tag:blogger.com,1999:blog-5794736647233435362024-03-13T08:53:26.913-07:00Ajedrez Bella VistaTaller de ajedrez del Instituto DorregoInstituto Manuel Dorregohttp://www.blogger.com/profile/17997291642872919602noreply@blogger.comBlogger65125tag:blogger.com,1999:blog-579473664723343536.post-61343918380645577352014-09-02T12:50:00.002-07:002014-09-02T12:50:38.532-07:00JUGADA DE LA SEMANA N°1<br />
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<img alt="Mostrando 2014-08-26 12.24.50.jpg" height="239" src="https://mail.google.com/mail/?ui=2&ik=b6352b131b&view=fimg&th=14837cf95bbf6710&attid=0.1&disp=inline&realattid=1478150524392964096-1&safe=1&attbid=ANGjdJ_d3JEXvhkaHmfhBpfavsfHRX5svGijEL9fNDmY-7qQ8feGm9UHVzJcXv5xY0mAFOO_yUr715I1rPeazy0vCEB9nXS5J5wy1F-j9Wao10bK23dlMcrbOzReuN4&ats=1409685657853&rm=14837cf95bbf6710&zw&sz=w1256-h809" width="320" /><br />
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Hola! En esta ocasión inauguramos una nueva sección: LA JUGADA DE LA SEMANA. En la cual publicaremos la mejor o la mas novedosa de las jugadas que se realicen en las partidas desarrolladas en el taller o durante las clases.<br />
En este caso, se produjo en el enfrentamiento entre dos niños de 6to grado. Blancas: Maxi Cabral Negras: Juan Verardo. La última jugada la realizaron las negras comandadas por Juan, gran hincha de Racing y aficionado al ajedrez . Como podemos ver en la foto, movieron su alfil de la casilla d7 a la casilla g4 amenazando la dama rival, lo cual a simple vista parece un error, ya que nadie lo defiende y podrían capturarlo, pero no es así. La dama no puede hacerlo ya que esta clavada!! Es decir, si va a g4, dejaría que la reina negra de e7 le haga jaque a su rey que esta en e1, lo cual no esta permitido. Una gran jugada de Juan, aprovechando los detalles de la posición, ganándose el honor de ser el que inaugure esta sección. Felicitaciones!!Anonymoushttp://www.blogger.com/profile/15392120664299326582noreply@blogger.com0tag:blogger.com,1999:blog-579473664723343536.post-60954338486227972892014-08-19T12:42:00.000-07:002014-08-19T12:42:16.453-07:00Hola!! Ajedrez Bella Vista vuelve a la vida con nada mas y nada menos que una partida de nuestro actual campeón mundial de ajedrez, el noruego Magnus Carlsen. Que la disfruten!!<a href="http://es.chessbase.com/post/china-y-rusia-oros-olmpicos"></a><br />
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<tr><td align="left"><div class="header" id="GameWhite" style="font-weight: bold; line-height: 1.4em; margin-left: 25px; margin-right: 10.46875px; white-space: nowrap;">
Carlsen, M.</div>
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2013.11.15</div>
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<tr><td align="left"><div class="header" id="GameBlack" style="font-weight: bold; line-height: 1.4em; margin-left: 25px; margin-right: 9.203125px; white-space: nowrap;">
Anand, V.</div>
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Chennai IND</div>
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1-0</div>
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<span id="GameEvent">WCh 2013</span><span id="roundDetails"> (5)</span></div>
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<span style="line-height: 1.4em;"> Analizada por el GM Amador Rodríguez</span></div>
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<span id="ShowPgnText"><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">1. </span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv1" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">c4</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">Bueno, la Inglesa, es ya una buena señal, porque Magnus abandona la Reti que tan pobres resultados le ofreció en las dos partidas en que condujo blancas.</span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">1... </span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv2" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">e6</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">2. </span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv3" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">d4</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv4" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">d5</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">3. C</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv5" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">c3</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">Y mejor aú, hemos transpuesto a un Gambito de Dama Rehusado, cosa que promete todavía más, para ambos, no nos engañemos, basta recordar que Anand decidió a su favor el match contra Topalov en una partida en que conducía las piezas negras en esta misma apertura.</span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">3... </span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv6" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">c6</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">¡La mutación continúa! Del presunto Gambito de Dama pasamos a esta otra variante, que no recuerdo cómo se llama y no quiero ahora buscarlo, mal por mi, si no se el nombre debo admitirlo a mi público. Si puedo </span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"></span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">4. </span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv7" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">e4</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv8" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">dxe4</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">5. C</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv9" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">e4</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="variation" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"><span style="color: red;">A</span></span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv10" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">b4</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">6. C</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv11" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">c3</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;"></span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">[</span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">6. A</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var1Mv11" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">d2</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> D</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var1Mv12" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">d4</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">7. A</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var1Mv13" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">b4</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> D</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var1Mv14" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">e4</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">8. A</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var1Mv15" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">e2</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> C</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var1Mv16" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">a6</a><span class="comment notranslate" style="color: grey; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">y no se ha concretado cuál es la mejor jugada en esta posición, en la que las blancas deben mover su alfil atacado. Algunos grandes maestros lo llevan a <span class="commentMove" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; white-space: nowrap;">d6</span>, otros a <span class="commentMove" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; white-space: nowrap;">a5</span> y otros a <span class="commentMove" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; white-space: nowrap;">c3</span>. Cada una de esas jugadas aplica a su manera una buena dosis de veneno pero obviamente Anand debe tenerlas bien analizadas a las tres, tiempo y equipo de entrenadores no le faltan.</span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">]</span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;"> </span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"></span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">6... </span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv12" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">c5</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">7. </span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv13" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">a3</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="variation" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"><span style="color: red;">A</span></span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv14" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">a5</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;"></span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">[</span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">No faltan los fuertes grandes maestros que hayan jugado</span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">7... A</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var2Mv14" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">c3</a><span class="comment notranslate" style="color: grey; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">pero los que retroceden con su alfil son los que más.</span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">]</span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;"></span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"></span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">8. C</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv15" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">f3</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="variation" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"><span style="color: red;">C</span></span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv16" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">f6</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">9. </span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv17" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">Ae3</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="variation" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"><span style="color: red;">C</span></span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv18" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">c6</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">También se juegan <span class="commentMove" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; white-space: nowrap;">9...Ne4</span> y 9...0-0</span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">10. D</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv19" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">d3</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">Una jugada que solo se había visto en una partida entre aficionados en Julio de este año. Previamente las blancas jugaban A<span class="commentMove" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; white-space: nowrap;">e3</span> o <span class="commentMove" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; white-space: nowrap;">dxc5</span>.</span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">10... </span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv20" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">cxd4</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">11. C</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv21" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">d4</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="variation" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"><span style="color: red;">C</span></span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv22" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">g4</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">Así directamente es como reacciona Anand sobre el tablero ante esta inusual variante. Lo que se había jugado previamente era </span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">[</span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">11... C</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var3Mv22" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">e5</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">12. D</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var3Mv23" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">c2</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">No tiene pinta de ser la mejor opción. </span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">(</span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">Aparte de <span class="commentMove" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; white-space: nowrap;">12.De2</span> podría investigarse la disparatada</span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">12. D</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var4Mv23" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">d2</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">porque después de</span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">12... C</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var4Mv24" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">e4</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">13. D</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var4Mv25" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">c2</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> C</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var4Mv26" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">c3</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">las blancas disponen de la sorprendente réplica</span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">14. </span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var4Mv27" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">b4</a><span class="comment notranslate" style="color: grey; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">y si las negras no encuentran cómo reaccionar pueden quedarse peor enseguida.</span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">)</span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;"></span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">12... C</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var3Mv24" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">eg4</a><span class="comment notranslate" style="color: grey; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">en lugar de esta las negras podían haber saltado a <span class="commentMove" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; white-space: nowrap;">g4</span> con el otro caballo y las cosas le irían razonablemente bien.</span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">]</span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;"> </span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"></span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">12. </span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv23" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">O-O-O</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">Magnus elige esta jugada emprendedora, imagino que todavía dentro de su preparación. Habían muchas otras opciones, entre ellas <span class="commentMove" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; white-space: nowrap;">Rd1</span>, <span class="commentMove" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; white-space: nowrap;">Nxc6</span> y <span class="commentMove" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; white-space: nowrap;">Bxe2</span>, siendo la primera de ellas la única alternativa real.</span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">12... C</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv24" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">e3</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">13. </span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv25" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">fxe3</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="variation" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"><span style="color: red;">A</span></span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv26" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">c7</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">Confrontando la posición con nuestro amigo electrónico, emege su opinión de que esta jugada es algo peor que cualquiera de las siguientes tres alternativas. ¿Será cierto? Lo dejo como un ejercicio de investigación para los lectores.</span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">[</span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">13... </span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var5Mv26" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">O-O</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">]</span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;"> </span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">[</span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">13... D</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var6Mv26" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">e7</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">]</span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;"> </span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">[</span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">13... C</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var7Mv26" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">d4</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">]</span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;"> </span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"></span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">14. C</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv27" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">c6</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv28" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">bxc6</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">15. D</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv29" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">d8</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="variation" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"><span style="color: red;">A</span></span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv30" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">d8</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">Existe ahora una pista muy clara para las blancas, buscar atacar al peón de <span class="commentMove" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; white-space: nowrap;">c6</span>. Para ello hay dos jugadas posibles, <span class="commentMove" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; white-space: nowrap;">g3</span> para sacar el alfil por <span class="commentMove" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; white-space: nowrap;">g2</span> o A<span class="commentMove" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; white-space: nowrap;">e2</span> para ponerlo en <span class="commentMove" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; white-space: nowrap;">f3</span>. Ambas apuntan el cañón sobre el objetivo, pero, puestos a ser perfeccionistas, ¿cuál de las dos es mejor? Como estamos en lo máximo de lo máximo, un campeonato del mundo, está bien justificado investigar respuestas como esa. El ordenador piensa que lo más efectivo es <span class="commentMove" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; white-space: nowrap;">g3</span> para A<span class="commentMove" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; white-space: nowrap;">g2</span> y para ello se inspira en una variante de corte táctico que para un humano sería difícil de considerar, habiendo tantas alternativas.