAADQ8/Rn6vpXKN3-I/s72-c/troya.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-2861779400228157434</id><published>2012-03-04T07:27:00.003-06:00</published><updated>2012-03-04T07:44:12.540-06:00</updated><title type='text'>Hodgson, Julian &amp; Day, Lawrence - Grand Prix Attack</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/-8JpgAI5o97Y/T1Ntv8YPl1I/AAAAAAAADQM/6eLbTvzfQVU/s1600/trends%2Bsicilian%2Bgran%2Bprix.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 281px;" src="http://4.bp.blogspot.com/-8JpgAI5o97Y/T1Ntv8YPl1I/AAAAAAAADQM/6eLbTvzfQVU/s400/trends%2Bsicilian%2Bgran%2Bprix.jpg" alt="" id="BLOGGER_PHOTO_ID_5716033022492383058" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://freakshare.com/files/fh2i7hds/Hodgson-_Julian__-_f4_Sicilian.pdf.html"&gt;Opción 1&lt;/a&gt;  -  &lt;a href="http://depositfiles.com/files/r164c6keb"&gt;Opción 2&lt;/a&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/8054623611940162198-2861779400228157434?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/2861779400228157434/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/hodgson-julian-day-lawrence-grand-prix.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/2861779400228157434'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/2861779400228157434'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/hodgson-julian-day-lawrence-grand-prix.html' title='Hodgson, Julian &amp; Day, Lawrence - Grand Prix Attack'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-8JpgAI5o97Y/T1Ntv8YPl1I/AAAAAAAADQM/6eLbTvzfQVU/s72-c/trends%2Bsicilian%2Bgran%2Bprix.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-7734061237740707786</id><published>2012-03-03T22:06:00.004-06:00</published><updated>2012-03-03T22:27:00.118-06:00</updated><title type='text'>Todos los volumenes de la revista Ocho x Ocho</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-CApua5WEM_0/T1LuqhoxcZI/AAAAAAAADQA/-oZaQ78JiL0/s1600/ochoxocho.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 386px;" src="http://4.bp.blogspot.com/-CApua5WEM_0/T1LuqhoxcZI/AAAAAAAADQA/-oZaQ78JiL0/s400/ochoxocho.jpg" alt="" id="BLOGGER_PHOTO_ID_5715893291437879698" border="0" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;Gracias a una gran cantidad de amigos se ha podido reunir toda la coleccion de esta magnifica revista. Aqui tienen otras opciones para poder contar con ella.&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;Opción 1: &lt;a href="http://freakshare.com/files/2fxxoi06/Toda_la_Revista_8_x_8.part1.rar.html"&gt;Parte 1&lt;/a&gt;  -  &lt;a href="http://freakshare.com/files/c11h44op/Toda_la_Revista_8_x_8.part2.rar.html"&gt;Parte 2&lt;/a&gt;  -  &lt;a href="http://freakshare.com/files/uqbfauy9/Toda_la_Revista_8_x_8.part3.rar.html"&gt;Parte 3&lt;/a&gt;&lt;br /&gt;Opción 2: &lt;a href="http://depositfiles.com/files/a22c6k0i8"&gt;Parte 1&lt;/a&gt;  -  &lt;a href="http://depositfiles.com/files/mksl96sj4"&gt;Parte 2&lt;/a&gt;  -  &lt;a href="http://depositfiles.com/files/s8n99icf9"&gt;Parte 3&lt;/a&gt;&lt;br /&gt;Opción 3: &lt;a href="http://www.filefactory.com/file/c358e41/n/Toda_la_Revista_8_x_8_part1_rar"&gt;Parte 1&lt;/a&gt;  -  &lt;a href="http://www.filefactory.com/file/c358e1b/n/Toda_la_Revista_8_x_8_part2_rar"&gt;Parte 2&lt;/a&gt;  -  &lt;a href="http://www.filefactory.com/file/c358d4c/n/Toda_la_Revista_8_x_8_part3_rar"&gt;Parte 3&lt;/a&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/8054623611940162198-7734061237740707786?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/7734061237740707786/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/todos-los-volumenes-de-la-revista-ocho.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/7734061237740707786'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/7734061237740707786'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/todos-los-volumenes-de-la-revista-ocho.html' title='Todos los volumenes de la revista Ocho x Ocho'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-CApua5WEM_0/T1LuqhoxcZI/AAAAAAAADQA/-oZaQ78JiL0/s72-c/ochoxocho.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-6475091106644760709</id><published>2012-03-03T21:42:00.003-06:00</published><updated>2012-03-03T22:06:40.173-06:00</updated><title type='text'>French Defence Advance Variation Vol. 1 &amp; 2 - Sveshnikov</title><content type='html'>&lt;a href="http://depositfiles.com/files/zfppwkyzd"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 273px;" src="http://2.bp.blogspot.com/-Y6BgbjtphYU/T1Lkys-zDYI/AAAAAAAADPo/N8R7FbU7ELY/s400/french%2Bdefence%2Badvance%2Bvariation.jpg" alt="" id="BLOGGER_PHOTO_ID_5715882436805725570" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://freakshare.com/files/1di596ei/Sveshnikov_-_French_Advance_Variation_1_2.rar.html"&gt;Opción 1&lt;/a&gt;  -  &lt;a href="http://depositfiles.com/files/zfppwkyzd"&gt;Opción 2&lt;/a&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/8054623611940162198-6475091106644760709?