</span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">16. A</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv31" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">e2</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;"></span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">[</span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">Si contra</span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">16. </span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var8Mv31" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">g3</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">las negras juegan</span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">16... A</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var8Mv32" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">b6</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">entonces existe la continuación</span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">17. A</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var8Mv33" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">g2</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> A</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var8Mv34" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">e3</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">18. R</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var8Mv35" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">c2</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> A</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var8Mv36" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">d7</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">19. C</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var8Mv37" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">e4</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var8Mv38" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">e5</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"></span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;"></span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">(</span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">19... R</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var9Mv38" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">e7</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">20. T</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var9Mv39" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">d3</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> A</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var9Mv40" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">b6</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">21. T</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var9Mv41" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">hd1</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> T</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var9Mv42" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">hd8</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">22. C</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var9Mv43" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">d6</a><span class="comment notranslate" style="color: grey; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">pinta bien</span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">)</span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;"></span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">20. C</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var8Mv39" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">d6</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> R</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var8Mv40" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">f8</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">21. T</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var8Mv41" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">hf1!</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var8Mv42" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">f6</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">22. C</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var8Mv43" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">f7</a><span class="comment notranslate" style="color: grey; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">con excelente iniciativa.</span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">]</span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;"> </span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"></span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">16... </span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv32" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">Re7</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;"></span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">[</span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">Ahora en caso de</span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">16... A</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var10Mv32" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">b6</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">17. A</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var10Mv33" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">f3</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> A</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var10Mv34" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">e3</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">18. R</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var10Mv35" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">c2</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> A</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var10Mv36" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">d7</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">19. C</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var10Mv37" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">e4</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var10Mv38" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">e5 </a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"></span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">20. C</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var10Mv39" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">d6</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> R</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var10Mv40" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">f8</a><span class="comment notranslate" style="color: grey; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">las blancas no cuentan con la jugada T<span class="commentMove" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; white-space: nowrap;">hf1</span> como en la variante anterior. De si A<span class="commentMove" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; white-space: nowrap;">b6</span> era la mejor o no y si esto era un factor determinante al elegir entre <span class="commentMove" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; white-space: nowrap;">g3</span> y A<span class="commentMove" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; white-space: nowrap;">e2</span>, es un libro abierto. La elección de Magnus por A<span class="commentMove" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; white-space: nowrap;">e2</span> responde mejor a criterios posicionales, al no tener que fijar sus dos peones en casillas negras.</span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">]</span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;"> </span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"></span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">17. A</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv33" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">f3</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="variation" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"><span style="color: red;">A</span></span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv34" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">d7</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">18. C</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv35" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">e4</a><span class="variation" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"><span style="color: red;"> A</span></span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv36" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">b6</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">Podía considerarse también <span class="commentMove" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; white-space: nowrap;">18...Ac7</span> pero en ese caso las blancas contarían con la posibilidad adicional de utilizar la casilla <span class="commentMove" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; white-space: nowrap;">c5</span> para su caballo, algo que Anand prefiere evitar.</span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">19. </span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv37" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">c5</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv38" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">f5</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;"></span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">[</span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">19... A</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var11Mv38" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">c7</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">20. C</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var11Mv39" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">d6</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> T</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var11Mv40" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">hd8</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">21. T</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var11Mv41" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">d3</a><span class="comment notranslate" style="color: grey; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">y las negras prefieren también evitar esto.</span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">]</span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;"> </span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"></span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">20. </span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv39" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">cxb6</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv40" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">fxe4</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">21. </span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv41" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">b7</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> T</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv42" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">ab8</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">22. A</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv43" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">e4</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> T</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv44" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">b7</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">Después de la anterior simplificación llegamos a una posición aparentemente inofensiva, que se ajusta perfectamente al estilo de Magnus, es el terreno donde es difícil competir contra él.</span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">23. T</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv45" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">hf1</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> T</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv46" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">b5</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">24. T</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv47" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">f4</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">La verdad es que no se ve qué pretenden las blancas, porque contra el doblaje de torres la defensa con A<span class="commentMove" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; white-space: nowrap;">e8</span> debe ser suficiente. Sin embargo, es importante destacar que la posición no está exactamente igual, si miramos a la configuración de peones vemos que el flanco dama de las negras es más débil, es vulnerable si la posición deriva a algún otro final más simplificado todavía, como por ejemplo reyes y peones.</span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">24... </span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv48" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">g5</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">25. T</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv49" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">f3</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv50" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">h5</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">26. T</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv51" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">df1</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> A</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv52" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">e8</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">27. A</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv53" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">c2</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> T</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv54" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">c5</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">28. T</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv55" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">f6</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv56" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">h4 </a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"></span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">29. </span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv57" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">e4!</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">En un principio la defensa activa de las negras se veía muy bonita, pero mirando dos veces observamos que sin el avance de los peones la torre no hubiera podido entrar en <span class="commentMove" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; white-space: nowrap;">f6</span> y comienzan a sembrarse las dudas sobre la ubicación de la torre negra en <span class="commentMove" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; white-space: nowrap;">c5</span>.</span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">29... </span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv58" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">a5</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">30.R</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv59" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">d2 T</a><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv60" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">b5</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">31. </span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv61" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">b3</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> A</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv62" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">h5</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">32. R</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv63" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">c3</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> T</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv64" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">c5</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">33. R</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv65" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">b2</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> T</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv66" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">d8</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">34. T</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv67" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">1f2</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> T</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv68" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">d4</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">35. T</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv69" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">h6!</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">Esta jugada revela los primeros síntomas de preocupación sobre la posición negra, que en realidad debe ser sostenible, pero a estas alturas siguen sin igualar la partida.</span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">35... A</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv70" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">d1</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">36. A</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv71" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">b1</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> T</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv72" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">b5</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">37. R</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv73" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">c3</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv74" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">c5</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;"></span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">[</span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">37... </span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var12Mv74" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">e5</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">era una interesante posibilidad, porque de jugar las blancas como en la partida</span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">38. T</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var12Mv75" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">b2??</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">recibirían mate en 1 con</span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">38... T</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var12Mv76" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">c5#</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">]</span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;"> </span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"></span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">38. T</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv75" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">b2!?</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv76" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">e5</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">39. T</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv77" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">g6!</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">Ahora saltan señales de emergencia y las negras tienen que poner el pie en el acelerador para buscar el empate.</span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">39... </span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv78" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">a4</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;"></span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">[</span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">39... </span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var13Mv78" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">g4</a><span class="comment notranslate" style="color: grey; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">parece más sólida.</span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">]</span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;"> </span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"></span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">40. T</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv79" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">g5</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> T</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv80" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">b3</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">41.T</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv81" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">b3</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> T</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv82" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">b3</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">42. T</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv83" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">e5</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> R</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv84" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">d6</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">43. T</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv85" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">h5</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> T</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv86" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">d1</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">44. </span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv87" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">e5</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span style="color: red;"><span class="variation" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">R</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv88" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">d5</a></span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">45. A</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv89" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">h7 T</a><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv90" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">c1?</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;"></span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">[</span><span class="variation notranslate" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">45... T</span><a class="variation notranslate" href="https://www.blogger.com/null" id="Var14Mv90" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em; white-space: nowrap;">a1</a><span class="comment notranslate" style="color: grey; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">parece la jugada adecuada y no veo claro cómo pueda Carlsen forzar la victoria.</span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;">]</span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;"></span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"></span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">46. R</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv91" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">b2</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="variation" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"><span style="color: red;">T</span></span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv92" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">g1</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">47. A</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv93" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">g8</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="variation" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"><span style="color: red;">R</span></span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv94" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">c6</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">48. T</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv95" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">h6</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv96" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">Rd7</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">49. A</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv97" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">b3</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv98" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">axb3</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">50. R</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv99" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">b3</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> T</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv100" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">g2</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">51. T</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv101" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">h4</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">El final tiene muy mala pinta para las negras. Quizás está ya perdido de cualquier manera, pero ahora R<span class="commentMove" style="font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; white-space: nowrap;">c6 </span>oponía todavía alguna resistencia.</span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">51... R</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv102" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">e6?!</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">52. </span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv103" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">a4!</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> R</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv104" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">e5</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">53. </span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv105" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">a5</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> R</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv106" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">d6</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">54. T</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv107" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">h7!</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">y después de esta precisa jugada queda claro que las negras están ya para abandonar.</span><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">54... R</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv108" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">d5</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">55. </span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv109" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">a6</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv110" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">c4 </a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"></span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">56. R</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv111" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">c3</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> T</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv112" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">a2</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">57. </span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv113" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">a7</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> R</span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv114" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">c5</a><span class="variation" style="color: grey; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 15px; line-height: 1.4em;"> </span><span class="move notranslate" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em;">58. </span><a class="move notranslate" href="https://www.blogger.com/null" id="Var0Mv115" style="color: red; font-family: 'pgn4web ChessSansPiratf', 'pgn4web Liberation Sans', sans-serif; font-size: 16px; line-height: 1.4em; white-space: nowrap;">h4</a><span class="comment notranslate" style="color: grey; font-size: 15px; line-height: 1.4em;"> </span><span class="comment" style="color: grey; font-size: 15px; line-height: 1.4em;">Una partida muy técnica, muy luchada y una recompensa que se lleva Magnus fruto a su exquisita técnica.</span></span></div>
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Anonymoushttp://www.blogger.com/profile/15392120664299326582noreply@blogger.com0tag:blogger.com,1999:blog-579473664723343536.post-81761445022716512442012-05-27T11:21:00.000-07:002013-09-08T20:36:42.754-07:00Juegos Bonaerenses 2012El Instituto Manuel Dorrego ya tiene equipo para participar de los Juegos Bonaerenses 2012.<br /><br />Luego de un torneo interno realizado en el taller de Ajedrez con los chicos del secundario, ha quedado conformado el equipo y los alumnos que representaran a la institución.<br /><br />El equipo se esta entrenando desde principios de mayo, pensando en los Juegos.<br /><br />Equipo del Instituto:<br /><br />Daiana Díaz (Capitán del equipo)<br />Tomas Salazar<br />Kevin Avila<br />Ian Isla<br />Javier Bareiro<br />Juan Pablo López<br /><br />A estos 6 jugadores se unirán en la categoría individual:<br /><br />Bruno Ledesma<br />Eliseo Aguilar<br /><br />¡Felicitaciones y suerte!Instituto Manuel Dorregohttp://www.blogger.com/profile/17997291642872919602noreply@blogger.com0tag:blogger.com,1999:blog-579473664723343536.post-55737971874926008742012-05-27T09:27:00.000-07:002013-09-08T20:36:42.762-07:00Nuevos tableros y fundasA partir del mes de mayo hemos adquirido dos nuevos juegos de ajedrez y remplazamos las cajas de los tableros, por unas fundas más resistentes. Esto nos permitirá guardar y trasladar el material necesario para la actividad, de una mejor manera.<br /><br />Esta adquisición se ha podido concretar gracias a la valiosa colaboración del Instituto Manuel Dorrego.<br /><br /> A continuación vemos algunas fotos registradas en el taller y en 4° grado del colegio el día del estreno!<br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-B54OR9SGeIA/T8JQ2uVe2jI/AAAAAAAAAeU/eBTdDJLO62o/s1600/000_0006.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="http://2.bp.blogspot.com/-B54OR9SGeIA/T8JQ2uVe2jI/AAAAAAAAAeU/eBTdDJLO62o/s320/000_0006.JPG" width="320" /></a></div><div style="text-align: center;">El taller del 2° ciclo de primaria a pleno! </div><div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-Ct4lmJc_Tnc/T8JRISAnRSI/AAAAAAAAAec/pGfmqOQ__Co/s1600/000_0007.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="http://1.bp.blogspot.com/-Ct4lmJc_Tnc/T8JRISAnRSI/AAAAAAAAAec/pGfmqOQ__Co/s320/000_0007.JPG" width="320" /></a></div><div style="text-align: center;"> El taller de segundo ciclo de primaria tiene un promedio de asistencia de 30 alumnos por clase. Una excelente oportunidad para promover la actividad!!! </div><div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-dllVhdtgwwg/T8JRamMNVvI/AAAAAAAAAek/3PsqqVKWIBI/s1600/000_0008.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="http://4.bp.blogspot.com/-dllVhdtgwwg/T8JRamMNVvI/AAAAAAAAAek/3PsqqVKWIBI/s320/000_0008.JPG" width="320" /></a></div><div style="text-align: center;"> Alumnos de 4° grado estrenando el nuevo material en el aula</div><div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-SSNft0i7zxg/T8JRtH--LOI/AAAAAAAAAes/afKWPCvjE2Q/s1600/000_0009.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="http://1.bp.blogspot.com/-SSNft0i7zxg/T8JRtH--LOI/AAAAAAAAAes/afKWPCvjE2Q/s320/000_0009.JPG" width="320" /></a></div><div style="text-align: center;"> 4° grado en el tiempo de práctica.</div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-kMkCGN2zbGc/T8JR8BiIbTI/AAAAAAAAAe0/FW5mS68Zk8c/s1600/000_0010.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="http://3.bp.blogspot.com/-kMkCGN2zbGc/T8JR8BiIbTI/AAAAAAAAAe0/FW5mS68Zk8c/s320/000_0010.JPG" width="320" /></a></div>Instituto Manuel Dorregohttp://www.blogger.com/profile/17997291642872919602noreply@blogger.com0tag:blogger.com,1999:blog-579473664723343536.post-12645444053319105902012-05-05T07:44:00.000-07:002013-09-08T20:36:42.785-07:00Atracción - Desviación<img alt="" src="data:image/png;base64,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" /><br />La posición del diagrama se produjo en una partida jugada en 1981 entre Doroskevic y Fedorov. En ella el jugador que conduce la piezas blancas logro vencer a su oponente realizando dos magnificas jugadas de atracción y desviación, para que las negras desprotejan las casillas b8, c8 y e8.<br /><br />1.Tc2!! entrega la torre y la dama a la dama negra. a) Si 1. ...Dxc2 2.Db8+ y ganan Atracción. b) Si 1. ...Dxe5 2.Tc8+ y ganan Desviación.<br />Las negras contestaron 1. ...Dd7 para no desproteger la última fila.<br />2.Tc8+ Te8<br />3.Dc7!! a) Si 3. ...Dxc7 4.Txe8++ Atracción b) Si 3. ...Txc8 cae la dama negra. c) Si 3. ...Dxc8 4.Axc8 también cae la Dama.Instituto Manuel Dorregohttp://www.blogger.com/profile/17997291642872919602noreply@blogger.com0tag:blogger.com,1999:blog-579473664723343536.post-34994006077686022232011-05-06T16:39:00.000-07:002013-09-08T20:36:42.878-07:00Libros de ajedrez y EDITORIAL ROBINBOOK<span style="font-family:arial;font-size:180%;color:#6600cc;"><strong>EDITORIAL <span class="blsp-spelling-error" id="SPELLING_ERROR_0">ROBINBOOK</span> publica libros de <span class="blsp-spelling-error" id="SPELLING_ERROR_1">Viktor</span> <span class="blsp-spelling-error" id="SPELLING_ERROR_2">Moskalenko</span></strong></span><br /><br /><br /><br /><span style="font-family:Arial;">Con mucho agrado hemos <span class="blsp-spelling-corrected" id="SPELLING_ERROR_3">leído</span> la noticia de la publicación de tres nuevos libros del <span class="blsp-spelling-error" id="SPELLING_ERROR_4">GM</span> <span class="blsp-spelling-error" id="SPELLING_ERROR_5">Viktor</span> <span class="blsp-spelling-error" id="SPELLING_ERROR_6">Moskalenko</span> de quien hace algún tiempo ya habíamos hecho algún comentario sobre su libro "El Fabuloso Gambito <span class="blsp-spelling-error" id="SPELLING_ERROR_7">Budapest</span>. Este <span class="blsp-spelling-error" id="SPELLING_ERROR_8">libro</span> nos había sido de suma utilidad en la práctica del ajedrez postal como podrán leer en el <span class="blsp-spelling-error" id="SPELLING_ERROR_9">siguiente</span> <span class="blsp-spelling-error" id="SPELLING_ERROR_10">link</span> de nuestro blog: <a href="http://ajedrezbellavista.blogspot.com/2009/04/gambito-budapest-retorno-al.html">http://ajedrezbellavista.blogspot.com/2009/04/gambito-budapest-retorno-al.html</a></span><br /><br /><br /><span style="font-family:Arial;">Recientemente nos informamos de una colección de tres títulos (y en castellano!!) sobre aperturas, medio juego y finales <span class="blsp-spelling-error" id="SPELLING_ERROR_11">respectivamente</span> de este Gran Maestro.</span><br /><br /><span style="font-family:Arial;">Entendemos que los mismos será de suma utilidad para el aficionado conociendo la claridad didáctica del autor, la calidad de sus <span class="blsp-spelling-error" id="SPELLING_ERROR_12">publicaciones</span> y lo conveniente para el aficionado de contar con la posibilidad de iniciar o completar su biblioteca de ajedrez con tres libros que abarcan desde los primeros movimientos hasta la laboriosa etapa de concretar los resultados.</span><br /><br /><span style="font-family:Arial;"></span><br /><br /><br />REVOLUCIONA TU AJEDREZ I <span class="blsp-spelling-error" id="SPELLING_ERROR_13">FINALES Consejos</span> y conceptos que te ayudarán en adelante con la estrategia a seguir. Aprende un nuevo sistema para ser mejor <span class="blsp-spelling-error" id="SPELLING_ERROR_14">jugador Moskalenko</span>, <span class="blsp-spelling-error" id="SPELLING_ERROR_15">ViktorPrecio</span>: $ 65.-<br /><a href="http://1.bp.blogspot.com/-eVwkc1oWhgg/TcSMzv1YGHI/AAAAAAAAAd4/ab6gHenY3jk/s1600/medio.jpg"><img id="BLOGGER_PHOTO_ID_5603758656997300338" style="WIDTH: 159px; CURSOR: hand; HEIGHT: 228px" alt="" src="http://1.bp.blogspot.com/-eVwkc1oWhgg/TcSMzv1YGHI/AAAAAAAAAd4/ab6gHenY3jk/s320/medio.jpg" border="0" /></a><br /><br /><br /><br /><br />REVOLUCIONA TU AJEDREZ <span class="blsp-spelling-error" id="SPELLING_ERROR_16">II</span> EL MEDIO JUEGO¡Descubre la clave del juego dinámico!Aprende un nuevo sistema para ser mejor <span class="blsp-spelling-error" id="SPELLING_ERROR_17">jugador Moskalenko</span>, <span class="blsp-spelling-error" id="SPELLING_ERROR_18">Viktor Precio</span>: $ 65.-<br /><a href="http://4.bp.blogspot.com/-mduH84reaes/TcSMloLvFQI/AAAAAAAAAdw/v_SIWFGRp3I/s1600/finales.jpg"><img id="BLOGGER_PHOTO_ID_5603758414425429250" style="WIDTH: 160px; CURSOR: hand; HEIGHT: 227px" alt="" src="http://4.bp.blogspot.com/-mduH84reaes/TcSMloLvFQI/AAAAAAAAAdw/v_SIWFGRp3I/s320/finales.jpg" border="0" /></a><br /><br /><br /><span style="font-family:Arial;">REVOLUCIONA TU AJEDREZ <span class="blsp-spelling-error" id="SPELLING_ERROR_19">III</span> <span class="blsp-spelling-error" id="SPELLING_ERROR_20">APERTURAS Descubre</span> las formas de mover cada pieza, el concepto de jaque mate, las tablas por ahogado, la anotación, alguna partida sencilla e ilustrativa. Aprende un nuevo sistema para ser mejor <span class="blsp-spelling-error" id="SPELLING_ERROR_21">jugador Moskalenko</span>, <span class="blsp-spelling-error" id="SPELLING_ERROR_22">ViktorPrecio</span>: $ 65.-</span><br /><br /><span style="font-family:Arial;"><a href="http://1.bp.blogspot.com/-8_Z88FxyVcw/TcSNBxrbggI/AAAAAAAAAeA/0ABEIgkxD8I/s1600/aperturas.jpg"><img id="BLOGGER_PHOTO_ID_5603758898010620418" style="WIDTH: 161px; CURSOR: hand; HEIGHT: 223px" alt="" src="http://1.bp.blogspot.com/-8_Z88FxyVcw/TcSNBxrbggI/AAAAAAAAAeA/0ABEIgkxD8I/s320/aperturas.jpg" border="0" /></a></span><br /><br /><br /><span style="font-family:Arial;"></span><br /><br /><span style="font-family:Arial;">En el presente colección haremos el esfuerzo de <span class="blsp-spelling-error" id="SPELLING_ERROR_23">sistematizar</span> este enfoque dinámico del juego. Revoluciona tu ajedrez, te explicará el concepto de las Habilidades de un jugador, y cómo nosotros podemos <span class="blsp-spelling-error" id="SPELLING_ERROR_24">reconocerlas</span> y mejorarlas. El ajedrez presenta una lucha de ideas, una batalla intelectual entre dos bandos que pueden crear con sus jugadas verdaderas obras de arte. El primer objetivo de este libro, es dotar con estrategia y demostrar los avances que el jugador ha adquirido. <a href="http://3.bp.blogspot.com/-DvuPdH_vKjc/TcSLhjFujSI/AAAAAAAAAdg/WG-vnKDbcbU/s1600/finales.jpg"></a></span>Instituto Manuel Dorregohttp://www.blogger.com/profile/17997291642872919602noreply@blogger.com0tag:blogger.com,1999:blog-579473664723343536.post-31016297231407461242011-05-06T16:21:00.000-07:002013-09-08T20:36:42.887-07:00Comenzamos 2011!!<a href="http://1.bp.blogspot.com/-Aut-ogXh9s4/TcSFpX9db5I/AAAAAAAAAdY/rJ5NBq6ueq0/s1600/copa2010.jpg"><img id="BLOGGER_PHOTO_ID_5603750782208667538" style="FLOAT: left; MARGIN: 0px 10px 10px 0px; WIDTH: 320px; CURSOR: hand; HEIGHT: 240px" alt="" src="http://1.bp.blogspot.com/-Aut-ogXh9s4/TcSFpX9db5I/AAAAAAAAAdY/rJ5NBq6ueq0/s320/copa2010.jpg" border="0" /></a> <br /><div><span style="font-family:arial;font-size:130%;color:#3366ff;"><strong>Estimados amigos de Ajedrez Bella Vista</strong></span></div><br /><div><span style="font-family:Arial;"></span></div><br /><br /><div><span style="font-family:Arial;">Iniciamos este nuevo año con novedades pero el compromiso de siempre: difundir el "deporte del pensamiento" con alegría y pasión especialmente para los más pequeños.</span></div><br /><div><span style="font-family:Arial;"></span></div><br /><br /><div><span style="font-family:Arial;">Con el comienzo del ciclo lectivo, como ya es tradición el Instituto Manuel Dorrego abrió sus puertas a todos los niños y jóvenes de su tradicional Taller de Ajedrez abierto a la comunidad.</span><br /></div><br /><div><span style="font-family:Arial;">Como es costumbre este taller es totalmente gratuito y abierto tanto para alumnos como no alumnos, siendo la única condición ser entusiastas del ajedrez.</span><br /></div><br /><div><span style="font-family:Arial;">La cantidad de chicos que participan este año superó en mucho nuestras espectativas, tanto es así que debimos desdoblar el taller en dos: uno para chicos totalmente principiantes y otro para aquellos que ya tienen algún conocimiento del juego.</span><br /></div><br /><div><span style="font-family:Arial;">Más de 60 chicos desbordaron nuestra sala de ajedrez y trabajan todos los martes por la tarde bajo la tutoría del Profesor esteban Souto.</span><br /></div><br /><div><span style="font-family:Arial;">No solo esperamos que este número se mantenga durante todo el año sino que se incremente para brindar un espacio de expresión y enriquecimiento a todos aquellos que dentro de la comunidad de Bella Vista están interesados en brindarse con pasión al ajedrez.</span></div>Instituto Manuel Dorregohttp://www.blogger.com/profile/17997291642872919602noreply@blogger.com0tag:blogger.com,1999:blog-579473664723343536.post-35552315619193100712010-04-15T03:16:00.000-07:002013-09-08T20:36:42.895-07:00FELIZ DÍA DEL AJEDREZ<strong>Desde hace unos años, se ha establecido en nuestro país el 15 de abril como Día Nacional del Ajedrez, en homenaje a Don Miguel Najdorf, quien hoy cumpliría 100 años. </strong><br /><strong>Mucho se ha escrito y se escribirá sobre "el viejo", por lo que dejo esa tarea a plumas más inspiradas.