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/6475091106644760709/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/french-defence-advance-variation-vol-1.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/6475091106644760709'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/6475091106644760709'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/french-defence-advance-variation-vol-1.html' title='French Defence Advance Variation Vol. 1 &amp; 2 - Sveshnikov'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-Y6BgbjtphYU/T1Lkys-zDYI/AAAAAAAADPo/N8R7FbU7ELY/s72-c/french%2Bdefence%2Badvance%2Bvariation.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-280358027277475270</id><published>2012-03-03T17:33:00.002-06:00</published><updated>2012-03-03T18:33:15.069-06:00</updated><title type='text'>Fide Trainers' Commission Chess Yearbook 2010 &amp; 2011</title><content type='html'>&lt;a href="http://2.bp.blogspot.com/-Pt3L5xWy4iI/T1Kqe-XqdsI/AAAAAAAADMY/XEPMVm9rE-0/s1600/fide%2Btrainers%2B2011.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 284px; height: 400px;" src="http://2.bp.blogspot.com/-Pt3L5xWy4iI/T1Kqe-XqdsI/AAAAAAAADMY/XEPMVm9rE-0/s400/fide%2Btrainers%2B2011.jpg" alt="" id="BLOGGER_PHOTO_ID_5715818326201628354" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;Fide Trainers Chess Yearbook 2010: &lt;a href="http://freakshare.com/files/7bpe6a1l/TRG_Yearbook_2010.pdf.html"&gt;Opción 1&lt;/a&gt;  -  &lt;a href="http://depositfiles.com/files/76nbvpbde"&gt;Opción 2&lt;/a&gt;  -  &lt;a href="http://www.filefactory.com/file/c35440a/n/TRG_Yearbook_2010_pdf"&gt;Opción 3&lt;/a&gt;&lt;br /&gt;Fide Trainers Chess Yearbook 2011: &lt;a href="http://freakshare.com/files/leg78hxr/FIDE2011.rar.html"&gt;Opción 1&lt;/a&gt;  -  &lt;a href="http://depositfiles.com/files/idiei7j8x"&gt;Opción 2&lt;/a&gt;  -  &lt;a href="http://www.filefactory.com/file/c355dc7/n/FIDE2011_rar"&gt;Opción 3&lt;/a&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/8054623611940162198-280358027277475270?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/280358027277475270/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/fide-trainers-commission-chess-yearbook.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/280358027277475270'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/280358027277475270'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/fide-trainers-commission-chess-yearbook.html' title='Fide Trainers&apos; Commission Chess Yearbook 2010 &amp; 2011'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-Pt3L5xWy4iI/T1Kqe-XqdsI/AAAAAAAADMY/XEPMVm9rE-0/s72-c/fide%2Btrainers%2B2011.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-8314477107453037742</id><published>2012-03-03T16:43:00.003-06:00</published><updated>2012-03-03T16:48:01.881-06:00</updated><title type='text'>Chess Informant * Issue Number 33 * 1982/01-06</title><content type='html'>&lt;a href="http://depositfiles.com/files/3cvpakmvi"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 398px;" src="http://4.bp.blogspot.com/-BP_5tjPWQlM/T1KexZua3EI/AAAAAAAADMM/roBc6MShJwU/s400/informador33.jpg" alt="" id="BLOGGER_PHOTO_ID_5715805448642944066" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://freakshare.com/files/zbg3gaej/Chess.Informant.033_1982_01-06_362p.pdf.html"&gt;Opción 1&lt;/a&gt;  -  &lt;a href="http://depositfiles.com/files/3cvpakmvi"&gt;Opción 2&lt;/a&gt;  -  &lt;a href="http://www.filefactory.com/file/c3541a3/n/Chess_Informant_033_1982_01-06_362p_pdf"&gt;Opción 3&lt;/a&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/8054623611940162198-8314477107453037742?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/8314477107453037742/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/chess-informant-issue-number-33-198201.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/8314477107453037742'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/8314477107453037742'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/chess-informant-issue-number-33-198201.html' title='Chess Informant * Issue Number 33 * 1982/01-06'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-BP_5tjPWQlM/T1KexZua3EI/AAAAAAAADMM/roBc6MShJwU/s72-c/informador33.