</strong><br /><strong>Sólo quiero saludar a todos los que de alguna u otra manera, formamos parte del mundo del ajedrez, tan particular, tan apasionado.</strong><br /><strong>A todos: dirigentes, sean de grandes clubes o clubes de barrio; jugadores, sean Grandes Maestros o simples aficionados; profesores, sean profesionales de esa tarea o sólo lo hagan de corazón. A todos ellos, muy felíz día del ajedrez.</strong><br /><strong>Particularmente, como todos, tengo mis propios "días del ajedrez": cuando me enseñaron los primeros movimientos, cuando jugué la primera partida, cuando gané la primera partida, el primer torneo jugado, y varios etcéteras más. Uno de los más recientes, y sin duda significativo, fue el del "reencuentro" con el ajedrez. Mis ganas y esa maravillosa herramienta que es Internet, hicieron que me encontrara con un viejo compañero de juego, y a partir de allí vinieron varios "días del ajedrez" más. </strong><br /><strong>Por eso, hoy quiero celebrar este día con todo el grupo que, pese a tener mil opiniones distintas, aunque seamos bastante menos que mil, seguimos difundiento, jugando y disfrutando del nuestro querido "deporte del pensamiento". </strong><br /><strong>Vaya entonces mi saludo para Marcelo Cabrera (lo de "viejo" no tiene que ver con nuestras edades..., ¿o si?), Daniel Nievas, Ángel Morelli, Claudio Barzola, Juan Carlos Gambini, Juan Manuel García y Pinilla, y Nelson Aguilera, y otros tantos que, en honor a la brevedad no menciono, pero con quienes he compartido momentos muy lindos. </strong><br /><strong>Abrazo a todos.</strong><br /><strong></strong><br /><strong>Gustavo Lope de Vergara</strong>Instituto Manuel Dorregohttp://www.blogger.com/profile/17997291642872919602noreply@blogger.com0tag:blogger.com,1999:blog-579473664723343536.post-1111618682738294922009-12-29T06:06:00.000-08:002013-09-08T20:36:42.902-07:00Ajedrez Bella Vista: balance 2009Cuando se acerca fin de año, escuchamos y leemos por doquier la palabra "balance", queriendo sintetizar en ella el resumen de lo acontecido en el mismo. Y nosotros, más allá del vicio laboral del autor de esta nota, no seremos menos y haremos el pertinente balance 2009 de Ajedrez Bella Vista.<br /><br /> Allá por el mes de marzo, arrancamos con las clases de ajedrez, tanto para los más chiquitos, a cargo del profe Esteban Souto, como para los "mayorcitos", dictadas por Marcelo Cabrera. Las mismas continuaron, con la sola interrupción provocada por la gripe A, hasta el corriente mes de diciembre, resultando de gran utililidad para todos los que participamos de ellas.<br /><br /> Durante el mes de abril, dos de nuestros jugadores participaron del Torneo de la Legislatura de la Ciudad Autónoma de Buenos Aires. En el mismo mes, dió comienzo en nuestro círculo el Torneo Memorial Paulsen, a 45 minutos por jugador, torneo que finalizó en el mes de mayo.<br /><br /> A fines de junio, cuatro ajedrecistas de nuestro club representaron al Municipio de San Miguel en la Copa de Oro para municipalidades en la Ciudad de Mar del Plata, un gran acontecimiento y una excelente experiencia.<br /><br /> A fines de agosto, Ajedrez Bella Vista se hizo presente en el torneo escolar organizado por Círculo Miguel Najdorf de Los Polvorines, resultando ganador en su categoría Gustavo Villalba, alumno del Instituto Dorrego, y joven promesa de la "cantera" del club.<br /><br /> En septiembre, uno de los nuestros jugó el clásico Abierto de Invierno del Círculo de Villa Ballester.<br /><br /> Octubre fue el mes de los torneos blitz en nuestra sede.<br /><br /> En noviembre, organizamos un torneo semi-lento que fue arduamente disputado hasta el final. Y en este mismo mes, un representante del club logró ingresar al listado de Elo internacional.<br /><br /> Y ya en el mes en curso, se llevó a cabo la 2ª Copa Dorrego, consistente en un torneo para los menores de 15 años y otro para mayores, disputado el domingo 6, y tal como ocurriera el año anterior, la concurrencia fue masiva, resultando una auténtica fiesta.<br /><br /> Asimismo, durante el año, y sin entrar a detallar fechas, cosa casi imposble en el ajedrez postal, nuestro equipo se adjudicó el Grupo 4 de la zona D de la Champions League, en su primera participación, sin duda un gran logro, y actualmente se encuentra disputando el Torneo Argentino.<br /><br /> Releyendo toda la actividad desarrollada, no podemos menos que estar satisfechos y esperar que el próximo año repitamos y aún mejoremos todo lo realizado.<br /><br /> Para finalizar, el deseo de un muy buen fin de año y que el 2010 sea el gran año que todos esperamos.<br /><br />Gustavo Lope de VergaraInstituto Manuel Dorregohttp://www.blogger.com/profile/17997291642872919602noreply@blogger.com3tag:blogger.com,1999:blog-579473664723343536.post-61065186110873751772009-12-05T17:15:00.000-08:002013-09-08T20:36:42.911-07:00Ajedrez para la familia en Bella Vista<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_3eEEOmjCTcw/SyfvN5XxUOI/AAAAAAAAAc0/uY18AjJC-n0/s1600-h/chess2_alfonsox.jpg"><img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 308px; height: 212px;" src="http://2.bp.blogspot.com/_3eEEOmjCTcw/SyfvN5XxUOI/AAAAAAAAAc0/uY18AjJC-n0/s320/chess2_alfonsox.jpg" alt="" id="BLOGGER_PHOTO_ID_5415560098954170594" border="0" /></a><span style="color: rgb(204, 102, 0);font-size:130%;" ><span style="font-weight: bold;">Ajedrez para la familia</span></span><br /><span style="font-size:100%;"><span style="font-family:arial;"><br /><span style="color: rgb(51, 51, 153);">Intentando repetir el logro del año pasado (2008) con la Copa Dorrego - Ajedrez Bella Vista, mañana domingo 6 de diciembre a las 11,00 hs comenzaremos un torneo abierto y gratuito para toda la comunidad.<br /><br />El torneo buscará integrar todas las edades y sexos realizando simultánemente un torneo abierto para niños y jóvenes hasta 16 años y otro abierto para adultos y todos aquellos menores que se "animen" confrontar sobre el tablero con rivales de cualquier edad.<br />También la ocasión será seguramente un momento de camaradería con colegios hermanos es el trabajo por el crecimiento de nuestras comunidades.<br /><br />Se hará entrega de trofeos a los participantes de las actividades de Ajedrez Bella Vista durante este 2009.<br /><br />Los esperamos con el entusiasmo de siempre más allá de las condiciones del tiempo!!<br /><br /></span></span></span>Instituto Manuel Dorregohttp://www.blogger.com/profile/17997291642872919602noreply@blogger.com0tag:blogger.com,1999:blog-579473664723343536.post-29455460106873790692009-11-26T05:43:00.000-08:002013-09-08T20:36:42.918-07:00Elo: algo de historia, algunos datos y la preocupación de Topalov<a style="font-weight: bold;" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_3eEEOmjCTcw/SxsE1zyJamI/AAAAAAAAAaE/giH97tWvK0c/s1600-h/fide.png"><img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 240px; height: 175px;" src="http://2.bp.blogspot.com/_3eEEOmjCTcw/SxsE1zyJamI/AAAAAAAAAaE/giH97tWvK0c/s320/fide.png" alt="" id="BLOGGER_PHOTO_ID_5411924699695901282" border="0" /></a><span style="color: rgb(102, 0, 204);font-size:100%;" ><span style="font-weight: bold;">Ajedrez aficionado y ranking Elo<br /></span><br />Cuando los ajedrecistas hablamos de <span style="font-weight: bold;">Elo</span>, aún cuando no conozcamos las fórmulas utilizadas para su cálculo, entendemos de qué hablamos.<br />Más aún, mucha gente ajena al "mundo ajedrez", sabe de su existencia y del uso dado al mismo.</span> <span style="color: rgb(102, 0, 204);font-size:100%;" >Repasar su origen, analizar algunos datos, y comentar cierta preocupación de Veselin Topalov en relación con el mismo, es el motivo de esta nota.</span> <span style="color: rgb(102, 0, 204);font-size:100%;" ><span style="font-weight: bold;"><br /><br /><br />Un poco de historia</span></span><br /><span style="color: rgb(102, 0, 204);font-size:100%;" ><br />El Dr. Arpad Emrick Elo, nació en Hungría en el año 1903, y se radicó en EE.UU. a los 10 años de edad. Físico de profesión y ferviente jugador de ajedrez (de hecho, ganó ocho veces el campeonato del estado de Wisconsin), se hizo famoso por su sistema de puntuar juegos de dos contendientes, logrando trascendencia, obviamente, con el ajedrez. Su método fue adoptado por la Federación Estadounidense de Ajedrez en el año 1960, y una década después, por la F.I.D.E. (Federación Internacional de Ajedrez, según su sigla en francés).</span> <span style="color: rgb(102, 0, 204);font-size:100%;" >El mismo Elo se encargó de aplicar su sistema a torneos históricos para poder establecer, con cierta precisión, la fuerza relativa de jugadores que desarrolaron su carrera antes de su utilización.</span> <span style="color: rgb(102, 0, 204);font-size:100%;" >Con muy pocas modificaciones, su sistema sigue siendo utilizado en la actualidad para registrar la fuerza relativa de los ajedrecistas de todo el mundo, y aunque han surgido algunas críticas respecto de ciertas debilidades que presenta, es considerado un método adecuadamente representativo del nivel de juego de cada jugador.</span> <span style="color: rgb(102, 0, 204);font-size:100%;" ><span style="font-weight: bold;"><br /><br />Algunos datos</span></span><br /><br /><span style="color: rgb(102, 0, 204);">A partir de este mes, la F.I.D.E. ha decidido publicar el listado de ranking Elo en forma bimestral, y no cuatrimestral como lo venía haciendo. Y es sobre este reciente ranking que quiero comentar algunos datos.</span> <span style="color: rgb(102, 0, 204);">Encabezado por un búlgaro (Topalov), los primeros 7 lugares son ocupados por jugadores de distintas nacionalidades; al mencionado líder lo siguen: Carlsen (Noruega), Anand (India), Aronian (Armenia), Kramnik (Rusia), Gashimov (Azerbaijan), Gelfand (Israel). Recién en el octavo lugar se repite una nacionalidad, Svidler (Rusia). Esto habla de la diversidad de países que tienen representantes de un gran nivel y de la difusión alcanzada por nuestro "deporte del pensamiento".</span> <span style="color: rgb(102, 0, 204);">Nuestro mejor jugador, el GM Diego Flores, ocupa el puesto 197, con 2602 puntos (Topalov tiene 2810), siendo el 18º jugador americano. Bien por nuestro campeón, que además se convirtió en el segundo/tercer jugador argentino en superar la barrera de los 2600 (el primero había sido Rubén Felgaer). Lo de segundo/tercero viene a cuento de que en este mismo listado, Anton Kovalyov también superó dicha barrera al llegar a los 2601 puntos.</span> <span style="color: rgb(102, 0, 204);">Otro dato interesante para analizar, es el ranking por países publicado por la F.I.D.E., confeccionado tomando los 10 mejores jugadores de cada país.</span> <span style="color: rgb(102, 0, 204);">Encabezado por Rusia (¿acaso podía ser de otra manera?), lo siguen los siguientes países: Ucrania, Israel, Azerbaijan, China, India, Estados Unidos, Armenia, Hungría y Francia, por nombrar los 10 primeros.</span> <span style="color: rgb(102, 0, 204);">Algunas observaciones interesantes que surgen de este listado: Ucrania, que momentáneamente no cuenta con ningún jugador entre los 10 primeros (el brillante Ivanchuk no está en su mejor momento), se ubica segunda en el ranking por países. Esto se explica por la gran cantidad de excelentes jugadores que ostenta entre los primeros 100 puestos. Sorprende Israel con su tercer lugar, hecho que demuestra lo bien que dicho país ha aprovechado el impulso dado por jugadores de otro origen que se han nacionalizado israelíes (caso Gelfand). China e India, también son casos dignos de resaltar.</span> <span style="color: rgb(102, 0, 204);">En este ranking, Argentina ocupa el puesto 26 de un total de 139 países, un buen puesto teniendo en cuenta las condiciones en la que nuestros jugadores se tienen que desarrollar: falta de apoyo, escasos torneos de nivel, esfuerzos individuales para jugar en Europa, etc.</span> <span style="font-weight: bold; color: rgb(102, 0, 204);"><br /><br />La preocupación de Topalov</span> <span style="color: rgb(102, 0, 204);"><br /><br />A partir de la publicación del listado del mes de noviembre, el líder del mismo, Veselin Topalov, está seriamente preocupado porque teme, a mediano plazo, perder dicho liderazgo. Pasa que ha hecho su aparición en el mismo un tal Gustavo Lope de Vergara, con sus rotundos 1706 puntos de Elo y sabe que va por todo...</span> <span style="color: rgb(102, 0, 204);">Humoradas aparte, es una gran satisfacción para mi, por primera vez y a los 45 años, encontrarme entre los ranqueados.</span> <span style="color: rgb(102, 0, 204);">Ocupo el puesto 661 del país, 5027 de América y 57978 del mundo, entre los jugadores activos según F.I.D.E.</span> <span style="color: rgb(102, 0, 204);">Ajedrez Bella Vista ya tiene un jugador con Elo y va por más.</span><br /><br /><div style="text-align: right;"><span style="color: rgb(102, 0, 204);">Gustavo Lope de Vergara</span><br /></div><br /><span style="color: rgb(102, 0, 204);">Fuentes: nota de Daniel Ross publicada en www.chessbase.com</span> <span style="color: rgb(102, 0, 204);"> página oficial de la F.I.D.E.</span> <br /><div style="text-align: justify;"><br /></div><span style="font-size:100%;"><br /></span>Instituto Manuel Dorregohttp://www.blogger.com/profile/17997291642872919602noreply@blogger.com0tag:blogger.com,1999:blog-579473664723343536.post-89970035562094091342009-11-03T18:52:00.000-08:002013-09-08T20:36:42.926-07:00Bird - Un romántico del siglo XIX. Una holandesa con blancas<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_3eEEOmjCTcw/SvDssZU3OWI/AAAAAAAAAZ8/TpMEKtwdFm0/s1600-h/bird.jpg"><img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 202px; height: 235px;" src="http://3.bp.blogspot.com/_3eEEOmjCTcw/SvDssZU3OWI/AAAAAAAAAZ8/TpMEKtwdFm0/s320/bird.jpg" alt="" id="BLOGGER_PHOTO_ID_5400076200674015586" border="0" /></a><span style="color: rgb(51, 0, 153); font-weight: bold;font-size:180%;" ><span style="font-family:arial;">Apertura Bird - La apertura de ala<br /><br />con más vuelo! 1.f4</span></span><br /><br /><p>Henry Bird nació en Inglaterra. Es uno de los jugadores más brillantes y originales de la Inglaterra del siglo XIX y uno de los representantes más sólidos de la <a href="http://es.wikipedia.org/wiki/Escuela_rom%C3%A1ntica_de_ajedrez" title="Escuela romántica de ajedrez">escuela romántica de ajedrez</a>.</p> <p>Bird llegó a ser un gran <a href="http://es.wikipedia.org/w/index.php?title=Teor%C3%ADa_%28ajedrez%29&action=edit&redlink=1" class="new" title="Teoría (ajedrez) (aún no redactado)">teórico de aperturas</a>. En su honor llevan nombre una apertura y una defensa: la <a href="http://es.wikipedia.org/wiki/Apertura_Bird" title="Apertura Bird">Apertura Bird</a> y la <a href="http://es.wikipedia.org/wiki/Apertura_espa%C3%B1ola_sin_3...._a6#Defensa_Bird" title="Apertura española sin 3.... a6">Defensa Bird contra la Española</a>.</p> <p>Desde el primer día que apareció en la arena del ajedrez de su época siempre atrajo no ya la atención, sino el entusiasmo. No tuvo una preparación teórica. Se dice que nunca hizo un movimiento en el tablero que no fuese puro instinto ajedrecístico. Su facilidad natural para el juego era realmente la de un genio. Su amor por el ajedrez fue ilimitado. Bird prefería perder una buena partida que ganar por errores de su adversario. Siempre estaba dispuesto a jugar una partida, no importaba lo fatigado que estuviese. Su juego siempre tuvo la frescura de la juventud, aunque los jugadores jóvenes le apodasen «el Viejo».</p> <p>Bird hizo su aparición en el mundo del ajedrez presentándose en el Cigar Divan de Londres en 1846. Era un muchacho de buena planta. Todos admiraron su aspecto y elogiaron su estilo. Al principio los grandes jugadores del Club le daban la dama de ventaja, pero antes de un año era ya un buen jugador. En 1851 jugó dieciocho partidas con <a href="http://es.wikipedia.org/wiki/Adolf_Anderssen" title="Adolf Anderssen">Anderssen</a>, empatando el encuentro. Ganó a Sezn, <a href="http://es.wikipedia.org/wiki/Daniel_Harrwitz" title="Daniel Harrwitz">Daniel Harrwitz</a> y <a href="http://es.wikipedia.org/wiki/Johann_L%C3%B3wental" title="Johann Lówental" class="mw-redirect">Johann Lówental</a>. En 1866 se enfrentó a <a href="http://es.wikipedia.org/wiki/Wilhelm_Steinitz" title="Wilhelm Steinitz">Steinitz</a>, en un duelo desigual en el que no tuvo ninguna oportunidad ante el nuevo juego que practicaba el austriaco.</p> <p>En 1873 Bird jugó varios encuentros con Wisker. En 1877 ganó a Lówental en un torneo. Cayó derrotado ante los nuevos valores: <a href="http://es.wikipedia.org/wiki/Joseph_Henry_Blackburne" title="Joseph Henry Blackburne">Blackburne</a>, Potter, <a href="http://es.wikipedia.org/wiki/Alexander_mac_Donnell" title="Alexander mac Donnell" class="mw-redirect">Mac Donnell</a>. Durante los diez años siguientes Bird raramente participó en torneos internacionales. Su punto débil eran las aperturas, ya que la nueva generación tenía una preparación teórica de la que él carecía, pero Bird se preparó profundamente y escribió algunos libros sobre aperturas.</p> <p>Los trabajos de Bird sobre ajedrez fueron muy apreciados y muy interesantes; recomendados tanto por los maestros como por los aficionados, especialmente «Obras maestras del ajedrez», «Aperturas del ajedrez» y «Ajedrez moderno».</p> <p>En el tablero Bird era un jugador muy rápido, pero a diferencia de otros jugadores rápidos, nunca se impacientaba ante un jugador lento. Nunca despreciaba la habilidad de un rival, ni abrigaba resentimiento por una derrota. Elogiaba el juego de otros cuando se la merecían, y reconocía los méritos ante los que él mismo había sucumbido. Bird se ganó una buena fama de hombre singularmente agradable, y de ser todo un caballero ante el tablero. Era un hombre de una energía extraordinaria.</p> <p>Entre 1890 y 1891 tuvo que pasar varios meses en hospital St. Thomas, aquejado de una grave enfermedad. Sufría constantes dolores, y, ocasionalmente, era incapaz de moverse; sin embargo nunca perdió el ánimo, y nunca cayó en la ociosidad, ni se hundió en la desesperación. Consideró que lo que más le convenía era mantener ocupada su mente. Para distraerse se puso a escribir un nuevo libro de ajedrez, «Ajedrez para principiantes».</p><div style="text-align: right;">Fuente Wikipedia<br /><div style="text-align: left;"><span style="color: rgb(51, 51, 153);"><span style="font-family:arial;"><br /><span style="font-size:130%;"><span style="font-weight: bold;">Quedamos a la espera de algunas partidas de Angel Morelli, un verdadero devoto de esta línea dentro del grupo de jugadores de Ajedrez Bella Vista.</span></span></span></span><br /><br /><div style="text-align: right;"><span style="font-size:85%;"><span style="font-weight: bold;">MLP Marcelo Cabrera</span><br /></span></div></div></div>Instituto Manuel Dorregohttp://www.blogger.com/profile/17997291642872919602noreply@blogger.com1tag:blogger.com,1999:blog-579473664723343536.post-25699038165499198992009-11-03T04:18:00.000-08:002013-09-08T20:36:42.933-07:00Cuadernos de ajedrez de Sistac. La calidad de siempre<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_3eEEOmjCTcw/SvAgP5d32hI/AAAAAAAAAZ0/Iv7hAg5bim0/s1600-h/teoria.gif"><img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 109px; height: 117px;" src="http://1.bp.blogspot.com/_3eEEOmjCTcw/SvAgP5d32hI/AAAAAAAAAZ0/Iv7hAg5bim0/s320/teoria.gif" alt="" id="BLOGGER_PHOTO_ID_5399851410713467410" border="0" /></a><span style="color: rgb(51, 51, 153);"><span style="font-weight: bold;"><span style="font-family:arial;"><span style="font-size:130%;"><span style="font-size:180%;">Saldando nuestra deuda con<br /><br />los cuadernos de ajedrez.<br /><br />Enriquecedor material teórico<br /><br />para el ajedrecista.</span><br /><span style="font-size:100%;"><br /><span style="color: rgb(153, 0, 0);"><span style="color: rgb(51, 153, 153);">Producto de un involuntario retraso en la actualizacion de nuestro blog, quedamos en deuda con Horacio Sistac y con los lectores de es este espacio del ajedrez aficionado en la publicación del enriquecedor material teórico de los Cuadernos de ajedrez.</span><br /><span style="color: rgb(51, 153, 153);">En esta ocasión Horacio nos propone el tratamiento del Ataque Austríaco en la Defensa Pirc (debo confesar una mis variantes preferidas frente a este tipo de esquemas. También se trata la interminable Nimzoindia, Variante Capablanca, de lectura obligatoria para cualquier aficionado. Desde Ajedrez Bella Vista deseamos disfruten este material y brindamos por la continuidad de tan importe proyecto de difusión del deporte del pensamiento.<br /><br /></span></span></span></span></span></span></span><p><span style="font-family: Arial;"><strong><span style="font-size: 130%; color: rgb(51, 51, 153);">Recuerden: para poder acceder correctamente a los documentos mostrados en nuestro blog es necesario registrase en </span><a href="http://www.scribd.com/"><span style="font-size: 130%; color: rgb(51, 51, 153);"><span class="blsp-spelling-error" id="SPELLING_ERROR_36">Scribd</span></span></a><span style="font-size: 130%; color: rgb(51, 51, 153);">.</span></strong></span></p><br /><span style="color: rgb(51, 51, 153);"><span style="font-weight: bold;"><span style="font-family:arial;"><span style="font-size:130%;"><span style="font-size:100%;"><span style="color: rgb(153, 0, 0);"><br /><a title="View CdA20-09 on Scribd" href="http://www.scribd.com/doc/19981909/CdA2009" style="margin: 12px auto 6px; 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font-family: Helvetica,Arial,Sans-serif; font-style: normal; font-variant: normal; font-weight: normal; font-size: 14px; line-height: normal; font-size-adjust: none; font-stretch: normal; display: block; text-decoration: underline;">CdA21-09</a> <object codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=9,0,0,0" id="doc_361224897742949" name="doc_361224897742949" classid="clsid:d27cdb6e-ae6d-11cf-96b8-444553540000" width="100%" align="middle" height="500"> <param name="movie" value="http://d1.scribdassets.com/ScribdViewer.swf?document_id=19981910&access_key=key-145s6jnlp62jp8m5bejf&page=1&version=1&viewMode="> <param name="quality" value="high"> <param name="play" value="true"> <param name="loop" value="true"> <param name="scale" value="showall"> <param name="wmode" value="opaque"> <param name="devicefont" value="false"> <param name="bgcolor" value="#ffffff"> <param name="menu" value="true"> <param name="allowFullScreen" value="true"> <param name="allowScriptAccess" value="always"> <param name="salign" value=""> <embed src="http://d1.scribdassets.com/ScribdViewer.swf?document_id=19981910&access_key=key-145s6jnlp62jp8m5bejf&page=1&version=1&viewMode=" quality="high" pluginspage="http://www.macromedia.com/go/getflashplayer" play="true" loop="true" scale="showall" wmode="opaque" devicefont="false" bgcolor="#ffffff" name="doc_361224897742949_object" menu="true" allowfullscreen="true" allowscriptaccess="always" salign="" type="application/x-shockwave-flash" width="100%" align="middle" height="500"></embed> </object><br /><br />http://www.scribd.com/doc/19981910/CdA2109<br /><br /></span></span></span></span></span></span>Instituto Manuel Dorregohttp://www.blogger.com/profile/17997291642872919602noreply@blogger.com0tag:blogger.com,1999:blog-579473664723343536.post-46286813393710041162009-10-17T18:33:00.000-07:002013-09-08T20:36:42.973-07:00Ajedrez rápido en Bella Vista<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_3eEEOmjCTcw/StpxVTR3UGI/AAAAAAAAAZk/I9KZyFwyBdg/s1600-h/reloj.gif"><img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 151px; height: 73px;" src="http://1.bp.blogspot.com/_3eEEOmjCTcw/StpxVTR3UGI/AAAAAAAAAZk/I9KZyFwyBdg/s320/reloj.gif" alt="" id="BLOGGER_PHOTO_ID_5393748114495983714" border="0" /></a><span style="color: rgb(51, 51, 153);"><span style="font-size:130%;"><span style="font-family:arial;"><span style="font-weight: bold;">Torneos de Ajedrez <span class="blsp-spelling-error" id="SPELLING_ERROR_0">Blitz</span>, rápido o <span class="blsp-spelling-error" id="SPELLING_ERROR_1">ping</span>-<span class="blsp-spelling-error" id="SPELLING_ERROR_2">pon</span></span></span></span></span><span style="color: rgb(51, 51, 153);"><span style="font-size:130%;"><span style="font-family:arial;"><span style="font-weight: bold;">g en Ajedrez Bella Vista<br /><br /><span style="color: rgb(204, 0, 0);"><span style="font-size:100%;">Durante este mes de octubre hemos comenzado a realizar una práctica abandonada durante algún tiempo. La realización de torneos relámpago (<span class="blsp-spelling-error" id="SPELLING_ERROR_3">blitz</span> en alemán).<br />Quienes participan en la vida de un club o círculo de ajedrez saben seguramente que este es todo un tema de opiniones divergentes.<br />Están quienes piensan, y no les faltan argumentos, que el "<span class="blsp-spelling-error" id="SPELLING_ERROR_4">ping</span>-</span></span></span></span></span></span><span style="color: rgb(51, 51, 153);"><span style="font-size:130%;"><span style="font-family:arial;"><span style="font-weight: bold;"><span style="color: rgb(204, 0, 0);"><span style="font-size:100%;"><span class="blsp-spelling-error" id="SPELLING_ERROR_5">pong</span>" no es ajedrez de "verdad". Que el azar influye demasiado. que no hay verdadero tiempo para <span class="blsp-spelling-error" id="SPELLING_ERROR_6">reflexionar</span>, y siguen un sinfín de argumentos, todos sin duda de valor.<br />Por otra parte están quienes defienden esta modalidad del ajedrez señalando que obliga al jugador a tener una muy buena formación teórica para ahorrar tiempo en apertura y finales, que desarrolla el "golpe de vista", que estimula el trabajo de entrenamiento táctico con problemas y poder visualizar a simple "vistazo" situaciones similares a las estudiadas. También permite dado la gran cantidad de partidas que se juegan en poco tiempo ensayar "experimentos" teóricos y "psicológicos" en las aperturas.<br />Pese a que mi maestría es en ajedrez postal donde los tiempos son <span class="blsp-spelling-error" id="SPELLING_ERROR_7">sobradamente</span> extensos cualquiera podría pensar que no soy si</span></span></span></span></span></span><span style="color: rgb(51, 51, 153);"><span style="font-size:130%;"><span style="font-family:arial;"><span style="font-weight: bold;"><span style="color: rgb(204, 0, 0);"><span style="font-size:100%;"><span class="blsp-spelling-error" id="SPELLING_ERROR_8">mpatizante</span> de esta modalidad. Todo lo contrario. si bien soy bastante flojo como jugador de "<span class="blsp-spelling-error" id="SPELLING_ERROR_9">ping</span> - <span class="blsp-spelling-error" id="SPELLING_ERROR_10">pong</span>" me parece una modalidad muy valiosa que debería <span class="blsp-spelling-error" id="SPELLING_ERROR_11">considerarse</span> más seriamente por las <span class="blsp-spelling-error" id="SPELLING_ERROR_12">federaciones</span>. El nivel de concentración y rapidez de decisión realmente me <span class="blsp-spelling-error" id="SPELLING_ERROR_13">parecen</span> <span class="blsp-spelling-error" id="SPELLING_ERROR_14">adictivos</span>.<br /><br />En este marco fue que se realizó el primer Torneo <span class="blsp-spelling-error" id="SPELLING_ERROR_15">Blitz</span> de Octubre de 2009 - Ajedrez Bella Vista que colocó en el podio a:<br /><br />1ro. <span class="blsp-spelling-error" id="SPELLING_ERROR_16">Gómez</span>, Gabriel (un joven jugador</span></span></span></span></span></span><span style="color: rgb(51, 51, 153);"><span style="font-size:130%;"><span style="font-family:arial;"><span style="font-weight: bold;"><span style="color: rgb(204, 0, 0);"><span style="font-size:100%;"> de Barrio Obligado que tiene un particular "picardía para jugar ajedrez rápido)<br />2do. <span class="blsp-spelling-error" id="SPELLING_ERROR_17">Morelli</span>, <span class="blsp-spelling-error" id="SPELLING_ERROR_18">Angel</span>. (nuestro entrañable amigo que no puede romper con la maldición que le niega el primer <span class="blsp-spelling-error" id="SPELLING_ERROR_19">lugar que</span> si viene madurando en ajedrez postal, donde esta rumbo a la maestría!)<br />3ro. Cabrera, Juan Bautista. (Ahora el "pichón" ya con 10 años <span class="blsp-spelling-error" id="SPELLING_ERROR_20">cumpliditos</span> en agosto se nos coló en un podio a los "viejos", envidiable su <span class="blsp-spelling-error" id="SPELLING_ERROR_21">alegría</span>. <span class="blsp-spelling-corrected" id="SPELLING_ERROR_22">Felicitaciones</span>!!)<br /><br />A continuación el cuadro de <span class="blsp-spelling-error" id="SPELLING_ERROR_23">cru</span></span></span></span></span></span></span><span style="color: rgb(51, 51, 153);"><span style="font-size:130%;"><span style="font-family:arial;"><span style="font-weight: bold;"><span style="color: rgb(204, 0, 0);"><span style="font-size:100%;"><span class="blsp-spelling-error" id="SPELLING_ERROR_24">zamientos</span>:<br /><br /></span></span></span></span></span></span><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/_3eEEOmjCTcw/Stp3FiQRBhI/AAAAAAAAAZs/eRLsncCQJec/s1600-h/ABV_1blitz10-09.bmp"><img style="cursor: pointer; width: 518px; height: 256px;" src="http://4.bp.blogspot.com/_3eEEOmjCTcw/Stp3FiQRBhI/AAAAAAAAAZs/eRLsncCQJec/s400/ABV_1blitz10-09.bmp" alt="" id="BLOGGER_PHOTO_ID_5393754440707671570" border="0" /></a><br /><span style="color: rgb(51, 51, 153);"><span style="font-size:130%;"><span style="font-family:arial;"><span style="font-weight: bold;"><span style="color: rgb(204, 0, 0);"><span style="font-size:100%;"><br /></span></span></span></span></span></span><div style="text-align: right;"><span style="color: rgb(0, 0, 153); font-weight: bold;font-size:85%;" ><span style="font-family:arial;"><span><span style="color: rgb(204, 0, 0);">MLP Marcelo Cabrera</span></span></span></span><br /></div>Instituto Manuel Dorregohttp://www.blogger.com/profile/17997291642872919602noreply@blogger.com0tag:blogger.com,1999:blog-579473664723343536.post-30996501962229266412009-10-17T17:29:00.000-07:002013-09-08T20:36:43.012-07:00Torneo Pulsen - Saldando una deuda<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/_3eEEOmjCTcw/StppSUiClFI/AAAAAAAAAZM/bYVkRtOT0i8/s1600-h/louis-paulsen-227x300.jpg"><img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 227px; height: 300px;" src="http://4.bp.blogspot.com/_3eEEOmjCTcw/StppSUiClFI/AAAAAAAAAZM/bYVkRtOT0i8/s320/louis-paulsen-227x300.jpg" alt="" id="BLOGGER_PHOTO_ID_5393739267199636562" border="0" /></a><span style="color: rgb(51, 153, 153);font-size:130%;" ><span style="font-weight: bold; color: rgb(0, 204, 204);font-family:arial;" >Torneo Memorial <span class="blsp-spelling-error" id="SPELLING_ERROR_0">Paulsen</span> - Ajedrez Bella Vista - Ajedrez activo a 45 minutos por jugador</span></span><br /><br /><span style="font-size:100%;"><span style="font-family:arial;"><span style="color: rgb(51, 0, 153);">Durante abril y mayo de este año se jugó en las instalaciones del Instituto <span class="blsp-spelling-error" id="SPELLING_ERROR_1">Dorrego</span> organizado por Ajedrez Bella Vista un torneo de aficionados (interno) a lo que se da en llamar actualmente ritmo activo, 45 minutos por jugador.<br />Estamos en deuda con nuestros amigos por no haber publicado los resultados oportunamente, es decir en la fecha que finalizó, pero aún tarde cumplimos con la publicación.<br />Sepan disculpar estos <span class="blsp-spelling-error" id="SPELLING_ERROR_2">errores</span> propias de una actividad <span class="blsp-spelling-error" id="SPELLING_ERROR_3">amateur</span> hecha con una enorme dosis de entusiasmo, no así de recursos económicos.<br />En este torneo interno <span class="blsp-spelling-error" id="SPELLING_ERROR_4">participaron</span> Juan Carlos <span class="blsp-spelling-error" id="SPELLING_ERROR_5">Gambini</span> ("campeón </span></span></span><span style="font-size:100%;"><span style="font-family:arial;"><span style="color: rgb(51, 0, 153);">del la Costa" ya que gano el torneo de <span class="blsp-spelling-error" id="SPELLING_ERROR_6">camaredería</span> que se hiciera en San Clemente hace un año), Gustavo <span class="blsp-spelling-error" id="SPELLING_ERROR_7">Lope</span> de <span class="blsp-spelling-error" id="SPELLING_ERROR_8">Vergara</span> (el "profesional del grupo, ya que en el abierto de <span class="blsp-spelling-error" id="SPELLING_ERROR_9">Balleter</span> alcanzó el 2do. lugar entre los no <span class="blsp-spelling-error" id="SPELLING_ERROR_10">rakeados</span> y recibió un premio en dinero!!), <span class="blsp-spelling-error" id="SPELLING_ERROR_11">An</span></span></span></span><span style="font-size:100%;"><span style="font-family:arial;"><span style="color: rgb(51, 0, 153);">gel <span class="blsp-spelling-error" id="SPELLING_ERROR_12">Morelli</span> quien cada vez se parece al <span class="blsp-spelling-error" id="SPELLING_ERROR_13">River</span> <span class="blsp-spelling-error" id="SPELLING_ERROR_14">Plate</span> de la década del ´60, <span class="blsp-spelling-corrected" id="SPELLING_ERROR_15">juega</span> bien pero sale segundo.<br />También <span class="blsp-spelling-corrected" id="SPELLING_ERROR_16">estuvieron</span> <span class="blsp-spelling-error" id="SPELLING_ERROR_17">participando</span> <span class="blsp-spelling-error" id="SPELLING_ERROR_18">Matías</span> Perfumo, un talentoso joven, <span class="blsp-spelling-error" id="SPELLING_ERROR_19">ex</span> - alumno del Instituto <span class="blsp-spelling-error" id="SPELLING_ERROR_20">Dorrego</span> que debió retirarse prematuramente de la contienda. El "gallego" (en verdad andaluz) <span class="blsp-spelling-error" id="SPELLING_ERROR_21">García</span> un nuevo vecino de Bella Vista y amigo de este <span class="blsp-spelling-error" id="SPELLING_ERROR_22">nucleamiento</span> de ajedrecistas. Juan Bautista Cabrera, el Benjamín de la familia participó con sus 9 <span class="blsp-spelling-error" id="SPELLING_ERROR_23">añitos</span> peleando partida a partida como el mejor y finalmente el gato <span class="blsp-spelling-error" id="SPELLING_ERROR_24">Nievas</span> quien resultó v</span></span></span><span style="font-size:100%;"><span style="font-family:arial;"><span style="color: rgb(51, 0, 153);"><span class="blsp-spelling-error" id="SPELLING_ERROR_25">encedor</span> del torneo! Felicidades al ganador y todos los entusiastas <span class="blsp-spelling-error" id="SPELLING_ERROR_26">participantes</span>!!<br />Finalmente el podio se integro de la siguiente forma:<br /><br />1ro. <span class="blsp-spelling-error" id="SPELLING_ERROR_27">Nievas</span>, <span class="blsp-spelling-error" id="SPELLING_ERROR_28">Daniel</span> (el Gato)<br />2do. <span class="blsp-spelling-error" id="SPELLING_ERROR_29">Morelli</span>, <span class="blsp-spelling-error" id="SPELLING_ERROR_30">Angel</span> (<span class="blsp-spelling-error" id="SPELLING_ERROR_31">river</span> del ´60)<br />3ro. <span class="blsp-spelling-error" id="SPELLING_ERROR_32">Lope</span> de <span class="blsp-spelling-error" id="SPELLING_ERROR_33">Vergara</span>, Gustavo (el "profesional")<br /></span></span></span><br /><span style="font-size:100%;"><span style="font-family:arial;"><span style="color: rgb(51, 0, 153);">El cuadro de cruzamientos a continuación:<br /><br /></span></span></span><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_3eEEOmjCTcw/Stpt29wGp_I/AAAAAAAAAZU/2SV6kCli9Y0/s1600-h/ABV_paulsen09.bmp"><img style="cursor: pointer; width: 539px; height: 295px;" src="http://2.bp.blogspot.com/_3eEEOmjCTcw/Stpt29wGp_I/AAAAAAAAAZU/2SV6kCli9Y0/s400/ABV_paulsen09.bmp" alt="" id="BLOGGER_PHOTO_ID_5393744294786279410" border="0" /></a><br /><br /><span style="color: rgb(204, 0, 0);">A la brevedad <span class="blsp-spelling-error" id="SPELLING_ERROR_34">publicaremos</span> en nuestro espacio de colección de partidas en formato "<span class="blsp-spelling-error" id="SPELLING_ERROR_35">pgn</span>" algunas de las jugadas en este torneo.</span><br /><span style="font-size:100%;"><span style="font-family:arial;"><span style="color: rgb(51, 0, 153);"><br /></span></span></span><div style="text-align: right;"><span style="font-size:100%;"><span style="font-family:arial;"><span style="color: rgb(51, 0, 153);"><span style="font-size:85%;"><span style="font-weight: bold;"><span class="blsp-spelling-error" id="SPELLING_ERROR_36">MLP</span> <span class="blsp-spelling-error" id="SPELLING_ERROR_37">Marcelo</span> Cabrera</span></span></span></span></span><br /></div>Instituto Manuel Dorregohttp://www.blogger.com/profile/17997291642872919602noreply@blogger.com0tag:blogger.com,1999:blog-579473664723343536.post-55017512008503445652009-09-24T07:13:00.000-07:002013-09-08T20:36:43.053-07:00IX Torneo Abierto de Invierno de Villa Ballester<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_3eEEOmjCTcw/SsAR0YGLjdI/AAAAAAAAAZE/p9dJh98uFDE/s1600-h/gustavoVB.jpg"><img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 320px; height: 241px;" src="http://3.bp.blogspot.com/_3eEEOmjCTcw/SsAR0YGLjdI/AAAAAAAAAZE/p9dJh98uFDE/s320/gustavoVB.jpg" alt="" id="BLOGGER_PHOTO_ID_5386324745854356946" border="0" /></a><span style="color: rgb(0, 0, 153);">El pasado 13 del corriente, finalizó la novena edición del <span style="font-weight: bold;">Torneo Abierto de Invierno organizado por el Círculo de Ajedrez de Villa Ballester</span>, un clásico del calendario ajedrecístico de nuestro país. Luego de sucesivas postergaciones, en primera instancia por la realización del Campeonato Panamericano y posteriormente por la emergencia sanitaria decretada, finalmente se pudo llevar a cabo con éxito este tradicional torneo.</span><br /><span style="color: rgb(0, 0, 153);"> Desde 2 Maestros Internacionales y un Maestro Fide, hasta simples aficionados, pasando por fuertes jugadores aún no titulados, 50 jugadores nos dimos cita durante 7 rondas muy disputadas.</span><br /><span style="color: rgb(0, 0, 153);"> El Maestro Fide Pablo Barrionuevo resultó vencedor con sus excelentes 6,5 puntos, cediendo sólo medio punto. Felicitaciones.</span><br /><span style="color: rgb(0, 0, 153);"> <span style="font-weight: bold;">Ajedrez Bella Vista estuvo representado, no sólo por quien suscribe, sino por el "profe" de los más chiquitos, Esteban Souto, quien jugara un muy buen torneo, obteniendo 3,5 sobre 7 posibles, pero debiendo enfrentar a un par de jugadores durísimos, a quienes, no obstante, les ofreció seria resistencia. Por mi parte, con 4 puntos obtuve el premio como segundo mejor sub 1800, resultando el mejor no ranqueado del certamen, aunque considero que las vicisitudes propias de estos torneos (pareos, ausencias), han estado esta vez de mi lado.</span></span><br /><span style="color: rgb(0, 0, 153);"> Debo confesar que para mí ha sido una gran satisfacción volver al Círculo de Villa Ballester después de 28 años. Efectivamente, desde mi adolescencia no visitaba este club al cual concurría sábado tras sábado representando a mi escuela, y me ha sido muy grato jugar nuevamente allí.</span><br /><span style="color: rgb(0, 0, 153);"> Quiero unirme a lo manifestado por el ganador del torneo en cuanto a la cantidad de chicos que juegan realmente muy bien y con un grado de concentración un tanto inusual para sus edades. De hecho, he "sufrido" las consecuencias, perdiendo un final con Lucas Antonel, de 12 años, que luego de 4 horas de dura lucha, manejara mucho mejor el final y se llevase una merecida victoria. Vaya mi reconocimiento para todos los profesores de estas jóvenes promesas.</span><br /><span style="color: rgb(0, 0, 153);"> Si bien no son de una calidad de la cual se puedan extraer enseñanzas, les prometo publicar alguna de mis partidas, para que al menos puedan reproducir un juego entre "humanos", "muy humanos", con nivel de aficionado de club, que resulte más "jugable" entre nosotros que las que habitualmente vemos entre Maestros.</span><br /><br /><div style="text-align: right;"> <span style="font-family: arial; font-weight: bold;">Gustavo Lope de Vergara</span></div>Instituto Manuel Dorregohttp://www.blogger.com/profile/17997291642872919602noreply@blogger.com0tag:blogger.com,1999:blog-579473664723343536.post-60075121716368201822009-09-22T13:37:00.000-07:002013-09-08T20:36:43.092-07:0034º Aniversario del Círculo Najdorf<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_3eEEOmjCTcw/Srk2l0L_2SI/AAAAAAAAAY0/zYWvFej6zAo/s1600-h/camn-80.jpg"><img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 80px; height: 80px;" src="http://2.bp.blogspot.com/_3eEEOmjCTcw/Srk2l0L_2SI/AAAAAAAAAY0/zYWvFej6zAo/s200/camn-80.jpg" alt="" id="BLOGGER_PHOTO_ID_5384394852790163746" border="0" /></a><span style="color: rgb(51, 0, 153);font-size:130%;" ><span style="font-weight: bold;font-family:arial;" >Torneo Escolar en el Círculo Najdorf de Los Polvorines</span></span><br /><span style="color: rgb(153, 0, 0);"><span style="font-size:100%;"><br />Coincidiendo con el 34º aniversario de la creación del Círculo de Ajedrez Miguel Najdorf de los Polvorines se organizó el acostumbrado torneo de ajedrez escolar que nuestros amigos y vecinos realizan los últimos domingos de cada mes y con motivo del receso invernal y los problemas sanitarios por la gripe "A", habían sido momentáneamente postergados.<br />Como es de costumbre se contó con la reconocida hospitalidad del amigo Mario Zilli y fue notoriamente importante la concurrencia de los entusiastas alumnos del Colegio Asunción siempre alentados por Margarita Godoy y su enorme compromiso con la tarea docente y la difusión del ajedrez.<br />El Instituto Dorrego y Ajedrez Bella Vista se hicieron presentes alcanzando su representante Gustavo Villalba la mejor colocación en su categoría.<br />A continuación la crónica del periódico de la zona.