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-4519422837235708760</id><published>2012-03-02T21:01:00.004-06:00</published><updated>2012-03-02T21:05:07.599-06:00</updated><title type='text'>Tata Steel: Carlsen Vs. Aronian (Comentarios en español)</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;a href="http://freakshare.com/files/8jnepzjc/CarlsenvsAronian.mp4.html"&gt;&lt;img style="width: 182px; height: 244px;" 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" alt="" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;No te puedes perder este excelente partida entre los 2 mejores del mundo actualmente Carlsen y Aronian (Comentarios en español) ojala disfruten de esta partida tanto como yo.&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://freakshare.com/files/8jnepzjc/CarlsenvsAronian.mp4.html"&gt;Carlsen vs Aronian&lt;br /&gt;&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/8054623611940162198-4519422837235708760?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/4519422837235708760/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/tata-steel-carlsen-vs-aronian.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/4519422837235708760'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/4519422837235708760'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/tata-steel-carlsen-vs-aronian.html' title='Tata Steel: Carlsen Vs. Aronian (Comentarios en español)'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-5605307449108371481</id><published>2012-03-02T20:44:00.003-06:00</published><updated>2012-03-02T20:50:07.878-06:00</updated><title type='text'>Unorthodox against the French Winawer - Dejan Bojkov (60 min.)</title><content type='html'>&lt;a href="http://depositfiles.com/files/u7iquom65"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 220px; height: 302px;" src="http://4.bp.blogspot.com/-tuhFuTF9BW4/T1GFq719vWI/AAAAAAAADMA/rqYwNUTE9l8/s400/unorthodix%2Bfrench.jpg" alt="" id="BLOGGER_PHOTO_ID_5715496374774906210" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://depositfiles.com/files/u7iquom65"&gt;Opción 1&lt;/a&gt;  -  &lt;a href="http://www.filefactory.com/file/c35bdd6/n/Bojkov-Unorthodox_against_the_French_Winawer_in_60_min_-_Small_size_7z"&gt;Opción 2&lt;/a&gt;  -  &lt;a href="http://freakshare.com/files/pmwkrl3i/Bojkov-Unorthodox_against_the_French_Winawer_in_60_min_-_Small_size.7z.html"&gt;Opción 3&lt;/a&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/8054623611940162198-5605307449108371481?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/5605307449108371481/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/unorthodox-against-french-winawer-dejan.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/5605307449108371481'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/5605307449108371481'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/unorthodox-against-french-winawer-dejan.html' title='Unorthodox against the French Winawer - Dejan Bojkov (60 min.)'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-tuhFuTF9BW4/T1GFq719vWI/AAAAAAAADMA/rqYwNUTE9l8/s72-c/unorthodix%2Bfrench.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-3302476374495415436</id><published>2012-03-02T13:11:00.002-06:00</published><updated>2012-03-02T13:16:09.248-06:00</updated><title type='text'>LEarn how to win with GM Boris - The power of passed pawn 1 &amp; 2</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;img style="width: 383px; height: 247px;" 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" alt="" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://freakshare.com/files/uwcs5gma/Alterman-The-power-of-passed-pawn-1.mp4.html"&gt;The power of passed pawns Parte1&lt;/a&gt;&lt;br /&gt;&lt;a href="http://freakshare.com/files/dudhj2ki/Alterman-The-Power-of-passed-pawns-2.mp4.html"&gt;The power of passed pawns Parte2&lt;/a&gt;&lt;br /&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/8054623611940162198-3302476374495415436?l=elajedrez.org' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elajedrez.org/feeds/3302476374495415436/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://elajedrez.org/2012/03/learn-how-to-win-with-gm-boris-power-of.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/3302476374495415436'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8054623611940162198/posts/default/3302476374495415436'/><link rel='alternate' type='text/html' href='http://elajedrez.org/2012/03/learn-how-to-win-with-gm-boris-power-of.html' title='LEarn how to win with GM Boris - The power of passed pawn 1 &amp; 2'/><author><name>Player</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8054623611940162198.post-405285807075104620</id><published>2012-03-02T12:27:00.002-06:00</published><updated>2012-03-02T12:31:01.210-06:00</updated><title type='text'>Tata Steel Ronda 11 Completa (en español) y Carlsen vs Topalov</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;a href="http://freakshare.com/files/zrb0ihjc/tata12_11completa.mp4.html"&gt;&lt;img 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