<br /><br /></span></span><div style="text-align: center;"><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_3eEEOmjCTcw/Srk5eTCG2kI/AAAAAAAAAY8/g0VolFcD4Es/s1600-h/escanear0014.jpg"><img style="cursor: pointer; width: 436px; height: 648px;" src="http://3.bp.blogspot.com/_3eEEOmjCTcw/Srk5eTCG2kI/AAAAAAAAAY8/g0VolFcD4Es/s400/escanear0014.jpg" alt="" id="BLOGGER_PHOTO_ID_5384398022166108738" border="0" /></a><br /></div><span style="color: rgb(153, 0, 0);"><span style="font-size:100%;"><br /></span></span><div style="text-align: right;"><span style="color: rgb(153, 0, 0); font-weight: bold;"><span style="font-size:100%;"><span style="font-size:85%;">MLP Marcelo Cabrera</span></span></span><br /></div>Instituto Manuel Dorregohttp://www.blogger.com/profile/17997291642872919602noreply@blogger.com1tag:blogger.com,1999:blog-579473664723343536.post-17782016805108529202009-09-20T16:25:00.000-07:002013-09-08T20:36:43.151-07:00Cuadernos de Ajedrez de Sistac, aperturas y más<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_Q8QRsDIeoHM/Sra8DNwUupI/AAAAAAAAAHY/YGfDoYouFAI/s1600-h/aperturas.gif"><img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 109px; height: 117px;" src="http://1.bp.blogspot.com/_Q8QRsDIeoHM/Sra8DNwUupI/AAAAAAAAAHY/YGfDoYouFAI/s200/aperturas.gif" alt="" id="BLOGGER_PHOTO_ID_5383697167985982098" border="0" /><span style="font-weight: bold;font-size:180%;" >Los cuadernos de Sistac nuevamente en nuestro blog!!!</span></a><br /><br /><br /><span style="color: rgb(102, 102, 102);"><span style="font-family:arial;"><span style="font-size:100%;">En verdad me veo en la obligación de comenzar esta entrada a nuestro blog con disculpas varias.<br />En primer lugar para los aficionados y lectores a quienes de algún modo no les he provisto con la frecuencia acostumbrada de información sobre nuestras actividades.<br />En segundo lugar a los que me acompañan en <span style="font-weight: bold;">Ajedrez Bella Vista</span>, quienes no han visto reflejada con la actualización merecida los torneos organizados y aquellos donde han participado nuestros integrantes.<br />En tercer lugar una disculpa personal con Horacio Sistac y Germán Gil, quienes me envían con regularidad mensual los prestigiosos y siempre bien recibidos por la comunidad ajedrecística del mundo entero. De este modo para "lavar" en parte estos descuidos publicaremos tres ediciones de los Cuadernos de Ajedrez de Horacio Sistac, el número 17 que comienza con el tema de la Defensa India de Dama, el 18 Apertura Escocesa y Gambito Escocés (la tortura postal de nuestro amigo Ángel) y el 19 Defensa Caro-Kann, variante clásica que desde acá se lo dedicamos a uno de sus fervientes adeptos, Esteban el "profe" de los más chiquitos en Ajedrez Bella Vista.<br />Ahora menos palabras y más material!<br /><br /></span></span></span><p><span style="font-family: Arial;"><strong><span style="font-size: 130%; color: rgb(51, 51, 153);">Recuerden: para poder acceder correctamente a los documentos mostrados en nuestro blog es necesario registrase en </span><a href="http://www.scribd.com/"><span style="font-size: 130%; color: rgb(51, 51, 153);"><span class="blsp-spelling-error" id="SPELLING_ERROR_36">Scribd</span></span></a><span style="font-size: 130%; color: rgb(51, 51, 153);">.</span></strong></span></p><br /><span style="color: rgb(102, 102, 102);"><span style="font-family:arial;"><span style="font-size:100%;"><br /><a title="View CdA17-09 on Scribd" href="http://www.scribd.com/doc/19981893/CdA1709" style="margin: 12px auto 6px; 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font-family: Helvetica,Arial,Sans-serif; font-style: normal; font-variant: normal; font-weight: normal; font-size: 14px; line-height: normal; font-size-adjust: none; font-stretch: normal; display: block; text-decoration: underline;">CdA19-09</a> <object codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=9,0,0,0" id="doc_905825778981621" name="doc_905825778981621" classid="clsid:d27cdb6e-ae6d-11cf-96b8-444553540000" width="100%" align="middle" height="500"> <param name="movie" value="http://d1.scribdassets.com/ScribdViewer.swf?document_id=19981901&access_key=key-1m54nfb3n6tpxluxk44h&page=1&version=1&viewMode="> <param name="quality" value="high"> <param name="play" value="true"> <param name="loop" value="true"> <param name="scale" value="showall"> <param name="wmode" value="opaque"> <param name="devicefont" value="false"> <param name="bgcolor" value="#ffffff"> <param name="menu" value="true"> <param name="allowFullScreen" value="true"> <param name="allowScriptAccess" value="always"> <param name="salign" value=""> <embed src="http://d1.scribdassets.com/ScribdViewer.swf?document_id=19981901&access_key=key-1m54nfb3n6tpxluxk44h&page=1&version=1&viewMode=" quality="high" pluginspage="http://www.macromedia.com/go/getflashplayer" play="true" loop="true" scale="showall" wmode="opaque" devicefont="false" bgcolor="#ffffff" name="doc_905825778981621_object" menu="true" allowfullscreen="true" allowscriptaccess="always" salign="" type="application/x-shockwave-flash" width="100%" align="middle" height="500"></embed> </object><br /><br /><br /></span></span></span><object codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=9,0,0,0" id="doc_812434283101594" name="doc_812434283101594" classid="clsid:d27cdb6e-ae6d-11cf-96b8-444553540000" width="100%" align="middle" height="500"><br /></object>Instituto Manuel Dorregohttp://www.blogger.com/profile/17997291642872919602noreply@blogger.com0tag:blogger.com,1999:blog-579473664723343536.post-68238511404633414032009-04-24T09:08:00.000-07:002013-09-08T20:36:43.191-07:00Torneo de la Legislatura<a href="http://4.bp.blogspot.com/_3eEEOmjCTcw/SfJNiVNaj6I/AAAAAAAAAVY/MnrfHDoV_GE/s1600-h/logolegis.jpg"><img id="BLOGGER_PHOTO_ID_5328406561337020322" style="FLOAT: left; MARGIN: 0px 10px 10px 0px; WIDTH: 118px; CURSOR: hand; HEIGHT: 200px" alt="" src="http://4.bp.blogspot.com/_3eEEOmjCTcw/SfJNiVNaj6I/AAAAAAAAAVY/MnrfHDoV_GE/s200/logolegis.jpg" border="0" /></a><span style="color:#660000;"><strong><span style="font-family:arial;font-size:180%;">Grandes Maestros y aficionados en una misma</span></strong></span><br /><span style="color:#660000;"><strong><span style="font-family:arial;font-size:180%;"></span></strong></span><br /><span style="color:#660000;"><strong><span style="font-family:arial;font-size:180%;">fiesta del ajedrez - Torneo Legislatura porteña </span></strong></span><br /><span style="color:#660000;"><strong><span style="font-family:arial;font-size:180%;"></span></strong></span><br /><span style="color:#660000;"><strong><span style="font-family:arial;font-size:180%;">2009</span><br /></strong></span><br /><div align="justify"><span style="color:#000099;">El pasado 16 de abril finalizó el que posiblemente haya sido el torneo abierto de ajedrez más importante del calendario ajedrecístico del país. </span></div><span style="color:#000099;"><br /></span><span style="color:#000099;">Efectivamente, el <strong>Torneo de la Legislatura, patrocinado por la Legislatura de la Cuidad Autónoma de Buenos Aires, y organizado por el Club Argentino de Ajedrez, el Círculo de Ajedrez Torre Blanca y la Asociación Miguel Najdorf, reunió a más de 400 jugadores, desde el número uno actual de nuestro país, el GM Diego Flores</strong>, hasta simples aficionados como quien suscribe y Daniel Nievas, ambos representando a <strong>Ajedrez Bella Vista</strong>, y pasando por otros 3 Grandes Maestros, 15 Maestros Internacionales, 20 Maestros FIDE, 4 tituladas femeninas (casi la totalidad de nuestras representativas olímpicas), y un gran número de fuertes jugadores con un <strong>ELO promedio considerable</strong>.</span><br /></span><span style="color:#000099;"></span><br /></span><div align="justify"><span style="color:#000099;">Con semejante nivel de participantes, una excelente organización, y los salones de lujo de la Legislatura como escenario, no podía resultar sino lo que fue: una verdadera fiesta para el ajedrez. </span></div><span style="color:#000099;"></span><br /></span><div align="justify"><span style="color:#000099;">Ya desde la primera ronda se vieron tremendas "batallas", tanto en los primeros tableros como en los últimos. Tanto maestros como aficionados no estábamos dispuestos a entregarnos fácilmente. Con el correr de las jornadas, se fueron conformando los clásicos grupos: los que pelean por el título absoluto ("el corralito", en la jerga), los que luchan por los premios intermedios (ser los mejores en tal o cual categoría), y quienes no nos resignábamos a ser sólo parte de la estadística ("la perrera", denominación popular del grupo del fondo).</span></div><span style="color:#000099;"></span><br /></span><div align="justify"><strong><span style="color:#000099;">Con no pocas sorpresas y grandes partidas, llegamos a un final apasionante donde nuestro mejor jugador defendió brillantemente su favoritismo, ganando el torneo con dos triunfos finales realmente notables. Tuve el placer de presenciar el desenlace sentado a espaldas del ganador, y felicitarlo ni bien su adversario se rindiera. Desde aquí nuestras felicitaciones al GM Diego Flores.</span></strong></div><span style="color:#000099;"></span><br /></span><div align="justify"><span style="color:#000099;">En lo que a los representantes de <strong>Ajedrez Bella Vista</strong> se refiere, en lo personal <strong>finalicé en el puesto 243, con 4 puntos sobre 9 posibles, y Daniel Nievas, en el puesto 269, con 3,5 puntos</strong>. Teniendo en cuenta que participaron 425 jugadores, podemos decir que fue muy digna nuestra actuación, y más aún si ponderamos que en mi caso jugué todas las partidas con jugadores rankeados (con ELO), y Daniel varias de las suyas. Y si armamos una lista de posiciones finales con los jugadores no rankeados, como nosotros, resulta que finalizamos 32 y 40 de un total de 127. Yo diría que nada mal considerando nuestra falta de experiencia en torneos de esta índole. Ya estamos trabajando para publicar nuestras partidas, que obviamente no son de un gran nivel, pero que pueden servir para visualizar el juego de un aficionado, en general frente a un jugador más fuerte, de modo de analizar una partida más "humana" y no como las de los maestros, que a veces "juegan a otra cosa".</span></div><span style="color:#000099;"></span><br /></span><div align="justify"><span style="color:#000099;">A modo de resumen, quiero decir que hemos disfrutado enormemente de este acontecimiento. Que pese al esfuerzo que significa para quienes trabajamos, tenemos familia, y vivimos a más una hora del lugar de juego (y más de una vez hemos jugado durante 4 horas), todo ese sacrificio, valió la pena. <strong>Fue un verdadero placer ver cuatrocientas personas, desde chicos de 9 años hasta veteranos de más de 70, pasando por 2 no videntes que nos conmovieron con su concentración y su nivel, todos jugando nuestro amado deporte del pensamiento.</strong></span></div><span style="color:#000099;"></span><br /></span><div align="justify"><span style="color:#000099;">Para terminar, nuestro agradecimiento a Marcelo Cabrera por habernos alentado a participar y habernos orientado con su experiencia, y <strong>muy especialmente a nuestras familias por soportar tanta ausencia, tanta trasnochada.</strong></span></div><div align="justify"><strong><span style="color:#000099;"></span></strong></div><div align="justify"><strong><span style="color:#000099;"></span></strong> </div><div align="right"><strong><span style="color:#000099;"><em>Gustavo Lope de Vergara </em></span></strong></div><div align="right"><strong><span style="color:#000099;"><em>Ajedrez Bella Vista</em></span></strong></div><div align="justify"><strong><span style="color:#000099;"></span></strong> </div><div align="justify"><span style="font-size:85%;color:#000099;">Para la página oficial del torneo haga "click" aquí: </span></div><div align="justify"><strong><span style="font-size:85%;color:#000099;"></span></strong></div><div align="center"><strong><span style="font-size:85%;color:#000099;"></span></strong> </div><div align="center"><strong><span style="color:#000099;"><a href="http://www.legislatura-ajedrez.com.ar/">Torneo Legislatura</a></span></strong></div><div align="left"><strong><span style="color:#000099;"></span></strong></div><div align="left"><span style="font-size:85%;color:#000099;"><strong></strong></span> </div><div align="left"><span style="font-size:85%;color:#000099;"><strong>Nota:</strong> Las principales partidas del torneo pueden ser reproducidas y descagadas desde nuestra página siguiendo este enlace: <a href="http://www.ajedrezbellavista.com.ar/partidas05.htm"><strong>PARTIDAS LEGISLATURA</strong></a></span></div>Instituto Manuel Dorregohttp://www.blogger.com/profile/17997291642872919602noreply@blogger.com0tag:blogger.com,1999:blog-579473664723343536.post-87831634743080923112009-04-15T14:25:00.000-07:002013-09-08T20:36:43.231-07:00Colecciones de partidas en formato pgn<a href="http://3.bp.blogspot.com/_3eEEOmjCTcw/SeZRTPSmCwI/AAAAAAAAAVQ/N2cwJqYEdSo/s1600-h/pensados.gif"><img id="BLOGGER_PHOTO_ID_5325033000376077058" style="FLOAT: left; MARGIN: 0px 10px 10px 0px; WIDTH: 103px; CURSOR: hand; HEIGHT: 125px" alt="" src="http://3.bp.blogspot.com/_3eEEOmjCTcw/SeZRTPSmCwI/AAAAAAAAAVQ/N2cwJqYEdSo/s200/pensados.gif" border="0" /></a><span style="font-family:arial;font-size:180%;color:#000066;"><strong>Colecciones de partidas en formato pgn </strong></span><br /><span style="font-family:arial;font-size:180%;color:#000066;"><strong></strong></span><br /><span style="font-family:arial;font-size:180%;color:#000066;"><strong>Partidas de torneos organizados o con </strong></span><br /><span style="font-family:arial;font-size:180%;color:#000066;"><strong></strong></span><br /><span style="font-family:arial;font-size:180%;color:#000066;"><strong>participación de Ajedrez Bella Vista</strong></span><br /><br /><span style="font-family:Arial;color:#000066;">A partir de esta entrada hemos puesto en funcionamiento un <strong>"gadget"</strong> de Blogger, es decir un "artilugio" que permite este formato de blog.</span><br /><br /><span style="font-family:Arial;color:#000066;">Este nuevo "dispositivo" consiste en un "box" o caja sobre el <strong>margen derecho (abajo)</strong> de esta página que justamente lleva el título de:</span><br /><br /><div align="center"><span style="font-family:Arial;font-size:180%;color:#000066;"><strong>Colección de partidas en formato pgn</strong></span></div><div align="left"><span style="font-family:Arial;color:#000066;"></span></div><br /><div align="left"><span style="font-family:Arial;color:#000066;">Desde esta caja o recuadro se publicarán periódicamente links a nuestra propia página donde el lector tendrá la posibilidad le reproducir o incluso descargar una colección de partidas.</span></div><br /><div align="left"><span style="font-family:Arial;color:#000066;">Es decir no solo publicaremos como venimos haciendo, cuando el tema lo demande, una partida en particular, sino que publicaremos un link a un archivo pgn (Portable game notes) que es el formato estándar para partidas de ajedrez que podrá <strong>ser visualizado "on line" o bien descargado para su posterior lectura con el programa adecuado</strong> (ya hablaremos en próximas entradas sobre este último tema).</span></div><br /><div align="left"><span style="font-family:Arial;color:#000066;">Las partidas que ya hemos publicado corresponden a algunos torneos realizados por <strong>Ajedrez Bella Vista</strong> hace algún tiempo e incluso alguna experiencia que hemos desarrollado al "organizar" un <strong>torneo blitz entre módulos </strong>a efecto de corroborar con nuestros propios ojos el poder ajedrecístico de ellos. (de más está decir que resultó vencedor <strong>Rybka</strong>!).</span></div><br /><div align="left"><span style="font-family:Arial;color:#000066;">El resto de las partidas serán o bien de torneos de aficionados por nosotros organizados, o de torneos postales o presenciales donde hayan participado nuestros representantes.</span></div><div align="left"><span style="font-family:Arial;color:#000066;"></span></div><div align="left"><span style="font-family:Arial;color:#000066;">Esperamos sean de agrado del lector.</span></div><div align="left"><span style="font-family:Arial;color:#000066;"></span></div><div align="right"><span style="font-family:Arial;font-size:85%;color:#000066;"><strong>MLP Marcelo Cabrera</strong></span></div>Instituto Manuel Dorregohttp://www.blogger.com/profile/17997291642872919602noreply@blogger.com0tag:blogger.com,1999:blog-579473664723343536.post-14774912449661724292009-04-14T11:46:00.000-07:002013-09-08T20:36:43.270-07:00Gambito de Rey! Cuadernos de Ajedrez Nº 16 de Horacio Sistac<a href="http://1.bp.blogspot.com/_Q8QRsDIeoHM/SeTaOi7oqLI/AAAAAAAAAHE/yZTvXJm6OmA/s1600-h/aperturas.gif"><img id="BLOGGER_PHOTO_ID_5324620602888726706" style="FLOAT: left; MARGIN: 0px 10px 10px 0px; WIDTH: 109px; CURSOR: hand; HEIGHT: 117px" alt="" src="http://1.bp.blogspot.com/_Q8QRsDIeoHM/SeTaOi7oqLI/AAAAAAAAAHE/yZTvXJm6OmA/s200/aperturas.gif" border="0" /></a><span style="font-family:arial;font-size:180%;color:#000066;"><strong>El Gambito de Rey</strong></span><br /><span style="font-size:130%;"><span style="font-family:arial;color:#000066;"><strong></strong></span></span><br /><span style="font-size:130%;"><span style="color:#cc6600;"><span style="font-family:arial;"><strong>El clásico del ajedrez</strong></span> </span><span style="font-family:arial;color:#000066;"><strong><span style="color:#cc6600;">romántico</span> </strong></span></span><br /><span style="font-size:130%;"><span style="font-family:arial;color:#000066;"><strong></strong></span></span><br /><span style="font-size:130%;"><span style="font-family:arial;color:#999999;"><strong>Cuadernos de Ajedrez de </strong></span><span style="font-family:arial;color:#000066;"><strong><span style="color:#999999;">Horacio Sistac</span> </strong></span></span><br /><span style="font-size:130%;"><span style="font-family:arial;color:#000066;"><strong></strong></span></span><br /><span style="font-size:130%;"><span style="color:#ff6666;"><span style="font-family:arial;"><strong>Variantes Kieseritzky y Allgaier </strong></span><span style="font-family:arial;"><strong>en el "Gambito de Caballo"</strong></span><br /></span></span><span style="font-family:Arial;color:#000066;"></span><br /><span style="font-family:Arial;color:#000066;">Casi todos los que nos enamoramos de nuestro deporte del pensamiento en la niñez o en la adolescencia encontramos en el Gambito de Rey nuestra apertura soñada. Devorando el libro de Paul Keres sobre este Gambito, aún recuerdo mis dudas sobre si el Gambito de "Alfil" (según recomendaba Fischer) o el de Caballo.</span><br /><span style="font-family:Arial;color:#000066;"></span><br /><span style="font-family:Arial;color:#000066;">Ahora no había dudas que para quienes optábamos por el <strong>Gambito de Caballo</strong> dentro del Gambito de Rey (1.e4,e5. 2.f4,exf4. 3.Cf3, ..), el sistema defensivo que entendíamos como "natural" era 3....,g5. 4.h4,g4. tocando el caballo y obligándolo a "escapar hacia adelante" dando lugar a los<strong> Gambitos llamados de Kieseritzky y Allgaier</strong> según sea e5 o g5 el casillero donde escapa el caballo.</span><br /><span style="font-family:Arial;color:#000066;"></span><br /><span style="font-family:Arial;color:#000066;">Estoy convencido que todo amante del ajedrez debe alguna vez practicar estas líneas aunque sea en el ajedrez blitz o relámpago. Vale la pena.</span><br /><span style="font-family:Arial;color:#000066;"></span><br /><span style="font-family:Arial;color:#000066;"><strong>Horacio Sistac</strong>, como siempre con <strong>cuidada presentación y clara didáctica</strong> tiene el acierto de refrescar nuestro espíritu romántico ante tantas líneas de aperturas producto de estudios de Rybka o Fritz de la mano del Rey de los Gambitos. El Gambito de Rey.</span><br /><span style="font-family:Arial;color:#000066;"></span><br /><span style="font-family:Arial;color:#000066;"><strong>El Cuaderno 16</strong> de esta colección nos dará una introducción a este tema que nuestro espíritu gozará sin dudas. Acompaña a esta apertura el análisis de un tema estratégico siempre vigente. <strong>La pareja de Alfiles.</strong> </span><br /><br /><a title="View CdA16-09 on Scribd" style="DISPLAY: block; MARGIN: 12px auto 6px; FONT: 14px Helvetica,Arial,Sans-serif; TEXT-DECORATION: underline; font-size-adjust: none; font-stretch: normal; -x-system-font: none" href="http://www.scribd.com/doc/14202705/CdA1609">CdA16-09</a> <object id="doc_904321225029158" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=" height="500" width="100%" align="middle" classid="clsid:d27cdb6e-ae6d-11cf-96b8-444553540000" name="doc_904321225029158" rel="media:document" resource="http://d.scribd.com/ScribdViewer.swf?document_id=14202705&access_key=key-1qbdg1kuozp42uv0cigv&page=1&version=1&viewMode=" media="http://search.yahoo.com/searchmonkey/media/" dc="http://purl.org/dc/terms/"><param name="_cx" value="17965"><param name="_cy" value="13229"><param name="FlashVars" value=""><param name="Movie" value="http://d.scribd.com/ScribdViewer.swf?document_id=14202705&access_key=key-1qbdg1kuozp42uv0cigv&page=1&version=1&viewMode="><param name="Src" value="http://d.scribd.com/ScribdViewer.swf?document_id=14202705&access_key=key-1qbdg1kuozp42uv0cigv&page=1&version=1&viewMode="><param name="WMode" value="Opaque"><param name="Play" value="-1"><param name="Loop" value="-1"><param name="Quality" value="High"><param name="SAlign" value="LT"><param name="Menu" value="-1"><param name="Base" value=""><param name="AllowScriptAccess" value="always"><param name="Scale" value="NoScale"><param name="DeviceFont" value="0"><param name="EmbedMovie" value="0"><param name="BGColor" value="FFFFFF"><param name="SWRemote" value=""><param name="MovieData" value=""><param name="SeamlessTabbing" value="1"><param name="Profile" value="0"><param name="ProfileAddress" value=""><param name="ProfilePort" value="0"><param name="AllowNetworking" value="all"><param name="AllowFullScreen" value="true"><br /> <embed src="http://d.scribd.com/ScribdViewer.swf?document_id=14202705&access_key=key-1qbdg1kuozp42uv0cigv&page=1&version=1&viewMode=" quality="high" pluginspage="http://www.macromedia.com/go/getflashplayer" play="true" loop="true" scale="showall" wmode="opaque" devicefont="false" bgcolor="#ffffff" name="doc_904321225029158_object" menu="true" allowfullscreen="true" allowscriptaccess="always" salign="" type="application/x-shockwave-flash" align="middle" height="500" width="100%"></embed> <span rel="media:thumbnail" href="http://i.scribd.com/public/images/uploaded/19962579/HEVM3dwnwWYK_thumbnail.jpeg"> <span property="media:title">CdA16-09</span> <span property="dc:creator">Ajedrez Bella Vista</span> <span property="dc:description">Cuadernos de ajedrez de Horacio Sistac. Difundido por Ajedrez Bella Vista</span> <span property="dc:type" content="Text"> </object><br /><br /><br /><br /><div style="DISPLAY: block; MARGIN: 6px auto 3px; FONT: 12px Helvetica,Arial,Sans-serif; font-size-adjust: none; font-stretch: normal; -x-system-font: none"><a style="TEXT-DECORATION: underline" href="http://www.scribd.com/upload">Publish at Scribd</a> or <a style="TEXT-DECORATION: underline" href="http://www.scribd.com/browse">explore</a> others: <a style="TEXT-DECORATION: underline" href="http://www.scribd.com/tag/ajedrez%20bella%20vista">ajedrez bella vista</a> <a style="TEXT-DECORATION: underline" href="http://www.scribd.com/tag/cuadernos%20de%20ajedrez">cuadernos de ajedrez</a> </div><div style="DISPLAY: block; MARGIN: 6px auto 3px; FONT: 12px Helvetica,Arial,Sans-serif; font-size-adjust: none; font-stretch: normal; -x-system-font: none"> </div><div style="DISPLAY: block; MARGIN: 6px auto 3px; FONT: 12px Helvetica,Arial,Sans-serif; font-size-adjust: none; font-stretch: normal; -x-system-font: none"></div><div style="DISPLAY: block; MARGIN: 6px auto 3px; FONT: 12px Helvetica,Arial,Sans-serif; font-size-adjust: none; font-stretch: normal; -x-system-font: none" align="center"><span style="font-size:130%;color:#cc0000;"><strong></strong></span></div><div style="DISPLAY: block; MARGIN: 6px auto 3px; FONT: 12px Helvetica,Arial,Sans-serif; font-size-adjust: none; font-stretch: normal; -x-system-font: none" align="center"><span style="font-size:130%;color:#cc0000;"><strong></strong></span></div><div style="DISPLAY: block; MARGIN: 6px auto 3px; FONT: 12px Helvetica,Arial,Sans-serif; font-size-adjust: none; font-stretch: normal; -x-system-font: none" align="center"><span style="font-size:130%;color:#cc0000;"><strong><a href="http://ajedrezbellavista.blogspot.com/2009/03/scribd-nuestro-almacen-de-archivos.html">Recuerden: para poder acceder correctamente a los documentos mostrados en nuestro blog es necesario registrase en Scribd.</a></strong></span></div><div style="DISPLAY: block; MARGIN: 6px auto 3px; FONT: 12px Helvetica,Arial,Sans-serif; font-size-adjust: none; font-stretch: normal; -x-system-font: none" align="center"></div><div style="DISPLAY: block; MARGIN: 6px auto 3px; FONT: 12px Helvetica,Arial,Sans-serif; font-size-adjust: none; font-stretch: normal; -x-system-font: none" align="right"><strong></strong></div><div style="DISPLAY: block; MARGIN: 6px auto 3px; FONT: 12px Helvetica,Arial,Sans-serif; font-size-adjust: none; font-stretch: normal; -x-system-font: none" align="right"><strong>MLP Marcelo Cabrera</strong></div>Instituto Manuel Dorregohttp://www.blogger.com/profile/17997291642872919602noreply@blogger.com0tag:blogger.com,1999:blog-579473664723343536.post-81070577201092893452009-04-05T08:30:00.000-07:002013-09-08T20:36:43.310-07:00Gambito Budapest - Retorno al romanticismo<a href="http://4.bp.blogspot.com/_3eEEOmjCTcw/SdjoGiXnEtI/AAAAAAAAAUw/s3xIVgySfH8/s1600-h/budapest.png"><img id="BLOGGER_PHOTO_ID_5321258158740935378" style="FLOAT: left; MARGIN: 0px 10px 10px 0px; WIDTH: 200px; CURSOR: hand; HEIGHT: 200px" alt="" src="http://4.bp.blogspot.com/_3eEEOmjCTcw/SdjoGiXnEtI/AAAAAAAAAUw/s3xIVgySfH8/s200/budapest.png" border="0" /></a><span style="font-family:arial;font-size:180%;color:#cc0000;"><strong>Gambito Budapest. Regreso del ajedrez</strong></span><br /><span style="font-family:arial;font-size:180%;color:#cc0000;"><strong> </strong></span><br /><span style="font-family:arial;font-size:180%;color:#cc0000;"><strong>romántico de la mano de la </strong></span><br /><strong><span style="font-family:Arial;font-size:180%;color:#cc0000;"></span></strong><br /><span style="font-family:arial;font-size:180%;color:#cc0000;"><strong>investigación moderna</strong></span><br /><strong><span style="font-family:Arial;font-size:180%;color:#cc0000;"></span></strong><br /><br /><br /><span style="font-family:Arial;color:#000099;">Es más que interesante el material que se consigue en los últimos tiempos sobre esta apertura, defensa, gambito o contragambito, según donde el teórico guste clasificarla.</span><br /><br /><span style="font-family:Arial;color:#000099;"><strong>El Gambito Budapest</strong>, al menos el nombre más simpático para mi gusto, aparece a comienzos del siglo XX (el siglo pasado!!), en un momento donde la teoría había encontrado que peón dama, para el jugador que lleva las blancas, era una opción extremadamente sólida y prometedora.</span><br /><br /><span style="font-family:Arial;color:#000099;">El legendario <a href="http://es.wikipedia.org/wiki/Akiba_Rubinstein">Akiba Rubinstein </a>fue el primer jugador de renombre en padecer este extraño ensayo por eludir la ortodoxia del peón dama, y fue así que en el Torneo de Berlín de 1918 llevando blancas, <strong>sobre tres partidas donde enfrentó al Budapest solo obtuvo medio punto!!</strong></span><br /><br /><span style="font-family:Arial;color:#000099;">Seguramente muchos aficionados hemos hecho un camino muy similar a la historia de este Gambito, lo incorporamos en nuestra adolescencia a nuestro repertorio para sorprender rivales que conocíamos como sólidos jugadores de peón dama.</span><br /><br /><br /><span style="font-family:Arial;color:#000099;">Es bastante complejo resumir esta aguda variante, pero intentaré señalar algunas de las ideas rectoras:</span><br /><br /><ul><li><span style="font-family:Arial;color:#000099;">Prioriza el factor sorpresa y la mayor preparación teórica del jugador negro, ya que es su opción que se juegue esta línea. <strong>Son las negras en el Gambito Budapest quienes deciden que tipo juego se jugará</strong>.</span></li><li><span style="font-family:Arial;color:#000099;">El negro busca llevar el juego a un partido donde tengan <strong>mayor peso los aspectos tácticos</strong> que los aspectos posicionales como en la mayoría de las líneas de peón dama.</span></li><li><span style="font-family:Arial;color:#000099;">Las negras pretenden un rápido y fluido <strong>desarrollo de sus piezas menores</strong>, centrando su acción en amenazas tácticas y en la recuperación del peón entregado en "e5".</span></li><li><span style="font-family:Arial;color:#000099;">El negro impone con una notoria anticipación y audacia, una de las maniobras típicas de liberación en las aperturas de peón dama, la ruptura central que buscar minar la consolidación del centro del blanco.</span></li><li><span style="font-family:Arial;color:#000099;">Otro punto de interés del negro es buscar dejar al descubierto que la segunda jugada del blanco "c4" puede transformarse en una pérdida de tiempo o aún peor, en una debilidad "atacable" por un caballo negro desde "e5" (luego de recuperar el peón del gambito) y con el Alfil en "e6".</span></li><li><span style="font-family:Arial;color:#000099;">En algunas variantes el negro no solo desarticula el centro blanco, sino que suma problemas en la estructura de peones blancos al doblarlos en la columna "c" a cambio de su pareja de alfiles.</span></li><li><span style="font-family:Arial;color:#000099;">El negro mantiene una importante integridad de la estructura de peones que permitirá que resuelva su configuración más a la espera del planteo blanco.</span></li></ul><p><span style="font-family:Arial;color:#000099;">Existe una cantidad de material importante sobre el Gambito Budapest. </span></p><a href="http://2.bp.blogspot.com/_3eEEOmjCTcw/Sdjj4P_3iGI/AAAAAAAAAUo/38wjLbvNnp0/s1600-h/buda_chessbase.jpg"><img id="BLOGGER_PHOTO_ID_5321253515244832866" style="WIDTH: 102px; CURSOR: hand; HEIGHT: 101px" alt="" src="http://2.bp.blogspot.com/_3eEEOmjCTcw/Sdjj4P_3iGI/AAAAAAAAAUo/38wjLbvNnp0/s320/buda_chessbase.jpg" border="0" /></a> <span style="font-family:arial;"><span style="color:#3333ff;"><span style="font-size:180%;">Chessbase</span> tiene una publicación en formato digital, en alemán y en inglés con interesante contenido teórico, estadísticas de performance de esta apertura, errores típicos, conceptos estratégicos, clasificación de líneas, una pequeña base de datos de partidas sobre este tema. El autor es el ruso Oleinikov Dmitrij. Para mayor información: </span><a href="http://www.chessbase.com/espanola/shop/product.asp?pid=20&user=&coin="><span style="color:#3333ff;">Budapest Gambit by Chessbase</span></a>.</span><br /><br /><span style="font-family:Arial;"><a href="http://3.bp.blogspot.com/_3eEEOmjCTcw/SdjPgSsTWJI/AAAAAAAAAUg/930IefOnuUE/s1600-h/gambito+budapest.jpg"><img id="BLOGGER_PHOTO_ID_5321231113418659986" style="FLOAT: left; MARGIN: 0px 10px 10px 0px; WIDTH: 110px; CURSOR: hand; HEIGHT: 148px" alt="" src="http://3.bp.blogspot.com/_3eEEOmjCTcw/SdjPgSsTWJI/AAAAAAAAAUg/930IefOnuUE/s200/gambito+budapest.jpg" border="0" /></a></span><br /><p><span style="font-family:Arial;color:#3333ff;">El Fabuloso Gambito Budapest (The Fabulous Budapest Gambit), del GM Viktor Moskalenko es en mi entender y según la prensa especializada el trabajo más completo, más serio y más enriquecedor que se ha publicado hasta el presente de esta hermosa forma de comenzar el juego.</span></p><p><span style="font-family:Arial;color:#3333ff;">Está muy actualizado, con partidas recientes y de alto nivel ajedrecístico. Posee una muy buena clasificación de las diversas líneas y variantes que pueden proponerse y tiene un enorme cuidado con sus 241 páginas de invalorable contenido. Única observación. Aún no hay traducción al español.</span></p><p><span style="font-family:Arial;color:#3333ff;">Del mismo autor, el GM Moskalenko también podemos encontrar una publicación más breve de 54 páginas sobre la <strong>línea Rubinstein (4.Af4).</strong> Personalmente considero la continuación más sólida para las blancas, con la virtud de jugar el alfil dama fuera de la cadena de peones antes de retrasarlo con "e3", jugada casi obligada en la mayoría de las variantes.</span></p><p><span style="font-family:arial;color:#6600cc;">Esta monografía del GM Moskalenko ha sido publicada en el año 2004 por EDAMI (Escuela de Ajedrez de Miguel Illescas), España.</span></p><p><span style="font-family:Arial;color:#3333ff;">Le recordamos a los lectores que hace un par de meses publicamos la partida Schenning, Albert vs. MLP Cabrera, Marcelo Dario, parte de un match temático amistoso jugado en el <a href="http://ajedrezbellavista.blogspot.com/2009/01/iecc-international-e-mail-chess-club.html"><strong><span style="color:#330033;">IECC</span></strong></a> donde logre imponerme con lo justo por 2,5 a 1,5 (Un triunfo con blancas con la línea Rubinstein, una partida con blancas empatada y tablas los dos juegos que llevé piezas negras).</span></p><p><span style="font-family:Arial;color:#3333ff;">Les recomiendo particularmente esta partida, que si bien terminó en empate, no careció de emoción sacrificios y "fuegos artificiales" típicos del Budapest. Ver:</span></p><p align="center"><span style="font-family:arial;color:#330033;"><a href="http://ajedrezbellavista.blogspot.com/2008/12/en-el-arcn-de-los-recuerdos-el-gambito.html"><strong>Schenning, Albert vs. MLP Cabrera, Marcelo Dario</strong></a></span></p><p align="left"><span style="font-family:Arial;color:#6600cc;">A continuación un video del GM Moskalenko donde presenta sus ideas sobre el Gambito Budapest.</span></p><p align="left"><span style="font-family:Arial;color:#6600cc;"></span></p><br /><span style="font-size:130%;"><span style="font-family:arial;"><strong>Moskalenko. Gambito Budapest. Parte I</strong></span> </span><br /><br /><object height="344" width="425"><param name="movie" value="http://www.youtube.com/v/DSbeY4xFyI4&hl=es&fs=1"><param name="allowFullScreen" value="true"><param name="allowscriptaccess" value="always"><embed src="http://www.youtube.com/v/DSbeY4xFyI4&hl=es&fs=1" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="344"></embed></object><br /><br /><br /><br /><div align="right"><span style="font-family:arial;font-size:85%;"><strong><em>MLP Marcelo Cabrera</em></strong></span></div>Instituto Manuel Dorregohttp://www.blogger.com/profile/17997291642872919602noreply@blogger.com2tag:blogger.com,1999:blog-579473664723343536.post-61417273514288922152009-03-31T19:23:00.000-07:002013-09-08T20:36:43.350-07:00Torneo de Aficionados en Bella Vista<a href="http://2.bp.blogspot.com/_3eEEOmjCTcw/SdLQnOiZ9zI/AAAAAAAAAUY/1Jv8vKn55fo/s1600-h/finales.jpg"><img id="BLOGGER_PHOTO_ID_5319543482213857074" style="FLOAT: left; MARGIN: 0px 10px 10px 0px; WIDTH: 194px; CURSOR: hand; HEIGHT: 193px" alt="" src="http://2.bp.blogspot.com/_3eEEOmjCTcw/SdLQnOiZ9zI/AAAAAAAAAUY/1Jv8vKn55fo/s200/finales.jpg" border="0" /></a> <span style="font-family:arial;font-size:180%;"><strong><span style="color:#000066;">Torneo de Ajedrez Activo para Aficionados</span> </strong></span><br /><strong><span style="font-family:Arial;font-size:180%;"></span></strong><br /><span style="font-family:Arial;color:#6600cc;">Ajedrez Bella Vista invita a toda la comunidad ajedrecística a participar de un torneo de ajedrez activo para aficionados no rankeados y rankeados sub 1900 (ELO FIDE o RA).</span><br /><span style="font-family:Arial;"></span><br /><span style="font-family:Arial;font-size:130%;"><strong></strong></span><br /><span style="font-family:Arial;font-size:130%;"><strong></strong></span><br /><strong><span style="font-family:Arial;font-size:130%;"></span></strong><br /><div align="center"><strong><span style="font-family:Arial;font-size:130%;color:#cc0000;">TORNEO DE AJEDREZ ACTIVO MEMORIAL PAULSEN</span></strong></div><div align="center"><strong><span style="font-family:Arial;font-size:130%;color:#cc0000;">AJEDREZ BELLA VISTA</span></strong></div><span style="font-family:Arial;"></span><br /><span style="font-family:Arial;font-size:130%;color:#000066;"><strong>Cronograma del torneo:</strong></span><br /><span style="font-family:Arial;"></span><br /><ul><li><span style="font-family:Arial;color:#6600cc;">Cierre de la inscripción jueves 23 de abril 19:00 o cuando se cubran las 24 vacantes</span></li><li><span style="font-family:Arial;color:#6600cc;">Primera jornada: Jueves 23 de abril de 2009, 19,30 hs comienzo. (2 partidas) hasta las 22;30hs.</span></li><li><span style="font-family:Arial;color:#6600cc;">Segunda jornada: Jueves 30 de abril, 19,30 hs a 22,30hs. (2 partidas)</span></li><li><span style="font-family:Arial;"><span style="color:#6600cc;">Tercera y última jornada: Jueves de mayo 19;30 y partida y premiciación</span>.</span></li></ul><span style="font-family:Arial;font-size:130%;color:#000066;"><strong>Lugar de juego: Río Cuarto 2473. Bella Vista (Barrio Obligado). En la sede del Instituto Manuel Dorrego</strong></span><br /><span style="font-family:Arial;color:#000066;"></span><br /><span style="font-family:Arial;font-size:130%;color:#000066;"><strong>Características del torneo</strong></span><br /><span style="font-family:Arial;"><strong></strong></span><br /><ul><li><span style="font-family:Arial;"><span style="color:#6600cc;"><strong>Ritmo de juego 45 minutos por jugador</strong> hasta finalizar la partida. (Ajedrez Activo)</span></span></li><li><span style="font-family:Arial;color:#6600cc;">Notación de las partidas optativas. (llevar la notación da lugar a reclamos reglamentarios tal como la regla de las 3 posiciones repetidas)</span></li><li><span style="font-family:Arial;"><span style="color:#6600cc;"><strong>Abierto a aficionados, no rankeados y rankeados sub 1900</strong> (ELO FIDE o RA)</span></span></li><li><span style="font-family:Arial;color:#6600cc;">Dos partidas por jornada</span></li><li><span style="font-family:Arial;"><span style="color:#6600cc;"><strong>Dos Bye</strong> de medio punto cada uno solo para la primera jornada.</span></span></li><li><span style="font-family:Arial;"><span style="color:#6600cc;"><strong>Válido para el SRI</strong> (Sistema de Ranking Interno de Ajedrez Bella Vista).</span></span></li><li><span style="font-family:Arial;color:#6600cc;">Se premiarán con trofeos los primeros puestos del cuadro absoluto y al mejor jugador de escuela primaria y de escuela secundaria.</span></li><li><span style="font-family:Arial;color:#6600cc;">El torneo NO es válido para el ranking federativo.</span></li><li><span style="font-family:Arial;color:#6600cc;"><strong>La inscripción es totalmente gratuita</strong></span></li></ul><p><span style="font-family:Arial;font-size:130%;color:#000066;"><strong>Otros detalles sobre el torneo</strong></span></p><ul><li><span style="font-family:Arial;color:#6600cc;">El torneo siguiendo una vieja tradición del ajedrez se hará en memoria de un jugador notable, en este caso hemos decidido recodar a Luis Paulsen por la riqueza de sus aportes a la teoría del ajedrez.</span></li><li><span style="font-family:Arial;color:#6600cc;">Este torneo busca ser el primero de una serie de encuentros a realizarse en 2009 bajo la misma modalidad (ajedrez activo a 45 minutos por jugador), alentando la <strong>difusión de nuestro deporte entre los aficionados, su perfeccionamiento</strong> y la posibilidad de medir su nivel de progreso en el deporte del pensamiento entrado en el SRI (Sistema de Ranking Interno).</span></li><li><span style="font-family:Arial;color:#6600cc;">Dentro de nuestra pasión por el ajedrez y nuestro compromiso con la difusión mantenemos <strong>la filosofía de gratuidad de los torneos y nos abocaremos a la búsqueda de más auspiciantes para mejorar los premios o incluso becar los váticos de los jugadores de residencia más distante o mayores dificultades económicas</strong>.</span></li></ul><p><span style="font-family:Arial;color:#6600cc;">Para mayor información, manténgase actualizado por nuestro blog o contáctese vía mail con Ajedrez Bella Vista. Seguramente antes del comienzo <strong>habrá más novedades sobre este torneo</strong>.</span></p><p><span style="font-family:Arial;color:#6600cc;"><strong>Reserve su vacante. Son limitadas!!</strong></span></p><p align="right"><span style="font-family:Arial;"><strong>Ajedrez Bella Vista</strong></span></p><p align="right"><span style="font-family:Arial;"></span></p><br /><br /><br /><a title="View Memorial Paulsen - Torneo Ajedrez Bella Vista on Scribd" style="DISPLAY: block; MARGIN: 12px auto 6px; FONT: 14px Helvetica,Arial,Sans-serif; TEXT-DECORATION: underline; font-size-adjust: none; font-stretch: normal; -x-system-font: none" href="http://www.scribd.com/doc/13842596/Memorial-Paulsen-Torneo-Ajedrez-Bella-Vista">Memorial Paulsen - Torneo Ajedrez Bella Vista</a><object id="doc_323878253611516" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=" height="500" width="100%" align="middle" classid="clsid:d27cdb6e-ae6d-11cf-96b8-444553540000" name="doc_323878253611516"><param name="_cx" value="17965"><param name="_cy" value="13229"><param name="FlashVars" value=""><param name="Movie" value="http://d.scribd.com/ScribdViewer.swf?document_id=13842596&access_key=key-35z0opfc7ft03ayqzbm&page=1&version=1&viewMode="><param name="Src" value="http://d.scribd.com/ScribdViewer.swf?document_id=13842596&access_key=key-35z0opfc7ft03ayqzbm&page=1&version=1&viewMode="><param name="WMode" value="Opaque"><param name="Play" value="-1"><param name="Loop" value="-1"><param name="Quality" value="High"><param name="SAlign" value="LT"><param name="Menu" value="-1"><param name="Base" value=""><param name="AllowScriptAccess" value="always"><param name="Scale" value="NoScale"><param name="DeviceFont" value="0"><param name="EmbedMovie" value="0"><param name="BGColor" value="FFFFFF"><param name="SWRemote" value=""><param name="MovieData" value=""><param name="SeamlessTabbing" value="1"><param name="Profile" value="0"><param name="ProfileAddress" value=""><param name="ProfilePort" value="0"><param name="AllowNetworking" value="all"><param name="AllowFullScreen" value="true"><br /> <embed src="http://d.scribd.com/ScribdViewer.swf?document_id=13842596&access_key=key-35z0opfc7ft03ayqzbm&page=1&version=1&viewMode=" quality="high" pluginspage="http://www.macromedia.com/go/getflashplayer" play="true" loop="true" scale="showall" wmode="opaque" devicefont="false" bgcolor="#ffffff" name="doc_323878253611516_object" menu="true" allowfullscreen="true" allowscriptaccess="always" salign="" type="application/x-shockwave-flash" align="middle" height="500" width="100%"></embed> </object><div style="DISPLAY: block; MARGIN: 6px auto 3px; FONT: 12px Helvetica,Arial,Sans-serif; font-size-adjust: none; font-stretch: normal; -x-system-font: none"><a style="TEXT-DECORATION: underline" href="http://www.scribd.com/upload">Publish at Scribd</a> or <a style="TEXT-DECORATION: underline" href="http://www.scribd.com/browse">explore</a> others: <a style="TEXT-DECORATION: underline" href="http://www.scribd.com/browse/eBooks/Sports">Sports</a> <a style="TEXT-DECORATION: underline" href="http://www.scribd.com/tag/2008">2008</a> <a style="TEXT-DECORATION: underline" href="http://www.scribd.com/tag/windows">windows</a> </div>Instituto Manuel Dorregohttp://www.blogger.com/profile/17997291642872919602noreply@blogger.com0tag:blogger.com,1999:blog-579473664723343536.post-5175691192870122252009-03-30T17:53:00.000-07:002013-09-08T20:36:43.390-07:00Ajedrez Bella Vista festeja el 2009 (visitante 2009)!!<a href="http://2.bp.blogspot.com/_92pPpQjrA38/SdFpwdElKJI/AAAAAAAAASo/aRNPaQGIl3E/s1600-h/cotillon.jpg"><img id="BLOGGER_PHOTO_ID_5319148916059744402" style="FLOAT: left; MARGIN: 0px 10px 10px 0px; WIDTH: 149px; CURSOR: hand; HEIGHT: 200px" alt="" src="http://2.bp.blogspot.com/_92pPpQjrA38/SdFpwdElKJI/AAAAAAAAASo/aRNPaQGIl3E/s200/cotillon.jpg" border="0" /></a><span style="color:#000066;"><strong><span style="font-family:arial;"><span style="font-size:180%;">El blog de ajedrez de Bella Vista y San Miguel</span><br /><br /></span><br /><br /><br /><br /></strong></span><span style="color:#3333ff;"><span style="font-family:arial;">Antes que nada queremos expresar nuestro agradecimiento a los visitantes de diferentes partes del mundo que leen este blog a diario.<br /><br /></span><br /><br /></span><span style="color:#3333ff;"><span style="font-family:arial;">Este humilde <strong>espacio de ajedrez aficionado, no profesional</strong>, tiene el orgullo de haber alcanzado la marca de <strong>2.000 visitas en 2 meses</strong>, desde que se instaló el contador y el control de estadísticas.<br /><br /></span><br /><br /><span style="font-family:arial;">Simultáneamente nuestros documentos en <strong>Scribd han acumulado 1.000 lecturas en el mismo período.</strong></span><br /><br /></span><span style="font-family:arial;"><strong><br /><br /></strong><span style="color:#3333ff;">Estos hechos nos llenan de alegría pues nos hacen sentir que nuestra humilde <strong>tarea de difusión del ajedrez, del deporte del pensamiento, de nuestra pasión</strong> como diría Gustavo Lope de Vergara, tiene sentido, aceptación y despierta el interés de muchos internautas.<br /><br /></strong><br /><br />Realmente es algo como festejar un cumpleaños. Estamos creciendo como espacio de difusión en Internet y los lectores nos acompañan. Mil gracias a ellos!!<br /><br /><br /><br />No queremos entrar en un detalle estadístico tedioso, pero si compartir algunos datos. Entre los temas de búsqueda más frecuentes que atraen vistas a este blog podemos señalar:<br /><br /></span><br /><br /><br /><br /></span><span style="font-family:arial;"></span><span style="font-family:arial;"><ul><li><span style="color:#3333ff;">Comentarios sobre <strong>sofware de ajedrez</strong> (Chesimo, Rybka, Fritz)</span></li><li><span style="color:#3333ff;">Problemas de <strong>ajedrez y táctica</strong></span></li><li><span style="color:#3333ff;"><strong>Temas técnicos</strong> como el ranking ELO</span></li><li><span style="color:#3333ff;">Temas de interés ajedrecístico como la <strong>psicología del jugador de ajedrez</strong></span></li><li><span style="color:#3333ff;">La publicación de los <strong>Cuadernos de Ajedrez de Horacio Sistac</strong></span></li><li><span style="color:#3333ff;">El ajedrez en <strong>Bella Vista y San Miguel</strong>, provincia de Buenos Aires</span></li><li><span style="color:#3333ff;">Partidas particularmente animadas como las de <strong>Gambito Budapest</strong></span></li><li><span style="color:#3333ff;">Ajedrez y <strong>educación</strong>.</span></li></ul><span style="color:#3333ff;">Además también sabemos que:<br /><br /><br /><br /></span><span style="color:#3333ff;"></span><ul><li><span style="color:#3333ff;"><strong>Goggle</strong> es el buscador que más visitantes nos ha traído</span></li><li><span style="color:#3333ff;">Los vínculos de salida de nuestro blog más frecuentes han sido: <strong>Buho21, Chessimo e Instituto Manuel Dorrego</strong></span></li><li><span style="color:#3333ff;">La mayor cantidad de visitantes provienen de <strong>Argentina, España</strong>, México y América Latina.</span></li></ul><p><br /><br /></p><strong><span style="color:#cc0000;">En esta entrada, que tiene mucho de festejo queremos reafirmar los principios que nos motivaron a la fundación de este espacio de difusión del deporte del pensamiento que hemos llamado Ajedrez Bella Vista:<br /><br /></span></strong><br /><br /><br /><br /><ul><li><span style="color:#cc6600;"><strong>Brindar a la comunidad del Municipio de San Miguel y pueblos linderos una Institución donde practicar ajedrez tanto social, como educativo y deportivo.</strong></span></li><li><span style="color:#cc6600;"><strong>Constituir un espacio para la práctica social del ajedrez</strong>, propiciando la solidaridad y el fortalecimiento de los vínculos entre los diversos componentes de nuestra comunidad. </span></li><li><span style="color:#cc6600;"><strong>Formar a los niños y jóvenes de la comunidad en los valores de esfuerzo, estudio</strong>, capacitación y leal competencia que promueve nuestro deporte.</span></li><li><span style="color:#cc6600;"><strong>Brindar a los mayores (jubilados, abuelos, etc) un espacio de sano esparcimiento</strong> y enriquecimiento intelectual.</span></li><li><span style="color:#cc6600;"><strong>Cooperar con los establecimientos educativos </strong>(públicos y privados) para la difusión del ajedrez y la formación de personal idóneo para su enseñanza.</span></li><li><span style="color:#cc6600;"><strong>Realizar encuentros deportivos entre escuelas</strong>, barrios, organizaciones de bien público a efectos de promocionar nuestra actividad al tiempo que se fortalecen los lazos sociales.</span></li><li><span style="color:#cc6600;"><strong>Colaborar con las autoridades educativas, municipales</strong> y con todos aquellos que apuesten al crecimiento de nuestra disciplina.</span></li><li><span style="color:#cc6600;"><strong>Difundir las nuevas formas que toma el ajedrez ajustándose a los tiempos actuales</strong>, esto es el ajedrez por internet, la utilización de la computadora como herramienta de estudio y análisis, como así también con las nuevas modalidades del juego (Ramdom Fischer, Pasa - Piezas, "el que pierde gana", Ajedrez Relámpago, Blitz, etc. Todas formas de juego que cuentan con gran aceptación de los aficionados.</span></li><li><span style="color:#cc6600;"><strong>Creación de una biblioteca</strong> (en su más amplio sentido, libros, software, videos, etc) para mejor capacitación de la afición ajedrecística.</span></li><li><span style="color:#cc6600;">Acompañar la evolución de todos los juegos que desarrollen los valores que históricamente promueve el juego ciencia. (juegos de estrategia diversos, juegos de estrategia y estudio asistidos por computadora).</span></li><li><span style="color:#cc6600;"><strong>Propender a que el ajedrez sea un deporte gratuito</strong> o con el menor costo posible para los jugadores, buscando que las instituciones que promueven esta actividad (clubes, círculos, federaciones, entes estatales, etc) acompañen el desarrollo y crecimiento de los jugadores (incluso por intermedio de becas y otros estímulos económicos).</span></li><li><span style="color:#cc6600;">Brindar un espacio de participación en el ámbito formal del ajedrez deportivo federado para todas las categorías, fundamentalmente<strong> las "promocionales" (infantiles y juveniles).</strong></span></li><li><span style="color:#cc6600;"><strong>Aportar en todos los ámbitos posibles los mejores esfuerzos para lograr la mayor popularidad y difusión amplia del juego ciencia, </strong>con la esperanza de disminuir la "brecha" que existe entre los jugadores de alta competencia y los aficionados o meros espectadores para abrir las puertas de su entendimiento y aceptación masiva.</span></li><li><span style="color:#cc6600;">Aportar ideas y acciones tendientes a que el ajedrez se transforme en un foco de atención tanto para la gente, como para el Estado y las empresas, ya que la iniciativa privada puede transformarse en un puntal económico que facilite a todos los interesados la práctica del juego como pasa en la inmensa mayoría de los otros deportes.</span></li><li><span style="color:#cc6600;"><strong>Bregar para que el Ajedrez sea una disciplina de estudio y esparcimiento en colegios</strong>, clubes y centros de jubilados y organizaciones de la 3ra. edad, ya que está ampliamente demostrado desde el punto de vista científico sus bondades principalmente en los más jóvenes y en los mayores.</span></li></ul><p></p></span><span style="font-family:arial;color:#666666;"><strong>Estamos absolutamente seguros de haber hecho lo humanamente y económicamente posible desde este humilde grupo de entusiastas ajedrecistas para aportar cotidianamente a los objetivos fijados.</strong></span><br /><br /></span><div align="center"><span style="font-family:arial;color:#666666;"><br /><br />Gracias a todos los amigos ajedrecistas internáutas!!!!!<br /><br /></div></span><div align="right"><strong><span style="font-family:arial;color:#666666;">AJEDREZ BELLA VISTA</span><br /><br /></span><br /><br /></div></strong></span><br /><br />Instituto Manuel Dorregohttp://www.blogger.com/profile/17997291642872919602noreply@blogger.com0tag:blogger.com,1999:blog-579473664723343536.post-10312448084483596582009-03-30T10:25:00.000-07:002013-09-08T20:36:43.432-07:00Ajedrecistas argentinos en el mundo<div align="left"><a href="http://4.bp.blogspot.com/_Q8QRsDIeoHM/SdEBQHzM46I/AAAAAAAAAGs/pxMBd4LiUuk/s1600-h/alejandro+hoffman.jpg"><img id="BLOGGER_PHOTO_ID_5319034011384603554" style="FLOAT: left; MARGIN: 0px 10px 10px 0px; WIDTH: 138px; CURSOR: hand; HEIGHT: 200px" alt="" src="http://4.bp.blogspot.com/_Q8QRsDIeoHM/SdEBQHzM46I/AAAAAAAAAGs/pxMBd4LiUuk/s200/alejandro+hoffman.jpg" border="0" /></a><span style="font-family:arial;font-size:180%;color:#000066;"><strong></strong></span> <span style="font-family:arial;font-size:180%;color:#000066;"><strong>Alejandro <span class="blsp-spelling-error" id="SPELLING_ERROR_0">Hoffman</span> vence en Dos Hermanas</strong></span><br /><br /><span style="font-family:Arial;color:#000099;">No es habitual que las entradas de nuestro blog estén vinculadas a temas de actualidad deportiva en el ajedrez. Para ese fin el blog cuenta con un "<span class="blsp-spelling-error" id="SPELLING_ERROR_1">box</span>" donde el servicio de noticias que brinda Blogger nos mantiene actualizados de los temas más saliente de nuestro deporte en los ámbitos nacionales e internacionales.</span><br /><span style="color:#000099;"></span><br /><span style="font-family:Arial;color:#000099;">En general, como ustedes habrán podido apreciar en nuestras páginas, <span class="blsp-spelling-error" id="SPELLING_ERROR_2">priorizamos</span> todo lo referido a temas teóricos, ajedrez postal, y actividades de aficionados de nuestra comunidad.</span><br /><br /><span style="font-family:Arial;color:#000099;">Entendemos que nuestra tarea de difusión se enriquece más con los temas en que el aficionado encuentre mayor identificación, es decir su propia actividad, sus dudas teóricas y sus torneos.</span><br /><span style="color:#000099;"></span><br /><span style="font-family:Arial;color:#000099;">Pese a lo dicho haremos una excepción para publicar el triunfo del <strong><span class="blsp-spelling-error" id="SPELLING_ERROR_3">GM</span> argentino Alejandro</strong> <span class="blsp-spelling-error" id="SPELLING_ERROR_4">Hoffman</span> en el torneo<strong> "Dos Hermanas".</strong></span><br /><br /><span style="font-family:Arial;color:#000099;">A continuación la crónica <span class="blsp-spelling-corrected" id="SPELLING_ERROR_5">periodística</span>:</span><br /><br /><img id="BLOGGER_PHOTO_ID_5319106012375273938" style="FLOAT: left; MARGIN: 0px 10px 10px 0px; WIDTH: 200px; CURSOR: hand; HEIGHT: 21px" alt="" src="http://1.bp.blogspot.com/_Q8QRsDIeoHM/SdFCvIZF0dI/AAAAAAAAAG0/1J5uUdr-Cic/s200/c_i_sevilla.jpg" border="0" /><br /><br /><strong><span style="font-size:180%;color:#ff0000;">ajedrez </span></strong><br /><br /><span style="font-size:180%;color:#ff0000;"><strong>Alejandro <span class="blsp-spelling-error" id="SPELLING_ERROR_6">Hoffman</span> vence en Dos Hermanas</strong></span><br /><br /><span style="color:#ff0000;"><strong>El <span class="blsp-spelling-error" id="SPELLING_ERROR_7">GM</span> argentino se llevó el Internacional tras desempatar con otros cuatro rivales</strong></span><br /><span style="font-size:78%;"><span style="color:#ff0000;"><strong>Redacción / <span class="blsp-spelling-error" id="SPELLING_ERROR_8">Sevilla</span> Actualizado 30.03.2009 - 05:02</strong></span><br /></span><br /><span style="color:#ff0000;">El sexto Abierto Internacional de Ajedrez de Dos Hermanas registró una participación de 156 jugadores y finalizó con el triunfo, con 7,5 puntos de 9, del Gran Maestro argentino Alejandro <span class="blsp-spelling-error" id="SPELLING_ERROR_9">Hoffman</span>, que finalizó empatado junto al <span class="blsp-spelling-error" id="SPELLING_ERROR_10">GM</span> también argentino <span class="blsp-spelling-error" id="SPELLING_ERROR_11">Daniel</span> <span class="blsp-spelling-error" id="SPELLING_ERROR_12">Cámpora</span>, el murciano José Carlos <span class="blsp-spelling-error" id="SPELLING_ERROR_13">Ibarra</span>, el inglés <span class="blsp-spelling-error" id="SPELLING_ERROR_14">Bogdan</span> <span class="blsp-spelling-error" id="SPELLING_ERROR_15">Lalic</span> y el peruano Julio <span class="blsp-spelling-error" id="SPELLING_ERROR_16">Granda</span>. </span><br /><br /><span style="color:#ff0000;">Con 7 puntos terminaron los sevillanos Francisco <span class="blsp-spelling-error" id="SPELLING_ERROR_17">Fernández</span> <span class="blsp-spelling-error" id="SPELLING_ERROR_18">Troncoso</span>, Agustín <span class="blsp-spelling-error" id="SPELLING_ERROR_19">García</span> y Jesús <span class="blsp-spelling-error" id="SPELLING_ERROR_20">Garrido</span>. </span><br /><br /><span style="color:#ff0000;">Diez jugadores tenían 6,5 y se enfrentaban entre sí en la novena y última ronda, la más trepidante de todas y que resultó a la postre la que marcaría el desenlace final. Los cinco que ganaron compartieron el triunfo y el sistema de desempate determinó quién fue campeón y quién quinto. Los cinco derrotados fueron incluso rebasados en la clasificación por dos sevillanos, Francisco <span class="blsp-spelling-error" id="SPELLING_ERROR_21">Fernández</span> <span class="blsp-spelling-error" id="SPELLING_ERROR_22">Troncoso</span>, que venció a Prados, y Agustín <span class="blsp-spelling-error" id="SPELLING_ERROR_23">García</span>, que venció a Matamoros. <span class="blsp-spelling-error" id="SPELLING_ERROR_24">Illescas</span> empató en la última ronda con Antonio Jesús <span class="blsp-spelling-error" id="SPELLING_ERROR_25">González</span> <span class="blsp-spelling-error" id="SPELLING_ERROR_26">Márquez</span>. El argentino Alejandro <span class="blsp-spelling-error" id="SPELLING_ERROR_27">Hoffman</span> fue el gran vencedor de un torneo que cada año está más igualado.</span><br /><br /><span style="font-family:arial;color:#000099;">A continuación los primeros puestos de este torneo abierto internacional que se disputó por sistema suizo a 9 rondas los <span class="blsp-spelling-error" id="SPELLING_ERROR_28">dìas</span> 28 y 29 de marzo. (ajedrez <span class="blsp-spelling-error" id="SPELLING_ERROR_29">semirrápido - 20 minutos + 3 segundos </span>). </span><br /></div><ul><li><span style="font-family:arial;color:#000099;">1. <span class="blsp-spelling-error" id="SPELLING_ERROR_30">Hoffman</span>, Alejandro <span class="blsp-spelling-error" id="SPELLING_ERROR_31">ARG</span> 2425 g 7.5</span></li><li><span style="font-family:arial;color:#000099;">2. <span class="blsp-spelling-error" id="SPELLING_ERROR_32">Campora</span>, <span class="blsp-spelling-error" id="SPELLING_ERROR_33">Daniel</span> H <span class="blsp-spelling-error" id="SPELLING_ERROR_34">ARG</span> 2521 g 7.5</span></li><li><span style="font-family:arial;color:#000099;">3. <span class="blsp-spelling-error" id="SPELLING_ERROR_35">Ibarra</span> Jerez, <span class="blsp-spelling-error" id="SPELLING_ERROR_36">Jose</span> Carlos <span class="blsp-spelling-error" id="SPELLING_ERROR_37">ESP</span> 2513 m 7.5</span></li><li><span style="font-family:arial;color:#000099;">4. <span class="blsp-spelling-error" id="SPELLING_ERROR_38">Lalic</span>, <span class="blsp-spelling-error" id="SPELLING_ERROR_39">Bogdan</span> <span class="blsp-spelling-error" id="SPELLING_ERROR_40">ENG</span> 2537 g 7.5</span></li><li><span style="font-family:arial;color:#000099;">5. <span class="blsp-spelling-error" id="SPELLING_ERROR_41">Granda</span> <span class="blsp-spelling-error" id="SPELLING_ERROR_42">Zuñiga</span>, Julio E <span class="blsp-spelling-error" id="SPELLING_ERROR_43">PER</span> 2624 g 7.5</span></li><li><span style="font-family:arial;color:#000099;">.. hasta 156 jugadores</span></li></ul><p><span style="font-family:Arial;color:#000099;">Debe hacer una pequeña confesión del motivo de esta entrada sobre el triunfo del <span class="blsp-spelling-error" id="SPELLING_ERROR_44">GM</span> Alejandro <span class="blsp-spelling-error" id="SPELLING_ERROR_45">Hoffman</span>.</span></p><p><span style="font-family:Arial;color:#000099;">En 1981, allá lejos y hace tiempo, comencé mi carrera como docente siendo preceptor en el Colegio Nacional de Buenos Aires. </span></p><p><span style="font-family:Arial;color:#000099;">Para ese momento yo me estaba alejando del ajedrez por motivos típicos, el trabajo, los estudios universitarios, etc. </span></p><p><span style="font-family:Arial;color:#000099;">Fue justamente en el Colegio Nacional donde <strong>conocí un <span class="blsp-spelling-error" id="SPELLING_ERROR_46">chiquilín</span> de unos 14 o 15 años</strong> (alumno mío en aquel entonces) que andaba siempre con su <strong><span class="blsp-spelling-error" id="SPELLING_ERROR_47">tablerito</span> <span class="blsp-spelling-corrected" id="SPELLING_ERROR_48">portátil</span></strong> a cuestas y con quién <span class="blsp-spelling-error" id="SPELLING_ERROR_49">compartí</span> análisis de partidas y si la memoria no me falla algún que otro juego <span class="blsp-spelling-error" id="SPELLING_ERROR_50">inconcluso</span>.</span></p><p><span style="font-family:Arial;color:#000099;"><strong>Ese "<span class="blsp-spelling-error" id="SPELLING_ERROR_51">chiquín</span>" no era otro que el hoy <span class="blsp-spelling-error" id="SPELLING_ERROR_52">GM</span> <span class="blsp-spelling-error" id="SPELLING_ERROR_53">Hoffman</span>!!</strong></span></p><p><span style="font-family:Arial;color:#000099;"><strong>Creo que la anécdota vale para dar ánimo y esperanzas a toda la muchachada que le roba horas a los bailes, a las salidas, para poder mejorar y progresar en este, nuestro deporte. El deporte del pensamiento.</strong></span></p><p><span style="font-family:Arial;color:#000099;"><strong>Desde acá nuestras <span class="blsp-spelling-corrected" id="SPELLING_ERROR_54">felicitaciones</span> Alejandro!!</strong></span></p><p align="right"><span style="font-family:Arial;font-size:85%;color:#000099;"><strong><span class="blsp-spelling-error" id="SPELLING_ERROR_55">MLP</span> <span class="blsp-spelling-error" id="SPELLING_ERROR_56">Marcelo</span> Cabrera</strong></span></p>Instituto Manuel Dorregohttp://www.blogger.com/profile/17997291642872919602noreply@blogger.com0